% %ȉ̕RgƂ̂łC_ł͂܂ł܂B
% ̃^Cg
[Title]
xNgp

% 蕶
% Ȃ΁C[Level1]ɏ̂̂܂ܖ蕶ƂȂB
[Problem]
xNg̐𗘗pāA̖₢ɓB

% tHg̑傫B1`10C܂TeX̃R}hw肷B
% ftHǵC5i\normalsizej
% 1\tinyC 2\scriptsizeC3\footnotesizeC4\smallC 5\normalsize
% 6\largeC7\LargeC     8\LARGEC       9\hugeC 10\Huge
[FontSize]
5

% vAuɒǉpbP[Wt@Cw肷B
[usepackage]
\usepackage{amssymb,emath}

% ꂼ̖𓚂$\displaystyle $tꍇ́C@ON ܂1
% ꂼ̖𓚂$\displaystyle $tȂꍇ́COFF܂0
% up̕ҏWv|u[U[ݒv̉ɂݒ
% @@@@@@@@@@@@@@@@@ꍇɎw肵ĂB
% LqȂ΁Cup̕ҏWv|u[U[ݒv
% @@@@@@@@@@@@@@@@@@@ɂݒ肪D悳܂B
[displaystyle]
OFF


% Level1̖BȉLevel7܂œlB
% 1sڂɂ͏ڍאݒ̃^CgB
% 2sڈȍ~ɖƂ̉𓚂B
% Ɖ𓚁C𓚂Ɩ͂PsďB
% vZߒꍇ́CƉ𓚂̊ԂɂPsԊuC
% ŏprocessƂsC̎̍svZߒĂB
[Level1]
x1(1)

$\beku a=(1,1)\beku b=(x,1)ƂȂ悤x̒l߂$

-1

$\beku a=(1,1)\beku b=(x,2)ƂȂ悤x̒l߂$

-2

$\beku a=(1,1)\beku b=(x,3)ƂȂ悤x̒l߂$

-3

$\beku a=(1,1)\beku b=(x,4)ƂȂ悤x̒l߂$

-4

$\beku a=(1,1)\beku b=(x,5)ƂȂ悤x̒l߂$

-5

$\beku a=(1,1)\beku b=(x,6)ƂȂ悤x̒l߂$

-6

$\beku a=(1,1)\beku b=(x,7)ƂȂ悤x̒l߂$

-7

$\beku a=(1,1)\beku b=(x,8)ƂȂ悤x̒l߂$

-8

$\beku a=(1,1)\beku b=(x,9)ƂȂ悤x̒l߂$

-9

$\beku a=(1,2)\beku b=(x,1)ƂȂ悤x̒l߂$

-2

$\beku a=(1,2)\beku b=(x,2)ƂȂ悤x̒l߂$

-4

$\beku a=(1,2)\beku b=(x,3)ƂȂ悤x̒l߂$

-6

$\beku a=(1,2)\beku b=(x,4)ƂȂ悤x̒l߂$

-8

$\beku a=(1,2)\beku b=(x,5)ƂȂ悤x̒l߂$

-10

$\beku a=(1,2)\beku b=(x,6)ƂȂ悤x̒l߂$

-12

$\beku a=(1,2)\beku b=(x,7)ƂȂ悤x̒l߂$

-14

$\beku a=(1,2)\beku b=(x,8)ƂȂ悤x̒l߂$

-16

$\beku a=(1,2)\beku b=(x,9)ƂȂ悤x̒l߂$

-18

$\beku a=(1,3)\beku b=(x,1)ƂȂ悤x̒l߂$

-3

$\beku a=(1,3)\beku b=(x,2)ƂȂ悤x̒l߂$

-6

$\beku a=(1,3)\beku b=(x,3)ƂȂ悤x̒l߂$

-9

$\beku a=(1,3)\beku b=(x,4)ƂȂ悤x̒l߂$

-12

$\beku a=(1,3)\beku b=(x,5)ƂȂ悤x̒l߂$

-15

$\beku a=(1,3)\beku b=(x,6)ƂȂ悤x̒l߂$

-18

$\beku a=(1,3)\beku b=(x,7)ƂȂ悤x̒l߂$

-21

$\beku a=(1,3)\beku b=(x,8)ƂȂ悤x̒l߂$

-24

$\beku a=(1,3)\beku b=(x,9)ƂȂ悤x̒l߂$

-27

$\beku a=(1,4)\beku b=(x,1)ƂȂ悤x̒l߂$

-4

$\beku a=(1,4)\beku b=(x,2)ƂȂ悤x̒l߂$

-8

$\beku a=(1,4)\beku b=(x,3)ƂȂ悤x̒l߂$

-12

$\beku a=(1,4)\beku b=(x,4)ƂȂ悤x̒l߂$

-16

$\beku a=(1,4)\beku b=(x,5)ƂȂ悤x̒l߂$

-20

$\beku a=(1,4)\beku b=(x,6)ƂȂ悤x̒l߂$

-24

$\beku a=(1,4)\beku b=(x,7)ƂȂ悤x̒l߂$

-28

$\beku a=(1,4)\beku b=(x,8)ƂȂ悤x̒l߂$

-32

$\beku a=(1,4)\beku b=(x,9)ƂȂ悤x̒l߂$

-36

$\beku a=(1,5)\beku b=(x,1)ƂȂ悤x̒l߂$

-5

$\beku a=(1,5)\beku b=(x,2)ƂȂ悤x̒l߂$

-10

$\beku a=(1,5)\beku b=(x,3)ƂȂ悤x̒l߂$

-15

$\beku a=(1,5)\beku b=(x,4)ƂȂ悤x̒l߂$

-20

$\beku a=(1,5)\beku b=(x,5)ƂȂ悤x̒l߂$

-25

$\beku a=(1,5)\beku b=(x,6)ƂȂ悤x̒l߂$

-30

$\beku a=(1,5)\beku b=(x,7)ƂȂ悤x̒l߂$

-35

$\beku a=(1,5)\beku b=(x,8)ƂȂ悤x̒l߂$

-40

$\beku a=(1,5)\beku b=(x,9)ƂȂ悤x̒l߂$

-45

$\beku a=(1,6)\beku b=(x,1)ƂȂ悤x̒l߂$

-6

$\beku a=(1,6)\beku b=(x,2)ƂȂ悤x̒l߂$

-12

$\beku a=(1,6)\beku b=(x,3)ƂȂ悤x̒l߂$

-18

$\beku a=(1,6)\beku b=(x,4)ƂȂ悤x̒l߂$

-24

$\beku a=(1,6)\beku b=(x,5)ƂȂ悤x̒l߂$

-30

$\beku a=(1,6)\beku b=(x,6)ƂȂ悤x̒l߂$

-36

$\beku a=(1,6)\beku b=(x,7)ƂȂ悤x̒l߂$

-42

$\beku a=(1,6)\beku b=(x,8)ƂȂ悤x̒l߂$

-48

$\beku a=(1,6)\beku b=(x,9)ƂȂ悤x̒l߂$

-54

$\beku a=(1,7)\beku b=(x,1)ƂȂ悤x̒l߂$

-7

$\beku a=(1,7)\beku b=(x,2)ƂȂ悤x̒l߂$

-14

$\beku a=(1,7)\beku b=(x,3)ƂȂ悤x̒l߂$

-21

$\beku a=(1,7)\beku b=(x,4)ƂȂ悤x̒l߂$

-28

$\beku a=(1,7)\beku b=(x,5)ƂȂ悤x̒l߂$

-35

$\beku a=(1,7)\beku b=(x,6)ƂȂ悤x̒l߂$

-42

$\beku a=(1,7)\beku b=(x,7)ƂȂ悤x̒l߂$

-49

$\beku a=(1,7)\beku b=(x,8)ƂȂ悤x̒l߂$

-56

$\beku a=(1,7)\beku b=(x,9)ƂȂ悤x̒l߂$

-63

$\beku a=(1,8)\beku b=(x,1)ƂȂ悤x̒l߂$

-8

$\beku a=(1,8)\beku b=(x,2)ƂȂ悤x̒l߂$

-16

$\beku a=(1,8)\beku b=(x,3)ƂȂ悤x̒l߂$

-24

$\beku a=(1,8)\beku b=(x,4)ƂȂ悤x̒l߂$

-32

$\beku a=(1,8)\beku b=(x,5)ƂȂ悤x̒l߂$

-40

$\beku a=(1,8)\beku b=(x,6)ƂȂ悤x̒l߂$

-48

$\beku a=(1,8)\beku b=(x,7)ƂȂ悤x̒l߂$

-56

$\beku a=(1,8)\beku b=(x,8)ƂȂ悤x̒l߂$

-64

$\beku a=(1,8)\beku b=(x,9)ƂȂ悤x̒l߂$

-72

$\beku a=(1,9)\beku b=(x,1)ƂȂ悤x̒l߂$

-9

$\beku a=(1,9)\beku b=(x,2)ƂȂ悤x̒l߂$

-18

$\beku a=(1,9)\beku b=(x,3)ƂȂ悤x̒l߂$

-27

$\beku a=(1,9)\beku b=(x,4)ƂȂ悤x̒l߂$

-36

$\beku a=(1,9)\beku b=(x,5)ƂȂ悤x̒l߂$

-45

$\beku a=(1,9)\beku b=(x,6)ƂȂ悤x̒l߂$

-54

$\beku a=(1,9)\beku b=(x,7)ƂȂ悤x̒l߂$

-63

$\beku a=(1,9)\beku b=(x,8)ƂȂ悤x̒l߂$

-72

$\beku a=(1,9)\beku b=(x,9)ƂȂ悤x̒l߂$

-81

$\beku a=(2,1)\beku b=(x,2)ƂȂ悤x̒l߂$

-1

$\beku a=(2,1)\beku b=(x,4)ƂȂ悤x̒l߂$

-2

$\beku a=(2,1)\beku b=(x,6)ƂȂ悤x̒l߂$

-3

$\beku a=(2,1)\beku b=(x,8)ƂȂ悤x̒l߂$

-4

$\beku a=(2,2)\beku b=(x,1)ƂȂ悤x̒l߂$

-1

$\beku a=(2,2)\beku b=(x,2)ƂȂ悤x̒l߂$

-2

$\beku a=(2,2)\beku b=(x,3)ƂȂ悤x̒l߂$

-3

$\beku a=(2,2)\beku b=(x,4)ƂȂ悤x̒l߂$

-4

$\beku a=(2,2)\beku b=(x,5)ƂȂ悤x̒l߂$

-5

$\beku a=(2,2)\beku b=(x,6)ƂȂ悤x̒l߂$

-6

$\beku a=(2,2)\beku b=(x,7)ƂȂ悤x̒l߂$

-7

$\beku a=(2,2)\beku b=(x,8)ƂȂ悤x̒l߂$

-8

$\beku a=(2,2)\beku b=(x,9)ƂȂ悤x̒l߂$

-9

$\beku a=(2,3)\beku b=(x,2)ƂȂ悤x̒l߂$

-3

$\beku a=(2,3)\beku b=(x,4)ƂȂ悤x̒l߂$

-6

$\beku a=(2,3)\beku b=(x,6)ƂȂ悤x̒l߂$

-9

$\beku a=(2,3)\beku b=(x,8)ƂȂ悤x̒l߂$

-12

$\beku a=(2,4)\beku b=(x,1)ƂȂ悤x̒l߂$

-2

$\beku a=(2,4)\beku b=(x,2)ƂȂ悤x̒l߂$

-4

$\beku a=(2,4)\beku b=(x,3)ƂȂ悤x̒l߂$

-6

$\beku a=(2,4)\beku b=(x,4)ƂȂ悤x̒l߂$

-8

$\beku a=(2,4)\beku b=(x,5)ƂȂ悤x̒l߂$

-10

$\beku a=(2,4)\beku b=(x,6)ƂȂ悤x̒l߂$

-12

$\beku a=(2,4)\beku b=(x,7)ƂȂ悤x̒l߂$

-14

$\beku a=(2,4)\beku b=(x,8)ƂȂ悤x̒l߂$

-16

$\beku a=(2,4)\beku b=(x,9)ƂȂ悤x̒l߂$

-18

$\beku a=(2,5)\beku b=(x,2)ƂȂ悤x̒l߂$

-5

$\beku a=(2,5)\beku b=(x,4)ƂȂ悤x̒l߂$

-10

$\beku a=(2,5)\beku b=(x,6)ƂȂ悤x̒l߂$

-15

$\beku a=(2,5)\beku b=(x,8)ƂȂ悤x̒l߂$

-20

$\beku a=(2,6)\beku b=(x,1)ƂȂ悤x̒l߂$

-3

$\beku a=(2,6)\beku b=(x,2)ƂȂ悤x̒l߂$

-6

$\beku a=(2,6)\beku b=(x,3)ƂȂ悤x̒l߂$

-9

$\beku a=(2,6)\beku b=(x,4)ƂȂ悤x̒l߂$

-12

$\beku a=(2,6)\beku b=(x,5)ƂȂ悤x̒l߂$

-15

$\beku a=(2,6)\beku b=(x,6)ƂȂ悤x̒l߂$

-18

$\beku a=(2,6)\beku b=(x,7)ƂȂ悤x̒l߂$

-21

$\beku a=(2,6)\beku b=(x,8)ƂȂ悤x̒l߂$

-24

$\beku a=(2,6)\beku b=(x,9)ƂȂ悤x̒l߂$

-27

$\beku a=(2,7)\beku b=(x,2)ƂȂ悤x̒l߂$

-7

$\beku a=(2,7)\beku b=(x,4)ƂȂ悤x̒l߂$

-14

$\beku a=(2,7)\beku b=(x,6)ƂȂ悤x̒l߂$

-21

$\beku a=(2,7)\beku b=(x,8)ƂȂ悤x̒l߂$

-28

$\beku a=(2,8)\beku b=(x,1)ƂȂ悤x̒l߂$

-4

$\beku a=(2,8)\beku b=(x,2)ƂȂ悤x̒l߂$

-8

$\beku a=(2,8)\beku b=(x,3)ƂȂ悤x̒l߂$

-12

$\beku a=(2,8)\beku b=(x,4)ƂȂ悤x̒l߂$

-16

$\beku a=(2,8)\beku b=(x,5)ƂȂ悤x̒l߂$

-20

$\beku a=(2,8)\beku b=(x,6)ƂȂ悤x̒l߂$

-24

$\beku a=(2,8)\beku b=(x,7)ƂȂ悤x̒l߂$

-28

$\beku a=(2,8)\beku b=(x,8)ƂȂ悤x̒l߂$

-32

$\beku a=(2,8)\beku b=(x,9)ƂȂ悤x̒l߂$

-36

$\beku a=(2,9)\beku b=(x,2)ƂȂ悤x̒l߂$

-9

$\beku a=(2,9)\beku b=(x,4)ƂȂ悤x̒l߂$

-18

$\beku a=(2,9)\beku b=(x,6)ƂȂ悤x̒l߂$

-27

$\beku a=(2,9)\beku b=(x,8)ƂȂ悤x̒l߂$

-36

$\beku a=(3,1)\beku b=(x,3)ƂȂ悤x̒l߂$

-1

$\beku a=(3,1)\beku b=(x,6)ƂȂ悤x̒l߂$

-2

$\beku a=(3,1)\beku b=(x,9)ƂȂ悤x̒l߂$

-3

$\beku a=(3,2)\beku b=(x,3)ƂȂ悤x̒l߂$

-2

$\beku a=(3,2)\beku b=(x,6)ƂȂ悤x̒l߂$

-4

$\beku a=(3,2)\beku b=(x,9)ƂȂ悤x̒l߂$

-6

$\beku a=(3,3)\beku b=(x,1)ƂȂ悤x̒l߂$

-1

$\beku a=(3,3)\beku b=(x,2)ƂȂ悤x̒l߂$

-2

$\beku a=(3,3)\beku b=(x,3)ƂȂ悤x̒l߂$

-3

$\beku a=(3,3)\beku b=(x,4)ƂȂ悤x̒l߂$

-4

$\beku a=(3,3)\beku b=(x,5)ƂȂ悤x̒l߂$

-5

$\beku a=(3,3)\beku b=(x,6)ƂȂ悤x̒l߂$

-6

$\beku a=(3,3)\beku b=(x,7)ƂȂ悤x̒l߂$

-7

$\beku a=(3,3)\beku b=(x,8)ƂȂ悤x̒l߂$

-8

$\beku a=(3,3)\beku b=(x,9)ƂȂ悤x̒l߂$

-9

$\beku a=(3,4)\beku b=(x,3)ƂȂ悤x̒l߂$

-4

$\beku a=(3,4)\beku b=(x,6)ƂȂ悤x̒l߂$

-8

$\beku a=(3,4)\beku b=(x,9)ƂȂ悤x̒l߂$

-12

$\beku a=(3,5)\beku b=(x,3)ƂȂ悤x̒l߂$

-5

$\beku a=(3,5)\beku b=(x,6)ƂȂ悤x̒l߂$

-10

$\beku a=(3,5)\beku b=(x,9)ƂȂ悤x̒l߂$

-15

$\beku a=(3,6)\beku b=(x,1)ƂȂ悤x̒l߂$

-2

$\beku a=(3,6)\beku b=(x,2)ƂȂ悤x̒l߂$

-4

$\beku a=(3,6)\beku b=(x,3)ƂȂ悤x̒l߂$

-6

$\beku a=(3,6)\beku b=(x,4)ƂȂ悤x̒l߂$

-8

$\beku a=(3,6)\beku b=(x,5)ƂȂ悤x̒l߂$

-10

$\beku a=(3,6)\beku b=(x,6)ƂȂ悤x̒l߂$

-12

$\beku a=(3,6)\beku b=(x,7)ƂȂ悤x̒l߂$

-14

$\beku a=(3,6)\beku b=(x,8)ƂȂ悤x̒l߂$

-16

$\beku a=(3,6)\beku b=(x,9)ƂȂ悤x̒l߂$

-18

$\beku a=(3,7)\beku b=(x,3)ƂȂ悤x̒l߂$

-7

$\beku a=(3,7)\beku b=(x,6)ƂȂ悤x̒l߂$

-14

$\beku a=(3,7)\beku b=(x,9)ƂȂ悤x̒l߂$

-21

$\beku a=(3,8)\beku b=(x,3)ƂȂ悤x̒l߂$

-8

$\beku a=(3,8)\beku b=(x,6)ƂȂ悤x̒l߂$

-16

$\beku a=(3,8)\beku b=(x,9)ƂȂ悤x̒l߂$

-24

$\beku a=(3,9)\beku b=(x,1)ƂȂ悤x̒l߂$

-3

$\beku a=(3,9)\beku b=(x,2)ƂȂ悤x̒l߂$

-6

$\beku a=(3,9)\beku b=(x,3)ƂȂ悤x̒l߂$

-9

$\beku a=(3,9)\beku b=(x,4)ƂȂ悤x̒l߂$

-12

$\beku a=(3,9)\beku b=(x,5)ƂȂ悤x̒l߂$

-15

$\beku a=(3,9)\beku b=(x,6)ƂȂ悤x̒l߂$

-18

$\beku a=(3,9)\beku b=(x,7)ƂȂ悤x̒l߂$

-21

$\beku a=(3,9)\beku b=(x,8)ƂȂ悤x̒l߂$

-24

$\beku a=(3,9)\beku b=(x,9)ƂȂ悤x̒l߂$

-27

$\beku a=(4,1)\beku b=(x,4)ƂȂ悤x̒l߂$

-1

$\beku a=(4,1)\beku b=(x,8)ƂȂ悤x̒l߂$

-2

$\beku a=(4,2)\beku b=(x,2)ƂȂ悤x̒l߂$

-1

$\beku a=(4,2)\beku b=(x,4)ƂȂ悤x̒l߂$

-2

$\beku a=(4,2)\beku b=(x,6)ƂȂ悤x̒l߂$

-3

$\beku a=(4,2)\beku b=(x,8)ƂȂ悤x̒l߂$

-4

$\beku a=(4,3)\beku b=(x,4)ƂȂ悤x̒l߂$

-3

$\beku a=(4,3)\beku b=(x,8)ƂȂ悤x̒l߂$

-6

$\beku a=(4,4)\beku b=(x,1)ƂȂ悤x̒l߂$

-1

$\beku a=(4,4)\beku b=(x,2)ƂȂ悤x̒l߂$

-2

$\beku a=(4,4)\beku b=(x,3)ƂȂ悤x̒l߂$

-3

$\beku a=(4,4)\beku b=(x,4)ƂȂ悤x̒l߂$

-4

$\beku a=(4,4)\beku b=(x,5)ƂȂ悤x̒l߂$

-5

$\beku a=(4,4)\beku b=(x,6)ƂȂ悤x̒l߂$

-6

$\beku a=(4,4)\beku b=(x,7)ƂȂ悤x̒l߂$

-7

$\beku a=(4,4)\beku b=(x,8)ƂȂ悤x̒l߂$

-8

$\beku a=(4,4)\beku b=(x,9)ƂȂ悤x̒l߂$

-9

$\beku a=(4,5)\beku b=(x,4)ƂȂ悤x̒l߂$

-5

$\beku a=(4,5)\beku b=(x,8)ƂȂ悤x̒l߂$

-10

$\beku a=(4,6)\beku b=(x,2)ƂȂ悤x̒l߂$

-3

$\beku a=(4,6)\beku b=(x,4)ƂȂ悤x̒l߂$

-6

$\beku a=(4,6)\beku b=(x,6)ƂȂ悤x̒l߂$

-9

$\beku a=(4,6)\beku b=(x,8)ƂȂ悤x̒l߂$

-12

$\beku a=(4,7)\beku b=(x,4)ƂȂ悤x̒l߂$

-7

$\beku a=(4,7)\beku b=(x,8)ƂȂ悤x̒l߂$

-14

$\beku a=(4,8)\beku b=(x,1)ƂȂ悤x̒l߂$

-2

$\beku a=(4,8)\beku b=(x,2)ƂȂ悤x̒l߂$

-4

$\beku a=(4,8)\beku b=(x,3)ƂȂ悤x̒l߂$

-6

$\beku a=(4,8)\beku b=(x,4)ƂȂ悤x̒l߂$

-8

$\beku a=(4,8)\beku b=(x,5)ƂȂ悤x̒l߂$

-10

$\beku a=(4,8)\beku b=(x,6)ƂȂ悤x̒l߂$

-12

$\beku a=(4,8)\beku b=(x,7)ƂȂ悤x̒l߂$

-14

$\beku a=(4,8)\beku b=(x,8)ƂȂ悤x̒l߂$

-16

$\beku a=(4,8)\beku b=(x,9)ƂȂ悤x̒l߂$

-18

$\beku a=(4,9)\beku b=(x,4)ƂȂ悤x̒l߂$

-9

$\beku a=(4,9)\beku b=(x,8)ƂȂ悤x̒l߂$

-18

$\beku a=(5,1)\beku b=(x,5)ƂȂ悤x̒l߂$

-1

$\beku a=(5,2)\beku b=(x,5)ƂȂ悤x̒l߂$

-2

$\beku a=(5,3)\beku b=(x,5)ƂȂ悤x̒l߂$

-3

$\beku a=(5,4)\beku b=(x,5)ƂȂ悤x̒l߂$

-4

$\beku a=(5,5)\beku b=(x,1)ƂȂ悤x̒l߂$

-1

$\beku a=(5,5)\beku b=(x,2)ƂȂ悤x̒l߂$

-2

$\beku a=(5,5)\beku b=(x,3)ƂȂ悤x̒l߂$

-3

$\beku a=(5,5)\beku b=(x,4)ƂȂ悤x̒l߂$

-4

$\beku a=(5,5)\beku b=(x,5)ƂȂ悤x̒l߂$

-5

$\beku a=(5,5)\beku b=(x,6)ƂȂ悤x̒l߂$

-6

$\beku a=(5,5)\beku b=(x,7)ƂȂ悤x̒l߂$

-7

$\beku a=(5,5)\beku b=(x,8)ƂȂ悤x̒l߂$

-8

$\beku a=(5,5)\beku b=(x,9)ƂȂ悤x̒l߂$

-9

$\beku a=(5,6)\beku b=(x,5)ƂȂ悤x̒l߂$

-6

$\beku a=(5,7)\beku b=(x,5)ƂȂ悤x̒l߂$

-7

$\beku a=(5,8)\beku b=(x,5)ƂȂ悤x̒l߂$

-8

$\beku a=(5,9)\beku b=(x,5)ƂȂ悤x̒l߂$

-9

$\beku a=(6,1)\beku b=(x,6)ƂȂ悤x̒l߂$

-1

$\beku a=(6,2)\beku b=(x,3)ƂȂ悤x̒l߂$

-1

$\beku a=(6,2)\beku b=(x,6)ƂȂ悤x̒l߂$

-2

$\beku a=(6,2)\beku b=(x,9)ƂȂ悤x̒l߂$

-3

$\beku a=(6,3)\beku b=(x,2)ƂȂ悤x̒l߂$

-1

$\beku a=(6,3)\beku b=(x,4)ƂȂ悤x̒l߂$

-2

$\beku a=(6,3)\beku b=(x,6)ƂȂ悤x̒l߂$

-3

$\beku a=(6,3)\beku b=(x,8)ƂȂ悤x̒l߂$

-4

$\beku a=(6,4)\beku b=(x,3)ƂȂ悤x̒l߂$

-2

$\beku a=(6,4)\beku b=(x,6)ƂȂ悤x̒l߂$

-4

$\beku a=(6,4)\beku b=(x,9)ƂȂ悤x̒l߂$

-6

$\beku a=(6,5)\beku b=(x,6)ƂȂ悤x̒l߂$

-5

$\beku a=(6,6)\beku b=(x,1)ƂȂ悤x̒l߂$

-1

$\beku a=(6,6)\beku b=(x,2)ƂȂ悤x̒l߂$

-2

$\beku a=(6,6)\beku b=(x,3)ƂȂ悤x̒l߂$

-3

$\beku a=(6,6)\beku b=(x,4)ƂȂ悤x̒l߂$

-4

$\beku a=(6,6)\beku b=(x,5)ƂȂ悤x̒l߂$

-5

$\beku a=(6,6)\beku b=(x,6)ƂȂ悤x̒l߂$

-6

$\beku a=(6,6)\beku b=(x,7)ƂȂ悤x̒l߂$

-7

$\beku a=(6,6)\beku b=(x,8)ƂȂ悤x̒l߂$

-8

$\beku a=(6,6)\beku b=(x,9)ƂȂ悤x̒l߂$

-9

$\beku a=(6,7)\beku b=(x,6)ƂȂ悤x̒l߂$

-7

$\beku a=(6,8)\beku b=(x,3)ƂȂ悤x̒l߂$

-4

$\beku a=(6,8)\beku b=(x,6)ƂȂ悤x̒l߂$

-8

$\beku a=(6,8)\beku b=(x,9)ƂȂ悤x̒l߂$

-12

$\beku a=(6,9)\beku b=(x,2)ƂȂ悤x̒l߂$

-3

$\beku a=(6,9)\beku b=(x,4)ƂȂ悤x̒l߂$

-6

$\beku a=(6,9)\beku b=(x,6)ƂȂ悤x̒l߂$

-9

$\beku a=(6,9)\beku b=(x,8)ƂȂ悤x̒l߂$

-12

$\beku a=(7,1)\beku b=(x,7)ƂȂ悤x̒l߂$

-1

$\beku a=(7,2)\beku b=(x,7)ƂȂ悤x̒l߂$

-2

$\beku a=(7,3)\beku b=(x,7)ƂȂ悤x̒l߂$

-3

$\beku a=(7,4)\beku b=(x,7)ƂȂ悤x̒l߂$

-4

$\beku a=(7,5)\beku b=(x,7)ƂȂ悤x̒l߂$

-5

$\beku a=(7,6)\beku b=(x,7)ƂȂ悤x̒l߂$

-6

$\beku a=(7,7)\beku b=(x,1)ƂȂ悤x̒l߂$

-1

$\beku a=(7,7)\beku b=(x,2)ƂȂ悤x̒l߂$

-2

$\beku a=(7,7)\beku b=(x,3)ƂȂ悤x̒l߂$

-3

$\beku a=(7,7)\beku b=(x,4)ƂȂ悤x̒l߂$

-4

$\beku a=(7,7)\beku b=(x,5)ƂȂ悤x̒l߂$

-5

$\beku a=(7,7)\beku b=(x,6)ƂȂ悤x̒l߂$

-6

$\beku a=(7,7)\beku b=(x,7)ƂȂ悤x̒l߂$

-7

$\beku a=(7,7)\beku b=(x,8)ƂȂ悤x̒l߂$

-8

$\beku a=(7,7)\beku b=(x,9)ƂȂ悤x̒l߂$

-9

$\beku a=(7,8)\beku b=(x,7)ƂȂ悤x̒l߂$

-8

$\beku a=(7,9)\beku b=(x,7)ƂȂ悤x̒l߂$

-9

$\beku a=(8,1)\beku b=(x,8)ƂȂ悤x̒l߂$

-1

$\beku a=(8,2)\beku b=(x,4)ƂȂ悤x̒l߂$

-1

$\beku a=(8,2)\beku b=(x,8)ƂȂ悤x̒l߂$

-2

$\beku a=(8,3)\beku b=(x,8)ƂȂ悤x̒l߂$

-3

$\beku a=(8,4)\beku b=(x,2)ƂȂ悤x̒l߂$

-1

$\beku a=(8,4)\beku b=(x,4)ƂȂ悤x̒l߂$

-2

$\beku a=(8,4)\beku b=(x,6)ƂȂ悤x̒l߂$

-3

$\beku a=(8,4)\beku b=(x,8)ƂȂ悤x̒l߂$

-4

$\beku a=(8,5)\beku b=(x,8)ƂȂ悤x̒l߂$

-5

$\beku a=(8,6)\beku b=(x,4)ƂȂ悤x̒l߂$

-3

$\beku a=(8,6)\beku b=(x,8)ƂȂ悤x̒l߂$

-6

$\beku a=(8,7)\beku b=(x,8)ƂȂ悤x̒l߂$

-7

$\beku a=(8,8)\beku b=(x,1)ƂȂ悤x̒l߂$

-1

$\beku a=(8,8)\beku b=(x,2)ƂȂ悤x̒l߂$

-2

$\beku a=(8,8)\beku b=(x,3)ƂȂ悤x̒l߂$

-3

$\beku a=(8,8)\beku b=(x,4)ƂȂ悤x̒l߂$

-4

$\beku a=(8,8)\beku b=(x,5)ƂȂ悤x̒l߂$

-5

$\beku a=(8,8)\beku b=(x,6)ƂȂ悤x̒l߂$

-6

$\beku a=(8,8)\beku b=(x,7)ƂȂ悤x̒l߂$

-7

$\beku a=(8,8)\beku b=(x,8)ƂȂ悤x̒l߂$

-8

$\beku a=(8,8)\beku b=(x,9)ƂȂ悤x̒l߂$

-9

$\beku a=(8,9)\beku b=(x,8)ƂȂ悤x̒l߂$

-9

$\beku a=(9,1)\beku b=(x,9)ƂȂ悤x̒l߂$

-1

$\beku a=(9,2)\beku b=(x,9)ƂȂ悤x̒l߂$

-2

$\beku a=(9,3)\beku b=(x,3)ƂȂ悤x̒l߂$

-1

$\beku a=(9,3)\beku b=(x,6)ƂȂ悤x̒l߂$

-2

$\beku a=(9,3)\beku b=(x,9)ƂȂ悤x̒l߂$

-3

$\beku a=(9,4)\beku b=(x,9)ƂȂ悤x̒l߂$

-4

$\beku a=(9,5)\beku b=(x,9)ƂȂ悤x̒l߂$

-5

$\beku a=(9,6)\beku b=(x,3)ƂȂ悤x̒l߂$

-2

$\beku a=(9,6)\beku b=(x,6)ƂȂ悤x̒l߂$

-4

$\beku a=(9,6)\beku b=(x,9)ƂȂ悤x̒l߂$

-6

$\beku a=(9,7)\beku b=(x,9)ƂȂ悤x̒l߂$

-7

$\beku a=(9,8)\beku b=(x,9)ƂȂ悤x̒l߂$

-8

$\beku a=(9,9)\beku b=(x,1)ƂȂ悤x̒l߂$

-1

$\beku a=(9,9)\beku b=(x,2)ƂȂ悤x̒l߂$

-2

$\beku a=(9,9)\beku b=(x,3)ƂȂ悤x̒l߂$

-3

$\beku a=(9,9)\beku b=(x,4)ƂȂ悤x̒l߂$

-4

$\beku a=(9,9)\beku b=(x,5)ƂȂ悤x̒l߂$

-5

$\beku a=(9,9)\beku b=(x,6)ƂȂ悤x̒l߂$

-6

$\beku a=(9,9)\beku b=(x,7)ƂȂ悤x̒l߂$

-7

$\beku a=(9,9)\beku b=(x,8)ƂȂ悤x̒l߂$

-8

$\beku a=(9,9)\beku b=(x,9)ƂȂ悤x̒l߂$

-9





$\beku a=(1,1)\beku b=(x,-1)ƂȂ悤x̒l߂$

1

$\beku a=(1,1)\beku b=(x,-2)ƂȂ悤x̒l߂$

2

$\beku a=(1,1)\beku b=(x,-3)ƂȂ悤x̒l߂$

3

$\beku a=(1,1)\beku b=(x,-4)ƂȂ悤x̒l߂$

4

$\beku a=(1,1)\beku b=(x,-5)ƂȂ悤x̒l߂$

5

$\beku a=(1,1)\beku b=(x,-6)ƂȂ悤x̒l߂$

6

$\beku a=(1,1)\beku b=(x,-7)ƂȂ悤x̒l߂$

7

$\beku a=(1,1)\beku b=(x,-8)ƂȂ悤x̒l߂$

8

$\beku a=(1,1)\beku b=(x,-9)ƂȂ悤x̒l߂$

9

$\beku a=(1,2)\beku b=(x,-1)ƂȂ悤x̒l߂$

2

$\beku a=(1,2)\beku b=(x,-2)ƂȂ悤x̒l߂$

4

$\beku a=(1,2)\beku b=(x,-3)ƂȂ悤x̒l߂$

6

$\beku a=(1,2)\beku b=(x,-4)ƂȂ悤x̒l߂$

8

$\beku a=(1,2)\beku b=(x,-5)ƂȂ悤x̒l߂$

10

$\beku a=(1,2)\beku b=(x,-6)ƂȂ悤x̒l߂$

12

$\beku a=(1,2)\beku b=(x,-7)ƂȂ悤x̒l߂$

14

$\beku a=(1,2)\beku b=(x,-8)ƂȂ悤x̒l߂$

16

$\beku a=(1,2)\beku b=(x,-9)ƂȂ悤x̒l߂$

18

$\beku a=(1,3)\beku b=(x,-1)ƂȂ悤x̒l߂$

3

$\beku a=(1,3)\beku b=(x,-2)ƂȂ悤x̒l߂$

6

$\beku a=(1,3)\beku b=(x,-3)ƂȂ悤x̒l߂$

9

$\beku a=(1,3)\beku b=(x,-4)ƂȂ悤x̒l߂$

12

$\beku a=(1,3)\beku b=(x,-5)ƂȂ悤x̒l߂$

15

$\beku a=(1,3)\beku b=(x,-6)ƂȂ悤x̒l߂$

18

$\beku a=(1,3)\beku b=(x,-7)ƂȂ悤x̒l߂$

21

$\beku a=(1,3)\beku b=(x,-8)ƂȂ悤x̒l߂$

24

$\beku a=(1,3)\beku b=(x,-9)ƂȂ悤x̒l߂$

27

$\beku a=(1,4)\beku b=(x,-1)ƂȂ悤x̒l߂$

4

$\beku a=(1,4)\beku b=(x,-2)ƂȂ悤x̒l߂$

8

$\beku a=(1,4)\beku b=(x,-3)ƂȂ悤x̒l߂$

12

$\beku a=(1,4)\beku b=(x,-4)ƂȂ悤x̒l߂$

16

$\beku a=(1,4)\beku b=(x,-5)ƂȂ悤x̒l߂$

20

$\beku a=(1,4)\beku b=(x,-6)ƂȂ悤x̒l߂$

24

$\beku a=(1,4)\beku b=(x,-7)ƂȂ悤x̒l߂$

28

$\beku a=(1,4)\beku b=(x,-8)ƂȂ悤x̒l߂$

32

$\beku a=(1,4)\beku b=(x,-9)ƂȂ悤x̒l߂$

36

$\beku a=(1,5)\beku b=(x,-1)ƂȂ悤x̒l߂$

5

$\beku a=(1,5)\beku b=(x,-2)ƂȂ悤x̒l߂$

10

$\beku a=(1,5)\beku b=(x,-3)ƂȂ悤x̒l߂$

15

$\beku a=(1,5)\beku b=(x,-4)ƂȂ悤x̒l߂$

20

$\beku a=(1,5)\beku b=(x,-5)ƂȂ悤x̒l߂$

25

$\beku a=(1,5)\beku b=(x,-6)ƂȂ悤x̒l߂$

30

$\beku a=(1,5)\beku b=(x,-7)ƂȂ悤x̒l߂$

35

$\beku a=(1,5)\beku b=(x,-8)ƂȂ悤x̒l߂$

40

$\beku a=(1,5)\beku b=(x,-9)ƂȂ悤x̒l߂$

45

$\beku a=(1,6)\beku b=(x,-1)ƂȂ悤x̒l߂$

6

$\beku a=(1,6)\beku b=(x,-2)ƂȂ悤x̒l߂$

12

$\beku a=(1,6)\beku b=(x,-3)ƂȂ悤x̒l߂$

18

$\beku a=(1,6)\beku b=(x,-4)ƂȂ悤x̒l߂$

24

$\beku a=(1,6)\beku b=(x,-5)ƂȂ悤x̒l߂$

30

$\beku a=(1,6)\beku b=(x,-6)ƂȂ悤x̒l߂$

36

$\beku a=(1,6)\beku b=(x,-7)ƂȂ悤x̒l߂$

42

$\beku a=(1,6)\beku b=(x,-8)ƂȂ悤x̒l߂$

48

$\beku a=(1,6)\beku b=(x,-9)ƂȂ悤x̒l߂$

54

$\beku a=(1,7)\beku b=(x,-1)ƂȂ悤x̒l߂$

7

$\beku a=(1,7)\beku b=(x,-2)ƂȂ悤x̒l߂$

14

$\beku a=(1,7)\beku b=(x,-3)ƂȂ悤x̒l߂$

21

$\beku a=(1,7)\beku b=(x,-4)ƂȂ悤x̒l߂$

28

$\beku a=(1,7)\beku b=(x,-5)ƂȂ悤x̒l߂$

35

$\beku a=(1,7)\beku b=(x,-6)ƂȂ悤x̒l߂$

42

$\beku a=(1,7)\beku b=(x,-7)ƂȂ悤x̒l߂$

49

$\beku a=(1,7)\beku b=(x,-8)ƂȂ悤x̒l߂$

56

$\beku a=(1,7)\beku b=(x,-9)ƂȂ悤x̒l߂$

63

$\beku a=(1,8)\beku b=(x,-1)ƂȂ悤x̒l߂$

8

$\beku a=(1,8)\beku b=(x,-2)ƂȂ悤x̒l߂$

16

$\beku a=(1,8)\beku b=(x,-3)ƂȂ悤x̒l߂$

24

$\beku a=(1,8)\beku b=(x,-4)ƂȂ悤x̒l߂$

32

$\beku a=(1,8)\beku b=(x,-5)ƂȂ悤x̒l߂$

40

$\beku a=(1,8)\beku b=(x,-6)ƂȂ悤x̒l߂$

48

$\beku a=(1,8)\beku b=(x,-7)ƂȂ悤x̒l߂$

56

$\beku a=(1,8)\beku b=(x,-8)ƂȂ悤x̒l߂$

64

$\beku a=(1,8)\beku b=(x,-9)ƂȂ悤x̒l߂$

72

$\beku a=(1,9)\beku b=(x,-1)ƂȂ悤x̒l߂$

9

$\beku a=(1,9)\beku b=(x,-2)ƂȂ悤x̒l߂$

18

$\beku a=(1,9)\beku b=(x,-3)ƂȂ悤x̒l߂$

27

$\beku a=(1,9)\beku b=(x,-4)ƂȂ悤x̒l߂$

36

$\beku a=(1,9)\beku b=(x,-5)ƂȂ悤x̒l߂$

45

$\beku a=(1,9)\beku b=(x,-6)ƂȂ悤x̒l߂$

54

$\beku a=(1,9)\beku b=(x,-7)ƂȂ悤x̒l߂$

63

$\beku a=(1,9)\beku b=(x,-8)ƂȂ悤x̒l߂$

72

$\beku a=(1,9)\beku b=(x,-9)ƂȂ悤x̒l߂$

81

$\beku a=(2,1)\beku b=(x,-2)ƂȂ悤x̒l߂$

1

$\beku a=(2,1)\beku b=(x,-4)ƂȂ悤x̒l߂$

2

$\beku a=(2,1)\beku b=(x,-6)ƂȂ悤x̒l߂$

3

$\beku a=(2,1)\beku b=(x,-8)ƂȂ悤x̒l߂$

4

$\beku a=(2,2)\beku b=(x,-1)ƂȂ悤x̒l߂$

1

$\beku a=(2,2)\beku b=(x,-2)ƂȂ悤x̒l߂$

2

$\beku a=(2,2)\beku b=(x,-3)ƂȂ悤x̒l߂$

3

$\beku a=(2,2)\beku b=(x,-4)ƂȂ悤x̒l߂$

4

$\beku a=(2,2)\beku b=(x,-5)ƂȂ悤x̒l߂$

5

$\beku a=(2,2)\beku b=(x,-6)ƂȂ悤x̒l߂$

6

$\beku a=(2,2)\beku b=(x,-7)ƂȂ悤x̒l߂$

7

$\beku a=(2,2)\beku b=(x,-8)ƂȂ悤x̒l߂$

8

$\beku a=(2,2)\beku b=(x,-9)ƂȂ悤x̒l߂$

9

$\beku a=(2,3)\beku b=(x,-2)ƂȂ悤x̒l߂$

3

$\beku a=(2,3)\beku b=(x,-4)ƂȂ悤x̒l߂$

6

$\beku a=(2,3)\beku b=(x,-6)ƂȂ悤x̒l߂$

9

$\beku a=(2,3)\beku b=(x,-8)ƂȂ悤x̒l߂$

12

$\beku a=(2,4)\beku b=(x,-1)ƂȂ悤x̒l߂$

2

$\beku a=(2,4)\beku b=(x,-2)ƂȂ悤x̒l߂$

4

$\beku a=(2,4)\beku b=(x,-3)ƂȂ悤x̒l߂$

6

$\beku a=(2,4)\beku b=(x,-4)ƂȂ悤x̒l߂$

8

$\beku a=(2,4)\beku b=(x,-5)ƂȂ悤x̒l߂$

10

$\beku a=(2,4)\beku b=(x,-6)ƂȂ悤x̒l߂$

12

$\beku a=(2,4)\beku b=(x,-7)ƂȂ悤x̒l߂$

14

$\beku a=(2,4)\beku b=(x,-8)ƂȂ悤x̒l߂$

16

$\beku a=(2,4)\beku b=(x,-9)ƂȂ悤x̒l߂$

18

$\beku a=(2,5)\beku b=(x,-2)ƂȂ悤x̒l߂$

5

$\beku a=(2,5)\beku b=(x,-4)ƂȂ悤x̒l߂$

10

$\beku a=(2,5)\beku b=(x,-6)ƂȂ悤x̒l߂$

15

$\beku a=(2,5)\beku b=(x,-8)ƂȂ悤x̒l߂$

20

$\beku a=(2,6)\beku b=(x,-1)ƂȂ悤x̒l߂$

3

$\beku a=(2,6)\beku b=(x,-2)ƂȂ悤x̒l߂$

6

$\beku a=(2,6)\beku b=(x,-3)ƂȂ悤x̒l߂$

9

$\beku a=(2,6)\beku b=(x,-4)ƂȂ悤x̒l߂$

12

$\beku a=(2,6)\beku b=(x,-5)ƂȂ悤x̒l߂$

15

$\beku a=(2,6)\beku b=(x,-6)ƂȂ悤x̒l߂$

18

$\beku a=(2,6)\beku b=(x,-7)ƂȂ悤x̒l߂$

21

$\beku a=(2,6)\beku b=(x,-8)ƂȂ悤x̒l߂$

24

$\beku a=(2,6)\beku b=(x,-9)ƂȂ悤x̒l߂$

27

$\beku a=(2,7)\beku b=(x,-2)ƂȂ悤x̒l߂$

7

$\beku a=(2,7)\beku b=(x,-4)ƂȂ悤x̒l߂$

14

$\beku a=(2,7)\beku b=(x,-6)ƂȂ悤x̒l߂$

21

$\beku a=(2,7)\beku b=(x,-8)ƂȂ悤x̒l߂$

28

$\beku a=(2,8)\beku b=(x,-1)ƂȂ悤x̒l߂$

4

$\beku a=(2,8)\beku b=(x,-2)ƂȂ悤x̒l߂$

8

$\beku a=(2,8)\beku b=(x,-3)ƂȂ悤x̒l߂$

12

$\beku a=(2,8)\beku b=(x,-4)ƂȂ悤x̒l߂$

16

$\beku a=(2,8)\beku b=(x,-5)ƂȂ悤x̒l߂$

20

$\beku a=(2,8)\beku b=(x,-6)ƂȂ悤x̒l߂$

24

$\beku a=(2,8)\beku b=(x,-7)ƂȂ悤x̒l߂$

28

$\beku a=(2,8)\beku b=(x,-8)ƂȂ悤x̒l߂$

32

$\beku a=(2,8)\beku b=(x,-9)ƂȂ悤x̒l߂$

36

$\beku a=(2,9)\beku b=(x,-2)ƂȂ悤x̒l߂$

9

$\beku a=(2,9)\beku b=(x,-4)ƂȂ悤x̒l߂$

18

$\beku a=(2,9)\beku b=(x,-6)ƂȂ悤x̒l߂$

27

$\beku a=(2,9)\beku b=(x,-8)ƂȂ悤x̒l߂$

36

$\beku a=(3,1)\beku b=(x,-3)ƂȂ悤x̒l߂$

1

$\beku a=(3,1)\beku b=(x,-6)ƂȂ悤x̒l߂$

2

$\beku a=(3,1)\beku b=(x,-9)ƂȂ悤x̒l߂$

3

$\beku a=(3,2)\beku b=(x,-3)ƂȂ悤x̒l߂$

2

$\beku a=(3,2)\beku b=(x,-6)ƂȂ悤x̒l߂$

4

$\beku a=(3,2)\beku b=(x,-9)ƂȂ悤x̒l߂$

6

$\beku a=(3,3)\beku b=(x,-1)ƂȂ悤x̒l߂$

1

$\beku a=(3,3)\beku b=(x,-2)ƂȂ悤x̒l߂$

2

$\beku a=(3,3)\beku b=(x,-3)ƂȂ悤x̒l߂$

3

$\beku a=(3,3)\beku b=(x,-4)ƂȂ悤x̒l߂$

4

$\beku a=(3,3)\beku b=(x,-5)ƂȂ悤x̒l߂$

5

$\beku a=(3,3)\beku b=(x,-6)ƂȂ悤x̒l߂$

6

$\beku a=(3,3)\beku b=(x,-7)ƂȂ悤x̒l߂$

7

$\beku a=(3,3)\beku b=(x,-8)ƂȂ悤x̒l߂$

8

$\beku a=(3,3)\beku b=(x,-9)ƂȂ悤x̒l߂$

9

$\beku a=(3,4)\beku b=(x,-3)ƂȂ悤x̒l߂$

4

$\beku a=(3,4)\beku b=(x,-6)ƂȂ悤x̒l߂$

8

$\beku a=(3,4)\beku b=(x,-9)ƂȂ悤x̒l߂$

12

$\beku a=(3,5)\beku b=(x,-3)ƂȂ悤x̒l߂$

5

$\beku a=(3,5)\beku b=(x,-6)ƂȂ悤x̒l߂$

10

$\beku a=(3,5)\beku b=(x,-9)ƂȂ悤x̒l߂$

15

$\beku a=(3,6)\beku b=(x,-1)ƂȂ悤x̒l߂$

2

$\beku a=(3,6)\beku b=(x,-2)ƂȂ悤x̒l߂$

4

$\beku a=(3,6)\beku b=(x,-3)ƂȂ悤x̒l߂$

6

$\beku a=(3,6)\beku b=(x,-4)ƂȂ悤x̒l߂$

8

$\beku a=(3,6)\beku b=(x,-5)ƂȂ悤x̒l߂$

10

$\beku a=(3,6)\beku b=(x,-6)ƂȂ悤x̒l߂$

12

$\beku a=(3,6)\beku b=(x,-7)ƂȂ悤x̒l߂$

14

$\beku a=(3,6)\beku b=(x,-8)ƂȂ悤x̒l߂$

16

$\beku a=(3,6)\beku b=(x,-9)ƂȂ悤x̒l߂$

18

$\beku a=(3,7)\beku b=(x,-3)ƂȂ悤x̒l߂$

7

$\beku a=(3,7)\beku b=(x,-6)ƂȂ悤x̒l߂$

14

$\beku a=(3,7)\beku b=(x,-9)ƂȂ悤x̒l߂$

21

$\beku a=(3,8)\beku b=(x,-3)ƂȂ悤x̒l߂$

8

$\beku a=(3,8)\beku b=(x,-6)ƂȂ悤x̒l߂$

16

$\beku a=(3,8)\beku b=(x,-9)ƂȂ悤x̒l߂$

24

$\beku a=(3,9)\beku b=(x,-1)ƂȂ悤x̒l߂$

3

$\beku a=(3,9)\beku b=(x,-2)ƂȂ悤x̒l߂$

6

$\beku a=(3,9)\beku b=(x,-3)ƂȂ悤x̒l߂$

9

$\beku a=(3,9)\beku b=(x,-4)ƂȂ悤x̒l߂$

12

$\beku a=(3,9)\beku b=(x,-5)ƂȂ悤x̒l߂$

15

$\beku a=(3,9)\beku b=(x,-6)ƂȂ悤x̒l߂$

18

$\beku a=(3,9)\beku b=(x,-7)ƂȂ悤x̒l߂$

21

$\beku a=(3,9)\beku b=(x,-8)ƂȂ悤x̒l߂$

24

$\beku a=(3,9)\beku b=(x,-9)ƂȂ悤x̒l߂$

27

$\beku a=(4,1)\beku b=(x,-4)ƂȂ悤x̒l߂$

1

$\beku a=(4,1)\beku b=(x,-8)ƂȂ悤x̒l߂$

2

$\beku a=(4,2)\beku b=(x,-2)ƂȂ悤x̒l߂$

1

$\beku a=(4,2)\beku b=(x,-4)ƂȂ悤x̒l߂$

2

$\beku a=(4,2)\beku b=(x,-6)ƂȂ悤x̒l߂$

3

$\beku a=(4,2)\beku b=(x,-8)ƂȂ悤x̒l߂$

4

$\beku a=(4,3)\beku b=(x,-4)ƂȂ悤x̒l߂$

3

$\beku a=(4,3)\beku b=(x,-8)ƂȂ悤x̒l߂$

6

$\beku a=(4,4)\beku b=(x,-1)ƂȂ悤x̒l߂$

1

$\beku a=(4,4)\beku b=(x,-2)ƂȂ悤x̒l߂$

2

$\beku a=(4,4)\beku b=(x,-3)ƂȂ悤x̒l߂$

3

$\beku a=(4,4)\beku b=(x,-4)ƂȂ悤x̒l߂$

4

$\beku a=(4,4)\beku b=(x,-5)ƂȂ悤x̒l߂$

5

$\beku a=(4,4)\beku b=(x,-6)ƂȂ悤x̒l߂$

6

$\beku a=(4,4)\beku b=(x,-7)ƂȂ悤x̒l߂$

7

$\beku a=(4,4)\beku b=(x,-8)ƂȂ悤x̒l߂$

8

$\beku a=(4,4)\beku b=(x,-9)ƂȂ悤x̒l߂$

9

$\beku a=(4,5)\beku b=(x,-4)ƂȂ悤x̒l߂$

5

$\beku a=(4,5)\beku b=(x,-8)ƂȂ悤x̒l߂$

10

$\beku a=(4,6)\beku b=(x,-2)ƂȂ悤x̒l߂$

3

$\beku a=(4,6)\beku b=(x,-4)ƂȂ悤x̒l߂$

6

$\beku a=(4,6)\beku b=(x,-6)ƂȂ悤x̒l߂$

9

$\beku a=(4,6)\beku b=(x,-8)ƂȂ悤x̒l߂$

12

$\beku a=(4,7)\beku b=(x,-4)ƂȂ悤x̒l߂$

7

$\beku a=(4,7)\beku b=(x,-8)ƂȂ悤x̒l߂$

14

$\beku a=(4,8)\beku b=(x,-1)ƂȂ悤x̒l߂$

2

$\beku a=(4,8)\beku b=(x,-2)ƂȂ悤x̒l߂$

4

$\beku a=(4,8)\beku b=(x,-3)ƂȂ悤x̒l߂$

6

$\beku a=(4,8)\beku b=(x,-4)ƂȂ悤x̒l߂$

8

$\beku a=(4,8)\beku b=(x,-5)ƂȂ悤x̒l߂$

10

$\beku a=(4,8)\beku b=(x,-6)ƂȂ悤x̒l߂$

12

$\beku a=(4,8)\beku b=(x,-7)ƂȂ悤x̒l߂$

14

$\beku a=(4,8)\beku b=(x,-8)ƂȂ悤x̒l߂$

16

$\beku a=(4,8)\beku b=(x,-9)ƂȂ悤x̒l߂$

18

$\beku a=(4,9)\beku b=(x,-4)ƂȂ悤x̒l߂$

9

$\beku a=(4,9)\beku b=(x,-8)ƂȂ悤x̒l߂$

18

$\beku a=(5,1)\beku b=(x,-5)ƂȂ悤x̒l߂$

1

$\beku a=(5,2)\beku b=(x,-5)ƂȂ悤x̒l߂$

2

$\beku a=(5,3)\beku b=(x,-5)ƂȂ悤x̒l߂$

3

$\beku a=(5,4)\beku b=(x,-5)ƂȂ悤x̒l߂$

4

$\beku a=(5,5)\beku b=(x,-1)ƂȂ悤x̒l߂$

1

$\beku a=(5,5)\beku b=(x,-2)ƂȂ悤x̒l߂$

2

$\beku a=(5,5)\beku b=(x,-3)ƂȂ悤x̒l߂$

3

$\beku a=(5,5)\beku b=(x,-4)ƂȂ悤x̒l߂$

4

$\beku a=(5,5)\beku b=(x,-5)ƂȂ悤x̒l߂$

5

$\beku a=(5,5)\beku b=(x,-6)ƂȂ悤x̒l߂$

6

$\beku a=(5,5)\beku b=(x,-7)ƂȂ悤x̒l߂$

7

$\beku a=(5,5)\beku b=(x,-8)ƂȂ悤x̒l߂$

8

$\beku a=(5,5)\beku b=(x,-9)ƂȂ悤x̒l߂$

9

$\beku a=(5,6)\beku b=(x,-5)ƂȂ悤x̒l߂$

6

$\beku a=(5,7)\beku b=(x,-5)ƂȂ悤x̒l߂$

7

$\beku a=(5,8)\beku b=(x,-5)ƂȂ悤x̒l߂$

8

$\beku a=(5,9)\beku b=(x,-5)ƂȂ悤x̒l߂$

9

$\beku a=(6,1)\beku b=(x,-6)ƂȂ悤x̒l߂$

1

$\beku a=(6,2)\beku b=(x,-3)ƂȂ悤x̒l߂$

1

$\beku a=(6,2)\beku b=(x,-6)ƂȂ悤x̒l߂$

2

$\beku a=(6,2)\beku b=(x,-9)ƂȂ悤x̒l߂$

3

$\beku a=(6,3)\beku b=(x,-2)ƂȂ悤x̒l߂$

1

$\beku a=(6,3)\beku b=(x,-4)ƂȂ悤x̒l߂$

2

$\beku a=(6,3)\beku b=(x,-6)ƂȂ悤x̒l߂$

3

$\beku a=(6,3)\beku b=(x,-8)ƂȂ悤x̒l߂$

4

$\beku a=(6,4)\beku b=(x,-3)ƂȂ悤x̒l߂$

2

$\beku a=(6,4)\beku b=(x,-6)ƂȂ悤x̒l߂$

4

$\beku a=(6,4)\beku b=(x,-9)ƂȂ悤x̒l߂$

6

$\beku a=(6,5)\beku b=(x,-6)ƂȂ悤x̒l߂$

5

$\beku a=(6,6)\beku b=(x,-1)ƂȂ悤x̒l߂$

1

$\beku a=(6,6)\beku b=(x,-2)ƂȂ悤x̒l߂$

2

$\beku a=(6,6)\beku b=(x,-3)ƂȂ悤x̒l߂$

3

$\beku a=(6,6)\beku b=(x,-4)ƂȂ悤x̒l߂$

4

$\beku a=(6,6)\beku b=(x,-5)ƂȂ悤x̒l߂$

5

$\beku a=(6,6)\beku b=(x,-6)ƂȂ悤x̒l߂$

6

$\beku a=(6,6)\beku b=(x,-7)ƂȂ悤x̒l߂$

7

$\beku a=(6,6)\beku b=(x,-8)ƂȂ悤x̒l߂$

8

$\beku a=(6,6)\beku b=(x,-9)ƂȂ悤x̒l߂$

9

$\beku a=(6,7)\beku b=(x,-6)ƂȂ悤x̒l߂$

7

$\beku a=(6,8)\beku b=(x,-3)ƂȂ悤x̒l߂$

4

$\beku a=(6,8)\beku b=(x,-6)ƂȂ悤x̒l߂$

8

$\beku a=(6,8)\beku b=(x,-9)ƂȂ悤x̒l߂$

12

$\beku a=(6,9)\beku b=(x,-2)ƂȂ悤x̒l߂$

3

$\beku a=(6,9)\beku b=(x,-4)ƂȂ悤x̒l߂$

6

$\beku a=(6,9)\beku b=(x,-6)ƂȂ悤x̒l߂$

9

$\beku a=(6,9)\beku b=(x,-8)ƂȂ悤x̒l߂$

12

$\beku a=(7,1)\beku b=(x,-7)ƂȂ悤x̒l߂$

1

$\beku a=(7,2)\beku b=(x,-7)ƂȂ悤x̒l߂$

2

$\beku a=(7,3)\beku b=(x,-7)ƂȂ悤x̒l߂$

3

$\beku a=(7,4)\beku b=(x,-7)ƂȂ悤x̒l߂$

4

$\beku a=(7,5)\beku b=(x,-7)ƂȂ悤x̒l߂$

5

$\beku a=(7,6)\beku b=(x,-7)ƂȂ悤x̒l߂$

6

$\beku a=(7,7)\beku b=(x,-1)ƂȂ悤x̒l߂$

1

$\beku a=(7,7)\beku b=(x,-2)ƂȂ悤x̒l߂$

2

$\beku a=(7,7)\beku b=(x,-3)ƂȂ悤x̒l߂$

3

$\beku a=(7,7)\beku b=(x,-4)ƂȂ悤x̒l߂$

4

$\beku a=(7,7)\beku b=(x,-5)ƂȂ悤x̒l߂$

5

$\beku a=(7,7)\beku b=(x,-6)ƂȂ悤x̒l߂$

6

$\beku a=(7,7)\beku b=(x,-7)ƂȂ悤x̒l߂$

7

$\beku a=(7,7)\beku b=(x,-8)ƂȂ悤x̒l߂$

8

$\beku a=(7,7)\beku b=(x,-9)ƂȂ悤x̒l߂$

9

$\beku a=(7,8)\beku b=(x,-7)ƂȂ悤x̒l߂$

8

$\beku a=(7,9)\beku b=(x,-7)ƂȂ悤x̒l߂$

9

$\beku a=(8,1)\beku b=(x,-8)ƂȂ悤x̒l߂$

1

$\beku a=(8,2)\beku b=(x,-4)ƂȂ悤x̒l߂$

1

$\beku a=(8,2)\beku b=(x,-8)ƂȂ悤x̒l߂$

2

$\beku a=(8,3)\beku b=(x,-8)ƂȂ悤x̒l߂$

3

$\beku a=(8,4)\beku b=(x,-2)ƂȂ悤x̒l߂$

1

$\beku a=(8,4)\beku b=(x,-4)ƂȂ悤x̒l߂$

2

$\beku a=(8,4)\beku b=(x,-6)ƂȂ悤x̒l߂$

3

$\beku a=(8,4)\beku b=(x,-8)ƂȂ悤x̒l߂$

4

$\beku a=(8,5)\beku b=(x,-8)ƂȂ悤x̒l߂$

5

$\beku a=(8,6)\beku b=(x,-4)ƂȂ悤x̒l߂$

3

$\beku a=(8,6)\beku b=(x,-8)ƂȂ悤x̒l߂$

6

$\beku a=(8,7)\beku b=(x,-8)ƂȂ悤x̒l߂$

7

$\beku a=(8,8)\beku b=(x,-1)ƂȂ悤x̒l߂$

1

$\beku a=(8,8)\beku b=(x,-2)ƂȂ悤x̒l߂$

2

$\beku a=(8,8)\beku b=(x,-3)ƂȂ悤x̒l߂$

3

$\beku a=(8,8)\beku b=(x,-4)ƂȂ悤x̒l߂$

4

$\beku a=(8,8)\beku b=(x,-5)ƂȂ悤x̒l߂$

5

$\beku a=(8,8)\beku b=(x,-6)ƂȂ悤x̒l߂$

6

$\beku a=(8,8)\beku b=(x,-7)ƂȂ悤x̒l߂$

7

$\beku a=(8,8)\beku b=(x,-8)ƂȂ悤x̒l߂$

8

$\beku a=(8,8)\beku b=(x,-9)ƂȂ悤x̒l߂$

9

$\beku a=(8,9)\beku b=(x,-8)ƂȂ悤x̒l߂$

9

$\beku a=(9,1)\beku b=(x,-9)ƂȂ悤x̒l߂$

1

$\beku a=(9,2)\beku b=(x,-9)ƂȂ悤x̒l߂$

2

$\beku a=(9,3)\beku b=(x,-3)ƂȂ悤x̒l߂$

1

$\beku a=(9,3)\beku b=(x,-6)ƂȂ悤x̒l߂$

2

$\beku a=(9,3)\beku b=(x,-9)ƂȂ悤x̒l߂$

3

$\beku a=(9,4)\beku b=(x,-9)ƂȂ悤x̒l߂$

4

$\beku a=(9,5)\beku b=(x,-9)ƂȂ悤x̒l߂$

5

$\beku a=(9,6)\beku b=(x,-3)ƂȂ悤x̒l߂$

2

$\beku a=(9,6)\beku b=(x,-6)ƂȂ悤x̒l߂$

4

$\beku a=(9,6)\beku b=(x,-9)ƂȂ悤x̒l߂$

6

$\beku a=(9,7)\beku b=(x,-9)ƂȂ悤x̒l߂$

7

$\beku a=(9,8)\beku b=(x,-9)ƂȂ悤x̒l߂$

8

$\beku a=(9,9)\beku b=(x,-1)ƂȂ悤x̒l߂$

1

$\beku a=(9,9)\beku b=(x,-2)ƂȂ悤x̒l߂$

2

$\beku a=(9,9)\beku b=(x,-3)ƂȂ悤x̒l߂$

3

$\beku a=(9,9)\beku b=(x,-4)ƂȂ悤x̒l߂$

4

$\beku a=(9,9)\beku b=(x,-5)ƂȂ悤x̒l߂$

5

$\beku a=(9,9)\beku b=(x,-6)ƂȂ悤x̒l߂$

6

$\beku a=(9,9)\beku b=(x,-7)ƂȂ悤x̒l߂$

7

$\beku a=(9,9)\beku b=(x,-8)ƂȂ悤x̒l߂$

8

$\beku a=(9,9)\beku b=(x,-9)ƂȂ悤x̒l߂$

9





$\beku a=(1,-1)\beku b=(x,-1)ƂȂ悤x̒l߂$

-1

$\beku a=(1,-1)\beku b=(x,-2)ƂȂ悤x̒l߂$

-2

$\beku a=(1,-1)\beku b=(x,-3)ƂȂ悤x̒l߂$

-3

$\beku a=(1,-1)\beku b=(x,-4)ƂȂ悤x̒l߂$

-4

$\beku a=(1,-1)\beku b=(x,-5)ƂȂ悤x̒l߂$

-5

$\beku a=(1,-1)\beku b=(x,-6)ƂȂ悤x̒l߂$

-6

$\beku a=(1,-1)\beku b=(x,-7)ƂȂ悤x̒l߂$

-7

$\beku a=(1,-1)\beku b=(x,-8)ƂȂ悤x̒l߂$

-8

$\beku a=(1,-1)\beku b=(x,-9)ƂȂ悤x̒l߂$

-9

$\beku a=(1,-2)\beku b=(x,-1)ƂȂ悤x̒l߂$

-2

$\beku a=(1,-2)\beku b=(x,-2)ƂȂ悤x̒l߂$

-4

$\beku a=(1,-2)\beku b=(x,-3)ƂȂ悤x̒l߂$

-6

$\beku a=(1,-2)\beku b=(x,-4)ƂȂ悤x̒l߂$

-8

$\beku a=(1,-2)\beku b=(x,-5)ƂȂ悤x̒l߂$

-10

$\beku a=(1,-2)\beku b=(x,-6)ƂȂ悤x̒l߂$

-12

$\beku a=(1,-2)\beku b=(x,-7)ƂȂ悤x̒l߂$

-14

$\beku a=(1,-2)\beku b=(x,-8)ƂȂ悤x̒l߂$

-16

$\beku a=(1,-2)\beku b=(x,-9)ƂȂ悤x̒l߂$

-18

$\beku a=(1,-3)\beku b=(x,-1)ƂȂ悤x̒l߂$

-3

$\beku a=(1,-3)\beku b=(x,-2)ƂȂ悤x̒l߂$

-6

$\beku a=(1,-3)\beku b=(x,-3)ƂȂ悤x̒l߂$

-9

$\beku a=(1,-3)\beku b=(x,-4)ƂȂ悤x̒l߂$

-12

$\beku a=(1,-3)\beku b=(x,-5)ƂȂ悤x̒l߂$

-15

$\beku a=(1,-3)\beku b=(x,-6)ƂȂ悤x̒l߂$

-18

$\beku a=(1,-3)\beku b=(x,-7)ƂȂ悤x̒l߂$

-21

$\beku a=(1,-3)\beku b=(x,-8)ƂȂ悤x̒l߂$

-24

$\beku a=(1,-3)\beku b=(x,-9)ƂȂ悤x̒l߂$

-27

$\beku a=(1,-4)\beku b=(x,-1)ƂȂ悤x̒l߂$

-4

$\beku a=(1,-4)\beku b=(x,-2)ƂȂ悤x̒l߂$

-8

$\beku a=(1,-4)\beku b=(x,-3)ƂȂ悤x̒l߂$

-12

$\beku a=(1,-4)\beku b=(x,-4)ƂȂ悤x̒l߂$

-16

$\beku a=(1,-4)\beku b=(x,-5)ƂȂ悤x̒l߂$

-20

$\beku a=(1,-4)\beku b=(x,-6)ƂȂ悤x̒l߂$

-24

$\beku a=(1,-4)\beku b=(x,-7)ƂȂ悤x̒l߂$

-28

$\beku a=(1,-4)\beku b=(x,-8)ƂȂ悤x̒l߂$

-32

$\beku a=(1,-4)\beku b=(x,-9)ƂȂ悤x̒l߂$

-36

$\beku a=(1,-5)\beku b=(x,-1)ƂȂ悤x̒l߂$

-5

$\beku a=(1,-5)\beku b=(x,-2)ƂȂ悤x̒l߂$

-10

$\beku a=(1,-5)\beku b=(x,-3)ƂȂ悤x̒l߂$

-15

$\beku a=(1,-5)\beku b=(x,-4)ƂȂ悤x̒l߂$

-20

$\beku a=(1,-5)\beku b=(x,-5)ƂȂ悤x̒l߂$

-25

$\beku a=(1,-5)\beku b=(x,-6)ƂȂ悤x̒l߂$

-30

$\beku a=(1,-5)\beku b=(x,-7)ƂȂ悤x̒l߂$

-35

$\beku a=(1,-5)\beku b=(x,-8)ƂȂ悤x̒l߂$

-40

$\beku a=(1,-5)\beku b=(x,-9)ƂȂ悤x̒l߂$

-45

$\beku a=(1,-6)\beku b=(x,-1)ƂȂ悤x̒l߂$

-6

$\beku a=(1,-6)\beku b=(x,-2)ƂȂ悤x̒l߂$

-12

$\beku a=(1,-6)\beku b=(x,-3)ƂȂ悤x̒l߂$

-18

$\beku a=(1,-6)\beku b=(x,-4)ƂȂ悤x̒l߂$

-24

$\beku a=(1,-6)\beku b=(x,-5)ƂȂ悤x̒l߂$

-30

$\beku a=(1,-6)\beku b=(x,-6)ƂȂ悤x̒l߂$

-36

$\beku a=(1,-6)\beku b=(x,-7)ƂȂ悤x̒l߂$

-42

$\beku a=(1,-6)\beku b=(x,-8)ƂȂ悤x̒l߂$

-48

$\beku a=(1,-6)\beku b=(x,-9)ƂȂ悤x̒l߂$

-54

$\beku a=(1,-7)\beku b=(x,-1)ƂȂ悤x̒l߂$

-7

$\beku a=(1,-7)\beku b=(x,-2)ƂȂ悤x̒l߂$

-14

$\beku a=(1,-7)\beku b=(x,-3)ƂȂ悤x̒l߂$

-21

$\beku a=(1,-7)\beku b=(x,-4)ƂȂ悤x̒l߂$

-28

$\beku a=(1,-7)\beku b=(x,-5)ƂȂ悤x̒l߂$

-35

$\beku a=(1,-7)\beku b=(x,-6)ƂȂ悤x̒l߂$

-42

$\beku a=(1,-7)\beku b=(x,-7)ƂȂ悤x̒l߂$

-49

$\beku a=(1,-7)\beku b=(x,-8)ƂȂ悤x̒l߂$

-56

$\beku a=(1,-7)\beku b=(x,-9)ƂȂ悤x̒l߂$

-63

$\beku a=(1,-8)\beku b=(x,-1)ƂȂ悤x̒l߂$

-8

$\beku a=(1,-8)\beku b=(x,-2)ƂȂ悤x̒l߂$

-16

$\beku a=(1,-8)\beku b=(x,-3)ƂȂ悤x̒l߂$

-24

$\beku a=(1,-8)\beku b=(x,-4)ƂȂ悤x̒l߂$

-32

$\beku a=(1,-8)\beku b=(x,-5)ƂȂ悤x̒l߂$

-40

$\beku a=(1,-8)\beku b=(x,-6)ƂȂ悤x̒l߂$

-48

$\beku a=(1,-8)\beku b=(x,-7)ƂȂ悤x̒l߂$

-56

$\beku a=(1,-8)\beku b=(x,-8)ƂȂ悤x̒l߂$

-64

$\beku a=(1,-8)\beku b=(x,-9)ƂȂ悤x̒l߂$

-72

$\beku a=(1,-9)\beku b=(x,-1)ƂȂ悤x̒l߂$

-9

$\beku a=(1,-9)\beku b=(x,-2)ƂȂ悤x̒l߂$

-18

$\beku a=(1,-9)\beku b=(x,-3)ƂȂ悤x̒l߂$

-27

$\beku a=(1,-9)\beku b=(x,-4)ƂȂ悤x̒l߂$

-36

$\beku a=(1,-9)\beku b=(x,-5)ƂȂ悤x̒l߂$

-45

$\beku a=(1,-9)\beku b=(x,-6)ƂȂ悤x̒l߂$

-54

$\beku a=(1,-9)\beku b=(x,-7)ƂȂ悤x̒l߂$

-63

$\beku a=(1,-9)\beku b=(x,-8)ƂȂ悤x̒l߂$

-72

$\beku a=(1,-9)\beku b=(x,-9)ƂȂ悤x̒l߂$

-81

$\beku a=(2,-1)\beku b=(x,-2)ƂȂ悤x̒l߂$

-1

$\beku a=(2,-1)\beku b=(x,-4)ƂȂ悤x̒l߂$

-2

$\beku a=(2,-1)\beku b=(x,-6)ƂȂ悤x̒l߂$

-3

$\beku a=(2,-1)\beku b=(x,-8)ƂȂ悤x̒l߂$

-4

$\beku a=(2,-2)\beku b=(x,-1)ƂȂ悤x̒l߂$

-1

$\beku a=(2,-2)\beku b=(x,-2)ƂȂ悤x̒l߂$

-2

$\beku a=(2,-2)\beku b=(x,-3)ƂȂ悤x̒l߂$

-3

$\beku a=(2,-2)\beku b=(x,-4)ƂȂ悤x̒l߂$

-4

$\beku a=(2,-2)\beku b=(x,-5)ƂȂ悤x̒l߂$

-5

$\beku a=(2,-2)\beku b=(x,-6)ƂȂ悤x̒l߂$

-6

$\beku a=(2,-2)\beku b=(x,-7)ƂȂ悤x̒l߂$

-7

$\beku a=(2,-2)\beku b=(x,-8)ƂȂ悤x̒l߂$

-8

$\beku a=(2,-2)\beku b=(x,-9)ƂȂ悤x̒l߂$

-9

$\beku a=(2,-3)\beku b=(x,-2)ƂȂ悤x̒l߂$

-3

$\beku a=(2,-3)\beku b=(x,-4)ƂȂ悤x̒l߂$

-6

$\beku a=(2,-3)\beku b=(x,-6)ƂȂ悤x̒l߂$

-9

$\beku a=(2,-3)\beku b=(x,-8)ƂȂ悤x̒l߂$

-12

$\beku a=(2,-4)\beku b=(x,-1)ƂȂ悤x̒l߂$

-2

$\beku a=(2,-4)\beku b=(x,-2)ƂȂ悤x̒l߂$

-4

$\beku a=(2,-4)\beku b=(x,-3)ƂȂ悤x̒l߂$

-6

$\beku a=(2,-4)\beku b=(x,-4)ƂȂ悤x̒l߂$

-8

$\beku a=(2,-4)\beku b=(x,-5)ƂȂ悤x̒l߂$

-10

$\beku a=(2,-4)\beku b=(x,-6)ƂȂ悤x̒l߂$

-12

$\beku a=(2,-4)\beku b=(x,-7)ƂȂ悤x̒l߂$

-14

$\beku a=(2,-4)\beku b=(x,-8)ƂȂ悤x̒l߂$

-16

$\beku a=(2,-4)\beku b=(x,-9)ƂȂ悤x̒l߂$

-18

$\beku a=(2,-5)\beku b=(x,-2)ƂȂ悤x̒l߂$

-5

$\beku a=(2,-5)\beku b=(x,-4)ƂȂ悤x̒l߂$

-10

$\beku a=(2,-5)\beku b=(x,-6)ƂȂ悤x̒l߂$

-15

$\beku a=(2,-5)\beku b=(x,-8)ƂȂ悤x̒l߂$

-20

$\beku a=(2,-6)\beku b=(x,-1)ƂȂ悤x̒l߂$

-3

$\beku a=(2,-6)\beku b=(x,-2)ƂȂ悤x̒l߂$

-6

$\beku a=(2,-6)\beku b=(x,-3)ƂȂ悤x̒l߂$

-9

$\beku a=(2,-6)\beku b=(x,-4)ƂȂ悤x̒l߂$

-12

$\beku a=(2,-6)\beku b=(x,-5)ƂȂ悤x̒l߂$

-15

$\beku a=(2,-6)\beku b=(x,-6)ƂȂ悤x̒l߂$

-18

$\beku a=(2,-6)\beku b=(x,-7)ƂȂ悤x̒l߂$

-21

$\beku a=(2,-6)\beku b=(x,-8)ƂȂ悤x̒l߂$

-24

$\beku a=(2,-6)\beku b=(x,-9)ƂȂ悤x̒l߂$

-27

$\beku a=(2,-7)\beku b=(x,-2)ƂȂ悤x̒l߂$

-7

$\beku a=(2,-7)\beku b=(x,-4)ƂȂ悤x̒l߂$

-14

$\beku a=(2,-7)\beku b=(x,-6)ƂȂ悤x̒l߂$

-21

$\beku a=(2,-7)\beku b=(x,-8)ƂȂ悤x̒l߂$

-28

$\beku a=(2,-8)\beku b=(x,-1)ƂȂ悤x̒l߂$

-4

$\beku a=(2,-8)\beku b=(x,-2)ƂȂ悤x̒l߂$

-8

$\beku a=(2,-8)\beku b=(x,-3)ƂȂ悤x̒l߂$

-12

$\beku a=(2,-8)\beku b=(x,-4)ƂȂ悤x̒l߂$

-16

$\beku a=(2,-8)\beku b=(x,-5)ƂȂ悤x̒l߂$

-20

$\beku a=(2,-8)\beku b=(x,-6)ƂȂ悤x̒l߂$

-24

$\beku a=(2,-8)\beku b=(x,-7)ƂȂ悤x̒l߂$

-28

$\beku a=(2,-8)\beku b=(x,-8)ƂȂ悤x̒l߂$

-32

$\beku a=(2,-8)\beku b=(x,-9)ƂȂ悤x̒l߂$

-36

$\beku a=(2,-9)\beku b=(x,-2)ƂȂ悤x̒l߂$

-9

$\beku a=(2,-9)\beku b=(x,-4)ƂȂ悤x̒l߂$

-18

$\beku a=(2,-9)\beku b=(x,-6)ƂȂ悤x̒l߂$

-27

$\beku a=(2,-9)\beku b=(x,-8)ƂȂ悤x̒l߂$

-36

$\beku a=(3,-1)\beku b=(x,-3)ƂȂ悤x̒l߂$

-1

$\beku a=(3,-1)\beku b=(x,-6)ƂȂ悤x̒l߂$

-2

$\beku a=(3,-1)\beku b=(x,-9)ƂȂ悤x̒l߂$

-3

$\beku a=(3,-2)\beku b=(x,-3)ƂȂ悤x̒l߂$

-2

$\beku a=(3,-2)\beku b=(x,-6)ƂȂ悤x̒l߂$

-4

$\beku a=(3,-2)\beku b=(x,-9)ƂȂ悤x̒l߂$

-6

$\beku a=(3,-3)\beku b=(x,-1)ƂȂ悤x̒l߂$

-1

$\beku a=(3,-3)\beku b=(x,-2)ƂȂ悤x̒l߂$

-2

$\beku a=(3,-3)\beku b=(x,-3)ƂȂ悤x̒l߂$

-3

$\beku a=(3,-3)\beku b=(x,-4)ƂȂ悤x̒l߂$

-4

$\beku a=(3,-3)\beku b=(x,-5)ƂȂ悤x̒l߂$

-5

$\beku a=(3,-3)\beku b=(x,-6)ƂȂ悤x̒l߂$

-6

$\beku a=(3,-3)\beku b=(x,-7)ƂȂ悤x̒l߂$

-7

$\beku a=(3,-3)\beku b=(x,-8)ƂȂ悤x̒l߂$

-8

$\beku a=(3,-3)\beku b=(x,-9)ƂȂ悤x̒l߂$

-9

$\beku a=(3,-4)\beku b=(x,-3)ƂȂ悤x̒l߂$

-4

$\beku a=(3,-4)\beku b=(x,-6)ƂȂ悤x̒l߂$

-8

$\beku a=(3,-4)\beku b=(x,-9)ƂȂ悤x̒l߂$

-12

$\beku a=(3,-5)\beku b=(x,-3)ƂȂ悤x̒l߂$

-5

$\beku a=(3,-5)\beku b=(x,-6)ƂȂ悤x̒l߂$

-10

$\beku a=(3,-5)\beku b=(x,-9)ƂȂ悤x̒l߂$

-15

$\beku a=(3,-6)\beku b=(x,-1)ƂȂ悤x̒l߂$

-2

$\beku a=(3,-6)\beku b=(x,-2)ƂȂ悤x̒l߂$

-4

$\beku a=(3,-6)\beku b=(x,-3)ƂȂ悤x̒l߂$

-6

$\beku a=(3,-6)\beku b=(x,-4)ƂȂ悤x̒l߂$

-8

$\beku a=(3,-6)\beku b=(x,-5)ƂȂ悤x̒l߂$

-10

$\beku a=(3,-6)\beku b=(x,-6)ƂȂ悤x̒l߂$

-12

$\beku a=(3,-6)\beku b=(x,-7)ƂȂ悤x̒l߂$

-14

$\beku a=(3,-6)\beku b=(x,-8)ƂȂ悤x̒l߂$

-16

$\beku a=(3,-6)\beku b=(x,-9)ƂȂ悤x̒l߂$

-18

$\beku a=(3,-7)\beku b=(x,-3)ƂȂ悤x̒l߂$

-7

$\beku a=(3,-7)\beku b=(x,-6)ƂȂ悤x̒l߂$

-14

$\beku a=(3,-7)\beku b=(x,-9)ƂȂ悤x̒l߂$

-21

$\beku a=(3,-8)\beku b=(x,-3)ƂȂ悤x̒l߂$

-8

$\beku a=(3,-8)\beku b=(x,-6)ƂȂ悤x̒l߂$

-16

$\beku a=(3,-8)\beku b=(x,-9)ƂȂ悤x̒l߂$

-24

$\beku a=(3,-9)\beku b=(x,-1)ƂȂ悤x̒l߂$

-3

$\beku a=(3,-9)\beku b=(x,-2)ƂȂ悤x̒l߂$

-6

$\beku a=(3,-9)\beku b=(x,-3)ƂȂ悤x̒l߂$

-9

$\beku a=(3,-9)\beku b=(x,-4)ƂȂ悤x̒l߂$

-12

$\beku a=(3,-9)\beku b=(x,-5)ƂȂ悤x̒l߂$

-15

$\beku a=(3,-9)\beku b=(x,-6)ƂȂ悤x̒l߂$

-18

$\beku a=(3,-9)\beku b=(x,-7)ƂȂ悤x̒l߂$

-21

$\beku a=(3,-9)\beku b=(x,-8)ƂȂ悤x̒l߂$

-24

$\beku a=(3,-9)\beku b=(x,-9)ƂȂ悤x̒l߂$

-27

$\beku a=(4,-1)\beku b=(x,-4)ƂȂ悤x̒l߂$

-1

$\beku a=(4,-1)\beku b=(x,-8)ƂȂ悤x̒l߂$

-2

$\beku a=(4,-2)\beku b=(x,-2)ƂȂ悤x̒l߂$

-1

$\beku a=(4,-2)\beku b=(x,-4)ƂȂ悤x̒l߂$

-2

$\beku a=(4,-2)\beku b=(x,-6)ƂȂ悤x̒l߂$

-3

$\beku a=(4,-2)\beku b=(x,-8)ƂȂ悤x̒l߂$

-4

$\beku a=(4,-3)\beku b=(x,-4)ƂȂ悤x̒l߂$

-3

$\beku a=(4,-3)\beku b=(x,-8)ƂȂ悤x̒l߂$

-6

$\beku a=(4,-4)\beku b=(x,-1)ƂȂ悤x̒l߂$

-1

$\beku a=(4,-4)\beku b=(x,-2)ƂȂ悤x̒l߂$

-2

$\beku a=(4,-4)\beku b=(x,-3)ƂȂ悤x̒l߂$

-3

$\beku a=(4,-4)\beku b=(x,-4)ƂȂ悤x̒l߂$

-4

$\beku a=(4,-4)\beku b=(x,-5)ƂȂ悤x̒l߂$

-5

$\beku a=(4,-4)\beku b=(x,-6)ƂȂ悤x̒l߂$

-6

$\beku a=(4,-4)\beku b=(x,-7)ƂȂ悤x̒l߂$

-7

$\beku a=(4,-4)\beku b=(x,-8)ƂȂ悤x̒l߂$

-8

$\beku a=(4,-4)\beku b=(x,-9)ƂȂ悤x̒l߂$

-9

$\beku a=(4,-5)\beku b=(x,-4)ƂȂ悤x̒l߂$

-5

$\beku a=(4,-5)\beku b=(x,-8)ƂȂ悤x̒l߂$

-10

$\beku a=(4,-6)\beku b=(x,-2)ƂȂ悤x̒l߂$

-3

$\beku a=(4,-6)\beku b=(x,-4)ƂȂ悤x̒l߂$

-6

$\beku a=(4,-6)\beku b=(x,-6)ƂȂ悤x̒l߂$

-9

$\beku a=(4,-6)\beku b=(x,-8)ƂȂ悤x̒l߂$

-12

$\beku a=(4,-7)\beku b=(x,-4)ƂȂ悤x̒l߂$

-7

$\beku a=(4,-7)\beku b=(x,-8)ƂȂ悤x̒l߂$

-14

$\beku a=(4,-8)\beku b=(x,-1)ƂȂ悤x̒l߂$

-2

$\beku a=(4,-8)\beku b=(x,-2)ƂȂ悤x̒l߂$

-4

$\beku a=(4,-8)\beku b=(x,-3)ƂȂ悤x̒l߂$

-6

$\beku a=(4,-8)\beku b=(x,-4)ƂȂ悤x̒l߂$

-8

$\beku a=(4,-8)\beku b=(x,-5)ƂȂ悤x̒l߂$

-10

$\beku a=(4,-8)\beku b=(x,-6)ƂȂ悤x̒l߂$

-12

$\beku a=(4,-8)\beku b=(x,-7)ƂȂ悤x̒l߂$

-14

$\beku a=(4,-8)\beku b=(x,-8)ƂȂ悤x̒l߂$

-16

$\beku a=(4,-8)\beku b=(x,-9)ƂȂ悤x̒l߂$

-18

$\beku a=(4,-9)\beku b=(x,-4)ƂȂ悤x̒l߂$

-9

$\beku a=(4,-9)\beku b=(x,-8)ƂȂ悤x̒l߂$

-18

$\beku a=(5,-1)\beku b=(x,-5)ƂȂ悤x̒l߂$

-1

$\beku a=(5,-2)\beku b=(x,-5)ƂȂ悤x̒l߂$

-2

$\beku a=(5,-3)\beku b=(x,-5)ƂȂ悤x̒l߂$

-3

$\beku a=(5,-4)\beku b=(x,-5)ƂȂ悤x̒l߂$

-4

$\beku a=(5,-5)\beku b=(x,-1)ƂȂ悤x̒l߂$

-1

$\beku a=(5,-5)\beku b=(x,-2)ƂȂ悤x̒l߂$

-2

$\beku a=(5,-5)\beku b=(x,-3)ƂȂ悤x̒l߂$

-3

$\beku a=(5,-5)\beku b=(x,-4)ƂȂ悤x̒l߂$

-4

$\beku a=(5,-5)\beku b=(x,-5)ƂȂ悤x̒l߂$

-5

$\beku a=(5,-5)\beku b=(x,-6)ƂȂ悤x̒l߂$

-6

$\beku a=(5,-5)\beku b=(x,-7)ƂȂ悤x̒l߂$

-7

$\beku a=(5,-5)\beku b=(x,-8)ƂȂ悤x̒l߂$

-8

$\beku a=(5,-5)\beku b=(x,-9)ƂȂ悤x̒l߂$

-9

$\beku a=(5,-6)\beku b=(x,-5)ƂȂ悤x̒l߂$

-6

$\beku a=(5,-7)\beku b=(x,-5)ƂȂ悤x̒l߂$

-7

$\beku a=(5,-8)\beku b=(x,-5)ƂȂ悤x̒l߂$

-8

$\beku a=(5,-9)\beku b=(x,-5)ƂȂ悤x̒l߂$

-9

$\beku a=(6,-1)\beku b=(x,-6)ƂȂ悤x̒l߂$

-1

$\beku a=(6,-2)\beku b=(x,-3)ƂȂ悤x̒l߂$

-1

$\beku a=(6,-2)\beku b=(x,-6)ƂȂ悤x̒l߂$

-2

$\beku a=(6,-2)\beku b=(x,-9)ƂȂ悤x̒l߂$

-3

$\beku a=(6,-3)\beku b=(x,-2)ƂȂ悤x̒l߂$

-1

$\beku a=(6,-3)\beku b=(x,-4)ƂȂ悤x̒l߂$

-2

$\beku a=(6,-3)\beku b=(x,-6)ƂȂ悤x̒l߂$

-3

$\beku a=(6,-3)\beku b=(x,-8)ƂȂ悤x̒l߂$

-4

$\beku a=(6,-4)\beku b=(x,-3)ƂȂ悤x̒l߂$

-2

$\beku a=(6,-4)\beku b=(x,-6)ƂȂ悤x̒l߂$

-4

$\beku a=(6,-4)\beku b=(x,-9)ƂȂ悤x̒l߂$

-6

$\beku a=(6,-5)\beku b=(x,-6)ƂȂ悤x̒l߂$

-5

$\beku a=(6,-6)\beku b=(x,-1)ƂȂ悤x̒l߂$

-1

$\beku a=(6,-6)\beku b=(x,-2)ƂȂ悤x̒l߂$

-2

$\beku a=(6,-6)\beku b=(x,-3)ƂȂ悤x̒l߂$

-3

$\beku a=(6,-6)\beku b=(x,-4)ƂȂ悤x̒l߂$

-4

$\beku a=(6,-6)\beku b=(x,-5)ƂȂ悤x̒l߂$

-5

$\beku a=(6,-6)\beku b=(x,-6)ƂȂ悤x̒l߂$

-6

$\beku a=(6,-6)\beku b=(x,-7)ƂȂ悤x̒l߂$

-7

$\beku a=(6,-6)\beku b=(x,-8)ƂȂ悤x̒l߂$

-8

$\beku a=(6,-6)\beku b=(x,-9)ƂȂ悤x̒l߂$

-9

$\beku a=(6,-7)\beku b=(x,-6)ƂȂ悤x̒l߂$

-7

$\beku a=(6,-8)\beku b=(x,-3)ƂȂ悤x̒l߂$

-4

$\beku a=(6,-8)\beku b=(x,-6)ƂȂ悤x̒l߂$

-8

$\beku a=(6,-8)\beku b=(x,-9)ƂȂ悤x̒l߂$

-12

$\beku a=(6,-9)\beku b=(x,-2)ƂȂ悤x̒l߂$

-3

$\beku a=(6,-9)\beku b=(x,-4)ƂȂ悤x̒l߂$

-6

$\beku a=(6,-9)\beku b=(x,-6)ƂȂ悤x̒l߂$

-9

$\beku a=(6,-9)\beku b=(x,-8)ƂȂ悤x̒l߂$

-12

$\beku a=(7,-1)\beku b=(x,-7)ƂȂ悤x̒l߂$

-1

$\beku a=(7,-2)\beku b=(x,-7)ƂȂ悤x̒l߂$

-2

$\beku a=(7,-3)\beku b=(x,-7)ƂȂ悤x̒l߂$

-3

$\beku a=(7,-4)\beku b=(x,-7)ƂȂ悤x̒l߂$

-4

$\beku a=(7,-5)\beku b=(x,-7)ƂȂ悤x̒l߂$

-5

$\beku a=(7,-6)\beku b=(x,-7)ƂȂ悤x̒l߂$

-6

$\beku a=(7,-7)\beku b=(x,-1)ƂȂ悤x̒l߂$

-1

$\beku a=(7,-7)\beku b=(x,-2)ƂȂ悤x̒l߂$

-2

$\beku a=(7,-7)\beku b=(x,-3)ƂȂ悤x̒l߂$

-3

$\beku a=(7,-7)\beku b=(x,-4)ƂȂ悤x̒l߂$

-4

$\beku a=(7,-7)\beku b=(x,-5)ƂȂ悤x̒l߂$

-5

$\beku a=(7,-7)\beku b=(x,-6)ƂȂ悤x̒l߂$

-6

$\beku a=(7,-7)\beku b=(x,-7)ƂȂ悤x̒l߂$

-7

$\beku a=(7,-7)\beku b=(x,-8)ƂȂ悤x̒l߂$

-8

$\beku a=(7,-7)\beku b=(x,-9)ƂȂ悤x̒l߂$

-9

$\beku a=(7,-8)\beku b=(x,-7)ƂȂ悤x̒l߂$

-8

$\beku a=(7,-9)\beku b=(x,-7)ƂȂ悤x̒l߂$

-9

$\beku a=(8,-1)\beku b=(x,-8)ƂȂ悤x̒l߂$

-1

$\beku a=(8,-2)\beku b=(x,-4)ƂȂ悤x̒l߂$

-1

$\beku a=(8,-2)\beku b=(x,-8)ƂȂ悤x̒l߂$

-2

$\beku a=(8,-3)\beku b=(x,-8)ƂȂ悤x̒l߂$

-3

$\beku a=(8,-4)\beku b=(x,-2)ƂȂ悤x̒l߂$

-1

$\beku a=(8,-4)\beku b=(x,-4)ƂȂ悤x̒l߂$

-2

$\beku a=(8,-4)\beku b=(x,-6)ƂȂ悤x̒l߂$

-3

$\beku a=(8,-4)\beku b=(x,-8)ƂȂ悤x̒l߂$

-4

$\beku a=(8,-5)\beku b=(x,-8)ƂȂ悤x̒l߂$

-5

$\beku a=(8,-6)\beku b=(x,-4)ƂȂ悤x̒l߂$

-3

$\beku a=(8,-6)\beku b=(x,-8)ƂȂ悤x̒l߂$

-6

$\beku a=(8,-7)\beku b=(x,-8)ƂȂ悤x̒l߂$

-7

$\beku a=(8,-8)\beku b=(x,-1)ƂȂ悤x̒l߂$

-1

$\beku a=(8,-8)\beku b=(x,-2)ƂȂ悤x̒l߂$

-2

$\beku a=(8,-8)\beku b=(x,-3)ƂȂ悤x̒l߂$

-3

$\beku a=(8,-8)\beku b=(x,-4)ƂȂ悤x̒l߂$

-4

$\beku a=(8,-8)\beku b=(x,-5)ƂȂ悤x̒l߂$

-5

$\beku a=(8,-8)\beku b=(x,-6)ƂȂ悤x̒l߂$

-6

$\beku a=(8,-8)\beku b=(x,-7)ƂȂ悤x̒l߂$

-7

$\beku a=(8,-8)\beku b=(x,-8)ƂȂ悤x̒l߂$

-8

$\beku a=(8,-8)\beku b=(x,-9)ƂȂ悤x̒l߂$

-9

$\beku a=(8,-9)\beku b=(x,-8)ƂȂ悤x̒l߂$

-9

$\beku a=(9,-1)\beku b=(x,-9)ƂȂ悤x̒l߂$

-1

$\beku a=(9,-2)\beku b=(x,-9)ƂȂ悤x̒l߂$

-2

$\beku a=(9,-3)\beku b=(x,-3)ƂȂ悤x̒l߂$

-1

$\beku a=(9,-3)\beku b=(x,-6)ƂȂ悤x̒l߂$

-2

$\beku a=(9,-3)\beku b=(x,-9)ƂȂ悤x̒l߂$

-3

$\beku a=(9,-4)\beku b=(x,-9)ƂȂ悤x̒l߂$

-4

$\beku a=(9,-5)\beku b=(x,-9)ƂȂ悤x̒l߂$

-5

$\beku a=(9,-6)\beku b=(x,-3)ƂȂ悤x̒l߂$

-2

$\beku a=(9,-6)\beku b=(x,-6)ƂȂ悤x̒l߂$

-4

$\beku a=(9,-6)\beku b=(x,-9)ƂȂ悤x̒l߂$

-6

$\beku a=(9,-7)\beku b=(x,-9)ƂȂ悤x̒l߂$

-7

$\beku a=(9,-8)\beku b=(x,-9)ƂȂ悤x̒l߂$

-8

$\beku a=(9,-9)\beku b=(x,-1)ƂȂ悤x̒l߂$

-1

$\beku a=(9,-9)\beku b=(x,-2)ƂȂ悤x̒l߂$

-2

$\beku a=(9,-9)\beku b=(x,-3)ƂȂ悤x̒l߂$

-3

$\beku a=(9,-9)\beku b=(x,-4)ƂȂ悤x̒l߂$

-4

$\beku a=(9,-9)\beku b=(x,-5)ƂȂ悤x̒l߂$

-5

$\beku a=(9,-9)\beku b=(x,-6)ƂȂ悤x̒l߂$

-6

$\beku a=(9,-9)\beku b=(x,-7)ƂȂ悤x̒l߂$

-7

$\beku a=(9,-9)\beku b=(x,-8)ƂȂ悤x̒l߂$

-8

$\beku a=(9,-9)\beku b=(x,-9)ƂȂ悤x̒l߂$

-9





$\beku a=(-1,-1)\beku b=(x,-1)ƂȂ悤x̒l߂$

1

$\beku a=(-1,-1)\beku b=(x,-2)ƂȂ悤x̒l߂$

2

$\beku a=(-1,-1)\beku b=(x,-3)ƂȂ悤x̒l߂$

3

$\beku a=(-1,-1)\beku b=(x,-4)ƂȂ悤x̒l߂$

4

$\beku a=(-1,-1)\beku b=(x,-5)ƂȂ悤x̒l߂$

5

$\beku a=(-1,-1)\beku b=(x,-6)ƂȂ悤x̒l߂$

6

$\beku a=(-1,-1)\beku b=(x,-7)ƂȂ悤x̒l߂$

7

$\beku a=(-1,-1)\beku b=(x,-8)ƂȂ悤x̒l߂$

8

$\beku a=(-1,-1)\beku b=(x,-9)ƂȂ悤x̒l߂$

9

$\beku a=(-1,-2)\beku b=(x,-1)ƂȂ悤x̒l߂$

2

$\beku a=(-1,-2)\beku b=(x,-2)ƂȂ悤x̒l߂$

4

$\beku a=(-1,-2)\beku b=(x,-3)ƂȂ悤x̒l߂$

6

$\beku a=(-1,-2)\beku b=(x,-4)ƂȂ悤x̒l߂$

8

$\beku a=(-1,-2)\beku b=(x,-5)ƂȂ悤x̒l߂$

10

$\beku a=(-1,-2)\beku b=(x,-6)ƂȂ悤x̒l߂$

12

$\beku a=(-1,-2)\beku b=(x,-7)ƂȂ悤x̒l߂$

14

$\beku a=(-1,-2)\beku b=(x,-8)ƂȂ悤x̒l߂$

16

$\beku a=(-1,-2)\beku b=(x,-9)ƂȂ悤x̒l߂$

18

$\beku a=(-1,-3)\beku b=(x,-1)ƂȂ悤x̒l߂$

3

$\beku a=(-1,-3)\beku b=(x,-2)ƂȂ悤x̒l߂$

6

$\beku a=(-1,-3)\beku b=(x,-3)ƂȂ悤x̒l߂$

9

$\beku a=(-1,-3)\beku b=(x,-4)ƂȂ悤x̒l߂$

12

$\beku a=(-1,-3)\beku b=(x,-5)ƂȂ悤x̒l߂$

15

$\beku a=(-1,-3)\beku b=(x,-6)ƂȂ悤x̒l߂$

18

$\beku a=(-1,-3)\beku b=(x,-7)ƂȂ悤x̒l߂$

21

$\beku a=(-1,-3)\beku b=(x,-8)ƂȂ悤x̒l߂$

24

$\beku a=(-1,-3)\beku b=(x,-9)ƂȂ悤x̒l߂$

27

$\beku a=(-1,-4)\beku b=(x,-1)ƂȂ悤x̒l߂$

4

$\beku a=(-1,-4)\beku b=(x,-2)ƂȂ悤x̒l߂$

8

$\beku a=(-1,-4)\beku b=(x,-3)ƂȂ悤x̒l߂$

12

$\beku a=(-1,-4)\beku b=(x,-4)ƂȂ悤x̒l߂$

16

$\beku a=(-1,-4)\beku b=(x,-5)ƂȂ悤x̒l߂$

20

$\beku a=(-1,-4)\beku b=(x,-6)ƂȂ悤x̒l߂$

24

$\beku a=(-1,-4)\beku b=(x,-7)ƂȂ悤x̒l߂$

28

$\beku a=(-1,-4)\beku b=(x,-8)ƂȂ悤x̒l߂$

32

$\beku a=(-1,-4)\beku b=(x,-9)ƂȂ悤x̒l߂$

36

$\beku a=(-1,-5)\beku b=(x,-1)ƂȂ悤x̒l߂$

5

$\beku a=(-1,-5)\beku b=(x,-2)ƂȂ悤x̒l߂$

10

$\beku a=(-1,-5)\beku b=(x,-3)ƂȂ悤x̒l߂$

15

$\beku a=(-1,-5)\beku b=(x,-4)ƂȂ悤x̒l߂$

20

$\beku a=(-1,-5)\beku b=(x,-5)ƂȂ悤x̒l߂$

25

$\beku a=(-1,-5)\beku b=(x,-6)ƂȂ悤x̒l߂$

30

$\beku a=(-1,-5)\beku b=(x,-7)ƂȂ悤x̒l߂$

35

$\beku a=(-1,-5)\beku b=(x,-8)ƂȂ悤x̒l߂$

40

$\beku a=(-1,-5)\beku b=(x,-9)ƂȂ悤x̒l߂$

45

$\beku a=(-1,-6)\beku b=(x,-1)ƂȂ悤x̒l߂$

6

$\beku a=(-1,-6)\beku b=(x,-2)ƂȂ悤x̒l߂$

12

$\beku a=(-1,-6)\beku b=(x,-3)ƂȂ悤x̒l߂$

18

$\beku a=(-1,-6)\beku b=(x,-4)ƂȂ悤x̒l߂$

24

$\beku a=(-1,-6)\beku b=(x,-5)ƂȂ悤x̒l߂$

30

$\beku a=(-1,-6)\beku b=(x,-6)ƂȂ悤x̒l߂$

36

$\beku a=(-1,-6)\beku b=(x,-7)ƂȂ悤x̒l߂$

42

$\beku a=(-1,-6)\beku b=(x,-8)ƂȂ悤x̒l߂$

48

$\beku a=(-1,-6)\beku b=(x,-9)ƂȂ悤x̒l߂$

54

$\beku a=(-1,-7)\beku b=(x,-1)ƂȂ悤x̒l߂$

7

$\beku a=(-1,-7)\beku b=(x,-2)ƂȂ悤x̒l߂$

14

$\beku a=(-1,-7)\beku b=(x,-3)ƂȂ悤x̒l߂$

21

$\beku a=(-1,-7)\beku b=(x,-4)ƂȂ悤x̒l߂$

28

$\beku a=(-1,-7)\beku b=(x,-5)ƂȂ悤x̒l߂$

35

$\beku a=(-1,-7)\beku b=(x,-6)ƂȂ悤x̒l߂$

42

$\beku a=(-1,-7)\beku b=(x,-7)ƂȂ悤x̒l߂$

49

$\beku a=(-1,-7)\beku b=(x,-8)ƂȂ悤x̒l߂$

56

$\beku a=(-1,-7)\beku b=(x,-9)ƂȂ悤x̒l߂$

63

$\beku a=(-1,-8)\beku b=(x,-1)ƂȂ悤x̒l߂$

8

$\beku a=(-1,-8)\beku b=(x,-2)ƂȂ悤x̒l߂$

16

$\beku a=(-1,-8)\beku b=(x,-3)ƂȂ悤x̒l߂$

24

$\beku a=(-1,-8)\beku b=(x,-4)ƂȂ悤x̒l߂$

32

$\beku a=(-1,-8)\beku b=(x,-5)ƂȂ悤x̒l߂$

40

$\beku a=(-1,-8)\beku b=(x,-6)ƂȂ悤x̒l߂$

48

$\beku a=(-1,-8)\beku b=(x,-7)ƂȂ悤x̒l߂$

56

$\beku a=(-1,-8)\beku b=(x,-8)ƂȂ悤x̒l߂$

64

$\beku a=(-1,-8)\beku b=(x,-9)ƂȂ悤x̒l߂$

72

$\beku a=(-1,-9)\beku b=(x,-1)ƂȂ悤x̒l߂$

9

$\beku a=(-1,-9)\beku b=(x,-2)ƂȂ悤x̒l߂$

18

$\beku a=(-1,-9)\beku b=(x,-3)ƂȂ悤x̒l߂$

27

$\beku a=(-1,-9)\beku b=(x,-4)ƂȂ悤x̒l߂$

36

$\beku a=(-1,-9)\beku b=(x,-5)ƂȂ悤x̒l߂$

45

$\beku a=(-1,-9)\beku b=(x,-6)ƂȂ悤x̒l߂$

54

$\beku a=(-1,-9)\beku b=(x,-7)ƂȂ悤x̒l߂$

63

$\beku a=(-1,-9)\beku b=(x,-8)ƂȂ悤x̒l߂$

72

$\beku a=(-1,-9)\beku b=(x,-9)ƂȂ悤x̒l߂$

81

$\beku a=(-2,-1)\beku b=(x,-2)ƂȂ悤x̒l߂$

1

$\beku a=(-2,-1)\beku b=(x,-4)ƂȂ悤x̒l߂$

2

$\beku a=(-2,-1)\beku b=(x,-6)ƂȂ悤x̒l߂$

3

$\beku a=(-2,-1)\beku b=(x,-8)ƂȂ悤x̒l߂$

4

$\beku a=(-2,-2)\beku b=(x,-1)ƂȂ悤x̒l߂$

1

$\beku a=(-2,-2)\beku b=(x,-2)ƂȂ悤x̒l߂$

2

$\beku a=(-2,-2)\beku b=(x,-3)ƂȂ悤x̒l߂$

3

$\beku a=(-2,-2)\beku b=(x,-4)ƂȂ悤x̒l߂$

4

$\beku a=(-2,-2)\beku b=(x,-5)ƂȂ悤x̒l߂$

5

$\beku a=(-2,-2)\beku b=(x,-6)ƂȂ悤x̒l߂$

6

$\beku a=(-2,-2)\beku b=(x,-7)ƂȂ悤x̒l߂$

7

$\beku a=(-2,-2)\beku b=(x,-8)ƂȂ悤x̒l߂$

8

$\beku a=(-2,-2)\beku b=(x,-9)ƂȂ悤x̒l߂$

9

$\beku a=(-2,-3)\beku b=(x,-2)ƂȂ悤x̒l߂$

3

$\beku a=(-2,-3)\beku b=(x,-4)ƂȂ悤x̒l߂$

6

$\beku a=(-2,-3)\beku b=(x,-6)ƂȂ悤x̒l߂$

9

$\beku a=(-2,-3)\beku b=(x,-8)ƂȂ悤x̒l߂$

12

$\beku a=(-2,-4)\beku b=(x,-1)ƂȂ悤x̒l߂$

2

$\beku a=(-2,-4)\beku b=(x,-2)ƂȂ悤x̒l߂$

4

$\beku a=(-2,-4)\beku b=(x,-3)ƂȂ悤x̒l߂$

6

$\beku a=(-2,-4)\beku b=(x,-4)ƂȂ悤x̒l߂$

8

$\beku a=(-2,-4)\beku b=(x,-5)ƂȂ悤x̒l߂$

10

$\beku a=(-2,-4)\beku b=(x,-6)ƂȂ悤x̒l߂$

12

$\beku a=(-2,-4)\beku b=(x,-7)ƂȂ悤x̒l߂$

14

$\beku a=(-2,-4)\beku b=(x,-8)ƂȂ悤x̒l߂$

16

$\beku a=(-2,-4)\beku b=(x,-9)ƂȂ悤x̒l߂$

18

$\beku a=(-2,-5)\beku b=(x,-2)ƂȂ悤x̒l߂$

5

$\beku a=(-2,-5)\beku b=(x,-4)ƂȂ悤x̒l߂$

10

$\beku a=(-2,-5)\beku b=(x,-6)ƂȂ悤x̒l߂$

15

$\beku a=(-2,-5)\beku b=(x,-8)ƂȂ悤x̒l߂$

20

$\beku a=(-2,-6)\beku b=(x,-1)ƂȂ悤x̒l߂$

3

$\beku a=(-2,-6)\beku b=(x,-2)ƂȂ悤x̒l߂$

6

$\beku a=(-2,-6)\beku b=(x,-3)ƂȂ悤x̒l߂$

9

$\beku a=(-2,-6)\beku b=(x,-4)ƂȂ悤x̒l߂$

12

$\beku a=(-2,-6)\beku b=(x,-5)ƂȂ悤x̒l߂$

15

$\beku a=(-2,-6)\beku b=(x,-6)ƂȂ悤x̒l߂$

18

$\beku a=(-2,-6)\beku b=(x,-7)ƂȂ悤x̒l߂$

21

$\beku a=(-2,-6)\beku b=(x,-8)ƂȂ悤x̒l߂$

24

$\beku a=(-2,-6)\beku b=(x,-9)ƂȂ悤x̒l߂$

27

$\beku a=(-2,-7)\beku b=(x,-2)ƂȂ悤x̒l߂$

7

$\beku a=(-2,-7)\beku b=(x,-4)ƂȂ悤x̒l߂$

14

$\beku a=(-2,-7)\beku b=(x,-6)ƂȂ悤x̒l߂$

21

$\beku a=(-2,-7)\beku b=(x,-8)ƂȂ悤x̒l߂$

28

$\beku a=(-2,-8)\beku b=(x,-1)ƂȂ悤x̒l߂$

4

$\beku a=(-2,-8)\beku b=(x,-2)ƂȂ悤x̒l߂$

8

$\beku a=(-2,-8)\beku b=(x,-3)ƂȂ悤x̒l߂$

12

$\beku a=(-2,-8)\beku b=(x,-4)ƂȂ悤x̒l߂$

16

$\beku a=(-2,-8)\beku b=(x,-5)ƂȂ悤x̒l߂$

20

$\beku a=(-2,-8)\beku b=(x,-6)ƂȂ悤x̒l߂$

24

$\beku a=(-2,-8)\beku b=(x,-7)ƂȂ悤x̒l߂$

28

$\beku a=(-2,-8)\beku b=(x,-8)ƂȂ悤x̒l߂$

32

$\beku a=(-2,-8)\beku b=(x,-9)ƂȂ悤x̒l߂$

36

$\beku a=(-2,-9)\beku b=(x,-2)ƂȂ悤x̒l߂$

9

$\beku a=(-2,-9)\beku b=(x,-4)ƂȂ悤x̒l߂$

18

$\beku a=(-2,-9)\beku b=(x,-6)ƂȂ悤x̒l߂$

27

$\beku a=(-2,-9)\beku b=(x,-8)ƂȂ悤x̒l߂$

36

$\beku a=(-3,-1)\beku b=(x,-3)ƂȂ悤x̒l߂$

1

$\beku a=(-3,-1)\beku b=(x,-6)ƂȂ悤x̒l߂$

2

$\beku a=(-3,-1)\beku b=(x,-9)ƂȂ悤x̒l߂$

3

$\beku a=(-3,-2)\beku b=(x,-3)ƂȂ悤x̒l߂$

2

$\beku a=(-3,-2)\beku b=(x,-6)ƂȂ悤x̒l߂$

4

$\beku a=(-3,-2)\beku b=(x,-9)ƂȂ悤x̒l߂$

6

$\beku a=(-3,-3)\beku b=(x,-1)ƂȂ悤x̒l߂$

1

$\beku a=(-3,-3)\beku b=(x,-2)ƂȂ悤x̒l߂$

2

$\beku a=(-3,-3)\beku b=(x,-3)ƂȂ悤x̒l߂$

3

$\beku a=(-3,-3)\beku b=(x,-4)ƂȂ悤x̒l߂$

4

$\beku a=(-3,-3)\beku b=(x,-5)ƂȂ悤x̒l߂$

5

$\beku a=(-3,-3)\beku b=(x,-6)ƂȂ悤x̒l߂$

6

$\beku a=(-3,-3)\beku b=(x,-7)ƂȂ悤x̒l߂$

7

$\beku a=(-3,-3)\beku b=(x,-8)ƂȂ悤x̒l߂$

8

$\beku a=(-3,-3)\beku b=(x,-9)ƂȂ悤x̒l߂$

9

$\beku a=(-3,-4)\beku b=(x,-3)ƂȂ悤x̒l߂$

4

$\beku a=(-3,-4)\beku b=(x,-6)ƂȂ悤x̒l߂$

8

$\beku a=(-3,-4)\beku b=(x,-9)ƂȂ悤x̒l߂$

12

$\beku a=(-3,-5)\beku b=(x,-3)ƂȂ悤x̒l߂$

5

$\beku a=(-3,-5)\beku b=(x,-6)ƂȂ悤x̒l߂$

10

$\beku a=(-3,-5)\beku b=(x,-9)ƂȂ悤x̒l߂$

15

$\beku a=(-3,-6)\beku b=(x,-1)ƂȂ悤x̒l߂$

2

$\beku a=(-3,-6)\beku b=(x,-2)ƂȂ悤x̒l߂$

4

$\beku a=(-3,-6)\beku b=(x,-3)ƂȂ悤x̒l߂$

6

$\beku a=(-3,-6)\beku b=(x,-4)ƂȂ悤x̒l߂$

8

$\beku a=(-3,-6)\beku b=(x,-5)ƂȂ悤x̒l߂$

10

$\beku a=(-3,-6)\beku b=(x,-6)ƂȂ悤x̒l߂$

12

$\beku a=(-3,-6)\beku b=(x,-7)ƂȂ悤x̒l߂$

14

$\beku a=(-3,-6)\beku b=(x,-8)ƂȂ悤x̒l߂$

16

$\beku a=(-3,-6)\beku b=(x,-9)ƂȂ悤x̒l߂$

18

$\beku a=(-3,-7)\beku b=(x,-3)ƂȂ悤x̒l߂$

7

$\beku a=(-3,-7)\beku b=(x,-6)ƂȂ悤x̒l߂$

14

$\beku a=(-3,-7)\beku b=(x,-9)ƂȂ悤x̒l߂$

21

$\beku a=(-3,-8)\beku b=(x,-3)ƂȂ悤x̒l߂$

8

$\beku a=(-3,-8)\beku b=(x,-6)ƂȂ悤x̒l߂$

16

$\beku a=(-3,-8)\beku b=(x,-9)ƂȂ悤x̒l߂$

24

$\beku a=(-3,-9)\beku b=(x,-1)ƂȂ悤x̒l߂$

3

$\beku a=(-3,-9)\beku b=(x,-2)ƂȂ悤x̒l߂$

6

$\beku a=(-3,-9)\beku b=(x,-3)ƂȂ悤x̒l߂$

9

$\beku a=(-3,-9)\beku b=(x,-4)ƂȂ悤x̒l߂$

12

$\beku a=(-3,-9)\beku b=(x,-5)ƂȂ悤x̒l߂$

15

$\beku a=(-3,-9)\beku b=(x,-6)ƂȂ悤x̒l߂$

18

$\beku a=(-3,-9)\beku b=(x,-7)ƂȂ悤x̒l߂$

21

$\beku a=(-3,-9)\beku b=(x,-8)ƂȂ悤x̒l߂$

24

$\beku a=(-3,-9)\beku b=(x,-9)ƂȂ悤x̒l߂$

27

$\beku a=(-4,-1)\beku b=(x,-4)ƂȂ悤x̒l߂$

1

$\beku a=(-4,-1)\beku b=(x,-8)ƂȂ悤x̒l߂$

2

$\beku a=(-4,-2)\beku b=(x,-2)ƂȂ悤x̒l߂$

1

$\beku a=(-4,-2)\beku b=(x,-4)ƂȂ悤x̒l߂$

2

$\beku a=(-4,-2)\beku b=(x,-6)ƂȂ悤x̒l߂$

3

$\beku a=(-4,-2)\beku b=(x,-8)ƂȂ悤x̒l߂$

4

$\beku a=(-4,-3)\beku b=(x,-4)ƂȂ悤x̒l߂$

3

$\beku a=(-4,-3)\beku b=(x,-8)ƂȂ悤x̒l߂$

6

$\beku a=(-4,-4)\beku b=(x,-1)ƂȂ悤x̒l߂$

1

$\beku a=(-4,-4)\beku b=(x,-2)ƂȂ悤x̒l߂$

2

$\beku a=(-4,-4)\beku b=(x,-3)ƂȂ悤x̒l߂$

3

$\beku a=(-4,-4)\beku b=(x,-4)ƂȂ悤x̒l߂$

4

$\beku a=(-4,-4)\beku b=(x,-5)ƂȂ悤x̒l߂$

5

$\beku a=(-4,-4)\beku b=(x,-6)ƂȂ悤x̒l߂$

6

$\beku a=(-4,-4)\beku b=(x,-7)ƂȂ悤x̒l߂$

7

$\beku a=(-4,-4)\beku b=(x,-8)ƂȂ悤x̒l߂$

8

$\beku a=(-4,-4)\beku b=(x,-9)ƂȂ悤x̒l߂$

9

$\beku a=(-4,-5)\beku b=(x,-4)ƂȂ悤x̒l߂$

5

$\beku a=(-4,-5)\beku b=(x,-8)ƂȂ悤x̒l߂$

10

$\beku a=(-4,-6)\beku b=(x,-2)ƂȂ悤x̒l߂$

3

$\beku a=(-4,-6)\beku b=(x,-4)ƂȂ悤x̒l߂$

6

$\beku a=(-4,-6)\beku b=(x,-6)ƂȂ悤x̒l߂$

9

$\beku a=(-4,-6)\beku b=(x,-8)ƂȂ悤x̒l߂$

12

$\beku a=(-4,-7)\beku b=(x,-4)ƂȂ悤x̒l߂$

7

$\beku a=(-4,-7)\beku b=(x,-8)ƂȂ悤x̒l߂$

14

$\beku a=(-4,-8)\beku b=(x,-1)ƂȂ悤x̒l߂$

2

$\beku a=(-4,-8)\beku b=(x,-2)ƂȂ悤x̒l߂$

4

$\beku a=(-4,-8)\beku b=(x,-3)ƂȂ悤x̒l߂$

6

$\beku a=(-4,-8)\beku b=(x,-4)ƂȂ悤x̒l߂$

8

$\beku a=(-4,-8)\beku b=(x,-5)ƂȂ悤x̒l߂$

10

$\beku a=(-4,-8)\beku b=(x,-6)ƂȂ悤x̒l߂$

12

$\beku a=(-4,-8)\beku b=(x,-7)ƂȂ悤x̒l߂$

14

$\beku a=(-4,-8)\beku b=(x,-8)ƂȂ悤x̒l߂$

16

$\beku a=(-4,-8)\beku b=(x,-9)ƂȂ悤x̒l߂$

18

$\beku a=(-4,-9)\beku b=(x,-4)ƂȂ悤x̒l߂$

9

$\beku a=(-4,-9)\beku b=(x,-8)ƂȂ悤x̒l߂$

18

$\beku a=(-5,-1)\beku b=(x,-5)ƂȂ悤x̒l߂$

1

$\beku a=(-5,-2)\beku b=(x,-5)ƂȂ悤x̒l߂$

2

$\beku a=(-5,-3)\beku b=(x,-5)ƂȂ悤x̒l߂$

3

$\beku a=(-5,-4)\beku b=(x,-5)ƂȂ悤x̒l߂$

4

$\beku a=(-5,-5)\beku b=(x,-1)ƂȂ悤x̒l߂$

1

$\beku a=(-5,-5)\beku b=(x,-2)ƂȂ悤x̒l߂$

2

$\beku a=(-5,-5)\beku b=(x,-3)ƂȂ悤x̒l߂$

3

$\beku a=(-5,-5)\beku b=(x,-4)ƂȂ悤x̒l߂$

4

$\beku a=(-5,-5)\beku b=(x,-5)ƂȂ悤x̒l߂$

5

$\beku a=(-5,-5)\beku b=(x,-6)ƂȂ悤x̒l߂$

6

$\beku a=(-5,-5)\beku b=(x,-7)ƂȂ悤x̒l߂$

7

$\beku a=(-5,-5)\beku b=(x,-8)ƂȂ悤x̒l߂$

8

$\beku a=(-5,-5)\beku b=(x,-9)ƂȂ悤x̒l߂$

9

$\beku a=(-5,-6)\beku b=(x,-5)ƂȂ悤x̒l߂$

6

$\beku a=(-5,-7)\beku b=(x,-5)ƂȂ悤x̒l߂$

7

$\beku a=(-5,-8)\beku b=(x,-5)ƂȂ悤x̒l߂$

8

$\beku a=(-5,-9)\beku b=(x,-5)ƂȂ悤x̒l߂$

9

$\beku a=(-6,-1)\beku b=(x,-6)ƂȂ悤x̒l߂$

1

$\beku a=(-6,-2)\beku b=(x,-3)ƂȂ悤x̒l߂$

1

$\beku a=(-6,-2)\beku b=(x,-6)ƂȂ悤x̒l߂$

2

$\beku a=(-6,-2)\beku b=(x,-9)ƂȂ悤x̒l߂$

3

$\beku a=(-6,-3)\beku b=(x,-2)ƂȂ悤x̒l߂$

1

$\beku a=(-6,-3)\beku b=(x,-4)ƂȂ悤x̒l߂$

2

$\beku a=(-6,-3)\beku b=(x,-6)ƂȂ悤x̒l߂$

3

$\beku a=(-6,-3)\beku b=(x,-8)ƂȂ悤x̒l߂$

4

$\beku a=(-6,-4)\beku b=(x,-3)ƂȂ悤x̒l߂$

2

$\beku a=(-6,-4)\beku b=(x,-6)ƂȂ悤x̒l߂$

4

$\beku a=(-6,-4)\beku b=(x,-9)ƂȂ悤x̒l߂$

6

$\beku a=(-6,-5)\beku b=(x,-6)ƂȂ悤x̒l߂$

5

$\beku a=(-6,-6)\beku b=(x,-1)ƂȂ悤x̒l߂$

1

$\beku a=(-6,-6)\beku b=(x,-2)ƂȂ悤x̒l߂$

2

$\beku a=(-6,-6)\beku b=(x,-3)ƂȂ悤x̒l߂$

3

$\beku a=(-6,-6)\beku b=(x,-4)ƂȂ悤x̒l߂$

4

$\beku a=(-6,-6)\beku b=(x,-5)ƂȂ悤x̒l߂$

5

$\beku a=(-6,-6)\beku b=(x,-6)ƂȂ悤x̒l߂$

6

$\beku a=(-6,-6)\beku b=(x,-7)ƂȂ悤x̒l߂$

7

$\beku a=(-6,-6)\beku b=(x,-8)ƂȂ悤x̒l߂$

8

$\beku a=(-6,-6)\beku b=(x,-9)ƂȂ悤x̒l߂$

9

$\beku a=(-6,-7)\beku b=(x,-6)ƂȂ悤x̒l߂$

7

$\beku a=(-6,-8)\beku b=(x,-3)ƂȂ悤x̒l߂$

4

$\beku a=(-6,-8)\beku b=(x,-6)ƂȂ悤x̒l߂$

8

$\beku a=(-6,-8)\beku b=(x,-9)ƂȂ悤x̒l߂$

12

$\beku a=(-6,-9)\beku b=(x,-2)ƂȂ悤x̒l߂$

3

$\beku a=(-6,-9)\beku b=(x,-4)ƂȂ悤x̒l߂$

6

$\beku a=(-6,-9)\beku b=(x,-6)ƂȂ悤x̒l߂$

9

$\beku a=(-6,-9)\beku b=(x,-8)ƂȂ悤x̒l߂$

12

$\beku a=(-7,-1)\beku b=(x,-7)ƂȂ悤x̒l߂$

1

$\beku a=(-7,-2)\beku b=(x,-7)ƂȂ悤x̒l߂$

2

$\beku a=(-7,-3)\beku b=(x,-7)ƂȂ悤x̒l߂$

3

$\beku a=(-7,-4)\beku b=(x,-7)ƂȂ悤x̒l߂$

4

$\beku a=(-7,-5)\beku b=(x,-7)ƂȂ悤x̒l߂$

5

$\beku a=(-7,-6)\beku b=(x,-7)ƂȂ悤x̒l߂$

6

$\beku a=(-7,-7)\beku b=(x,-1)ƂȂ悤x̒l߂$

1

$\beku a=(-7,-7)\beku b=(x,-2)ƂȂ悤x̒l߂$

2

$\beku a=(-7,-7)\beku b=(x,-3)ƂȂ悤x̒l߂$

3

$\beku a=(-7,-7)\beku b=(x,-4)ƂȂ悤x̒l߂$

4

$\beku a=(-7,-7)\beku b=(x,-5)ƂȂ悤x̒l߂$

5

$\beku a=(-7,-7)\beku b=(x,-6)ƂȂ悤x̒l߂$

6

$\beku a=(-7,-7)\beku b=(x,-7)ƂȂ悤x̒l߂$

7

$\beku a=(-7,-7)\beku b=(x,-8)ƂȂ悤x̒l߂$

8

$\beku a=(-7,-7)\beku b=(x,-9)ƂȂ悤x̒l߂$

9

$\beku a=(-7,-8)\beku b=(x,-7)ƂȂ悤x̒l߂$

8

$\beku a=(-7,-9)\beku b=(x,-7)ƂȂ悤x̒l߂$

9

$\beku a=(-8,-1)\beku b=(x,-8)ƂȂ悤x̒l߂$

1

$\beku a=(-8,-2)\beku b=(x,-4)ƂȂ悤x̒l߂$

1

$\beku a=(-8,-2)\beku b=(x,-8)ƂȂ悤x̒l߂$

2

$\beku a=(-8,-3)\beku b=(x,-8)ƂȂ悤x̒l߂$

3

$\beku a=(-8,-4)\beku b=(x,-2)ƂȂ悤x̒l߂$

1

$\beku a=(-8,-4)\beku b=(x,-4)ƂȂ悤x̒l߂$

2

$\beku a=(-8,-4)\beku b=(x,-6)ƂȂ悤x̒l߂$

3

$\beku a=(-8,-4)\beku b=(x,-8)ƂȂ悤x̒l߂$

4

$\beku a=(-8,-5)\beku b=(x,-8)ƂȂ悤x̒l߂$

5

$\beku a=(-8,-6)\beku b=(x,-4)ƂȂ悤x̒l߂$

3

$\beku a=(-8,-6)\beku b=(x,-8)ƂȂ悤x̒l߂$

6

$\beku a=(-8,-7)\beku b=(x,-8)ƂȂ悤x̒l߂$

7

$\beku a=(-8,-8)\beku b=(x,-1)ƂȂ悤x̒l߂$

1

$\beku a=(-8,-8)\beku b=(x,-2)ƂȂ悤x̒l߂$

2

$\beku a=(-8,-8)\beku b=(x,-3)ƂȂ悤x̒l߂$

3

$\beku a=(-8,-8)\beku b=(x,-4)ƂȂ悤x̒l߂$

4

$\beku a=(-8,-8)\beku b=(x,-5)ƂȂ悤x̒l߂$

5

$\beku a=(-8,-8)\beku b=(x,-6)ƂȂ悤x̒l߂$

6

$\beku a=(-8,-8)\beku b=(x,-7)ƂȂ悤x̒l߂$

7

$\beku a=(-8,-8)\beku b=(x,-8)ƂȂ悤x̒l߂$

8

$\beku a=(-8,-8)\beku b=(x,-9)ƂȂ悤x̒l߂$

9

$\beku a=(-8,-9)\beku b=(x,-8)ƂȂ悤x̒l߂$

9

$\beku a=(-9,-1)\beku b=(x,-9)ƂȂ悤x̒l߂$

1

$\beku a=(-9,-2)\beku b=(x,-9)ƂȂ悤x̒l߂$

2

$\beku a=(-9,-3)\beku b=(x,-3)ƂȂ悤x̒l߂$

1

$\beku a=(-9,-3)\beku b=(x,-6)ƂȂ悤x̒l߂$

2

$\beku a=(-9,-3)\beku b=(x,-9)ƂȂ悤x̒l߂$

3

$\beku a=(-9,-4)\beku b=(x,-9)ƂȂ悤x̒l߂$

4

$\beku a=(-9,-5)\beku b=(x,-9)ƂȂ悤x̒l߂$

5

$\beku a=(-9,-6)\beku b=(x,-3)ƂȂ悤x̒l߂$

2

$\beku a=(-9,-6)\beku b=(x,-6)ƂȂ悤x̒l߂$

4

$\beku a=(-9,-6)\beku b=(x,-9)ƂȂ悤x̒l߂$

6

$\beku a=(-9,-7)\beku b=(x,-9)ƂȂ悤x̒l߂$

7

$\beku a=(-9,-8)\beku b=(x,-9)ƂȂ悤x̒l߂$

8

$\beku a=(-9,-9)\beku b=(x,-1)ƂȂ悤x̒l߂$

1

$\beku a=(-9,-9)\beku b=(x,-2)ƂȂ悤x̒l߂$

2

$\beku a=(-9,-9)\beku b=(x,-3)ƂȂ悤x̒l߂$

3

$\beku a=(-9,-9)\beku b=(x,-4)ƂȂ悤x̒l߂$

4

$\beku a=(-9,-9)\beku b=(x,-5)ƂȂ悤x̒l߂$

5

$\beku a=(-9,-9)\beku b=(x,-6)ƂȂ悤x̒l߂$

6

$\beku a=(-9,-9)\beku b=(x,-7)ƂȂ悤x̒l߂$

7

$\beku a=(-9,-9)\beku b=(x,-8)ƂȂ悤x̒l߂$

8

$\beku a=(-9,-9)\beku b=(x,-9)ƂȂ悤x̒l߂$

9









$\beku a=(x,1)\beku b=(1,1)ƂȂ悤x̒l߂$

-1

$\beku a=(x,1)\beku b=(1,2)ƂȂ悤x̒l߂$

-2

$\beku a=(x,1)\beku b=(1,3)ƂȂ悤x̒l߂$

-3

$\beku a=(x,1)\beku b=(1,4)ƂȂ悤x̒l߂$

-4

$\beku a=(x,1)\beku b=(1,5)ƂȂ悤x̒l߂$

-5

$\beku a=(x,1)\beku b=(1,6)ƂȂ悤x̒l߂$

-6

$\beku a=(x,1)\beku b=(1,7)ƂȂ悤x̒l߂$

-7

$\beku a=(x,1)\beku b=(1,8)ƂȂ悤x̒l߂$

-8

$\beku a=(x,1)\beku b=(1,9)ƂȂ悤x̒l߂$

-9

$\beku a=(x,2)\beku b=(1,1)ƂȂ悤x̒l߂$

-2

$\beku a=(x,2)\beku b=(1,2)ƂȂ悤x̒l߂$

-4

$\beku a=(x,2)\beku b=(1,3)ƂȂ悤x̒l߂$

-6

$\beku a=(x,2)\beku b=(1,4)ƂȂ悤x̒l߂$

-8

$\beku a=(x,2)\beku b=(1,5)ƂȂ悤x̒l߂$

-10

$\beku a=(x,2)\beku b=(1,6)ƂȂ悤x̒l߂$

-12

$\beku a=(x,2)\beku b=(1,7)ƂȂ悤x̒l߂$

-14

$\beku a=(x,2)\beku b=(1,8)ƂȂ悤x̒l߂$

-16

$\beku a=(x,2)\beku b=(1,9)ƂȂ悤x̒l߂$

-18

$\beku a=(x,3)\beku b=(1,1)ƂȂ悤x̒l߂$

-3

$\beku a=(x,3)\beku b=(1,2)ƂȂ悤x̒l߂$

-6

$\beku a=(x,3)\beku b=(1,3)ƂȂ悤x̒l߂$

-9

$\beku a=(x,3)\beku b=(1,4)ƂȂ悤x̒l߂$

-12

$\beku a=(x,3)\beku b=(1,5)ƂȂ悤x̒l߂$

-15

$\beku a=(x,3)\beku b=(1,6)ƂȂ悤x̒l߂$

-18

$\beku a=(x,3)\beku b=(1,7)ƂȂ悤x̒l߂$

-21

$\beku a=(x,3)\beku b=(1,8)ƂȂ悤x̒l߂$

-24

$\beku a=(x,3)\beku b=(1,9)ƂȂ悤x̒l߂$

-27

$\beku a=(x,4)\beku b=(1,1)ƂȂ悤x̒l߂$

-4

$\beku a=(x,4)\beku b=(1,2)ƂȂ悤x̒l߂$

-8

$\beku a=(x,4)\beku b=(1,3)ƂȂ悤x̒l߂$

-12

$\beku a=(x,4)\beku b=(1,4)ƂȂ悤x̒l߂$

-16

$\beku a=(x,4)\beku b=(1,5)ƂȂ悤x̒l߂$

-20

$\beku a=(x,4)\beku b=(1,6)ƂȂ悤x̒l߂$

-24

$\beku a=(x,4)\beku b=(1,7)ƂȂ悤x̒l߂$

-28

$\beku a=(x,4)\beku b=(1,8)ƂȂ悤x̒l߂$

-32

$\beku a=(x,4)\beku b=(1,9)ƂȂ悤x̒l߂$

-36

$\beku a=(x,5)\beku b=(1,1)ƂȂ悤x̒l߂$

-5

$\beku a=(x,5)\beku b=(1,2)ƂȂ悤x̒l߂$

-10

$\beku a=(x,5)\beku b=(1,3)ƂȂ悤x̒l߂$

-15

$\beku a=(x,5)\beku b=(1,4)ƂȂ悤x̒l߂$

-20

$\beku a=(x,5)\beku b=(1,5)ƂȂ悤x̒l߂$

-25

$\beku a=(x,5)\beku b=(1,6)ƂȂ悤x̒l߂$

-30

$\beku a=(x,5)\beku b=(1,7)ƂȂ悤x̒l߂$

-35

$\beku a=(x,5)\beku b=(1,8)ƂȂ悤x̒l߂$

-40

$\beku a=(x,5)\beku b=(1,9)ƂȂ悤x̒l߂$

-45

$\beku a=(x,6)\beku b=(1,1)ƂȂ悤x̒l߂$

-6

$\beku a=(x,6)\beku b=(1,2)ƂȂ悤x̒l߂$

-12

$\beku a=(x,6)\beku b=(1,3)ƂȂ悤x̒l߂$

-18

$\beku a=(x,6)\beku b=(1,4)ƂȂ悤x̒l߂$

-24

$\beku a=(x,6)\beku b=(1,5)ƂȂ悤x̒l߂$

-30

$\beku a=(x,6)\beku b=(1,6)ƂȂ悤x̒l߂$

-36

$\beku a=(x,6)\beku b=(1,7)ƂȂ悤x̒l߂$

-42

$\beku a=(x,6)\beku b=(1,8)ƂȂ悤x̒l߂$

-48

$\beku a=(x,6)\beku b=(1,9)ƂȂ悤x̒l߂$

-54

$\beku a=(x,7)\beku b=(1,1)ƂȂ悤x̒l߂$

-7

$\beku a=(x,7)\beku b=(1,2)ƂȂ悤x̒l߂$

-14

$\beku a=(x,7)\beku b=(1,3)ƂȂ悤x̒l߂$

-21

$\beku a=(x,7)\beku b=(1,4)ƂȂ悤x̒l߂$

-28

$\beku a=(x,7)\beku b=(1,5)ƂȂ悤x̒l߂$

-35

$\beku a=(x,7)\beku b=(1,6)ƂȂ悤x̒l߂$

-42

$\beku a=(x,7)\beku b=(1,7)ƂȂ悤x̒l߂$

-49

$\beku a=(x,7)\beku b=(1,8)ƂȂ悤x̒l߂$

-56

$\beku a=(x,7)\beku b=(1,9)ƂȂ悤x̒l߂$

-63

$\beku a=(x,8)\beku b=(1,1)ƂȂ悤x̒l߂$

-8

$\beku a=(x,8)\beku b=(1,2)ƂȂ悤x̒l߂$

-16

$\beku a=(x,8)\beku b=(1,3)ƂȂ悤x̒l߂$

-24

$\beku a=(x,8)\beku b=(1,4)ƂȂ悤x̒l߂$

-32

$\beku a=(x,8)\beku b=(1,5)ƂȂ悤x̒l߂$

-40

$\beku a=(x,8)\beku b=(1,6)ƂȂ悤x̒l߂$

-48

$\beku a=(x,8)\beku b=(1,7)ƂȂ悤x̒l߂$

-56

$\beku a=(x,8)\beku b=(1,8)ƂȂ悤x̒l߂$

-64

$\beku a=(x,8)\beku b=(1,9)ƂȂ悤x̒l߂$

-72

$\beku a=(x,9)\beku b=(1,1)ƂȂ悤x̒l߂$

-9

$\beku a=(x,9)\beku b=(1,2)ƂȂ悤x̒l߂$

-18

$\beku a=(x,9)\beku b=(1,3)ƂȂ悤x̒l߂$

-27

$\beku a=(x,9)\beku b=(1,4)ƂȂ悤x̒l߂$

-36

$\beku a=(x,9)\beku b=(1,5)ƂȂ悤x̒l߂$

-45

$\beku a=(x,9)\beku b=(1,6)ƂȂ悤x̒l߂$

-54

$\beku a=(x,9)\beku b=(1,7)ƂȂ悤x̒l߂$

-63

$\beku a=(x,9)\beku b=(1,8)ƂȂ悤x̒l߂$

-72

$\beku a=(x,9)\beku b=(1,9)ƂȂ悤x̒l߂$

-81

$\beku a=(x,1)\beku b=(2,2)ƂȂ悤x̒l߂$

-1

$\beku a=(x,1)\beku b=(2,4)ƂȂ悤x̒l߂$

-2

$\beku a=(x,1)\beku b=(2,6)ƂȂ悤x̒l߂$

-3

$\beku a=(x,1)\beku b=(2,8)ƂȂ悤x̒l߂$

-4

$\beku a=(x,2)\beku b=(2,1)ƂȂ悤x̒l߂$

-1

$\beku a=(x,2)\beku b=(2,2)ƂȂ悤x̒l߂$

-2

$\beku a=(x,2)\beku b=(2,3)ƂȂ悤x̒l߂$

-3

$\beku a=(x,2)\beku b=(2,4)ƂȂ悤x̒l߂$

-4

$\beku a=(x,2)\beku b=(2,5)ƂȂ悤x̒l߂$

-5

$\beku a=(x,2)\beku b=(2,6)ƂȂ悤x̒l߂$

-6

$\beku a=(x,2)\beku b=(2,7)ƂȂ悤x̒l߂$

-7

$\beku a=(x,2)\beku b=(2,8)ƂȂ悤x̒l߂$

-8

$\beku a=(x,2)\beku b=(2,9)ƂȂ悤x̒l߂$

-9

$\beku a=(x,3)\beku b=(2,2)ƂȂ悤x̒l߂$

-3

$\beku a=(x,3)\beku b=(2,4)ƂȂ悤x̒l߂$

-6

$\beku a=(x,3)\beku b=(2,6)ƂȂ悤x̒l߂$

-9

$\beku a=(x,3)\beku b=(2,8)ƂȂ悤x̒l߂$

-12

$\beku a=(x,4)\beku b=(2,1)ƂȂ悤x̒l߂$

-2

$\beku a=(x,4)\beku b=(2,2)ƂȂ悤x̒l߂$

-4

$\beku a=(x,4)\beku b=(2,3)ƂȂ悤x̒l߂$

-6

$\beku a=(x,4)\beku b=(2,4)ƂȂ悤x̒l߂$

-8

$\beku a=(x,4)\beku b=(2,5)ƂȂ悤x̒l߂$

-10

$\beku a=(x,4)\beku b=(2,6)ƂȂ悤x̒l߂$

-12

$\beku a=(x,4)\beku b=(2,7)ƂȂ悤x̒l߂$

-14

$\beku a=(x,4)\beku b=(2,8)ƂȂ悤x̒l߂$

-16

$\beku a=(x,4)\beku b=(2,9)ƂȂ悤x̒l߂$

-18

$\beku a=(x,5)\beku b=(2,2)ƂȂ悤x̒l߂$

-5

$\beku a=(x,5)\beku b=(2,4)ƂȂ悤x̒l߂$

-10

$\beku a=(x,5)\beku b=(2,6)ƂȂ悤x̒l߂$

-15

$\beku a=(x,5)\beku b=(2,8)ƂȂ悤x̒l߂$

-20

$\beku a=(x,6)\beku b=(2,1)ƂȂ悤x̒l߂$

-3

$\beku a=(x,6)\beku b=(2,2)ƂȂ悤x̒l߂$

-6

$\beku a=(x,6)\beku b=(2,3)ƂȂ悤x̒l߂$

-9

$\beku a=(x,6)\beku b=(2,4)ƂȂ悤x̒l߂$

-12

$\beku a=(x,6)\beku b=(2,5)ƂȂ悤x̒l߂$

-15

$\beku a=(x,6)\beku b=(2,6)ƂȂ悤x̒l߂$

-18

$\beku a=(x,6)\beku b=(2,7)ƂȂ悤x̒l߂$

-21

$\beku a=(x,6)\beku b=(2,8)ƂȂ悤x̒l߂$

-24

$\beku a=(x,6)\beku b=(2,9)ƂȂ悤x̒l߂$

-27

$\beku a=(x,7)\beku b=(2,2)ƂȂ悤x̒l߂$

-7

$\beku a=(x,7)\beku b=(2,4)ƂȂ悤x̒l߂$

-14

$\beku a=(x,7)\beku b=(2,6)ƂȂ悤x̒l߂$

-21

$\beku a=(x,7)\beku b=(2,8)ƂȂ悤x̒l߂$

-28

$\beku a=(x,8)\beku b=(2,1)ƂȂ悤x̒l߂$

-4

$\beku a=(x,8)\beku b=(2,2)ƂȂ悤x̒l߂$

-8

$\beku a=(x,8)\beku b=(2,3)ƂȂ悤x̒l߂$

-12

$\beku a=(x,8)\beku b=(2,4)ƂȂ悤x̒l߂$

-16

$\beku a=(x,8)\beku b=(2,5)ƂȂ悤x̒l߂$

-20

$\beku a=(x,8)\beku b=(2,6)ƂȂ悤x̒l߂$

-24

$\beku a=(x,8)\beku b=(2,7)ƂȂ悤x̒l߂$

-28

$\beku a=(x,8)\beku b=(2,8)ƂȂ悤x̒l߂$

-32

$\beku a=(x,8)\beku b=(2,9)ƂȂ悤x̒l߂$

-36

$\beku a=(x,9)\beku b=(2,2)ƂȂ悤x̒l߂$

-9

$\beku a=(x,9)\beku b=(2,4)ƂȂ悤x̒l߂$

-18

$\beku a=(x,9)\beku b=(2,6)ƂȂ悤x̒l߂$

-27

$\beku a=(x,9)\beku b=(2,8)ƂȂ悤x̒l߂$

-36

$\beku a=(x,1)\beku b=(3,3)ƂȂ悤x̒l߂$

-1

$\beku a=(x,1)\beku b=(3,6)ƂȂ悤x̒l߂$

-2

$\beku a=(x,1)\beku b=(3,9)ƂȂ悤x̒l߂$

-3

$\beku a=(x,2)\beku b=(3,3)ƂȂ悤x̒l߂$

-2

$\beku a=(x,2)\beku b=(3,6)ƂȂ悤x̒l߂$

-4

$\beku a=(x,2)\beku b=(3,9)ƂȂ悤x̒l߂$

-6

$\beku a=(x,3)\beku b=(3,1)ƂȂ悤x̒l߂$

-1

$\beku a=(x,3)\beku b=(3,2)ƂȂ悤x̒l߂$

-2

$\beku a=(x,3)\beku b=(3,3)ƂȂ悤x̒l߂$

-3

$\beku a=(x,3)\beku b=(3,4)ƂȂ悤x̒l߂$

-4

$\beku a=(x,3)\beku b=(3,5)ƂȂ悤x̒l߂$

-5

$\beku a=(x,3)\beku b=(3,6)ƂȂ悤x̒l߂$

-6

$\beku a=(x,3)\beku b=(3,7)ƂȂ悤x̒l߂$

-7

$\beku a=(x,3)\beku b=(3,8)ƂȂ悤x̒l߂$

-8

$\beku a=(x,3)\beku b=(3,9)ƂȂ悤x̒l߂$

-9

$\beku a=(x,4)\beku b=(3,3)ƂȂ悤x̒l߂$

-4

$\beku a=(x,4)\beku b=(3,6)ƂȂ悤x̒l߂$

-8

$\beku a=(x,4)\beku b=(3,9)ƂȂ悤x̒l߂$

-12

$\beku a=(x,5)\beku b=(3,3)ƂȂ悤x̒l߂$

-5

$\beku a=(x,5)\beku b=(3,6)ƂȂ悤x̒l߂$

-10

$\beku a=(x,5)\beku b=(3,9)ƂȂ悤x̒l߂$

-15

$\beku a=(x,6)\beku b=(3,1)ƂȂ悤x̒l߂$

-2

$\beku a=(x,6)\beku b=(3,2)ƂȂ悤x̒l߂$

-4

$\beku a=(x,6)\beku b=(3,3)ƂȂ悤x̒l߂$

-6

$\beku a=(x,6)\beku b=(3,4)ƂȂ悤x̒l߂$

-8

$\beku a=(x,6)\beku b=(3,5)ƂȂ悤x̒l߂$

-10

$\beku a=(x,6)\beku b=(3,6)ƂȂ悤x̒l߂$

-12

$\beku a=(x,6)\beku b=(3,7)ƂȂ悤x̒l߂$

-14

$\beku a=(x,6)\beku b=(3,8)ƂȂ悤x̒l߂$

-16

$\beku a=(x,6)\beku b=(3,9)ƂȂ悤x̒l߂$

-18

$\beku a=(x,7)\beku b=(3,3)ƂȂ悤x̒l߂$

-7

$\beku a=(x,7)\beku b=(3,6)ƂȂ悤x̒l߂$

-14

$\beku a=(x,7)\beku b=(3,9)ƂȂ悤x̒l߂$

-21

$\beku a=(x,8)\beku b=(3,3)ƂȂ悤x̒l߂$

-8

$\beku a=(x,8)\beku b=(3,6)ƂȂ悤x̒l߂$

-16

$\beku a=(x,8)\beku b=(3,9)ƂȂ悤x̒l߂$

-24

$\beku a=(x,9)\beku b=(3,1)ƂȂ悤x̒l߂$

-3

$\beku a=(x,9)\beku b=(3,2)ƂȂ悤x̒l߂$

-6

$\beku a=(x,9)\beku b=(3,3)ƂȂ悤x̒l߂$

-9

$\beku a=(x,9)\beku b=(3,4)ƂȂ悤x̒l߂$

-12

$\beku a=(x,9)\beku b=(3,5)ƂȂ悤x̒l߂$

-15

$\beku a=(x,9)\beku b=(3,6)ƂȂ悤x̒l߂$

-18

$\beku a=(x,9)\beku b=(3,7)ƂȂ悤x̒l߂$

-21

$\beku a=(x,9)\beku b=(3,8)ƂȂ悤x̒l߂$

-24

$\beku a=(x,9)\beku b=(3,9)ƂȂ悤x̒l߂$

-27

$\beku a=(x,1)\beku b=(4,4)ƂȂ悤x̒l߂$

-1

$\beku a=(x,1)\beku b=(4,8)ƂȂ悤x̒l߂$

-2

$\beku a=(x,2)\beku b=(4,2)ƂȂ悤x̒l߂$

-1

$\beku a=(x,2)\beku b=(4,4)ƂȂ悤x̒l߂$

-2

$\beku a=(x,2)\beku b=(4,6)ƂȂ悤x̒l߂$

-3

$\beku a=(x,2)\beku b=(4,8)ƂȂ悤x̒l߂$

-4

$\beku a=(x,3)\beku b=(4,4)ƂȂ悤x̒l߂$

-3

$\beku a=(x,3)\beku b=(4,8)ƂȂ悤x̒l߂$

-6

$\beku a=(x,4)\beku b=(4,1)ƂȂ悤x̒l߂$

-1

$\beku a=(x,4)\beku b=(4,2)ƂȂ悤x̒l߂$

-2

$\beku a=(x,4)\beku b=(4,3)ƂȂ悤x̒l߂$

-3

$\beku a=(x,4)\beku b=(4,4)ƂȂ悤x̒l߂$

-4

$\beku a=(x,4)\beku b=(4,5)ƂȂ悤x̒l߂$

-5

$\beku a=(x,4)\beku b=(4,6)ƂȂ悤x̒l߂$

-6

$\beku a=(x,4)\beku b=(4,7)ƂȂ悤x̒l߂$

-7

$\beku a=(x,4)\beku b=(4,8)ƂȂ悤x̒l߂$

-8

$\beku a=(x,4)\beku b=(4,9)ƂȂ悤x̒l߂$

-9

$\beku a=(x,5)\beku b=(4,4)ƂȂ悤x̒l߂$

-5

$\beku a=(x,5)\beku b=(4,8)ƂȂ悤x̒l߂$

-10

$\beku a=(x,6)\beku b=(4,2)ƂȂ悤x̒l߂$

-3

$\beku a=(x,6)\beku b=(4,4)ƂȂ悤x̒l߂$

-6

$\beku a=(x,6)\beku b=(4,6)ƂȂ悤x̒l߂$

-9

$\beku a=(x,6)\beku b=(4,8)ƂȂ悤x̒l߂$

-12

$\beku a=(x,7)\beku b=(4,4)ƂȂ悤x̒l߂$

-7

$\beku a=(x,7)\beku b=(4,8)ƂȂ悤x̒l߂$

-14

$\beku a=(x,8)\beku b=(4,1)ƂȂ悤x̒l߂$

-2

$\beku a=(x,8)\beku b=(4,2)ƂȂ悤x̒l߂$

-4

$\beku a=(x,8)\beku b=(4,3)ƂȂ悤x̒l߂$

-6

$\beku a=(x,8)\beku b=(4,4)ƂȂ悤x̒l߂$

-8

$\beku a=(x,8)\beku b=(4,5)ƂȂ悤x̒l߂$

-10

$\beku a=(x,8)\beku b=(4,6)ƂȂ悤x̒l߂$

-12

$\beku a=(x,8)\beku b=(4,7)ƂȂ悤x̒l߂$

-14

$\beku a=(x,8)\beku b=(4,8)ƂȂ悤x̒l߂$

-16

$\beku a=(x,8)\beku b=(4,9)ƂȂ悤x̒l߂$

-18

$\beku a=(x,9)\beku b=(4,4)ƂȂ悤x̒l߂$

-9

$\beku a=(x,9)\beku b=(4,8)ƂȂ悤x̒l߂$

-18

$\beku a=(x,1)\beku b=(5,5)ƂȂ悤x̒l߂$

-1

$\beku a=(x,2)\beku b=(5,5)ƂȂ悤x̒l߂$

-2

$\beku a=(x,3)\beku b=(5,5)ƂȂ悤x̒l߂$

-3

$\beku a=(x,4)\beku b=(5,5)ƂȂ悤x̒l߂$

-4

$\beku a=(x,5)\beku b=(5,1)ƂȂ悤x̒l߂$

-1

$\beku a=(x,5)\beku b=(5,2)ƂȂ悤x̒l߂$

-2

$\beku a=(x,5)\beku b=(5,3)ƂȂ悤x̒l߂$

-3

$\beku a=(x,5)\beku b=(5,4)ƂȂ悤x̒l߂$

-4

$\beku a=(x,5)\beku b=(5,5)ƂȂ悤x̒l߂$

-5

$\beku a=(x,5)\beku b=(5,6)ƂȂ悤x̒l߂$

-6

$\beku a=(x,5)\beku b=(5,7)ƂȂ悤x̒l߂$

-7

$\beku a=(x,5)\beku b=(5,8)ƂȂ悤x̒l߂$

-8

$\beku a=(x,5)\beku b=(5,9)ƂȂ悤x̒l߂$

-9

$\beku a=(x,6)\beku b=(5,5)ƂȂ悤x̒l߂$

-6

$\beku a=(x,7)\beku b=(5,5)ƂȂ悤x̒l߂$

-7

$\beku a=(x,8)\beku b=(5,5)ƂȂ悤x̒l߂$

-8

$\beku a=(x,9)\beku b=(5,5)ƂȂ悤x̒l߂$

-9

$\beku a=(x,1)\beku b=(6,6)ƂȂ悤x̒l߂$

-1

$\beku a=(x,2)\beku b=(6,3)ƂȂ悤x̒l߂$

-1

$\beku a=(x,2)\beku b=(6,6)ƂȂ悤x̒l߂$

-2

$\beku a=(x,2)\beku b=(6,9)ƂȂ悤x̒l߂$

-3

$\beku a=(x,3)\beku b=(6,2)ƂȂ悤x̒l߂$

-1

$\beku a=(x,3)\beku b=(6,4)ƂȂ悤x̒l߂$

-2

$\beku a=(x,3)\beku b=(6,6)ƂȂ悤x̒l߂$

-3

$\beku a=(x,3)\beku b=(6,8)ƂȂ悤x̒l߂$

-4

$\beku a=(x,4)\beku b=(6,3)ƂȂ悤x̒l߂$

-2

$\beku a=(x,4)\beku b=(6,6)ƂȂ悤x̒l߂$

-4

$\beku a=(x,4)\beku b=(6,9)ƂȂ悤x̒l߂$

-6

$\beku a=(x,5)\beku b=(6,6)ƂȂ悤x̒l߂$

-5

$\beku a=(x,6)\beku b=(6,1)ƂȂ悤x̒l߂$

-1

$\beku a=(x,6)\beku b=(6,2)ƂȂ悤x̒l߂$

-2

$\beku a=(x,6)\beku b=(6,3)ƂȂ悤x̒l߂$

-3

$\beku a=(x,6)\beku b=(6,4)ƂȂ悤x̒l߂$

-4

$\beku a=(x,6)\beku b=(6,5)ƂȂ悤x̒l߂$

-5

$\beku a=(x,6)\beku b=(6,6)ƂȂ悤x̒l߂$

-6

$\beku a=(x,6)\beku b=(6,7)ƂȂ悤x̒l߂$

-7

$\beku a=(x,6)\beku b=(6,8)ƂȂ悤x̒l߂$

-8

$\beku a=(x,6)\beku b=(6,9)ƂȂ悤x̒l߂$

-9

$\beku a=(x,7)\beku b=(6,6)ƂȂ悤x̒l߂$

-7

$\beku a=(x,8)\beku b=(6,3)ƂȂ悤x̒l߂$

-4

$\beku a=(x,8)\beku b=(6,6)ƂȂ悤x̒l߂$

-8

$\beku a=(x,8)\beku b=(6,9)ƂȂ悤x̒l߂$

-12

$\beku a=(x,9)\beku b=(6,2)ƂȂ悤x̒l߂$

-3

$\beku a=(x,9)\beku b=(6,4)ƂȂ悤x̒l߂$

-6

$\beku a=(x,9)\beku b=(6,6)ƂȂ悤x̒l߂$

-9

$\beku a=(x,9)\beku b=(6,8)ƂȂ悤x̒l߂$

-12

$\beku a=(x,1)\beku b=(7,7)ƂȂ悤x̒l߂$

-1

$\beku a=(x,2)\beku b=(7,7)ƂȂ悤x̒l߂$

-2

$\beku a=(x,3)\beku b=(7,7)ƂȂ悤x̒l߂$

-3

$\beku a=(x,4)\beku b=(7,7)ƂȂ悤x̒l߂$

-4

$\beku a=(x,5)\beku b=(7,7)ƂȂ悤x̒l߂$

-5

$\beku a=(x,6)\beku b=(7,7)ƂȂ悤x̒l߂$

-6

$\beku a=(x,7)\beku b=(7,1)ƂȂ悤x̒l߂$

-1

$\beku a=(x,7)\beku b=(7,2)ƂȂ悤x̒l߂$

-2

$\beku a=(x,7)\beku b=(7,3)ƂȂ悤x̒l߂$

-3

$\beku a=(x,7)\beku b=(7,4)ƂȂ悤x̒l߂$

-4

$\beku a=(x,7)\beku b=(7,5)ƂȂ悤x̒l߂$

-5

$\beku a=(x,7)\beku b=(7,6)ƂȂ悤x̒l߂$

-6

$\beku a=(x,7)\beku b=(7,7)ƂȂ悤x̒l߂$

-7

$\beku a=(x,7)\beku b=(7,8)ƂȂ悤x̒l߂$

-8

$\beku a=(x,7)\beku b=(7,9)ƂȂ悤x̒l߂$

-9

$\beku a=(x,8)\beku b=(7,7)ƂȂ悤x̒l߂$

-8

$\beku a=(x,9)\beku b=(7,7)ƂȂ悤x̒l߂$

-9

$\beku a=(x,1)\beku b=(8,8)ƂȂ悤x̒l߂$

-1

$\beku a=(x,2)\beku b=(8,4)ƂȂ悤x̒l߂$

-1

$\beku a=(x,2)\beku b=(8,8)ƂȂ悤x̒l߂$

-2

$\beku a=(x,3)\beku b=(8,8)ƂȂ悤x̒l߂$

-3

$\beku a=(x,4)\beku b=(8,2)ƂȂ悤x̒l߂$

-1

$\beku a=(x,4)\beku b=(8,4)ƂȂ悤x̒l߂$

-2

$\beku a=(x,4)\beku b=(8,6)ƂȂ悤x̒l߂$

-3

$\beku a=(x,4)\beku b=(8,8)ƂȂ悤x̒l߂$

-4

$\beku a=(x,5)\beku b=(8,8)ƂȂ悤x̒l߂$

-5

$\beku a=(x,6)\beku b=(8,4)ƂȂ悤x̒l߂$

-3

$\beku a=(x,6)\beku b=(8,8)ƂȂ悤x̒l߂$

-6

$\beku a=(x,7)\beku b=(8,8)ƂȂ悤x̒l߂$

-7

$\beku a=(x,8)\beku b=(8,1)ƂȂ悤x̒l߂$

-1

$\beku a=(x,8)\beku b=(8,2)ƂȂ悤x̒l߂$

-2

$\beku a=(x,8)\beku b=(8,3)ƂȂ悤x̒l߂$

-3

$\beku a=(x,8)\beku b=(8,4)ƂȂ悤x̒l߂$

-4

$\beku a=(x,8)\beku b=(8,5)ƂȂ悤x̒l߂$

-5

$\beku a=(x,8)\beku b=(8,6)ƂȂ悤x̒l߂$

-6

$\beku a=(x,8)\beku b=(8,7)ƂȂ悤x̒l߂$

-7

$\beku a=(x,8)\beku b=(8,8)ƂȂ悤x̒l߂$

-8

$\beku a=(x,8)\beku b=(8,9)ƂȂ悤x̒l߂$

-9

$\beku a=(x,9)\beku b=(8,8)ƂȂ悤x̒l߂$

-9

$\beku a=(x,1)\beku b=(9,9)ƂȂ悤x̒l߂$

-1

$\beku a=(x,2)\beku b=(9,9)ƂȂ悤x̒l߂$

-2

$\beku a=(x,3)\beku b=(9,3)ƂȂ悤x̒l߂$

-1

$\beku a=(x,3)\beku b=(9,6)ƂȂ悤x̒l߂$

-2

$\beku a=(x,3)\beku b=(9,9)ƂȂ悤x̒l߂$

-3

$\beku a=(x,4)\beku b=(9,9)ƂȂ悤x̒l߂$

-4

$\beku a=(x,5)\beku b=(9,9)ƂȂ悤x̒l߂$

-5

$\beku a=(x,6)\beku b=(9,3)ƂȂ悤x̒l߂$

-2

$\beku a=(x,6)\beku b=(9,6)ƂȂ悤x̒l߂$

-4

$\beku a=(x,6)\beku b=(9,9)ƂȂ悤x̒l߂$

-6

$\beku a=(x,7)\beku b=(9,9)ƂȂ悤x̒l߂$

-7

$\beku a=(x,8)\beku b=(9,9)ƂȂ悤x̒l߂$

-8

$\beku a=(x,9)\beku b=(9,1)ƂȂ悤x̒l߂$

-1

$\beku a=(x,9)\beku b=(9,2)ƂȂ悤x̒l߂$

-2

$\beku a=(x,9)\beku b=(9,3)ƂȂ悤x̒l߂$

-3

$\beku a=(x,9)\beku b=(9,4)ƂȂ悤x̒l߂$

-4

$\beku a=(x,9)\beku b=(9,5)ƂȂ悤x̒l߂$

-5

$\beku a=(x,9)\beku b=(9,6)ƂȂ悤x̒l߂$

-6

$\beku a=(x,9)\beku b=(9,7)ƂȂ悤x̒l߂$

-7

$\beku a=(x,9)\beku b=(9,8)ƂȂ悤x̒l߂$

-8

$\beku a=(x,9)\beku b=(9,9)ƂȂ悤x̒l߂$

-9





$\beku a=(x,1)\beku b=(1,-1)ƂȂ悤x̒l߂$

1

$\beku a=(x,1)\beku b=(1,-2)ƂȂ悤x̒l߂$

2

$\beku a=(x,1)\beku b=(1,-3)ƂȂ悤x̒l߂$

3

$\beku a=(x,1)\beku b=(1,-4)ƂȂ悤x̒l߂$

4

$\beku a=(x,1)\beku b=(1,-5)ƂȂ悤x̒l߂$

5

$\beku a=(x,1)\beku b=(1,-6)ƂȂ悤x̒l߂$

6

$\beku a=(x,1)\beku b=(1,-7)ƂȂ悤x̒l߂$

7

$\beku a=(x,1)\beku b=(1,-8)ƂȂ悤x̒l߂$

8

$\beku a=(x,1)\beku b=(1,-9)ƂȂ悤x̒l߂$

9

$\beku a=(x,2)\beku b=(1,-1)ƂȂ悤x̒l߂$

2

$\beku a=(x,2)\beku b=(1,-2)ƂȂ悤x̒l߂$

4

$\beku a=(x,2)\beku b=(1,-3)ƂȂ悤x̒l߂$

6

$\beku a=(x,2)\beku b=(1,-4)ƂȂ悤x̒l߂$

8

$\beku a=(x,2)\beku b=(1,-5)ƂȂ悤x̒l߂$

10

$\beku a=(x,2)\beku b=(1,-6)ƂȂ悤x̒l߂$

12

$\beku a=(x,2)\beku b=(1,-7)ƂȂ悤x̒l߂$

14

$\beku a=(x,2)\beku b=(1,-8)ƂȂ悤x̒l߂$

16

$\beku a=(x,2)\beku b=(1,-9)ƂȂ悤x̒l߂$

18

$\beku a=(x,3)\beku b=(1,-1)ƂȂ悤x̒l߂$

3

$\beku a=(x,3)\beku b=(1,-2)ƂȂ悤x̒l߂$

6

$\beku a=(x,3)\beku b=(1,-3)ƂȂ悤x̒l߂$

9

$\beku a=(x,3)\beku b=(1,-4)ƂȂ悤x̒l߂$

12

$\beku a=(x,3)\beku b=(1,-5)ƂȂ悤x̒l߂$

15

$\beku a=(x,3)\beku b=(1,-6)ƂȂ悤x̒l߂$

18

$\beku a=(x,3)\beku b=(1,-7)ƂȂ悤x̒l߂$

21

$\beku a=(x,3)\beku b=(1,-8)ƂȂ悤x̒l߂$

24

$\beku a=(x,3)\beku b=(1,-9)ƂȂ悤x̒l߂$

27

$\beku a=(x,4)\beku b=(1,-1)ƂȂ悤x̒l߂$

4

$\beku a=(x,4)\beku b=(1,-2)ƂȂ悤x̒l߂$

8

$\beku a=(x,4)\beku b=(1,-3)ƂȂ悤x̒l߂$

12

$\beku a=(x,4)\beku b=(1,-4)ƂȂ悤x̒l߂$

16

$\beku a=(x,4)\beku b=(1,-5)ƂȂ悤x̒l߂$

20

$\beku a=(x,4)\beku b=(1,-6)ƂȂ悤x̒l߂$

24

$\beku a=(x,4)\beku b=(1,-7)ƂȂ悤x̒l߂$

28

$\beku a=(x,4)\beku b=(1,-8)ƂȂ悤x̒l߂$

32

$\beku a=(x,4)\beku b=(1,-9)ƂȂ悤x̒l߂$

36

$\beku a=(x,5)\beku b=(1,-1)ƂȂ悤x̒l߂$

5

$\beku a=(x,5)\beku b=(1,-2)ƂȂ悤x̒l߂$

10

$\beku a=(x,5)\beku b=(1,-3)ƂȂ悤x̒l߂$

15

$\beku a=(x,5)\beku b=(1,-4)ƂȂ悤x̒l߂$

20

$\beku a=(x,5)\beku b=(1,-5)ƂȂ悤x̒l߂$

25

$\beku a=(x,5)\beku b=(1,-6)ƂȂ悤x̒l߂$

30

$\beku a=(x,5)\beku b=(1,-7)ƂȂ悤x̒l߂$

35

$\beku a=(x,5)\beku b=(1,-8)ƂȂ悤x̒l߂$

40

$\beku a=(x,5)\beku b=(1,-9)ƂȂ悤x̒l߂$

45

$\beku a=(x,6)\beku b=(1,-1)ƂȂ悤x̒l߂$

6

$\beku a=(x,6)\beku b=(1,-2)ƂȂ悤x̒l߂$

12

$\beku a=(x,6)\beku b=(1,-3)ƂȂ悤x̒l߂$

18

$\beku a=(x,6)\beku b=(1,-4)ƂȂ悤x̒l߂$

24

$\beku a=(x,6)\beku b=(1,-5)ƂȂ悤x̒l߂$

30

$\beku a=(x,6)\beku b=(1,-6)ƂȂ悤x̒l߂$

36

$\beku a=(x,6)\beku b=(1,-7)ƂȂ悤x̒l߂$

42

$\beku a=(x,6)\beku b=(1,-8)ƂȂ悤x̒l߂$

48

$\beku a=(x,6)\beku b=(1,-9)ƂȂ悤x̒l߂$

54

$\beku a=(x,7)\beku b=(1,-1)ƂȂ悤x̒l߂$

7

$\beku a=(x,7)\beku b=(1,-2)ƂȂ悤x̒l߂$

14

$\beku a=(x,7)\beku b=(1,-3)ƂȂ悤x̒l߂$

21

$\beku a=(x,7)\beku b=(1,-4)ƂȂ悤x̒l߂$

28

$\beku a=(x,7)\beku b=(1,-5)ƂȂ悤x̒l߂$

35

$\beku a=(x,7)\beku b=(1,-6)ƂȂ悤x̒l߂$

42

$\beku a=(x,7)\beku b=(1,-7)ƂȂ悤x̒l߂$

49

$\beku a=(x,7)\beku b=(1,-8)ƂȂ悤x̒l߂$

56

$\beku a=(x,7)\beku b=(1,-9)ƂȂ悤x̒l߂$

63

$\beku a=(x,8)\beku b=(1,-1)ƂȂ悤x̒l߂$

8

$\beku a=(x,8)\beku b=(1,-2)ƂȂ悤x̒l߂$

16

$\beku a=(x,8)\beku b=(1,-3)ƂȂ悤x̒l߂$

24

$\beku a=(x,8)\beku b=(1,-4)ƂȂ悤x̒l߂$

32

$\beku a=(x,8)\beku b=(1,-5)ƂȂ悤x̒l߂$

40

$\beku a=(x,8)\beku b=(1,-6)ƂȂ悤x̒l߂$

48

$\beku a=(x,8)\beku b=(1,-7)ƂȂ悤x̒l߂$

56

$\beku a=(x,8)\beku b=(1,-8)ƂȂ悤x̒l߂$

64

$\beku a=(x,8)\beku b=(1,-9)ƂȂ悤x̒l߂$

72

$\beku a=(x,9)\beku b=(1,-1)ƂȂ悤x̒l߂$

9

$\beku a=(x,9)\beku b=(1,-2)ƂȂ悤x̒l߂$

18

$\beku a=(x,9)\beku b=(1,-3)ƂȂ悤x̒l߂$

27

$\beku a=(x,9)\beku b=(1,-4)ƂȂ悤x̒l߂$

36

$\beku a=(x,9)\beku b=(1,-5)ƂȂ悤x̒l߂$

45

$\beku a=(x,9)\beku b=(1,-6)ƂȂ悤x̒l߂$

54

$\beku a=(x,9)\beku b=(1,-7)ƂȂ悤x̒l߂$

63

$\beku a=(x,9)\beku b=(1,-8)ƂȂ悤x̒l߂$

72

$\beku a=(x,9)\beku b=(1,-9)ƂȂ悤x̒l߂$

81

$\beku a=(x,1)\beku b=(2,-2)ƂȂ悤x̒l߂$

1

$\beku a=(x,1)\beku b=(2,-4)ƂȂ悤x̒l߂$

2

$\beku a=(x,1)\beku b=(2,-6)ƂȂ悤x̒l߂$

3

$\beku a=(x,1)\beku b=(2,-8)ƂȂ悤x̒l߂$

4

$\beku a=(x,2)\beku b=(2,-1)ƂȂ悤x̒l߂$

1

$\beku a=(x,2)\beku b=(2,-2)ƂȂ悤x̒l߂$

2

$\beku a=(x,2)\beku b=(2,-3)ƂȂ悤x̒l߂$

3

$\beku a=(x,2)\beku b=(2,-4)ƂȂ悤x̒l߂$

4

$\beku a=(x,2)\beku b=(2,-5)ƂȂ悤x̒l߂$

5

$\beku a=(x,2)\beku b=(2,-6)ƂȂ悤x̒l߂$

6

$\beku a=(x,2)\beku b=(2,-7)ƂȂ悤x̒l߂$

7

$\beku a=(x,2)\beku b=(2,-8)ƂȂ悤x̒l߂$

8

$\beku a=(x,2)\beku b=(2,-9)ƂȂ悤x̒l߂$

9

$\beku a=(x,3)\beku b=(2,-2)ƂȂ悤x̒l߂$

3

$\beku a=(x,3)\beku b=(2,-4)ƂȂ悤x̒l߂$

6

$\beku a=(x,3)\beku b=(2,-6)ƂȂ悤x̒l߂$

9

$\beku a=(x,3)\beku b=(2,-8)ƂȂ悤x̒l߂$

12

$\beku a=(x,4)\beku b=(2,-1)ƂȂ悤x̒l߂$

2

$\beku a=(x,4)\beku b=(2,-2)ƂȂ悤x̒l߂$

4

$\beku a=(x,4)\beku b=(2,-3)ƂȂ悤x̒l߂$

6

$\beku a=(x,4)\beku b=(2,-4)ƂȂ悤x̒l߂$

8

$\beku a=(x,4)\beku b=(2,-5)ƂȂ悤x̒l߂$

10

$\beku a=(x,4)\beku b=(2,-6)ƂȂ悤x̒l߂$

12

$\beku a=(x,4)\beku b=(2,-7)ƂȂ悤x̒l߂$

14

$\beku a=(x,4)\beku b=(2,-8)ƂȂ悤x̒l߂$

16

$\beku a=(x,4)\beku b=(2,-9)ƂȂ悤x̒l߂$

18

$\beku a=(x,5)\beku b=(2,-2)ƂȂ悤x̒l߂$

5

$\beku a=(x,5)\beku b=(2,-4)ƂȂ悤x̒l߂$

10

$\beku a=(x,5)\beku b=(2,-6)ƂȂ悤x̒l߂$

15

$\beku a=(x,5)\beku b=(2,-8)ƂȂ悤x̒l߂$

20

$\beku a=(x,6)\beku b=(2,-1)ƂȂ悤x̒l߂$

3

$\beku a=(x,6)\beku b=(2,-2)ƂȂ悤x̒l߂$

6

$\beku a=(x,6)\beku b=(2,-3)ƂȂ悤x̒l߂$

9

$\beku a=(x,6)\beku b=(2,-4)ƂȂ悤x̒l߂$

12

$\beku a=(x,6)\beku b=(2,-5)ƂȂ悤x̒l߂$

15

$\beku a=(x,6)\beku b=(2,-6)ƂȂ悤x̒l߂$

18

$\beku a=(x,6)\beku b=(2,-7)ƂȂ悤x̒l߂$

21

$\beku a=(x,6)\beku b=(2,-8)ƂȂ悤x̒l߂$

24

$\beku a=(x,6)\beku b=(2,-9)ƂȂ悤x̒l߂$

27

$\beku a=(x,7)\beku b=(2,-2)ƂȂ悤x̒l߂$

7

$\beku a=(x,7)\beku b=(2,-4)ƂȂ悤x̒l߂$

14

$\beku a=(x,7)\beku b=(2,-6)ƂȂ悤x̒l߂$

21

$\beku a=(x,7)\beku b=(2,-8)ƂȂ悤x̒l߂$

28

$\beku a=(x,8)\beku b=(2,-1)ƂȂ悤x̒l߂$

4

$\beku a=(x,8)\beku b=(2,-2)ƂȂ悤x̒l߂$

8

$\beku a=(x,8)\beku b=(2,-3)ƂȂ悤x̒l߂$

12

$\beku a=(x,8)\beku b=(2,-4)ƂȂ悤x̒l߂$

16

$\beku a=(x,8)\beku b=(2,-5)ƂȂ悤x̒l߂$

20

$\beku a=(x,8)\beku b=(2,-6)ƂȂ悤x̒l߂$

24

$\beku a=(x,8)\beku b=(2,-7)ƂȂ悤x̒l߂$

28

$\beku a=(x,8)\beku b=(2,-8)ƂȂ悤x̒l߂$

32

$\beku a=(x,8)\beku b=(2,-9)ƂȂ悤x̒l߂$

36

$\beku a=(x,9)\beku b=(2,-2)ƂȂ悤x̒l߂$

9

$\beku a=(x,9)\beku b=(2,-4)ƂȂ悤x̒l߂$

18

$\beku a=(x,9)\beku b=(2,-6)ƂȂ悤x̒l߂$

27

$\beku a=(x,9)\beku b=(2,-8)ƂȂ悤x̒l߂$

36

$\beku a=(x,1)\beku b=(3,-3)ƂȂ悤x̒l߂$

1

$\beku a=(x,1)\beku b=(3,-6)ƂȂ悤x̒l߂$

2

$\beku a=(x,1)\beku b=(3,-9)ƂȂ悤x̒l߂$

3

$\beku a=(x,2)\beku b=(3,-3)ƂȂ悤x̒l߂$

2

$\beku a=(x,2)\beku b=(3,-6)ƂȂ悤x̒l߂$

4

$\beku a=(x,2)\beku b=(3,-9)ƂȂ悤x̒l߂$

6

$\beku a=(x,3)\beku b=(3,-1)ƂȂ悤x̒l߂$

1

$\beku a=(x,3)\beku b=(3,-2)ƂȂ悤x̒l߂$

2

$\beku a=(x,3)\beku b=(3,-3)ƂȂ悤x̒l߂$

3

$\beku a=(x,3)\beku b=(3,-4)ƂȂ悤x̒l߂$

4

$\beku a=(x,3)\beku b=(3,-5)ƂȂ悤x̒l߂$

5

$\beku a=(x,3)\beku b=(3,-6)ƂȂ悤x̒l߂$

6

$\beku a=(x,3)\beku b=(3,-7)ƂȂ悤x̒l߂$

7

$\beku a=(x,3)\beku b=(3,-8)ƂȂ悤x̒l߂$

8

$\beku a=(x,3)\beku b=(3,-9)ƂȂ悤x̒l߂$

9

$\beku a=(x,4)\beku b=(3,-3)ƂȂ悤x̒l߂$

4

$\beku a=(x,4)\beku b=(3,-6)ƂȂ悤x̒l߂$

8

$\beku a=(x,4)\beku b=(3,-9)ƂȂ悤x̒l߂$

12

$\beku a=(x,5)\beku b=(3,-3)ƂȂ悤x̒l߂$

5

$\beku a=(x,5)\beku b=(3,-6)ƂȂ悤x̒l߂$

10

$\beku a=(x,5)\beku b=(3,-9)ƂȂ悤x̒l߂$

15

$\beku a=(x,6)\beku b=(3,-1)ƂȂ悤x̒l߂$

2

$\beku a=(x,6)\beku b=(3,-2)ƂȂ悤x̒l߂$

4

$\beku a=(x,6)\beku b=(3,-3)ƂȂ悤x̒l߂$

6

$\beku a=(x,6)\beku b=(3,-4)ƂȂ悤x̒l߂$

8

$\beku a=(x,6)\beku b=(3,-5)ƂȂ悤x̒l߂$

10

$\beku a=(x,6)\beku b=(3,-6)ƂȂ悤x̒l߂$

12

$\beku a=(x,6)\beku b=(3,-7)ƂȂ悤x̒l߂$

14

$\beku a=(x,6)\beku b=(3,-8)ƂȂ悤x̒l߂$

16

$\beku a=(x,6)\beku b=(3,-9)ƂȂ悤x̒l߂$

18

$\beku a=(x,7)\beku b=(3,-3)ƂȂ悤x̒l߂$

7

$\beku a=(x,7)\beku b=(3,-6)ƂȂ悤x̒l߂$

14

$\beku a=(x,7)\beku b=(3,-9)ƂȂ悤x̒l߂$

21

$\beku a=(x,8)\beku b=(3,-3)ƂȂ悤x̒l߂$

8

$\beku a=(x,8)\beku b=(3,-6)ƂȂ悤x̒l߂$

16

$\beku a=(x,8)\beku b=(3,-9)ƂȂ悤x̒l߂$

24

$\beku a=(x,9)\beku b=(3,-1)ƂȂ悤x̒l߂$

3

$\beku a=(x,9)\beku b=(3,-2)ƂȂ悤x̒l߂$

6

$\beku a=(x,9)\beku b=(3,-3)ƂȂ悤x̒l߂$

9

$\beku a=(x,9)\beku b=(3,-4)ƂȂ悤x̒l߂$

12

$\beku a=(x,9)\beku b=(3,-5)ƂȂ悤x̒l߂$

15

$\beku a=(x,9)\beku b=(3,-6)ƂȂ悤x̒l߂$

18

$\beku a=(x,9)\beku b=(3,-7)ƂȂ悤x̒l߂$

21

$\beku a=(x,9)\beku b=(3,-8)ƂȂ悤x̒l߂$

24

$\beku a=(x,9)\beku b=(3,-9)ƂȂ悤x̒l߂$

27

$\beku a=(x,1)\beku b=(4,-4)ƂȂ悤x̒l߂$

1

$\beku a=(x,1)\beku b=(4,-8)ƂȂ悤x̒l߂$

2

$\beku a=(x,2)\beku b=(4,-2)ƂȂ悤x̒l߂$

1

$\beku a=(x,2)\beku b=(4,-4)ƂȂ悤x̒l߂$

2

$\beku a=(x,2)\beku b=(4,-6)ƂȂ悤x̒l߂$

3

$\beku a=(x,2)\beku b=(4,-8)ƂȂ悤x̒l߂$

4

$\beku a=(x,3)\beku b=(4,-4)ƂȂ悤x̒l߂$

3

$\beku a=(x,3)\beku b=(4,-8)ƂȂ悤x̒l߂$

6

$\beku a=(x,4)\beku b=(4,-1)ƂȂ悤x̒l߂$

1

$\beku a=(x,4)\beku b=(4,-2)ƂȂ悤x̒l߂$

2

$\beku a=(x,4)\beku b=(4,-3)ƂȂ悤x̒l߂$

3

$\beku a=(x,4)\beku b=(4,-4)ƂȂ悤x̒l߂$

4

$\beku a=(x,4)\beku b=(4,-5)ƂȂ悤x̒l߂$

5

$\beku a=(x,4)\beku b=(4,-6)ƂȂ悤x̒l߂$

6

$\beku a=(x,4)\beku b=(4,-7)ƂȂ悤x̒l߂$

7

$\beku a=(x,4)\beku b=(4,-8)ƂȂ悤x̒l߂$

8

$\beku a=(x,4)\beku b=(4,-9)ƂȂ悤x̒l߂$

9

$\beku a=(x,5)\beku b=(4,-4)ƂȂ悤x̒l߂$

5

$\beku a=(x,5)\beku b=(4,-8)ƂȂ悤x̒l߂$

10

$\beku a=(x,6)\beku b=(4,-2)ƂȂ悤x̒l߂$

3

$\beku a=(x,6)\beku b=(4,-4)ƂȂ悤x̒l߂$

6

$\beku a=(x,6)\beku b=(4,-6)ƂȂ悤x̒l߂$

9

$\beku a=(x,6)\beku b=(4,-8)ƂȂ悤x̒l߂$

12

$\beku a=(x,7)\beku b=(4,-4)ƂȂ悤x̒l߂$

7

$\beku a=(x,7)\beku b=(4,-8)ƂȂ悤x̒l߂$

14

$\beku a=(x,8)\beku b=(4,-1)ƂȂ悤x̒l߂$

2

$\beku a=(x,8)\beku b=(4,-2)ƂȂ悤x̒l߂$

4

$\beku a=(x,8)\beku b=(4,-3)ƂȂ悤x̒l߂$

6

$\beku a=(x,8)\beku b=(4,-4)ƂȂ悤x̒l߂$

8

$\beku a=(x,8)\beku b=(4,-5)ƂȂ悤x̒l߂$

10

$\beku a=(x,8)\beku b=(4,-6)ƂȂ悤x̒l߂$

12

$\beku a=(x,8)\beku b=(4,-7)ƂȂ悤x̒l߂$

14

$\beku a=(x,8)\beku b=(4,-8)ƂȂ悤x̒l߂$

16

$\beku a=(x,8)\beku b=(4,-9)ƂȂ悤x̒l߂$

18

$\beku a=(x,9)\beku b=(4,-4)ƂȂ悤x̒l߂$

9

$\beku a=(x,9)\beku b=(4,-8)ƂȂ悤x̒l߂$

18

$\beku a=(x,1)\beku b=(5,-5)ƂȂ悤x̒l߂$

1

$\beku a=(x,2)\beku b=(5,-5)ƂȂ悤x̒l߂$

2

$\beku a=(x,3)\beku b=(5,-5)ƂȂ悤x̒l߂$

3

$\beku a=(x,4)\beku b=(5,-5)ƂȂ悤x̒l߂$

4

$\beku a=(x,5)\beku b=(5,-1)ƂȂ悤x̒l߂$

1

$\beku a=(x,5)\beku b=(5,-2)ƂȂ悤x̒l߂$

2

$\beku a=(x,5)\beku b=(5,-3)ƂȂ悤x̒l߂$

3

$\beku a=(x,5)\beku b=(5,-4)ƂȂ悤x̒l߂$

4

$\beku a=(x,5)\beku b=(5,-5)ƂȂ悤x̒l߂$

5

$\beku a=(x,5)\beku b=(5,-6)ƂȂ悤x̒l߂$

6

$\beku a=(x,5)\beku b=(5,-7)ƂȂ悤x̒l߂$

7

$\beku a=(x,5)\beku b=(5,-8)ƂȂ悤x̒l߂$

8

$\beku a=(x,5)\beku b=(5,-9)ƂȂ悤x̒l߂$

9

$\beku a=(x,6)\beku b=(5,-5)ƂȂ悤x̒l߂$

6

$\beku a=(x,7)\beku b=(5,-5)ƂȂ悤x̒l߂$

7

$\beku a=(x,8)\beku b=(5,-5)ƂȂ悤x̒l߂$

8

$\beku a=(x,9)\beku b=(5,-5)ƂȂ悤x̒l߂$

9

$\beku a=(x,1)\beku b=(6,-6)ƂȂ悤x̒l߂$

1

$\beku a=(x,2)\beku b=(6,-3)ƂȂ悤x̒l߂$

1

$\beku a=(x,2)\beku b=(6,-6)ƂȂ悤x̒l߂$

2

$\beku a=(x,2)\beku b=(6,-9)ƂȂ悤x̒l߂$

3

$\beku a=(x,3)\beku b=(6,-2)ƂȂ悤x̒l߂$

1

$\beku a=(x,3)\beku b=(6,-4)ƂȂ悤x̒l߂$

2

$\beku a=(x,3)\beku b=(6,-6)ƂȂ悤x̒l߂$

3

$\beku a=(x,3)\beku b=(6,-8)ƂȂ悤x̒l߂$

4

$\beku a=(x,4)\beku b=(6,-3)ƂȂ悤x̒l߂$

2

$\beku a=(x,4)\beku b=(6,-6)ƂȂ悤x̒l߂$

4

$\beku a=(x,4)\beku b=(6,-9)ƂȂ悤x̒l߂$

6

$\beku a=(x,5)\beku b=(6,-6)ƂȂ悤x̒l߂$

5

$\beku a=(x,6)\beku b=(6,-1)ƂȂ悤x̒l߂$

1

$\beku a=(x,6)\beku b=(6,-2)ƂȂ悤x̒l߂$

2

$\beku a=(x,6)\beku b=(6,-3)ƂȂ悤x̒l߂$

3

$\beku a=(x,6)\beku b=(6,-4)ƂȂ悤x̒l߂$

4

$\beku a=(x,6)\beku b=(6,-5)ƂȂ悤x̒l߂$

5

$\beku a=(x,6)\beku b=(6,-6)ƂȂ悤x̒l߂$

6

$\beku a=(x,6)\beku b=(6,-7)ƂȂ悤x̒l߂$

7

$\beku a=(x,6)\beku b=(6,-8)ƂȂ悤x̒l߂$

8

$\beku a=(x,6)\beku b=(6,-9)ƂȂ悤x̒l߂$

9

$\beku a=(x,7)\beku b=(6,-6)ƂȂ悤x̒l߂$

7

$\beku a=(x,8)\beku b=(6,-3)ƂȂ悤x̒l߂$

4

$\beku a=(x,8)\beku b=(6,-6)ƂȂ悤x̒l߂$

8

$\beku a=(x,8)\beku b=(6,-9)ƂȂ悤x̒l߂$

12

$\beku a=(x,9)\beku b=(6,-2)ƂȂ悤x̒l߂$

3

$\beku a=(x,9)\beku b=(6,-4)ƂȂ悤x̒l߂$

6

$\beku a=(x,9)\beku b=(6,-6)ƂȂ悤x̒l߂$

9

$\beku a=(x,9)\beku b=(6,-8)ƂȂ悤x̒l߂$

12

$\beku a=(x,1)\beku b=(7,-7)ƂȂ悤x̒l߂$

1

$\beku a=(x,2)\beku b=(7,-7)ƂȂ悤x̒l߂$

2

$\beku a=(x,3)\beku b=(7,-7)ƂȂ悤x̒l߂$

3

$\beku a=(x,4)\beku b=(7,-7)ƂȂ悤x̒l߂$

4

$\beku a=(x,5)\beku b=(7,-7)ƂȂ悤x̒l߂$

5

$\beku a=(x,6)\beku b=(7,-7)ƂȂ悤x̒l߂$

6

$\beku a=(x,7)\beku b=(7,-1)ƂȂ悤x̒l߂$

1

$\beku a=(x,7)\beku b=(7,-2)ƂȂ悤x̒l߂$

2

$\beku a=(x,7)\beku b=(7,-3)ƂȂ悤x̒l߂$

3

$\beku a=(x,7)\beku b=(7,-4)ƂȂ悤x̒l߂$

4

$\beku a=(x,7)\beku b=(7,-5)ƂȂ悤x̒l߂$

5

$\beku a=(x,7)\beku b=(7,-6)ƂȂ悤x̒l߂$

6

$\beku a=(x,7)\beku b=(7,-7)ƂȂ悤x̒l߂$

7

$\beku a=(x,7)\beku b=(7,-8)ƂȂ悤x̒l߂$

8

$\beku a=(x,7)\beku b=(7,-9)ƂȂ悤x̒l߂$

9

$\beku a=(x,8)\beku b=(7,-7)ƂȂ悤x̒l߂$

8

$\beku a=(x,9)\beku b=(7,-7)ƂȂ悤x̒l߂$

9

$\beku a=(x,1)\beku b=(8,-8)ƂȂ悤x̒l߂$

1

$\beku a=(x,2)\beku b=(8,-4)ƂȂ悤x̒l߂$

1

$\beku a=(x,2)\beku b=(8,-8)ƂȂ悤x̒l߂$

2

$\beku a=(x,3)\beku b=(8,-8)ƂȂ悤x̒l߂$

3

$\beku a=(x,4)\beku b=(8,-2)ƂȂ悤x̒l߂$

1

$\beku a=(x,4)\beku b=(8,-4)ƂȂ悤x̒l߂$

2

$\beku a=(x,4)\beku b=(8,-6)ƂȂ悤x̒l߂$

3

$\beku a=(x,4)\beku b=(8,-8)ƂȂ悤x̒l߂$

4

$\beku a=(x,5)\beku b=(8,-8)ƂȂ悤x̒l߂$

5

$\beku a=(x,6)\beku b=(8,-4)ƂȂ悤x̒l߂$

3

$\beku a=(x,6)\beku b=(8,-8)ƂȂ悤x̒l߂$

6

$\beku a=(x,7)\beku b=(8,-8)ƂȂ悤x̒l߂$

7

$\beku a=(x,8)\beku b=(8,-1)ƂȂ悤x̒l߂$

1

$\beku a=(x,8)\beku b=(8,-2)ƂȂ悤x̒l߂$

2

$\beku a=(x,8)\beku b=(8,-3)ƂȂ悤x̒l߂$

3

$\beku a=(x,8)\beku b=(8,-4)ƂȂ悤x̒l߂$

4

$\beku a=(x,8)\beku b=(8,-5)ƂȂ悤x̒l߂$

5

$\beku a=(x,8)\beku b=(8,-6)ƂȂ悤x̒l߂$

6

$\beku a=(x,8)\beku b=(8,-7)ƂȂ悤x̒l߂$

7

$\beku a=(x,8)\beku b=(8,-8)ƂȂ悤x̒l߂$

8

$\beku a=(x,8)\beku b=(8,-9)ƂȂ悤x̒l߂$

9

$\beku a=(x,9)\beku b=(8,-8)ƂȂ悤x̒l߂$

9

$\beku a=(x,1)\beku b=(9,-9)ƂȂ悤x̒l߂$

1

$\beku a=(x,2)\beku b=(9,-9)ƂȂ悤x̒l߂$

2

$\beku a=(x,3)\beku b=(9,-3)ƂȂ悤x̒l߂$

1

$\beku a=(x,3)\beku b=(9,-6)ƂȂ悤x̒l߂$

2

$\beku a=(x,3)\beku b=(9,-9)ƂȂ悤x̒l߂$

3

$\beku a=(x,4)\beku b=(9,-9)ƂȂ悤x̒l߂$

4

$\beku a=(x,5)\beku b=(9,-9)ƂȂ悤x̒l߂$

5

$\beku a=(x,6)\beku b=(9,-3)ƂȂ悤x̒l߂$

2

$\beku a=(x,6)\beku b=(9,-6)ƂȂ悤x̒l߂$

4

$\beku a=(x,6)\beku b=(9,-9)ƂȂ悤x̒l߂$

6

$\beku a=(x,7)\beku b=(9,-9)ƂȂ悤x̒l߂$

7

$\beku a=(x,8)\beku b=(9,-9)ƂȂ悤x̒l߂$

8

$\beku a=(x,9)\beku b=(9,-1)ƂȂ悤x̒l߂$

1

$\beku a=(x,9)\beku b=(9,-2)ƂȂ悤x̒l߂$

2

$\beku a=(x,9)\beku b=(9,-3)ƂȂ悤x̒l߂$

3

$\beku a=(x,9)\beku b=(9,-4)ƂȂ悤x̒l߂$

4

$\beku a=(x,9)\beku b=(9,-5)ƂȂ悤x̒l߂$

5

$\beku a=(x,9)\beku b=(9,-6)ƂȂ悤x̒l߂$

6

$\beku a=(x,9)\beku b=(9,-7)ƂȂ悤x̒l߂$

7

$\beku a=(x,9)\beku b=(9,-8)ƂȂ悤x̒l߂$

8

$\beku a=(x,9)\beku b=(9,-9)ƂȂ悤x̒l߂$

9





$\beku a=(x,-1)\beku b=(1,-1)ƂȂ悤x̒l߂$

-1

$\beku a=(x,-1)\beku b=(1,-2)ƂȂ悤x̒l߂$

-2

$\beku a=(x,-1)\beku b=(1,-3)ƂȂ悤x̒l߂$

-3

$\beku a=(x,-1)\beku b=(1,-4)ƂȂ悤x̒l߂$

-4

$\beku a=(x,-1)\beku b=(1,-5)ƂȂ悤x̒l߂$

-5

$\beku a=(x,-1)\beku b=(1,-6)ƂȂ悤x̒l߂$

-6

$\beku a=(x,-1)\beku b=(1,-7)ƂȂ悤x̒l߂$

-7

$\beku a=(x,-1)\beku b=(1,-8)ƂȂ悤x̒l߂$

-8

$\beku a=(x,-1)\beku b=(1,-9)ƂȂ悤x̒l߂$

-9

$\beku a=(x,-2)\beku b=(1,-1)ƂȂ悤x̒l߂$

-2

$\beku a=(x,-2)\beku b=(1,-2)ƂȂ悤x̒l߂$

-4

$\beku a=(x,-2)\beku b=(1,-3)ƂȂ悤x̒l߂$

-6

$\beku a=(x,-2)\beku b=(1,-4)ƂȂ悤x̒l߂$

-8

$\beku a=(x,-2)\beku b=(1,-5)ƂȂ悤x̒l߂$

-10

$\beku a=(x,-2)\beku b=(1,-6)ƂȂ悤x̒l߂$

-12

$\beku a=(x,-2)\beku b=(1,-7)ƂȂ悤x̒l߂$

-14

$\beku a=(x,-2)\beku b=(1,-8)ƂȂ悤x̒l߂$

-16

$\beku a=(x,-2)\beku b=(1,-9)ƂȂ悤x̒l߂$

-18

$\beku a=(x,-3)\beku b=(1,-1)ƂȂ悤x̒l߂$

-3

$\beku a=(x,-3)\beku b=(1,-2)ƂȂ悤x̒l߂$

-6

$\beku a=(x,-3)\beku b=(1,-3)ƂȂ悤x̒l߂$

-9

$\beku a=(x,-3)\beku b=(1,-4)ƂȂ悤x̒l߂$

-12

$\beku a=(x,-3)\beku b=(1,-5)ƂȂ悤x̒l߂$

-15

$\beku a=(x,-3)\beku b=(1,-6)ƂȂ悤x̒l߂$

-18

$\beku a=(x,-3)\beku b=(1,-7)ƂȂ悤x̒l߂$

-21

$\beku a=(x,-3)\beku b=(1,-8)ƂȂ悤x̒l߂$

-24

$\beku a=(x,-3)\beku b=(1,-9)ƂȂ悤x̒l߂$

-27

$\beku a=(x,-4)\beku b=(1,-1)ƂȂ悤x̒l߂$

-4

$\beku a=(x,-4)\beku b=(1,-2)ƂȂ悤x̒l߂$

-8

$\beku a=(x,-4)\beku b=(1,-3)ƂȂ悤x̒l߂$

-12

$\beku a=(x,-4)\beku b=(1,-4)ƂȂ悤x̒l߂$

-16

$\beku a=(x,-4)\beku b=(1,-5)ƂȂ悤x̒l߂$

-20

$\beku a=(x,-4)\beku b=(1,-6)ƂȂ悤x̒l߂$

-24

$\beku a=(x,-4)\beku b=(1,-7)ƂȂ悤x̒l߂$

-28

$\beku a=(x,-4)\beku b=(1,-8)ƂȂ悤x̒l߂$

-32

$\beku a=(x,-4)\beku b=(1,-9)ƂȂ悤x̒l߂$

-36

$\beku a=(x,-5)\beku b=(1,-1)ƂȂ悤x̒l߂$

-5

$\beku a=(x,-5)\beku b=(1,-2)ƂȂ悤x̒l߂$

-10

$\beku a=(x,-5)\beku b=(1,-3)ƂȂ悤x̒l߂$

-15

$\beku a=(x,-5)\beku b=(1,-4)ƂȂ悤x̒l߂$

-20

$\beku a=(x,-5)\beku b=(1,-5)ƂȂ悤x̒l߂$

-25

$\beku a=(x,-5)\beku b=(1,-6)ƂȂ悤x̒l߂$

-30

$\beku a=(x,-5)\beku b=(1,-7)ƂȂ悤x̒l߂$

-35

$\beku a=(x,-5)\beku b=(1,-8)ƂȂ悤x̒l߂$

-40

$\beku a=(x,-5)\beku b=(1,-9)ƂȂ悤x̒l߂$

-45

$\beku a=(x,-6)\beku b=(1,-1)ƂȂ悤x̒l߂$

-6

$\beku a=(x,-6)\beku b=(1,-2)ƂȂ悤x̒l߂$

-12

$\beku a=(x,-6)\beku b=(1,-3)ƂȂ悤x̒l߂$

-18

$\beku a=(x,-6)\beku b=(1,-4)ƂȂ悤x̒l߂$

-24

$\beku a=(x,-6)\beku b=(1,-5)ƂȂ悤x̒l߂$

-30

$\beku a=(x,-6)\beku b=(1,-6)ƂȂ悤x̒l߂$

-36

$\beku a=(x,-6)\beku b=(1,-7)ƂȂ悤x̒l߂$

-42

$\beku a=(x,-6)\beku b=(1,-8)ƂȂ悤x̒l߂$

-48

$\beku a=(x,-6)\beku b=(1,-9)ƂȂ悤x̒l߂$

-54

$\beku a=(x,-7)\beku b=(1,-1)ƂȂ悤x̒l߂$

-7

$\beku a=(x,-7)\beku b=(1,-2)ƂȂ悤x̒l߂$

-14

$\beku a=(x,-7)\beku b=(1,-3)ƂȂ悤x̒l߂$

-21

$\beku a=(x,-7)\beku b=(1,-4)ƂȂ悤x̒l߂$

-28

$\beku a=(x,-7)\beku b=(1,-5)ƂȂ悤x̒l߂$

-35

$\beku a=(x,-7)\beku b=(1,-6)ƂȂ悤x̒l߂$

-42

$\beku a=(x,-7)\beku b=(1,-7)ƂȂ悤x̒l߂$

-49

$\beku a=(x,-7)\beku b=(1,-8)ƂȂ悤x̒l߂$

-56

$\beku a=(x,-7)\beku b=(1,-9)ƂȂ悤x̒l߂$

-63

$\beku a=(x,-8)\beku b=(1,-1)ƂȂ悤x̒l߂$

-8

$\beku a=(x,-8)\beku b=(1,-2)ƂȂ悤x̒l߂$

-16

$\beku a=(x,-8)\beku b=(1,-3)ƂȂ悤x̒l߂$

-24

$\beku a=(x,-8)\beku b=(1,-4)ƂȂ悤x̒l߂$

-32

$\beku a=(x,-8)\beku b=(1,-5)ƂȂ悤x̒l߂$

-40

$\beku a=(x,-8)\beku b=(1,-6)ƂȂ悤x̒l߂$

-48

$\beku a=(x,-8)\beku b=(1,-7)ƂȂ悤x̒l߂$

-56

$\beku a=(x,-8)\beku b=(1,-8)ƂȂ悤x̒l߂$

-64

$\beku a=(x,-8)\beku b=(1,-9)ƂȂ悤x̒l߂$

-72

$\beku a=(x,-9)\beku b=(1,-1)ƂȂ悤x̒l߂$

-9

$\beku a=(x,-9)\beku b=(1,-2)ƂȂ悤x̒l߂$

-18

$\beku a=(x,-9)\beku b=(1,-3)ƂȂ悤x̒l߂$

-27

$\beku a=(x,-9)\beku b=(1,-4)ƂȂ悤x̒l߂$

-36

$\beku a=(x,-9)\beku b=(1,-5)ƂȂ悤x̒l߂$

-45

$\beku a=(x,-9)\beku b=(1,-6)ƂȂ悤x̒l߂$

-54

$\beku a=(x,-9)\beku b=(1,-7)ƂȂ悤x̒l߂$

-63

$\beku a=(x,-9)\beku b=(1,-8)ƂȂ悤x̒l߂$

-72

$\beku a=(x,-9)\beku b=(1,-9)ƂȂ悤x̒l߂$

-81

$\beku a=(x,-1)\beku b=(2,-2)ƂȂ悤x̒l߂$

-1

$\beku a=(x,-1)\beku b=(2,-4)ƂȂ悤x̒l߂$

-2

$\beku a=(x,-1)\beku b=(2,-6)ƂȂ悤x̒l߂$

-3

$\beku a=(x,-1)\beku b=(2,-8)ƂȂ悤x̒l߂$

-4

$\beku a=(x,-2)\beku b=(2,-1)ƂȂ悤x̒l߂$

-1

$\beku a=(x,-2)\beku b=(2,-2)ƂȂ悤x̒l߂$

-2

$\beku a=(x,-2)\beku b=(2,-3)ƂȂ悤x̒l߂$

-3

$\beku a=(x,-2)\beku b=(2,-4)ƂȂ悤x̒l߂$

-4

$\beku a=(x,-2)\beku b=(2,-5)ƂȂ悤x̒l߂$

-5

$\beku a=(x,-2)\beku b=(2,-6)ƂȂ悤x̒l߂$

-6

$\beku a=(x,-2)\beku b=(2,-7)ƂȂ悤x̒l߂$

-7

$\beku a=(x,-2)\beku b=(2,-8)ƂȂ悤x̒l߂$

-8

$\beku a=(x,-2)\beku b=(2,-9)ƂȂ悤x̒l߂$

-9

$\beku a=(x,-3)\beku b=(2,-2)ƂȂ悤x̒l߂$

-3

$\beku a=(x,-3)\beku b=(2,-4)ƂȂ悤x̒l߂$

-6

$\beku a=(x,-3)\beku b=(2,-6)ƂȂ悤x̒l߂$

-9

$\beku a=(x,-3)\beku b=(2,-8)ƂȂ悤x̒l߂$

-12

$\beku a=(x,-4)\beku b=(2,-1)ƂȂ悤x̒l߂$

-2

$\beku a=(x,-4)\beku b=(2,-2)ƂȂ悤x̒l߂$

-4

$\beku a=(x,-4)\beku b=(2,-3)ƂȂ悤x̒l߂$

-6

$\beku a=(x,-4)\beku b=(2,-4)ƂȂ悤x̒l߂$

-8

$\beku a=(x,-4)\beku b=(2,-5)ƂȂ悤x̒l߂$

-10

$\beku a=(x,-4)\beku b=(2,-6)ƂȂ悤x̒l߂$

-12

$\beku a=(x,-4)\beku b=(2,-7)ƂȂ悤x̒l߂$

-14

$\beku a=(x,-4)\beku b=(2,-8)ƂȂ悤x̒l߂$

-16

$\beku a=(x,-4)\beku b=(2,-9)ƂȂ悤x̒l߂$

-18

$\beku a=(x,-5)\beku b=(2,-2)ƂȂ悤x̒l߂$

-5

$\beku a=(x,-5)\beku b=(2,-4)ƂȂ悤x̒l߂$

-10

$\beku a=(x,-5)\beku b=(2,-6)ƂȂ悤x̒l߂$

-15

$\beku a=(x,-5)\beku b=(2,-8)ƂȂ悤x̒l߂$

-20

$\beku a=(x,-6)\beku b=(2,-1)ƂȂ悤x̒l߂$

-3

$\beku a=(x,-6)\beku b=(2,-2)ƂȂ悤x̒l߂$

-6

$\beku a=(x,-6)\beku b=(2,-3)ƂȂ悤x̒l߂$

-9

$\beku a=(x,-6)\beku b=(2,-4)ƂȂ悤x̒l߂$

-12

$\beku a=(x,-6)\beku b=(2,-5)ƂȂ悤x̒l߂$

-15

$\beku a=(x,-6)\beku b=(2,-6)ƂȂ悤x̒l߂$

-18

$\beku a=(x,-6)\beku b=(2,-7)ƂȂ悤x̒l߂$

-21

$\beku a=(x,-6)\beku b=(2,-8)ƂȂ悤x̒l߂$

-24

$\beku a=(x,-6)\beku b=(2,-9)ƂȂ悤x̒l߂$

-27

$\beku a=(x,-7)\beku b=(2,-2)ƂȂ悤x̒l߂$

-7

$\beku a=(x,-7)\beku b=(2,-4)ƂȂ悤x̒l߂$

-14

$\beku a=(x,-7)\beku b=(2,-6)ƂȂ悤x̒l߂$

-21

$\beku a=(x,-7)\beku b=(2,-8)ƂȂ悤x̒l߂$

-28

$\beku a=(x,-8)\beku b=(2,-1)ƂȂ悤x̒l߂$

-4

$\beku a=(x,-8)\beku b=(2,-2)ƂȂ悤x̒l߂$

-8

$\beku a=(x,-8)\beku b=(2,-3)ƂȂ悤x̒l߂$

-12

$\beku a=(x,-8)\beku b=(2,-4)ƂȂ悤x̒l߂$

-16

$\beku a=(x,-8)\beku b=(2,-5)ƂȂ悤x̒l߂$

-20

$\beku a=(x,-8)\beku b=(2,-6)ƂȂ悤x̒l߂$

-24

$\beku a=(x,-8)\beku b=(2,-7)ƂȂ悤x̒l߂$

-28

$\beku a=(x,-8)\beku b=(2,-8)ƂȂ悤x̒l߂$

-32

$\beku a=(x,-8)\beku b=(2,-9)ƂȂ悤x̒l߂$

-36

$\beku a=(x,-9)\beku b=(2,-2)ƂȂ悤x̒l߂$

-9

$\beku a=(x,-9)\beku b=(2,-4)ƂȂ悤x̒l߂$

-18

$\beku a=(x,-9)\beku b=(2,-6)ƂȂ悤x̒l߂$

-27

$\beku a=(x,-9)\beku b=(2,-8)ƂȂ悤x̒l߂$

-36

$\beku a=(x,-1)\beku b=(3,-3)ƂȂ悤x̒l߂$

-1

$\beku a=(x,-1)\beku b=(3,-6)ƂȂ悤x̒l߂$

-2

$\beku a=(x,-1)\beku b=(3,-9)ƂȂ悤x̒l߂$

-3

$\beku a=(x,-2)\beku b=(3,-3)ƂȂ悤x̒l߂$

-2

$\beku a=(x,-2)\beku b=(3,-6)ƂȂ悤x̒l߂$

-4

$\beku a=(x,-2)\beku b=(3,-9)ƂȂ悤x̒l߂$

-6

$\beku a=(x,-3)\beku b=(3,-1)ƂȂ悤x̒l߂$

-1

$\beku a=(x,-3)\beku b=(3,-2)ƂȂ悤x̒l߂$

-2

$\beku a=(x,-3)\beku b=(3,-3)ƂȂ悤x̒l߂$

-3

$\beku a=(x,-3)\beku b=(3,-4)ƂȂ悤x̒l߂$

-4

$\beku a=(x,-3)\beku b=(3,-5)ƂȂ悤x̒l߂$

-5

$\beku a=(x,-3)\beku b=(3,-6)ƂȂ悤x̒l߂$

-6

$\beku a=(x,-3)\beku b=(3,-7)ƂȂ悤x̒l߂$

-7

$\beku a=(x,-3)\beku b=(3,-8)ƂȂ悤x̒l߂$

-8

$\beku a=(x,-3)\beku b=(3,-9)ƂȂ悤x̒l߂$

-9

$\beku a=(x,-4)\beku b=(3,-3)ƂȂ悤x̒l߂$

-4

$\beku a=(x,-4)\beku b=(3,-6)ƂȂ悤x̒l߂$

-8

$\beku a=(x,-4)\beku b=(3,-9)ƂȂ悤x̒l߂$

-12

$\beku a=(x,-5)\beku b=(3,-3)ƂȂ悤x̒l߂$

-5

$\beku a=(x,-5)\beku b=(3,-6)ƂȂ悤x̒l߂$

-10

$\beku a=(x,-5)\beku b=(3,-9)ƂȂ悤x̒l߂$

-15

$\beku a=(x,-6)\beku b=(3,-1)ƂȂ悤x̒l߂$

-2

$\beku a=(x,-6)\beku b=(3,-2)ƂȂ悤x̒l߂$

-4

$\beku a=(x,-6)\beku b=(3,-3)ƂȂ悤x̒l߂$

-6

$\beku a=(x,-6)\beku b=(3,-4)ƂȂ悤x̒l߂$

-8

$\beku a=(x,-6)\beku b=(3,-5)ƂȂ悤x̒l߂$

-10

$\beku a=(x,-6)\beku b=(3,-6)ƂȂ悤x̒l߂$

-12

$\beku a=(x,-6)\beku b=(3,-7)ƂȂ悤x̒l߂$

-14

$\beku a=(x,-6)\beku b=(3,-8)ƂȂ悤x̒l߂$

-16

$\beku a=(x,-6)\beku b=(3,-9)ƂȂ悤x̒l߂$

-18

$\beku a=(x,-7)\beku b=(3,-3)ƂȂ悤x̒l߂$

-7

$\beku a=(x,-7)\beku b=(3,-6)ƂȂ悤x̒l߂$

-14

$\beku a=(x,-7)\beku b=(3,-9)ƂȂ悤x̒l߂$

-21

$\beku a=(x,-8)\beku b=(3,-3)ƂȂ悤x̒l߂$

-8

$\beku a=(x,-8)\beku b=(3,-6)ƂȂ悤x̒l߂$

-16

$\beku a=(x,-8)\beku b=(3,-9)ƂȂ悤x̒l߂$

-24

$\beku a=(x,-9)\beku b=(3,-1)ƂȂ悤x̒l߂$

-3

$\beku a=(x,-9)\beku b=(3,-2)ƂȂ悤x̒l߂$

-6

$\beku a=(x,-9)\beku b=(3,-3)ƂȂ悤x̒l߂$

-9

$\beku a=(x,-9)\beku b=(3,-4)ƂȂ悤x̒l߂$

-12

$\beku a=(x,-9)\beku b=(3,-5)ƂȂ悤x̒l߂$

-15

$\beku a=(x,-9)\beku b=(3,-6)ƂȂ悤x̒l߂$

-18

$\beku a=(x,-9)\beku b=(3,-7)ƂȂ悤x̒l߂$

-21

$\beku a=(x,-9)\beku b=(3,-8)ƂȂ悤x̒l߂$

-24

$\beku a=(x,-9)\beku b=(3,-9)ƂȂ悤x̒l߂$

-27

$\beku a=(x,-1)\beku b=(4,-4)ƂȂ悤x̒l߂$

-1

$\beku a=(x,-1)\beku b=(4,-8)ƂȂ悤x̒l߂$

-2

$\beku a=(x,-2)\beku b=(4,-2)ƂȂ悤x̒l߂$

-1

$\beku a=(x,-2)\beku b=(4,-4)ƂȂ悤x̒l߂$

-2

$\beku a=(x,-2)\beku b=(4,-6)ƂȂ悤x̒l߂$

-3

$\beku a=(x,-2)\beku b=(4,-8)ƂȂ悤x̒l߂$

-4

$\beku a=(x,-3)\beku b=(4,-4)ƂȂ悤x̒l߂$

-3

$\beku a=(x,-3)\beku b=(4,-8)ƂȂ悤x̒l߂$

-6

$\beku a=(x,-4)\beku b=(4,-1)ƂȂ悤x̒l߂$

-1

$\beku a=(x,-4)\beku b=(4,-2)ƂȂ悤x̒l߂$

-2

$\beku a=(x,-4)\beku b=(4,-3)ƂȂ悤x̒l߂$

-3

$\beku a=(x,-4)\beku b=(4,-4)ƂȂ悤x̒l߂$

-4

$\beku a=(x,-4)\beku b=(4,-5)ƂȂ悤x̒l߂$

-5

$\beku a=(x,-4)\beku b=(4,-6)ƂȂ悤x̒l߂$

-6

$\beku a=(x,-4)\beku b=(4,-7)ƂȂ悤x̒l߂$

-7

$\beku a=(x,-4)\beku b=(4,-8)ƂȂ悤x̒l߂$

-8

$\beku a=(x,-4)\beku b=(4,-9)ƂȂ悤x̒l߂$

-9

$\beku a=(x,-5)\beku b=(4,-4)ƂȂ悤x̒l߂$

-5

$\beku a=(x,-5)\beku b=(4,-8)ƂȂ悤x̒l߂$

-10

$\beku a=(x,-6)\beku b=(4,-2)ƂȂ悤x̒l߂$

-3

$\beku a=(x,-6)\beku b=(4,-4)ƂȂ悤x̒l߂$

-6

$\beku a=(x,-6)\beku b=(4,-6)ƂȂ悤x̒l߂$

-9

$\beku a=(x,-6)\beku b=(4,-8)ƂȂ悤x̒l߂$

-12

$\beku a=(x,-7)\beku b=(4,-4)ƂȂ悤x̒l߂$

-7

$\beku a=(x,-7)\beku b=(4,-8)ƂȂ悤x̒l߂$

-14

$\beku a=(x,-8)\beku b=(4,-1)ƂȂ悤x̒l߂$

-2

$\beku a=(x,-8)\beku b=(4,-2)ƂȂ悤x̒l߂$

-4

$\beku a=(x,-8)\beku b=(4,-3)ƂȂ悤x̒l߂$

-6

$\beku a=(x,-8)\beku b=(4,-4)ƂȂ悤x̒l߂$

-8

$\beku a=(x,-8)\beku b=(4,-5)ƂȂ悤x̒l߂$

-10

$\beku a=(x,-8)\beku b=(4,-6)ƂȂ悤x̒l߂$

-12

$\beku a=(x,-8)\beku b=(4,-7)ƂȂ悤x̒l߂$

-14

$\beku a=(x,-8)\beku b=(4,-8)ƂȂ悤x̒l߂$

-16

$\beku a=(x,-8)\beku b=(4,-9)ƂȂ悤x̒l߂$

-18

$\beku a=(x,-9)\beku b=(4,-4)ƂȂ悤x̒l߂$

-9

$\beku a=(x,-9)\beku b=(4,-8)ƂȂ悤x̒l߂$

-18

$\beku a=(x,-1)\beku b=(5,-5)ƂȂ悤x̒l߂$

-1

$\beku a=(x,-2)\beku b=(5,-5)ƂȂ悤x̒l߂$

-2

$\beku a=(x,-3)\beku b=(5,-5)ƂȂ悤x̒l߂$

-3

$\beku a=(x,-4)\beku b=(5,-5)ƂȂ悤x̒l߂$

-4

$\beku a=(x,-5)\beku b=(5,-1)ƂȂ悤x̒l߂$

-1

$\beku a=(x,-5)\beku b=(5,-2)ƂȂ悤x̒l߂$

-2

$\beku a=(x,-5)\beku b=(5,-3)ƂȂ悤x̒l߂$

-3

$\beku a=(x,-5)\beku b=(5,-4)ƂȂ悤x̒l߂$

-4

$\beku a=(x,-5)\beku b=(5,-5)ƂȂ悤x̒l߂$

-5

$\beku a=(x,-5)\beku b=(5,-6)ƂȂ悤x̒l߂$

-6

$\beku a=(x,-5)\beku b=(5,-7)ƂȂ悤x̒l߂$

-7

$\beku a=(x,-5)\beku b=(5,-8)ƂȂ悤x̒l߂$

-8

$\beku a=(x,-5)\beku b=(5,-9)ƂȂ悤x̒l߂$

-9

$\beku a=(x,-6)\beku b=(5,-5)ƂȂ悤x̒l߂$

-6

$\beku a=(x,-7)\beku b=(5,-5)ƂȂ悤x̒l߂$

-7

$\beku a=(x,-8)\beku b=(5,-5)ƂȂ悤x̒l߂$

-8

$\beku a=(x,-9)\beku b=(5,-5)ƂȂ悤x̒l߂$

-9

$\beku a=(x,-1)\beku b=(6,-6)ƂȂ悤x̒l߂$

-1

$\beku a=(x,-2)\beku b=(6,-3)ƂȂ悤x̒l߂$

-1

$\beku a=(x,-2)\beku b=(6,-6)ƂȂ悤x̒l߂$

-2

$\beku a=(x,-2)\beku b=(6,-9)ƂȂ悤x̒l߂$

-3

$\beku a=(x,-3)\beku b=(6,-2)ƂȂ悤x̒l߂$

-1

$\beku a=(x,-3)\beku b=(6,-4)ƂȂ悤x̒l߂$

-2

$\beku a=(x,-3)\beku b=(6,-6)ƂȂ悤x̒l߂$

-3

$\beku a=(x,-3)\beku b=(6,-8)ƂȂ悤x̒l߂$

-4

$\beku a=(x,-4)\beku b=(6,-3)ƂȂ悤x̒l߂$

-2

$\beku a=(x,-4)\beku b=(6,-6)ƂȂ悤x̒l߂$

-4

$\beku a=(x,-4)\beku b=(6,-9)ƂȂ悤x̒l߂$

-6

$\beku a=(x,-5)\beku b=(6,-6)ƂȂ悤x̒l߂$

-5

$\beku a=(x,-6)\beku b=(6,-1)ƂȂ悤x̒l߂$

-1

$\beku a=(x,-6)\beku b=(6,-2)ƂȂ悤x̒l߂$

-2

$\beku a=(x,-6)\beku b=(6,-3)ƂȂ悤x̒l߂$

-3

$\beku a=(x,-6)\beku b=(6,-4)ƂȂ悤x̒l߂$

-4

$\beku a=(x,-6)\beku b=(6,-5)ƂȂ悤x̒l߂$

-5

$\beku a=(x,-6)\beku b=(6,-6)ƂȂ悤x̒l߂$

-6

$\beku a=(x,-6)\beku b=(6,-7)ƂȂ悤x̒l߂$

-7

$\beku a=(x,-6)\beku b=(6,-8)ƂȂ悤x̒l߂$

-8

$\beku a=(x,-6)\beku b=(6,-9)ƂȂ悤x̒l߂$

-9

$\beku a=(x,-7)\beku b=(6,-6)ƂȂ悤x̒l߂$

-7

$\beku a=(x,-8)\beku b=(6,-3)ƂȂ悤x̒l߂$

-4

$\beku a=(x,-8)\beku b=(6,-6)ƂȂ悤x̒l߂$

-8

$\beku a=(x,-8)\beku b=(6,-9)ƂȂ悤x̒l߂$

-12

$\beku a=(x,-9)\beku b=(6,-2)ƂȂ悤x̒l߂$

-3

$\beku a=(x,-9)\beku b=(6,-4)ƂȂ悤x̒l߂$

-6

$\beku a=(x,-9)\beku b=(6,-6)ƂȂ悤x̒l߂$

-9

$\beku a=(x,-9)\beku b=(6,-8)ƂȂ悤x̒l߂$

-12

$\beku a=(x,-1)\beku b=(7,-7)ƂȂ悤x̒l߂$

-1

$\beku a=(x,-2)\beku b=(7,-7)ƂȂ悤x̒l߂$

-2

$\beku a=(x,-3)\beku b=(7,-7)ƂȂ悤x̒l߂$

-3

$\beku a=(x,-4)\beku b=(7,-7)ƂȂ悤x̒l߂$

-4

$\beku a=(x,-5)\beku b=(7,-7)ƂȂ悤x̒l߂$

-5

$\beku a=(x,-6)\beku b=(7,-7)ƂȂ悤x̒l߂$

-6

$\beku a=(x,-7)\beku b=(7,-1)ƂȂ悤x̒l߂$

-1

$\beku a=(x,-7)\beku b=(7,-2)ƂȂ悤x̒l߂$

-2

$\beku a=(x,-7)\beku b=(7,-3)ƂȂ悤x̒l߂$

-3

$\beku a=(x,-7)\beku b=(7,-4)ƂȂ悤x̒l߂$

-4

$\beku a=(x,-7)\beku b=(7,-5)ƂȂ悤x̒l߂$

-5

$\beku a=(x,-7)\beku b=(7,-6)ƂȂ悤x̒l߂$

-6

$\beku a=(x,-7)\beku b=(7,-7)ƂȂ悤x̒l߂$

-7

$\beku a=(x,-7)\beku b=(7,-8)ƂȂ悤x̒l߂$

-8

$\beku a=(x,-7)\beku b=(7,-9)ƂȂ悤x̒l߂$

-9

$\beku a=(x,-8)\beku b=(7,-7)ƂȂ悤x̒l߂$

-8

$\beku a=(x,-9)\beku b=(7,-7)ƂȂ悤x̒l߂$

-9

$\beku a=(x,-1)\beku b=(8,-8)ƂȂ悤x̒l߂$

-1

$\beku a=(x,-2)\beku b=(8,-4)ƂȂ悤x̒l߂$

-1

$\beku a=(x,-2)\beku b=(8,-8)ƂȂ悤x̒l߂$

-2

$\beku a=(x,-3)\beku b=(8,-8)ƂȂ悤x̒l߂$

-3

$\beku a=(x,-4)\beku b=(8,-2)ƂȂ悤x̒l߂$

-1

$\beku a=(x,-4)\beku b=(8,-4)ƂȂ悤x̒l߂$

-2

$\beku a=(x,-4)\beku b=(8,-6)ƂȂ悤x̒l߂$

-3

$\beku a=(x,-4)\beku b=(8,-8)ƂȂ悤x̒l߂$

-4

$\beku a=(x,-5)\beku b=(8,-8)ƂȂ悤x̒l߂$

-5

$\beku a=(x,-6)\beku b=(8,-4)ƂȂ悤x̒l߂$

-3

$\beku a=(x,-6)\beku b=(8,-8)ƂȂ悤x̒l߂$

-6

$\beku a=(x,-7)\beku b=(8,-8)ƂȂ悤x̒l߂$

-7

$\beku a=(x,-8)\beku b=(8,-1)ƂȂ悤x̒l߂$

-1

$\beku a=(x,-8)\beku b=(8,-2)ƂȂ悤x̒l߂$

-2

$\beku a=(x,-8)\beku b=(8,-3)ƂȂ悤x̒l߂$

-3

$\beku a=(x,-8)\beku b=(8,-4)ƂȂ悤x̒l߂$

-4

$\beku a=(x,-8)\beku b=(8,-5)ƂȂ悤x̒l߂$

-5

$\beku a=(x,-8)\beku b=(8,-6)ƂȂ悤x̒l߂$

-6

$\beku a=(x,-8)\beku b=(8,-7)ƂȂ悤x̒l߂$

-7

$\beku a=(x,-8)\beku b=(8,-8)ƂȂ悤x̒l߂$

-8

$\beku a=(x,-8)\beku b=(8,-9)ƂȂ悤x̒l߂$

-9

$\beku a=(x,-9)\beku b=(8,-8)ƂȂ悤x̒l߂$

-9

$\beku a=(x,-1)\beku b=(9,-9)ƂȂ悤x̒l߂$

-1

$\beku a=(x,-2)\beku b=(9,-9)ƂȂ悤x̒l߂$

-2

$\beku a=(x,-3)\beku b=(9,-3)ƂȂ悤x̒l߂$

-1

$\beku a=(x,-3)\beku b=(9,-6)ƂȂ悤x̒l߂$

-2

$\beku a=(x,-3)\beku b=(9,-9)ƂȂ悤x̒l߂$

-3

$\beku a=(x,-4)\beku b=(9,-9)ƂȂ悤x̒l߂$

-4

$\beku a=(x,-5)\beku b=(9,-9)ƂȂ悤x̒l߂$

-5

$\beku a=(x,-6)\beku b=(9,-3)ƂȂ悤x̒l߂$

-2

$\beku a=(x,-6)\beku b=(9,-6)ƂȂ悤x̒l߂$

-4

$\beku a=(x,-6)\beku b=(9,-9)ƂȂ悤x̒l߂$

-6

$\beku a=(x,-7)\beku b=(9,-9)ƂȂ悤x̒l߂$

-7

$\beku a=(x,-8)\beku b=(9,-9)ƂȂ悤x̒l߂$

-8

$\beku a=(x,-9)\beku b=(9,-1)ƂȂ悤x̒l߂$

-1

$\beku a=(x,-9)\beku b=(9,-2)ƂȂ悤x̒l߂$

-2

$\beku a=(x,-9)\beku b=(9,-3)ƂȂ悤x̒l߂$

-3

$\beku a=(x,-9)\beku b=(9,-4)ƂȂ悤x̒l߂$

-4

$\beku a=(x,-9)\beku b=(9,-5)ƂȂ悤x̒l߂$

-5

$\beku a=(x,-9)\beku b=(9,-6)ƂȂ悤x̒l߂$

-6

$\beku a=(x,-9)\beku b=(9,-7)ƂȂ悤x̒l߂$

-7

$\beku a=(x,-9)\beku b=(9,-8)ƂȂ悤x̒l߂$

-8

$\beku a=(x,-9)\beku b=(9,-9)ƂȂ悤x̒l߂$

-9





$\beku a=(x,-1)\beku b=(-1,-1)ƂȂ悤x̒l߂$

1

$\beku a=(x,-1)\beku b=(-1,-2)ƂȂ悤x̒l߂$

2

$\beku a=(x,-1)\beku b=(-1,-3)ƂȂ悤x̒l߂$

3

$\beku a=(x,-1)\beku b=(-1,-4)ƂȂ悤x̒l߂$

4

$\beku a=(x,-1)\beku b=(-1,-5)ƂȂ悤x̒l߂$

5

$\beku a=(x,-1)\beku b=(-1,-6)ƂȂ悤x̒l߂$

6

$\beku a=(x,-1)\beku b=(-1,-7)ƂȂ悤x̒l߂$

7

$\beku a=(x,-1)\beku b=(-1,-8)ƂȂ悤x̒l߂$

8

$\beku a=(x,-1)\beku b=(-1,-9)ƂȂ悤x̒l߂$

9

$\beku a=(x,-2)\beku b=(-1,-1)ƂȂ悤x̒l߂$

2

$\beku a=(x,-2)\beku b=(-1,-2)ƂȂ悤x̒l߂$

4

$\beku a=(x,-2)\beku b=(-1,-3)ƂȂ悤x̒l߂$

6

$\beku a=(x,-2)\beku b=(-1,-4)ƂȂ悤x̒l߂$

8

$\beku a=(x,-2)\beku b=(-1,-5)ƂȂ悤x̒l߂$

10

$\beku a=(x,-2)\beku b=(-1,-6)ƂȂ悤x̒l߂$

12

$\beku a=(x,-2)\beku b=(-1,-7)ƂȂ悤x̒l߂$

14

$\beku a=(x,-2)\beku b=(-1,-8)ƂȂ悤x̒l߂$

16

$\beku a=(x,-2)\beku b=(-1,-9)ƂȂ悤x̒l߂$

18

$\beku a=(x,-3)\beku b=(-1,-1)ƂȂ悤x̒l߂$

3

$\beku a=(x,-3)\beku b=(-1,-2)ƂȂ悤x̒l߂$

6

$\beku a=(x,-3)\beku b=(-1,-3)ƂȂ悤x̒l߂$

9

$\beku a=(x,-3)\beku b=(-1,-4)ƂȂ悤x̒l߂$

12

$\beku a=(x,-3)\beku b=(-1,-5)ƂȂ悤x̒l߂$

15

$\beku a=(x,-3)\beku b=(-1,-6)ƂȂ悤x̒l߂$

18

$\beku a=(x,-3)\beku b=(-1,-7)ƂȂ悤x̒l߂$

21

$\beku a=(x,-3)\beku b=(-1,-8)ƂȂ悤x̒l߂$

24

$\beku a=(x,-3)\beku b=(-1,-9)ƂȂ悤x̒l߂$

27

$\beku a=(x,-4)\beku b=(-1,-1)ƂȂ悤x̒l߂$

4

$\beku a=(x,-4)\beku b=(-1,-2)ƂȂ悤x̒l߂$

8

$\beku a=(x,-4)\beku b=(-1,-3)ƂȂ悤x̒l߂$

12

$\beku a=(x,-4)\beku b=(-1,-4)ƂȂ悤x̒l߂$

16

$\beku a=(x,-4)\beku b=(-1,-5)ƂȂ悤x̒l߂$

20

$\beku a=(x,-4)\beku b=(-1,-6)ƂȂ悤x̒l߂$

24

$\beku a=(x,-4)\beku b=(-1,-7)ƂȂ悤x̒l߂$

28

$\beku a=(x,-4)\beku b=(-1,-8)ƂȂ悤x̒l߂$

32

$\beku a=(x,-4)\beku b=(-1,-9)ƂȂ悤x̒l߂$

36

$\beku a=(x,-5)\beku b=(-1,-1)ƂȂ悤x̒l߂$

5

$\beku a=(x,-5)\beku b=(-1,-2)ƂȂ悤x̒l߂$

10

$\beku a=(x,-5)\beku b=(-1,-3)ƂȂ悤x̒l߂$

15

$\beku a=(x,-5)\beku b=(-1,-4)ƂȂ悤x̒l߂$

20

$\beku a=(x,-5)\beku b=(-1,-5)ƂȂ悤x̒l߂$

25

$\beku a=(x,-5)\beku b=(-1,-6)ƂȂ悤x̒l߂$

30

$\beku a=(x,-5)\beku b=(-1,-7)ƂȂ悤x̒l߂$

35

$\beku a=(x,-5)\beku b=(-1,-8)ƂȂ悤x̒l߂$

40

$\beku a=(x,-5)\beku b=(-1,-9)ƂȂ悤x̒l߂$

45

$\beku a=(x,-6)\beku b=(-1,-1)ƂȂ悤x̒l߂$

6

$\beku a=(x,-6)\beku b=(-1,-2)ƂȂ悤x̒l߂$

12

$\beku a=(x,-6)\beku b=(-1,-3)ƂȂ悤x̒l߂$

18

$\beku a=(x,-6)\beku b=(-1,-4)ƂȂ悤x̒l߂$

24

$\beku a=(x,-6)\beku b=(-1,-5)ƂȂ悤x̒l߂$

30

$\beku a=(x,-6)\beku b=(-1,-6)ƂȂ悤x̒l߂$

36

$\beku a=(x,-6)\beku b=(-1,-7)ƂȂ悤x̒l߂$

42

$\beku a=(x,-6)\beku b=(-1,-8)ƂȂ悤x̒l߂$

48

$\beku a=(x,-6)\beku b=(-1,-9)ƂȂ悤x̒l߂$

54

$\beku a=(x,-7)\beku b=(-1,-1)ƂȂ悤x̒l߂$

7

$\beku a=(x,-7)\beku b=(-1,-2)ƂȂ悤x̒l߂$

14

$\beku a=(x,-7)\beku b=(-1,-3)ƂȂ悤x̒l߂$

21

$\beku a=(x,-7)\beku b=(-1,-4)ƂȂ悤x̒l߂$

28

$\beku a=(x,-7)\beku b=(-1,-5)ƂȂ悤x̒l߂$

35

$\beku a=(x,-7)\beku b=(-1,-6)ƂȂ悤x̒l߂$

42

$\beku a=(x,-7)\beku b=(-1,-7)ƂȂ悤x̒l߂$

49

$\beku a=(x,-7)\beku b=(-1,-8)ƂȂ悤x̒l߂$

56

$\beku a=(x,-7)\beku b=(-1,-9)ƂȂ悤x̒l߂$

63

$\beku a=(x,-8)\beku b=(-1,-1)ƂȂ悤x̒l߂$

8

$\beku a=(x,-8)\beku b=(-1,-2)ƂȂ悤x̒l߂$

16

$\beku a=(x,-8)\beku b=(-1,-3)ƂȂ悤x̒l߂$

24

$\beku a=(x,-8)\beku b=(-1,-4)ƂȂ悤x̒l߂$

32

$\beku a=(x,-8)\beku b=(-1,-5)ƂȂ悤x̒l߂$

40

$\beku a=(x,-8)\beku b=(-1,-6)ƂȂ悤x̒l߂$

48

$\beku a=(x,-8)\beku b=(-1,-7)ƂȂ悤x̒l߂$

56

$\beku a=(x,-8)\beku b=(-1,-8)ƂȂ悤x̒l߂$

64

$\beku a=(x,-8)\beku b=(-1,-9)ƂȂ悤x̒l߂$

72

$\beku a=(x,-9)\beku b=(-1,-1)ƂȂ悤x̒l߂$

9

$\beku a=(x,-9)\beku b=(-1,-2)ƂȂ悤x̒l߂$

18

$\beku a=(x,-9)\beku b=(-1,-3)ƂȂ悤x̒l߂$

27

$\beku a=(x,-9)\beku b=(-1,-4)ƂȂ悤x̒l߂$

36

$\beku a=(x,-9)\beku b=(-1,-5)ƂȂ悤x̒l߂$

45

$\beku a=(x,-9)\beku b=(-1,-6)ƂȂ悤x̒l߂$

54

$\beku a=(x,-9)\beku b=(-1,-7)ƂȂ悤x̒l߂$

63

$\beku a=(x,-9)\beku b=(-1,-8)ƂȂ悤x̒l߂$

72

$\beku a=(x,-9)\beku b=(-1,-9)ƂȂ悤x̒l߂$

81

$\beku a=(x,-1)\beku b=(-2,-2)ƂȂ悤x̒l߂$

1

$\beku a=(x,-1)\beku b=(-2,-4)ƂȂ悤x̒l߂$

2

$\beku a=(x,-1)\beku b=(-2,-6)ƂȂ悤x̒l߂$

3

$\beku a=(x,-1)\beku b=(-2,-8)ƂȂ悤x̒l߂$

4

$\beku a=(x,-2)\beku b=(-2,-1)ƂȂ悤x̒l߂$

1

$\beku a=(x,-2)\beku b=(-2,-2)ƂȂ悤x̒l߂$

2

$\beku a=(x,-2)\beku b=(-2,-3)ƂȂ悤x̒l߂$

3

$\beku a=(x,-2)\beku b=(-2,-4)ƂȂ悤x̒l߂$

4

$\beku a=(x,-2)\beku b=(-2,-5)ƂȂ悤x̒l߂$

5

$\beku a=(x,-2)\beku b=(-2,-6)ƂȂ悤x̒l߂$

6

$\beku a=(x,-2)\beku b=(-2,-7)ƂȂ悤x̒l߂$

7

$\beku a=(x,-2)\beku b=(-2,-8)ƂȂ悤x̒l߂$

8

$\beku a=(x,-2)\beku b=(-2,-9)ƂȂ悤x̒l߂$

9

$\beku a=(x,-3)\beku b=(-2,-2)ƂȂ悤x̒l߂$

3

$\beku a=(x,-3)\beku b=(-2,-4)ƂȂ悤x̒l߂$

6

$\beku a=(x,-3)\beku b=(-2,-6)ƂȂ悤x̒l߂$

9

$\beku a=(x,-3)\beku b=(-2,-8)ƂȂ悤x̒l߂$

12

$\beku a=(x,-4)\beku b=(-2,-1)ƂȂ悤x̒l߂$

2

$\beku a=(x,-4)\beku b=(-2,-2)ƂȂ悤x̒l߂$

4

$\beku a=(x,-4)\beku b=(-2,-3)ƂȂ悤x̒l߂$

6

$\beku a=(x,-4)\beku b=(-2,-4)ƂȂ悤x̒l߂$

8

$\beku a=(x,-4)\beku b=(-2,-5)ƂȂ悤x̒l߂$

10

$\beku a=(x,-4)\beku b=(-2,-6)ƂȂ悤x̒l߂$

12

$\beku a=(x,-4)\beku b=(-2,-7)ƂȂ悤x̒l߂$

14

$\beku a=(x,-4)\beku b=(-2,-8)ƂȂ悤x̒l߂$

16

$\beku a=(x,-4)\beku b=(-2,-9)ƂȂ悤x̒l߂$

18

$\beku a=(x,-5)\beku b=(-2,-2)ƂȂ悤x̒l߂$

5

$\beku a=(x,-5)\beku b=(-2,-4)ƂȂ悤x̒l߂$

10

$\beku a=(x,-5)\beku b=(-2,-6)ƂȂ悤x̒l߂$

15

$\beku a=(x,-5)\beku b=(-2,-8)ƂȂ悤x̒l߂$

20

$\beku a=(x,-6)\beku b=(-2,-1)ƂȂ悤x̒l߂$

3

$\beku a=(x,-6)\beku b=(-2,-2)ƂȂ悤x̒l߂$

6

$\beku a=(x,-6)\beku b=(-2,-3)ƂȂ悤x̒l߂$

9

$\beku a=(x,-6)\beku b=(-2,-4)ƂȂ悤x̒l߂$

12

$\beku a=(x,-6)\beku b=(-2,-5)ƂȂ悤x̒l߂$

15

$\beku a=(x,-6)\beku b=(-2,-6)ƂȂ悤x̒l߂$

18

$\beku a=(x,-6)\beku b=(-2,-7)ƂȂ悤x̒l߂$

21

$\beku a=(x,-6)\beku b=(-2,-8)ƂȂ悤x̒l߂$

24

$\beku a=(x,-6)\beku b=(-2,-9)ƂȂ悤x̒l߂$

27

$\beku a=(x,-7)\beku b=(-2,-2)ƂȂ悤x̒l߂$

7

$\beku a=(x,-7)\beku b=(-2,-4)ƂȂ悤x̒l߂$

14

$\beku a=(x,-7)\beku b=(-2,-6)ƂȂ悤x̒l߂$

21

$\beku a=(x,-7)\beku b=(-2,-8)ƂȂ悤x̒l߂$

28

$\beku a=(x,-8)\beku b=(-2,-1)ƂȂ悤x̒l߂$

4

$\beku a=(x,-8)\beku b=(-2,-2)ƂȂ悤x̒l߂$

8

$\beku a=(x,-8)\beku b=(-2,-3)ƂȂ悤x̒l߂$

12

$\beku a=(x,-8)\beku b=(-2,-4)ƂȂ悤x̒l߂$

16

$\beku a=(x,-8)\beku b=(-2,-5)ƂȂ悤x̒l߂$

20

$\beku a=(x,-8)\beku b=(-2,-6)ƂȂ悤x̒l߂$

24

$\beku a=(x,-8)\beku b=(-2,-7)ƂȂ悤x̒l߂$

28

$\beku a=(x,-8)\beku b=(-2,-8)ƂȂ悤x̒l߂$

32

$\beku a=(x,-8)\beku b=(-2,-9)ƂȂ悤x̒l߂$

36

$\beku a=(x,-9)\beku b=(-2,-2)ƂȂ悤x̒l߂$

9

$\beku a=(x,-9)\beku b=(-2,-4)ƂȂ悤x̒l߂$

18

$\beku a=(x,-9)\beku b=(-2,-6)ƂȂ悤x̒l߂$

27

$\beku a=(x,-9)\beku b=(-2,-8)ƂȂ悤x̒l߂$

36

$\beku a=(x,-1)\beku b=(-3,-3)ƂȂ悤x̒l߂$

1

$\beku a=(x,-1)\beku b=(-3,-6)ƂȂ悤x̒l߂$

2

$\beku a=(x,-1)\beku b=(-3,-9)ƂȂ悤x̒l߂$

3

$\beku a=(x,-2)\beku b=(-3,-3)ƂȂ悤x̒l߂$

2

$\beku a=(x,-2)\beku b=(-3,-6)ƂȂ悤x̒l߂$

4

$\beku a=(x,-2)\beku b=(-3,-9)ƂȂ悤x̒l߂$

6

$\beku a=(x,-3)\beku b=(-3,-1)ƂȂ悤x̒l߂$

1

$\beku a=(x,-3)\beku b=(-3,-2)ƂȂ悤x̒l߂$

2

$\beku a=(x,-3)\beku b=(-3,-3)ƂȂ悤x̒l߂$

3

$\beku a=(x,-3)\beku b=(-3,-4)ƂȂ悤x̒l߂$

4

$\beku a=(x,-3)\beku b=(-3,-5)ƂȂ悤x̒l߂$

5

$\beku a=(x,-3)\beku b=(-3,-6)ƂȂ悤x̒l߂$

6

$\beku a=(x,-3)\beku b=(-3,-7)ƂȂ悤x̒l߂$

7

$\beku a=(x,-3)\beku b=(-3,-8)ƂȂ悤x̒l߂$

8

$\beku a=(x,-3)\beku b=(-3,-9)ƂȂ悤x̒l߂$

9

$\beku a=(x,-4)\beku b=(-3,-3)ƂȂ悤x̒l߂$

4

$\beku a=(x,-4)\beku b=(-3,-6)ƂȂ悤x̒l߂$

8

$\beku a=(x,-4)\beku b=(-3,-9)ƂȂ悤x̒l߂$

12

$\beku a=(x,-5)\beku b=(-3,-3)ƂȂ悤x̒l߂$

5

$\beku a=(x,-5)\beku b=(-3,-6)ƂȂ悤x̒l߂$

10

$\beku a=(x,-5)\beku b=(-3,-9)ƂȂ悤x̒l߂$

15

$\beku a=(x,-6)\beku b=(-3,-1)ƂȂ悤x̒l߂$

2

$\beku a=(x,-6)\beku b=(-3,-2)ƂȂ悤x̒l߂$

4

$\beku a=(x,-6)\beku b=(-3,-3)ƂȂ悤x̒l߂$

6

$\beku a=(x,-6)\beku b=(-3,-4)ƂȂ悤x̒l߂$

8

$\beku a=(x,-6)\beku b=(-3,-5)ƂȂ悤x̒l߂$

10

$\beku a=(x,-6)\beku b=(-3,-6)ƂȂ悤x̒l߂$

12

$\beku a=(x,-6)\beku b=(-3,-7)ƂȂ悤x̒l߂$

14

$\beku a=(x,-6)\beku b=(-3,-8)ƂȂ悤x̒l߂$

16

$\beku a=(x,-6)\beku b=(-3,-9)ƂȂ悤x̒l߂$

18

$\beku a=(x,-7)\beku b=(-3,-3)ƂȂ悤x̒l߂$

7

$\beku a=(x,-7)\beku b=(-3,-6)ƂȂ悤x̒l߂$

14

$\beku a=(x,-7)\beku b=(-3,-9)ƂȂ悤x̒l߂$

21

$\beku a=(x,-8)\beku b=(-3,-3)ƂȂ悤x̒l߂$

8

$\beku a=(x,-8)\beku b=(-3,-6)ƂȂ悤x̒l߂$

16

$\beku a=(x,-8)\beku b=(-3,-9)ƂȂ悤x̒l߂$

24

$\beku a=(x,-9)\beku b=(-3,-1)ƂȂ悤x̒l߂$

3

$\beku a=(x,-9)\beku b=(-3,-2)ƂȂ悤x̒l߂$

6

$\beku a=(x,-9)\beku b=(-3,-3)ƂȂ悤x̒l߂$

9

$\beku a=(x,-9)\beku b=(-3,-4)ƂȂ悤x̒l߂$

12

$\beku a=(x,-9)\beku b=(-3,-5)ƂȂ悤x̒l߂$

15

$\beku a=(x,-9)\beku b=(-3,-6)ƂȂ悤x̒l߂$

18

$\beku a=(x,-9)\beku b=(-3,-7)ƂȂ悤x̒l߂$

21

$\beku a=(x,-9)\beku b=(-3,-8)ƂȂ悤x̒l߂$

24

$\beku a=(x,-9)\beku b=(-3,-9)ƂȂ悤x̒l߂$

27

$\beku a=(x,-1)\beku b=(-4,-4)ƂȂ悤x̒l߂$

1

$\beku a=(x,-1)\beku b=(-4,-8)ƂȂ悤x̒l߂$

2

$\beku a=(x,-2)\beku b=(-4,-2)ƂȂ悤x̒l߂$

1

$\beku a=(x,-2)\beku b=(-4,-4)ƂȂ悤x̒l߂$

2

$\beku a=(x,-2)\beku b=(-4,-6)ƂȂ悤x̒l߂$

3

$\beku a=(x,-2)\beku b=(-4,-8)ƂȂ悤x̒l߂$

4

$\beku a=(x,-3)\beku b=(-4,-4)ƂȂ悤x̒l߂$

3

$\beku a=(x,-3)\beku b=(-4,-8)ƂȂ悤x̒l߂$

6

$\beku a=(x,-4)\beku b=(-4,-1)ƂȂ悤x̒l߂$

1

$\beku a=(x,-4)\beku b=(-4,-2)ƂȂ悤x̒l߂$

2

$\beku a=(x,-4)\beku b=(-4,-3)ƂȂ悤x̒l߂$

3

$\beku a=(x,-4)\beku b=(-4,-4)ƂȂ悤x̒l߂$

4

$\beku a=(x,-4)\beku b=(-4,-5)ƂȂ悤x̒l߂$

5

$\beku a=(x,-4)\beku b=(-4,-6)ƂȂ悤x̒l߂$

6

$\beku a=(x,-4)\beku b=(-4,-7)ƂȂ悤x̒l߂$

7

$\beku a=(x,-4)\beku b=(-4,-8)ƂȂ悤x̒l߂$

8

$\beku a=(x,-4)\beku b=(-4,-9)ƂȂ悤x̒l߂$

9

$\beku a=(x,-5)\beku b=(-4,-4)ƂȂ悤x̒l߂$

5

$\beku a=(x,-5)\beku b=(-4,-8)ƂȂ悤x̒l߂$

10

$\beku a=(x,-6)\beku b=(-4,-2)ƂȂ悤x̒l߂$

3

$\beku a=(x,-6)\beku b=(-4,-4)ƂȂ悤x̒l߂$

6

$\beku a=(x,-6)\beku b=(-4,-6)ƂȂ悤x̒l߂$

9

$\beku a=(x,-6)\beku b=(-4,-8)ƂȂ悤x̒l߂$

12

$\beku a=(x,-7)\beku b=(-4,-4)ƂȂ悤x̒l߂$

7

$\beku a=(x,-7)\beku b=(-4,-8)ƂȂ悤x̒l߂$

14

$\beku a=(x,-8)\beku b=(-4,-1)ƂȂ悤x̒l߂$

2

$\beku a=(x,-8)\beku b=(-4,-2)ƂȂ悤x̒l߂$

4

$\beku a=(x,-8)\beku b=(-4,-3)ƂȂ悤x̒l߂$

6

$\beku a=(x,-8)\beku b=(-4,-4)ƂȂ悤x̒l߂$

8

$\beku a=(x,-8)\beku b=(-4,-5)ƂȂ悤x̒l߂$

10

$\beku a=(x,-8)\beku b=(-4,-6)ƂȂ悤x̒l߂$

12

$\beku a=(x,-8)\beku b=(-4,-7)ƂȂ悤x̒l߂$

14

$\beku a=(x,-8)\beku b=(-4,-8)ƂȂ悤x̒l߂$

16

$\beku a=(x,-8)\beku b=(-4,-9)ƂȂ悤x̒l߂$

18

$\beku a=(x,-9)\beku b=(-4,-4)ƂȂ悤x̒l߂$

9

$\beku a=(x,-9)\beku b=(-4,-8)ƂȂ悤x̒l߂$

18

$\beku a=(x,-1)\beku b=(-5,-5)ƂȂ悤x̒l߂$

1

$\beku a=(x,-2)\beku b=(-5,-5)ƂȂ悤x̒l߂$

2

$\beku a=(x,-3)\beku b=(-5,-5)ƂȂ悤x̒l߂$

3

$\beku a=(x,-4)\beku b=(-5,-5)ƂȂ悤x̒l߂$

4

$\beku a=(x,-5)\beku b=(-5,-1)ƂȂ悤x̒l߂$

1

$\beku a=(x,-5)\beku b=(-5,-2)ƂȂ悤x̒l߂$

2

$\beku a=(x,-5)\beku b=(-5,-3)ƂȂ悤x̒l߂$

3

$\beku a=(x,-5)\beku b=(-5,-4)ƂȂ悤x̒l߂$

4

$\beku a=(x,-5)\beku b=(-5,-5)ƂȂ悤x̒l߂$

5

$\beku a=(x,-5)\beku b=(-5,-6)ƂȂ悤x̒l߂$

6

$\beku a=(x,-5)\beku b=(-5,-7)ƂȂ悤x̒l߂$

7

$\beku a=(x,-5)\beku b=(-5,-8)ƂȂ悤x̒l߂$

8

$\beku a=(x,-5)\beku b=(-5,-9)ƂȂ悤x̒l߂$

9

$\beku a=(x,-6)\beku b=(-5,-5)ƂȂ悤x̒l߂$

6

$\beku a=(x,-7)\beku b=(-5,-5)ƂȂ悤x̒l߂$

7

$\beku a=(x,-8)\beku b=(-5,-5)ƂȂ悤x̒l߂$

8

$\beku a=(x,-9)\beku b=(-5,-5)ƂȂ悤x̒l߂$

9

$\beku a=(x,-1)\beku b=(-6,-6)ƂȂ悤x̒l߂$

1

$\beku a=(x,-2)\beku b=(-6,-3)ƂȂ悤x̒l߂$

1

$\beku a=(x,-2)\beku b=(-6,-6)ƂȂ悤x̒l߂$

2

$\beku a=(x,-2)\beku b=(-6,-9)ƂȂ悤x̒l߂$

3

$\beku a=(x,-3)\beku b=(-6,-2)ƂȂ悤x̒l߂$

1

$\beku a=(x,-3)\beku b=(-6,-4)ƂȂ悤x̒l߂$

2

$\beku a=(x,-3)\beku b=(-6,-6)ƂȂ悤x̒l߂$

3

$\beku a=(x,-3)\beku b=(-6,-8)ƂȂ悤x̒l߂$

4

$\beku a=(x,-4)\beku b=(-6,-3)ƂȂ悤x̒l߂$

2

$\beku a=(x,-4)\beku b=(-6,-6)ƂȂ悤x̒l߂$

4

$\beku a=(x,-4)\beku b=(-6,-9)ƂȂ悤x̒l߂$

6

$\beku a=(x,-5)\beku b=(-6,-6)ƂȂ悤x̒l߂$

5

$\beku a=(x,-6)\beku b=(-6,-1)ƂȂ悤x̒l߂$

1

$\beku a=(x,-6)\beku b=(-6,-2)ƂȂ悤x̒l߂$

2

$\beku a=(x,-6)\beku b=(-6,-3)ƂȂ悤x̒l߂$

3

$\beku a=(x,-6)\beku b=(-6,-4)ƂȂ悤x̒l߂$

4

$\beku a=(x,-6)\beku b=(-6,-5)ƂȂ悤x̒l߂$

5

$\beku a=(x,-6)\beku b=(-6,-6)ƂȂ悤x̒l߂$

6

$\beku a=(x,-6)\beku b=(-6,-7)ƂȂ悤x̒l߂$

7

$\beku a=(x,-6)\beku b=(-6,-8)ƂȂ悤x̒l߂$

8

$\beku a=(x,-6)\beku b=(-6,-9)ƂȂ悤x̒l߂$

9

$\beku a=(x,-7)\beku b=(-6,-6)ƂȂ悤x̒l߂$

7

$\beku a=(x,-8)\beku b=(-6,-3)ƂȂ悤x̒l߂$

4

$\beku a=(x,-8)\beku b=(-6,-6)ƂȂ悤x̒l߂$

8

$\beku a=(x,-8)\beku b=(-6,-9)ƂȂ悤x̒l߂$

12

$\beku a=(x,-9)\beku b=(-6,-2)ƂȂ悤x̒l߂$

3

$\beku a=(x,-9)\beku b=(-6,-4)ƂȂ悤x̒l߂$

6

$\beku a=(x,-9)\beku b=(-6,-6)ƂȂ悤x̒l߂$

9

$\beku a=(x,-9)\beku b=(-6,-8)ƂȂ悤x̒l߂$

12

$\beku a=(x,-1)\beku b=(-7,-7)ƂȂ悤x̒l߂$

1

$\beku a=(x,-2)\beku b=(-7,-7)ƂȂ悤x̒l߂$

2

$\beku a=(x,-3)\beku b=(-7,-7)ƂȂ悤x̒l߂$

3

$\beku a=(x,-4)\beku b=(-7,-7)ƂȂ悤x̒l߂$

4

$\beku a=(x,-5)\beku b=(-7,-7)ƂȂ悤x̒l߂$

5

$\beku a=(x,-6)\beku b=(-7,-7)ƂȂ悤x̒l߂$

6

$\beku a=(x,-7)\beku b=(-7,-1)ƂȂ悤x̒l߂$

1

$\beku a=(x,-7)\beku b=(-7,-2)ƂȂ悤x̒l߂$

2

$\beku a=(x,-7)\beku b=(-7,-3)ƂȂ悤x̒l߂$

3

$\beku a=(x,-7)\beku b=(-7,-4)ƂȂ悤x̒l߂$

4

$\beku a=(x,-7)\beku b=(-7,-5)ƂȂ悤x̒l߂$

5

$\beku a=(x,-7)\beku b=(-7,-6)ƂȂ悤x̒l߂$

6

$\beku a=(x,-7)\beku b=(-7,-7)ƂȂ悤x̒l߂$

7

$\beku a=(x,-7)\beku b=(-7,-8)ƂȂ悤x̒l߂$

8

$\beku a=(x,-7)\beku b=(-7,-9)ƂȂ悤x̒l߂$

9

$\beku a=(x,-8)\beku b=(-7,-7)ƂȂ悤x̒l߂$

8

$\beku a=(x,-9)\beku b=(-7,-7)ƂȂ悤x̒l߂$

9

$\beku a=(x,-1)\beku b=(-8,-8)ƂȂ悤x̒l߂$

1

$\beku a=(x,-2)\beku b=(-8,-4)ƂȂ悤x̒l߂$

1

$\beku a=(x,-2)\beku b=(-8,-8)ƂȂ悤x̒l߂$

2

$\beku a=(x,-3)\beku b=(-8,-8)ƂȂ悤x̒l߂$

3

$\beku a=(x,-4)\beku b=(-8,-2)ƂȂ悤x̒l߂$

1

$\beku a=(x,-4)\beku b=(-8,-4)ƂȂ悤x̒l߂$

2

$\beku a=(x,-4)\beku b=(-8,-6)ƂȂ悤x̒l߂$

3

$\beku a=(x,-4)\beku b=(-8,-8)ƂȂ悤x̒l߂$

4

$\beku a=(x,-5)\beku b=(-8,-8)ƂȂ悤x̒l߂$

5

$\beku a=(x,-6)\beku b=(-8,-4)ƂȂ悤x̒l߂$

3

$\beku a=(x,-6)\beku b=(-8,-8)ƂȂ悤x̒l߂$

6

$\beku a=(x,-7)\beku b=(-8,-8)ƂȂ悤x̒l߂$

7

$\beku a=(x,-8)\beku b=(-8,-1)ƂȂ悤x̒l߂$

1

$\beku a=(x,-8)\beku b=(-8,-2)ƂȂ悤x̒l߂$

2

$\beku a=(x,-8)\beku b=(-8,-3)ƂȂ悤x̒l߂$

3

$\beku a=(x,-8)\beku b=(-8,-4)ƂȂ悤x̒l߂$

4

$\beku a=(x,-8)\beku b=(-8,-5)ƂȂ悤x̒l߂$

5

$\beku a=(x,-8)\beku b=(-8,-6)ƂȂ悤x̒l߂$

6

$\beku a=(x,-8)\beku b=(-8,-7)ƂȂ悤x̒l߂$

7

$\beku a=(x,-8)\beku b=(-8,-8)ƂȂ悤x̒l߂$

8

$\beku a=(x,-8)\beku b=(-8,-9)ƂȂ悤x̒l߂$

9

$\beku a=(x,-9)\beku b=(-8,-8)ƂȂ悤x̒l߂$

9

$\beku a=(x,-1)\beku b=(-9,-9)ƂȂ悤x̒l߂$

1

$\beku a=(x,-2)\beku b=(-9,-9)ƂȂ悤x̒l߂$

2

$\beku a=(x,-3)\beku b=(-9,-3)ƂȂ悤x̒l߂$

1

$\beku a=(x,-3)\beku b=(-9,-6)ƂȂ悤x̒l߂$

2

$\beku a=(x,-3)\beku b=(-9,-9)ƂȂ悤x̒l߂$

3

$\beku a=(x,-4)\beku b=(-9,-9)ƂȂ悤x̒l߂$

4

$\beku a=(x,-5)\beku b=(-9,-9)ƂȂ悤x̒l߂$

5

$\beku a=(x,-6)\beku b=(-9,-3)ƂȂ悤x̒l߂$

2

$\beku a=(x,-6)\beku b=(-9,-6)ƂȂ悤x̒l߂$

4

$\beku a=(x,-6)\beku b=(-9,-9)ƂȂ悤x̒l߂$

6

$\beku a=(x,-7)\beku b=(-9,-9)ƂȂ悤x̒l߂$

7

$\beku a=(x,-8)\beku b=(-9,-9)ƂȂ悤x̒l߂$

8

$\beku a=(x,-9)\beku b=(-9,-1)ƂȂ悤x̒l߂$

1

$\beku a=(x,-9)\beku b=(-9,-2)ƂȂ悤x̒l߂$

2

$\beku a=(x,-9)\beku b=(-9,-3)ƂȂ悤x̒l߂$

3

$\beku a=(x,-9)\beku b=(-9,-4)ƂȂ悤x̒l߂$

4

$\beku a=(x,-9)\beku b=(-9,-5)ƂȂ悤x̒l߂$

5

$\beku a=(x,-9)\beku b=(-9,-6)ƂȂ悤x̒l߂$

6

$\beku a=(x,-9)\beku b=(-9,-7)ƂȂ悤x̒l߂$

7

$\beku a=(x,-9)\beku b=(-9,-8)ƂȂ悤x̒l߂$

8

$\beku a=(x,-9)\beku b=(-9,-9)ƂȂ悤x̒l߂$

9









$\beku a=(1,x)\beku b=(1,1)ƂȂ悤x̒l߂$

-1

$\beku a=(1,x)\beku b=(2,1)ƂȂ悤x̒l߂$

-2

$\beku a=(1,x)\beku b=(3,1)ƂȂ悤x̒l߂$

-3

$\beku a=(1,x)\beku b=(4,1)ƂȂ悤x̒l߂$

-4

$\beku a=(1,x)\beku b=(5,1)ƂȂ悤x̒l߂$

-5

$\beku a=(1,x)\beku b=(6,1)ƂȂ悤x̒l߂$

-6

$\beku a=(1,x)\beku b=(7,1)ƂȂ悤x̒l߂$

-7

$\beku a=(1,x)\beku b=(8,1)ƂȂ悤x̒l߂$

-8

$\beku a=(1,x)\beku b=(9,1)ƂȂ悤x̒l߂$

-9

$\beku a=(2,x)\beku b=(1,1)ƂȂ悤x̒l߂$

-2

$\beku a=(2,x)\beku b=(2,1)ƂȂ悤x̒l߂$

-4

$\beku a=(2,x)\beku b=(3,1)ƂȂ悤x̒l߂$

-6

$\beku a=(2,x)\beku b=(4,1)ƂȂ悤x̒l߂$

-8

$\beku a=(2,x)\beku b=(5,1)ƂȂ悤x̒l߂$

-10

$\beku a=(2,x)\beku b=(6,1)ƂȂ悤x̒l߂$

-12

$\beku a=(2,x)\beku b=(7,1)ƂȂ悤x̒l߂$

-14

$\beku a=(2,x)\beku b=(8,1)ƂȂ悤x̒l߂$

-16

$\beku a=(2,x)\beku b=(9,1)ƂȂ悤x̒l߂$

-18

$\beku a=(3,x)\beku b=(1,1)ƂȂ悤x̒l߂$

-3

$\beku a=(3,x)\beku b=(2,1)ƂȂ悤x̒l߂$

-6

$\beku a=(3,x)\beku b=(3,1)ƂȂ悤x̒l߂$

-9

$\beku a=(3,x)\beku b=(4,1)ƂȂ悤x̒l߂$

-12

$\beku a=(3,x)\beku b=(5,1)ƂȂ悤x̒l߂$

-15

$\beku a=(3,x)\beku b=(6,1)ƂȂ悤x̒l߂$

-18

$\beku a=(3,x)\beku b=(7,1)ƂȂ悤x̒l߂$

-21

$\beku a=(3,x)\beku b=(8,1)ƂȂ悤x̒l߂$

-24

$\beku a=(3,x)\beku b=(9,1)ƂȂ悤x̒l߂$

-27

$\beku a=(4,x)\beku b=(1,1)ƂȂ悤x̒l߂$

-4

$\beku a=(4,x)\beku b=(2,1)ƂȂ悤x̒l߂$

-8

$\beku a=(4,x)\beku b=(3,1)ƂȂ悤x̒l߂$

-12

$\beku a=(4,x)\beku b=(4,1)ƂȂ悤x̒l߂$

-16

$\beku a=(4,x)\beku b=(5,1)ƂȂ悤x̒l߂$

-20

$\beku a=(4,x)\beku b=(6,1)ƂȂ悤x̒l߂$

-24

$\beku a=(4,x)\beku b=(7,1)ƂȂ悤x̒l߂$

-28

$\beku a=(4,x)\beku b=(8,1)ƂȂ悤x̒l߂$

-32

$\beku a=(4,x)\beku b=(9,1)ƂȂ悤x̒l߂$

-36

$\beku a=(5,x)\beku b=(1,1)ƂȂ悤x̒l߂$

-5

$\beku a=(5,x)\beku b=(2,1)ƂȂ悤x̒l߂$

-10

$\beku a=(5,x)\beku b=(3,1)ƂȂ悤x̒l߂$

-15

$\beku a=(5,x)\beku b=(4,1)ƂȂ悤x̒l߂$

-20

$\beku a=(5,x)\beku b=(5,1)ƂȂ悤x̒l߂$

-25

$\beku a=(5,x)\beku b=(6,1)ƂȂ悤x̒l߂$

-30

$\beku a=(5,x)\beku b=(7,1)ƂȂ悤x̒l߂$

-35

$\beku a=(5,x)\beku b=(8,1)ƂȂ悤x̒l߂$

-40

$\beku a=(5,x)\beku b=(9,1)ƂȂ悤x̒l߂$

-45

$\beku a=(6,x)\beku b=(1,1)ƂȂ悤x̒l߂$

-6

$\beku a=(6,x)\beku b=(2,1)ƂȂ悤x̒l߂$

-12

$\beku a=(6,x)\beku b=(3,1)ƂȂ悤x̒l߂$

-18

$\beku a=(6,x)\beku b=(4,1)ƂȂ悤x̒l߂$

-24

$\beku a=(6,x)\beku b=(5,1)ƂȂ悤x̒l߂$

-30

$\beku a=(6,x)\beku b=(6,1)ƂȂ悤x̒l߂$

-36

$\beku a=(6,x)\beku b=(7,1)ƂȂ悤x̒l߂$

-42

$\beku a=(6,x)\beku b=(8,1)ƂȂ悤x̒l߂$

-48

$\beku a=(6,x)\beku b=(9,1)ƂȂ悤x̒l߂$

-54

$\beku a=(7,x)\beku b=(1,1)ƂȂ悤x̒l߂$

-7

$\beku a=(7,x)\beku b=(2,1)ƂȂ悤x̒l߂$

-14

$\beku a=(7,x)\beku b=(3,1)ƂȂ悤x̒l߂$

-21

$\beku a=(7,x)\beku b=(4,1)ƂȂ悤x̒l߂$

-28

$\beku a=(7,x)\beku b=(5,1)ƂȂ悤x̒l߂$

-35

$\beku a=(7,x)\beku b=(6,1)ƂȂ悤x̒l߂$

-42

$\beku a=(7,x)\beku b=(7,1)ƂȂ悤x̒l߂$

-49

$\beku a=(7,x)\beku b=(8,1)ƂȂ悤x̒l߂$

-56

$\beku a=(7,x)\beku b=(9,1)ƂȂ悤x̒l߂$

-63

$\beku a=(8,x)\beku b=(1,1)ƂȂ悤x̒l߂$

-8

$\beku a=(8,x)\beku b=(2,1)ƂȂ悤x̒l߂$

-16

$\beku a=(8,x)\beku b=(3,1)ƂȂ悤x̒l߂$

-24

$\beku a=(8,x)\beku b=(4,1)ƂȂ悤x̒l߂$

-32

$\beku a=(8,x)\beku b=(5,1)ƂȂ悤x̒l߂$

-40

$\beku a=(8,x)\beku b=(6,1)ƂȂ悤x̒l߂$

-48

$\beku a=(8,x)\beku b=(7,1)ƂȂ悤x̒l߂$

-56

$\beku a=(8,x)\beku b=(8,1)ƂȂ悤x̒l߂$

-64

$\beku a=(8,x)\beku b=(9,1)ƂȂ悤x̒l߂$

-72

$\beku a=(9,x)\beku b=(1,1)ƂȂ悤x̒l߂$

-9

$\beku a=(9,x)\beku b=(2,1)ƂȂ悤x̒l߂$

-18

$\beku a=(9,x)\beku b=(3,1)ƂȂ悤x̒l߂$

-27

$\beku a=(9,x)\beku b=(4,1)ƂȂ悤x̒l߂$

-36

$\beku a=(9,x)\beku b=(5,1)ƂȂ悤x̒l߂$

-45

$\beku a=(9,x)\beku b=(6,1)ƂȂ悤x̒l߂$

-54

$\beku a=(9,x)\beku b=(7,1)ƂȂ悤x̒l߂$

-63

$\beku a=(9,x)\beku b=(8,1)ƂȂ悤x̒l߂$

-72

$\beku a=(9,x)\beku b=(9,1)ƂȂ悤x̒l߂$

-81

$\beku a=(1,x)\beku b=(2,2)ƂȂ悤x̒l߂$

-1

$\beku a=(1,x)\beku b=(4,2)ƂȂ悤x̒l߂$

-2

$\beku a=(1,x)\beku b=(6,2)ƂȂ悤x̒l߂$

-3

$\beku a=(1,x)\beku b=(8,2)ƂȂ悤x̒l߂$

-4

$\beku a=(2,x)\beku b=(1,2)ƂȂ悤x̒l߂$

-1

$\beku a=(2,x)\beku b=(2,2)ƂȂ悤x̒l߂$

-2

$\beku a=(2,x)\beku b=(3,2)ƂȂ悤x̒l߂$

-3

$\beku a=(2,x)\beku b=(4,2)ƂȂ悤x̒l߂$

-4

$\beku a=(2,x)\beku b=(5,2)ƂȂ悤x̒l߂$

-5

$\beku a=(2,x)\beku b=(6,2)ƂȂ悤x̒l߂$

-6

$\beku a=(2,x)\beku b=(7,2)ƂȂ悤x̒l߂$

-7

$\beku a=(2,x)\beku b=(8,2)ƂȂ悤x̒l߂$

-8

$\beku a=(2,x)\beku b=(9,2)ƂȂ悤x̒l߂$

-9

$\beku a=(3,x)\beku b=(2,2)ƂȂ悤x̒l߂$

-3

$\beku a=(3,x)\beku b=(4,2)ƂȂ悤x̒l߂$

-6

$\beku a=(3,x)\beku b=(6,2)ƂȂ悤x̒l߂$

-9

$\beku a=(3,x)\beku b=(8,2)ƂȂ悤x̒l߂$

-12

$\beku a=(4,x)\beku b=(1,2)ƂȂ悤x̒l߂$

-2

$\beku a=(4,x)\beku b=(2,2)ƂȂ悤x̒l߂$

-4

$\beku a=(4,x)\beku b=(3,2)ƂȂ悤x̒l߂$

-6

$\beku a=(4,x)\beku b=(4,2)ƂȂ悤x̒l߂$

-8

$\beku a=(4,x)\beku b=(5,2)ƂȂ悤x̒l߂$

-10

$\beku a=(4,x)\beku b=(6,2)ƂȂ悤x̒l߂$

-12

$\beku a=(4,x)\beku b=(7,2)ƂȂ悤x̒l߂$

-14

$\beku a=(4,x)\beku b=(8,2)ƂȂ悤x̒l߂$

-16

$\beku a=(4,x)\beku b=(9,2)ƂȂ悤x̒l߂$

-18

$\beku a=(5,x)\beku b=(2,2)ƂȂ悤x̒l߂$

-5

$\beku a=(5,x)\beku b=(4,2)ƂȂ悤x̒l߂$

-10

$\beku a=(5,x)\beku b=(6,2)ƂȂ悤x̒l߂$

-15

$\beku a=(5,x)\beku b=(8,2)ƂȂ悤x̒l߂$

-20

$\beku a=(6,x)\beku b=(1,2)ƂȂ悤x̒l߂$

-3

$\beku a=(6,x)\beku b=(2,2)ƂȂ悤x̒l߂$

-6

$\beku a=(6,x)\beku b=(3,2)ƂȂ悤x̒l߂$

-9

$\beku a=(6,x)\beku b=(4,2)ƂȂ悤x̒l߂$

-12

$\beku a=(6,x)\beku b=(5,2)ƂȂ悤x̒l߂$

-15

$\beku a=(6,x)\beku b=(6,2)ƂȂ悤x̒l߂$

-18

$\beku a=(6,x)\beku b=(7,2)ƂȂ悤x̒l߂$

-21

$\beku a=(6,x)\beku b=(8,2)ƂȂ悤x̒l߂$

-24

$\beku a=(6,x)\beku b=(9,2)ƂȂ悤x̒l߂$

-27

$\beku a=(7,x)\beku b=(2,2)ƂȂ悤x̒l߂$

-7

$\beku a=(7,x)\beku b=(4,2)ƂȂ悤x̒l߂$

-14

$\beku a=(7,x)\beku b=(6,2)ƂȂ悤x̒l߂$

-21

$\beku a=(7,x)\beku b=(8,2)ƂȂ悤x̒l߂$

-28

$\beku a=(8,x)\beku b=(1,2)ƂȂ悤x̒l߂$

-4

$\beku a=(8,x)\beku b=(2,2)ƂȂ悤x̒l߂$

-8

$\beku a=(8,x)\beku b=(3,2)ƂȂ悤x̒l߂$

-12

$\beku a=(8,x)\beku b=(4,2)ƂȂ悤x̒l߂$

-16

$\beku a=(8,x)\beku b=(5,2)ƂȂ悤x̒l߂$

-20

$\beku a=(8,x)\beku b=(6,2)ƂȂ悤x̒l߂$

-24

$\beku a=(8,x)\beku b=(7,2)ƂȂ悤x̒l߂$

-28

$\beku a=(8,x)\beku b=(8,2)ƂȂ悤x̒l߂$

-32

$\beku a=(8,x)\beku b=(9,2)ƂȂ悤x̒l߂$

-36

$\beku a=(9,x)\beku b=(2,2)ƂȂ悤x̒l߂$

-9

$\beku a=(9,x)\beku b=(4,2)ƂȂ悤x̒l߂$

-18

$\beku a=(9,x)\beku b=(6,2)ƂȂ悤x̒l߂$

-27

$\beku a=(9,x)\beku b=(8,2)ƂȂ悤x̒l߂$

-36

$\beku a=(1,x)\beku b=(3,3)ƂȂ悤x̒l߂$

-1

$\beku a=(1,x)\beku b=(6,3)ƂȂ悤x̒l߂$

-2

$\beku a=(1,x)\beku b=(9,3)ƂȂ悤x̒l߂$

-3

$\beku a=(2,x)\beku b=(3,3)ƂȂ悤x̒l߂$

-2

$\beku a=(2,x)\beku b=(6,3)ƂȂ悤x̒l߂$

-4

$\beku a=(2,x)\beku b=(9,3)ƂȂ悤x̒l߂$

-6

$\beku a=(3,x)\beku b=(1,3)ƂȂ悤x̒l߂$

-1

$\beku a=(3,x)\beku b=(2,3)ƂȂ悤x̒l߂$

-2

$\beku a=(3,x)\beku b=(3,3)ƂȂ悤x̒l߂$

-3

$\beku a=(3,x)\beku b=(4,3)ƂȂ悤x̒l߂$

-4

$\beku a=(3,x)\beku b=(5,3)ƂȂ悤x̒l߂$

-5

$\beku a=(3,x)\beku b=(6,3)ƂȂ悤x̒l߂$

-6

$\beku a=(3,x)\beku b=(7,3)ƂȂ悤x̒l߂$

-7

$\beku a=(3,x)\beku b=(8,3)ƂȂ悤x̒l߂$

-8

$\beku a=(3,x)\beku b=(9,3)ƂȂ悤x̒l߂$

-9

$\beku a=(4,x)\beku b=(3,3)ƂȂ悤x̒l߂$

-4

$\beku a=(4,x)\beku b=(6,3)ƂȂ悤x̒l߂$

-8

$\beku a=(4,x)\beku b=(9,3)ƂȂ悤x̒l߂$

-12

$\beku a=(5,x)\beku b=(3,3)ƂȂ悤x̒l߂$

-5

$\beku a=(5,x)\beku b=(6,3)ƂȂ悤x̒l߂$

-10

$\beku a=(5,x)\beku b=(9,3)ƂȂ悤x̒l߂$

-15

$\beku a=(6,x)\beku b=(1,3)ƂȂ悤x̒l߂$

-2

$\beku a=(6,x)\beku b=(2,3)ƂȂ悤x̒l߂$

-4

$\beku a=(6,x)\beku b=(3,3)ƂȂ悤x̒l߂$

-6

$\beku a=(6,x)\beku b=(4,3)ƂȂ悤x̒l߂$

-8

$\beku a=(6,x)\beku b=(5,3)ƂȂ悤x̒l߂$

-10

$\beku a=(6,x)\beku b=(6,3)ƂȂ悤x̒l߂$

-12

$\beku a=(6,x)\beku b=(7,3)ƂȂ悤x̒l߂$

-14

$\beku a=(6,x)\beku b=(8,3)ƂȂ悤x̒l߂$

-16

$\beku a=(6,x)\beku b=(9,3)ƂȂ悤x̒l߂$

-18

$\beku a=(7,x)\beku b=(3,3)ƂȂ悤x̒l߂$

-7

$\beku a=(7,x)\beku b=(6,3)ƂȂ悤x̒l߂$

-14

$\beku a=(7,x)\beku b=(9,3)ƂȂ悤x̒l߂$

-21

$\beku a=(8,x)\beku b=(3,3)ƂȂ悤x̒l߂$

-8

$\beku a=(8,x)\beku b=(6,3)ƂȂ悤x̒l߂$

-16

$\beku a=(8,x)\beku b=(9,3)ƂȂ悤x̒l߂$

-24

$\beku a=(9,x)\beku b=(1,3)ƂȂ悤x̒l߂$

-3

$\beku a=(9,x)\beku b=(2,3)ƂȂ悤x̒l߂$

-6

$\beku a=(9,x)\beku b=(3,3)ƂȂ悤x̒l߂$

-9

$\beku a=(9,x)\beku b=(4,3)ƂȂ悤x̒l߂$

-12

$\beku a=(9,x)\beku b=(5,3)ƂȂ悤x̒l߂$

-15

$\beku a=(9,x)\beku b=(6,3)ƂȂ悤x̒l߂$

-18

$\beku a=(9,x)\beku b=(7,3)ƂȂ悤x̒l߂$

-21

$\beku a=(9,x)\beku b=(8,3)ƂȂ悤x̒l߂$

-24

$\beku a=(9,x)\beku b=(9,3)ƂȂ悤x̒l߂$

-27

$\beku a=(1,x)\beku b=(4,4)ƂȂ悤x̒l߂$

-1

$\beku a=(1,x)\beku b=(8,4)ƂȂ悤x̒l߂$

-2

$\beku a=(2,x)\beku b=(2,4)ƂȂ悤x̒l߂$

-1

$\beku a=(2,x)\beku b=(4,4)ƂȂ悤x̒l߂$

-2

$\beku a=(2,x)\beku b=(6,4)ƂȂ悤x̒l߂$

-3

$\beku a=(2,x)\beku b=(8,4)ƂȂ悤x̒l߂$

-4

$\beku a=(3,x)\beku b=(4,4)ƂȂ悤x̒l߂$

-3

$\beku a=(3,x)\beku b=(8,4)ƂȂ悤x̒l߂$

-6

$\beku a=(4,x)\beku b=(1,4)ƂȂ悤x̒l߂$

-1

$\beku a=(4,x)\beku b=(2,4)ƂȂ悤x̒l߂$

-2

$\beku a=(4,x)\beku b=(3,4)ƂȂ悤x̒l߂$

-3

$\beku a=(4,x)\beku b=(4,4)ƂȂ悤x̒l߂$

-4

$\beku a=(4,x)\beku b=(5,4)ƂȂ悤x̒l߂$

-5

$\beku a=(4,x)\beku b=(6,4)ƂȂ悤x̒l߂$

-6

$\beku a=(4,x)\beku b=(7,4)ƂȂ悤x̒l߂$

-7

$\beku a=(4,x)\beku b=(8,4)ƂȂ悤x̒l߂$

-8

$\beku a=(4,x)\beku b=(9,4)ƂȂ悤x̒l߂$

-9

$\beku a=(5,x)\beku b=(4,4)ƂȂ悤x̒l߂$

-5

$\beku a=(5,x)\beku b=(8,4)ƂȂ悤x̒l߂$

-10

$\beku a=(6,x)\beku b=(2,4)ƂȂ悤x̒l߂$

-3

$\beku a=(6,x)\beku b=(4,4)ƂȂ悤x̒l߂$

-6

$\beku a=(6,x)\beku b=(6,4)ƂȂ悤x̒l߂$

-9

$\beku a=(6,x)\beku b=(8,4)ƂȂ悤x̒l߂$

-12

$\beku a=(7,x)\beku b=(4,4)ƂȂ悤x̒l߂$

-7

$\beku a=(7,x)\beku b=(8,4)ƂȂ悤x̒l߂$

-14

$\beku a=(8,x)\beku b=(1,4)ƂȂ悤x̒l߂$

-2

$\beku a=(8,x)\beku b=(2,4)ƂȂ悤x̒l߂$

-4

$\beku a=(8,x)\beku b=(3,4)ƂȂ悤x̒l߂$

-6

$\beku a=(8,x)\beku b=(4,4)ƂȂ悤x̒l߂$

-8

$\beku a=(8,x)\beku b=(5,4)ƂȂ悤x̒l߂$

-10

$\beku a=(8,x)\beku b=(6,4)ƂȂ悤x̒l߂$

-12

$\beku a=(8,x)\beku b=(7,4)ƂȂ悤x̒l߂$

-14

$\beku a=(8,x)\beku b=(8,4)ƂȂ悤x̒l߂$

-16

$\beku a=(8,x)\beku b=(9,4)ƂȂ悤x̒l߂$

-18

$\beku a=(9,x)\beku b=(4,4)ƂȂ悤x̒l߂$

-9

$\beku a=(9,x)\beku b=(8,4)ƂȂ悤x̒l߂$

-18

$\beku a=(1,x)\beku b=(5,5)ƂȂ悤x̒l߂$

-1

$\beku a=(2,x)\beku b=(5,5)ƂȂ悤x̒l߂$

-2

$\beku a=(3,x)\beku b=(5,5)ƂȂ悤x̒l߂$

-3

$\beku a=(4,x)\beku b=(5,5)ƂȂ悤x̒l߂$

-4

$\beku a=(5,x)\beku b=(1,5)ƂȂ悤x̒l߂$

-1

$\beku a=(5,x)\beku b=(2,5)ƂȂ悤x̒l߂$

-2

$\beku a=(5,x)\beku b=(3,5)ƂȂ悤x̒l߂$

-3

$\beku a=(5,x)\beku b=(4,5)ƂȂ悤x̒l߂$

-4

$\beku a=(5,x)\beku b=(5,5)ƂȂ悤x̒l߂$

-5

$\beku a=(5,x)\beku b=(6,5)ƂȂ悤x̒l߂$

-6

$\beku a=(5,x)\beku b=(7,5)ƂȂ悤x̒l߂$

-7

$\beku a=(5,x)\beku b=(8,5)ƂȂ悤x̒l߂$

-8

$\beku a=(5,x)\beku b=(9,5)ƂȂ悤x̒l߂$

-9

$\beku a=(6,x)\beku b=(5,5)ƂȂ悤x̒l߂$

-6

$\beku a=(7,x)\beku b=(5,5)ƂȂ悤x̒l߂$

-7

$\beku a=(8,x)\beku b=(5,5)ƂȂ悤x̒l߂$

-8

$\beku a=(9,x)\beku b=(5,5)ƂȂ悤x̒l߂$

-9

$\beku a=(1,x)\beku b=(6,6)ƂȂ悤x̒l߂$

-1

$\beku a=(2,x)\beku b=(3,6)ƂȂ悤x̒l߂$

-1

$\beku a=(2,x)\beku b=(6,6)ƂȂ悤x̒l߂$

-2

$\beku a=(2,x)\beku b=(9,6)ƂȂ悤x̒l߂$

-3

$\beku a=(3,x)\beku b=(2,6)ƂȂ悤x̒l߂$

-1

$\beku a=(3,x)\beku b=(4,6)ƂȂ悤x̒l߂$

-2

$\beku a=(3,x)\beku b=(6,6)ƂȂ悤x̒l߂$

-3

$\beku a=(3,x)\beku b=(8,6)ƂȂ悤x̒l߂$

-4

$\beku a=(4,x)\beku b=(3,6)ƂȂ悤x̒l߂$

-2

$\beku a=(4,x)\beku b=(6,6)ƂȂ悤x̒l߂$

-4

$\beku a=(4,x)\beku b=(9,6)ƂȂ悤x̒l߂$

-6

$\beku a=(5,x)\beku b=(6,6)ƂȂ悤x̒l߂$

-5

$\beku a=(6,x)\beku b=(1,6)ƂȂ悤x̒l߂$

-1

$\beku a=(6,x)\beku b=(2,6)ƂȂ悤x̒l߂$

-2

$\beku a=(6,x)\beku b=(3,6)ƂȂ悤x̒l߂$

-3

$\beku a=(6,x)\beku b=(4,6)ƂȂ悤x̒l߂$

-4

$\beku a=(6,x)\beku b=(5,6)ƂȂ悤x̒l߂$

-5

$\beku a=(6,x)\beku b=(6,6)ƂȂ悤x̒l߂$

-6

$\beku a=(6,x)\beku b=(7,6)ƂȂ悤x̒l߂$

-7

$\beku a=(6,x)\beku b=(8,6)ƂȂ悤x̒l߂$

-8

$\beku a=(6,x)\beku b=(9,6)ƂȂ悤x̒l߂$

-9

$\beku a=(7,x)\beku b=(6,6)ƂȂ悤x̒l߂$

-7

$\beku a=(8,x)\beku b=(3,6)ƂȂ悤x̒l߂$

-4

$\beku a=(8,x)\beku b=(6,6)ƂȂ悤x̒l߂$

-8

$\beku a=(8,x)\beku b=(9,6)ƂȂ悤x̒l߂$

-12

$\beku a=(9,x)\beku b=(2,6)ƂȂ悤x̒l߂$

-3

$\beku a=(9,x)\beku b=(4,6)ƂȂ悤x̒l߂$

-6

$\beku a=(9,x)\beku b=(6,6)ƂȂ悤x̒l߂$

-9

$\beku a=(9,x)\beku b=(8,6)ƂȂ悤x̒l߂$

-12

$\beku a=(1,x)\beku b=(7,7)ƂȂ悤x̒l߂$

-1

$\beku a=(2,x)\beku b=(7,7)ƂȂ悤x̒l߂$

-2

$\beku a=(3,x)\beku b=(7,7)ƂȂ悤x̒l߂$

-3

$\beku a=(4,x)\beku b=(7,7)ƂȂ悤x̒l߂$

-4

$\beku a=(5,x)\beku b=(7,7)ƂȂ悤x̒l߂$

-5

$\beku a=(6,x)\beku b=(7,7)ƂȂ悤x̒l߂$

-6

$\beku a=(7,x)\beku b=(1,7)ƂȂ悤x̒l߂$

-1

$\beku a=(7,x)\beku b=(2,7)ƂȂ悤x̒l߂$

-2

$\beku a=(7,x)\beku b=(3,7)ƂȂ悤x̒l߂$

-3

$\beku a=(7,x)\beku b=(4,7)ƂȂ悤x̒l߂$

-4

$\beku a=(7,x)\beku b=(5,7)ƂȂ悤x̒l߂$

-5

$\beku a=(7,x)\beku b=(6,7)ƂȂ悤x̒l߂$

-6

$\beku a=(7,x)\beku b=(7,7)ƂȂ悤x̒l߂$

-7

$\beku a=(7,x)\beku b=(8,7)ƂȂ悤x̒l߂$

-8

$\beku a=(7,x)\beku b=(9,7)ƂȂ悤x̒l߂$

-9

$\beku a=(8,x)\beku b=(7,7)ƂȂ悤x̒l߂$

-8

$\beku a=(9,x)\beku b=(7,7)ƂȂ悤x̒l߂$

-9

$\beku a=(1,x)\beku b=(8,8)ƂȂ悤x̒l߂$

-1

$\beku a=(2,x)\beku b=(4,8)ƂȂ悤x̒l߂$

-1

$\beku a=(2,x)\beku b=(8,8)ƂȂ悤x̒l߂$

-2

$\beku a=(3,x)\beku b=(8,8)ƂȂ悤x̒l߂$

-3

$\beku a=(4,x)\beku b=(2,8)ƂȂ悤x̒l߂$

-1

$\beku a=(4,x)\beku b=(4,8)ƂȂ悤x̒l߂$

-2

$\beku a=(4,x)\beku b=(6,8)ƂȂ悤x̒l߂$

-3

$\beku a=(4,x)\beku b=(8,8)ƂȂ悤x̒l߂$

-4

$\beku a=(5,x)\beku b=(8,8)ƂȂ悤x̒l߂$

-5

$\beku a=(6,x)\beku b=(4,8)ƂȂ悤x̒l߂$

-3

$\beku a=(6,x)\beku b=(8,8)ƂȂ悤x̒l߂$

-6

$\beku a=(7,x)\beku b=(8,8)ƂȂ悤x̒l߂$

-7

$\beku a=(8,x)\beku b=(1,8)ƂȂ悤x̒l߂$

-1

$\beku a=(8,x)\beku b=(2,8)ƂȂ悤x̒l߂$

-2

$\beku a=(8,x)\beku b=(3,8)ƂȂ悤x̒l߂$

-3

$\beku a=(8,x)\beku b=(4,8)ƂȂ悤x̒l߂$

-4

$\beku a=(8,x)\beku b=(5,8)ƂȂ悤x̒l߂$

-5

$\beku a=(8,x)\beku b=(6,8)ƂȂ悤x̒l߂$

-6

$\beku a=(8,x)\beku b=(7,8)ƂȂ悤x̒l߂$

-7

$\beku a=(8,x)\beku b=(8,8)ƂȂ悤x̒l߂$

-8

$\beku a=(8,x)\beku b=(9,8)ƂȂ悤x̒l߂$

-9

$\beku a=(9,x)\beku b=(8,8)ƂȂ悤x̒l߂$

-9

$\beku a=(1,x)\beku b=(9,9)ƂȂ悤x̒l߂$

-1

$\beku a=(2,x)\beku b=(9,9)ƂȂ悤x̒l߂$

-2

$\beku a=(3,x)\beku b=(3,9)ƂȂ悤x̒l߂$

-1

$\beku a=(3,x)\beku b=(6,9)ƂȂ悤x̒l߂$

-2

$\beku a=(3,x)\beku b=(9,9)ƂȂ悤x̒l߂$

-3

$\beku a=(4,x)\beku b=(9,9)ƂȂ悤x̒l߂$

-4

$\beku a=(5,x)\beku b=(9,9)ƂȂ悤x̒l߂$

-5

$\beku a=(6,x)\beku b=(3,9)ƂȂ悤x̒l߂$

-2

$\beku a=(6,x)\beku b=(6,9)ƂȂ悤x̒l߂$

-4

$\beku a=(6,x)\beku b=(9,9)ƂȂ悤x̒l߂$

-6

$\beku a=(7,x)\beku b=(9,9)ƂȂ悤x̒l߂$

-7

$\beku a=(8,x)\beku b=(9,9)ƂȂ悤x̒l߂$

-8

$\beku a=(9,x)\beku b=(1,9)ƂȂ悤x̒l߂$

-1

$\beku a=(9,x)\beku b=(2,9)ƂȂ悤x̒l߂$

-2

$\beku a=(9,x)\beku b=(3,9)ƂȂ悤x̒l߂$

-3

$\beku a=(9,x)\beku b=(4,9)ƂȂ悤x̒l߂$

-4

$\beku a=(9,x)\beku b=(5,9)ƂȂ悤x̒l߂$

-5

$\beku a=(9,x)\beku b=(6,9)ƂȂ悤x̒l߂$

-6

$\beku a=(9,x)\beku b=(7,9)ƂȂ悤x̒l߂$

-7

$\beku a=(9,x)\beku b=(8,9)ƂȂ悤x̒l߂$

-8

$\beku a=(9,x)\beku b=(9,9)ƂȂ悤x̒l߂$

-9





$\beku a=(1,x)\beku b=(-1,1)ƂȂ悤x̒l߂$

1

$\beku a=(1,x)\beku b=(-2,1)ƂȂ悤x̒l߂$

2

$\beku a=(1,x)\beku b=(-3,1)ƂȂ悤x̒l߂$

3

$\beku a=(1,x)\beku b=(-4,1)ƂȂ悤x̒l߂$

4

$\beku a=(1,x)\beku b=(-5,1)ƂȂ悤x̒l߂$

5

$\beku a=(1,x)\beku b=(-6,1)ƂȂ悤x̒l߂$

6

$\beku a=(1,x)\beku b=(-7,1)ƂȂ悤x̒l߂$

7

$\beku a=(1,x)\beku b=(-8,1)ƂȂ悤x̒l߂$

8

$\beku a=(1,x)\beku b=(-9,1)ƂȂ悤x̒l߂$

9

$\beku a=(2,x)\beku b=(-1,1)ƂȂ悤x̒l߂$

2

$\beku a=(2,x)\beku b=(-2,1)ƂȂ悤x̒l߂$

4

$\beku a=(2,x)\beku b=(-3,1)ƂȂ悤x̒l߂$

6

$\beku a=(2,x)\beku b=(-4,1)ƂȂ悤x̒l߂$

8

$\beku a=(2,x)\beku b=(-5,1)ƂȂ悤x̒l߂$

10

$\beku a=(2,x)\beku b=(-6,1)ƂȂ悤x̒l߂$

12

$\beku a=(2,x)\beku b=(-7,1)ƂȂ悤x̒l߂$

14

$\beku a=(2,x)\beku b=(-8,1)ƂȂ悤x̒l߂$

16

$\beku a=(2,x)\beku b=(-9,1)ƂȂ悤x̒l߂$

18

$\beku a=(3,x)\beku b=(-1,1)ƂȂ悤x̒l߂$

3

$\beku a=(3,x)\beku b=(-2,1)ƂȂ悤x̒l߂$

6

$\beku a=(3,x)\beku b=(-3,1)ƂȂ悤x̒l߂$

9

$\beku a=(3,x)\beku b=(-4,1)ƂȂ悤x̒l߂$

12

$\beku a=(3,x)\beku b=(-5,1)ƂȂ悤x̒l߂$

15

$\beku a=(3,x)\beku b=(-6,1)ƂȂ悤x̒l߂$

18

$\beku a=(3,x)\beku b=(-7,1)ƂȂ悤x̒l߂$

21

$\beku a=(3,x)\beku b=(-8,1)ƂȂ悤x̒l߂$

24

$\beku a=(3,x)\beku b=(-9,1)ƂȂ悤x̒l߂$

27

$\beku a=(4,x)\beku b=(-1,1)ƂȂ悤x̒l߂$

4

$\beku a=(4,x)\beku b=(-2,1)ƂȂ悤x̒l߂$

8

$\beku a=(4,x)\beku b=(-3,1)ƂȂ悤x̒l߂$

12

$\beku a=(4,x)\beku b=(-4,1)ƂȂ悤x̒l߂$

16

$\beku a=(4,x)\beku b=(-5,1)ƂȂ悤x̒l߂$

20

$\beku a=(4,x)\beku b=(-6,1)ƂȂ悤x̒l߂$

24

$\beku a=(4,x)\beku b=(-7,1)ƂȂ悤x̒l߂$

28

$\beku a=(4,x)\beku b=(-8,1)ƂȂ悤x̒l߂$

32

$\beku a=(4,x)\beku b=(-9,1)ƂȂ悤x̒l߂$

36

$\beku a=(5,x)\beku b=(-1,1)ƂȂ悤x̒l߂$

5

$\beku a=(5,x)\beku b=(-2,1)ƂȂ悤x̒l߂$

10

$\beku a=(5,x)\beku b=(-3,1)ƂȂ悤x̒l߂$

15

$\beku a=(5,x)\beku b=(-4,1)ƂȂ悤x̒l߂$

20

$\beku a=(5,x)\beku b=(-5,1)ƂȂ悤x̒l߂$

25

$\beku a=(5,x)\beku b=(-6,1)ƂȂ悤x̒l߂$

30

$\beku a=(5,x)\beku b=(-7,1)ƂȂ悤x̒l߂$

35

$\beku a=(5,x)\beku b=(-8,1)ƂȂ悤x̒l߂$

40

$\beku a=(5,x)\beku b=(-9,1)ƂȂ悤x̒l߂$

45

$\beku a=(6,x)\beku b=(-1,1)ƂȂ悤x̒l߂$

6

$\beku a=(6,x)\beku b=(-2,1)ƂȂ悤x̒l߂$

12

$\beku a=(6,x)\beku b=(-3,1)ƂȂ悤x̒l߂$

18

$\beku a=(6,x)\beku b=(-4,1)ƂȂ悤x̒l߂$

24

$\beku a=(6,x)\beku b=(-5,1)ƂȂ悤x̒l߂$

30

$\beku a=(6,x)\beku b=(-6,1)ƂȂ悤x̒l߂$

36

$\beku a=(6,x)\beku b=(-7,1)ƂȂ悤x̒l߂$

42

$\beku a=(6,x)\beku b=(-8,1)ƂȂ悤x̒l߂$

48

$\beku a=(6,x)\beku b=(-9,1)ƂȂ悤x̒l߂$

54

$\beku a=(7,x)\beku b=(-1,1)ƂȂ悤x̒l߂$

7

$\beku a=(7,x)\beku b=(-2,1)ƂȂ悤x̒l߂$

14

$\beku a=(7,x)\beku b=(-3,1)ƂȂ悤x̒l߂$

21

$\beku a=(7,x)\beku b=(-4,1)ƂȂ悤x̒l߂$

28

$\beku a=(7,x)\beku b=(-5,1)ƂȂ悤x̒l߂$

35

$\beku a=(7,x)\beku b=(-6,1)ƂȂ悤x̒l߂$

42

$\beku a=(7,x)\beku b=(-7,1)ƂȂ悤x̒l߂$

49

$\beku a=(7,x)\beku b=(-8,1)ƂȂ悤x̒l߂$

56

$\beku a=(7,x)\beku b=(-9,1)ƂȂ悤x̒l߂$

63

$\beku a=(8,x)\beku b=(-1,1)ƂȂ悤x̒l߂$

8

$\beku a=(8,x)\beku b=(-2,1)ƂȂ悤x̒l߂$

16

$\beku a=(8,x)\beku b=(-3,1)ƂȂ悤x̒l߂$

24

$\beku a=(8,x)\beku b=(-4,1)ƂȂ悤x̒l߂$

32

$\beku a=(8,x)\beku b=(-5,1)ƂȂ悤x̒l߂$

40

$\beku a=(8,x)\beku b=(-6,1)ƂȂ悤x̒l߂$

48

$\beku a=(8,x)\beku b=(-7,1)ƂȂ悤x̒l߂$

56

$\beku a=(8,x)\beku b=(-8,1)ƂȂ悤x̒l߂$

64

$\beku a=(8,x)\beku b=(-9,1)ƂȂ悤x̒l߂$

72

$\beku a=(9,x)\beku b=(-1,1)ƂȂ悤x̒l߂$

9

$\beku a=(9,x)\beku b=(-2,1)ƂȂ悤x̒l߂$

18

$\beku a=(9,x)\beku b=(-3,1)ƂȂ悤x̒l߂$

27

$\beku a=(9,x)\beku b=(-4,1)ƂȂ悤x̒l߂$

36

$\beku a=(9,x)\beku b=(-5,1)ƂȂ悤x̒l߂$

45

$\beku a=(9,x)\beku b=(-6,1)ƂȂ悤x̒l߂$

54

$\beku a=(9,x)\beku b=(-7,1)ƂȂ悤x̒l߂$

63

$\beku a=(9,x)\beku b=(-8,1)ƂȂ悤x̒l߂$

72

$\beku a=(9,x)\beku b=(-9,1)ƂȂ悤x̒l߂$

81

$\beku a=(1,x)\beku b=(-2,2)ƂȂ悤x̒l߂$

1

$\beku a=(1,x)\beku b=(-4,2)ƂȂ悤x̒l߂$

2

$\beku a=(1,x)\beku b=(-6,2)ƂȂ悤x̒l߂$

3

$\beku a=(1,x)\beku b=(-8,2)ƂȂ悤x̒l߂$

4

$\beku a=(2,x)\beku b=(-1,2)ƂȂ悤x̒l߂$

1

$\beku a=(2,x)\beku b=(-2,2)ƂȂ悤x̒l߂$

2

$\beku a=(2,x)\beku b=(-3,2)ƂȂ悤x̒l߂$

3

$\beku a=(2,x)\beku b=(-4,2)ƂȂ悤x̒l߂$

4

$\beku a=(2,x)\beku b=(-5,2)ƂȂ悤x̒l߂$

5

$\beku a=(2,x)\beku b=(-6,2)ƂȂ悤x̒l߂$

6

$\beku a=(2,x)\beku b=(-7,2)ƂȂ悤x̒l߂$

7

$\beku a=(2,x)\beku b=(-8,2)ƂȂ悤x̒l߂$

8

$\beku a=(2,x)\beku b=(-9,2)ƂȂ悤x̒l߂$

9

$\beku a=(3,x)\beku b=(-2,2)ƂȂ悤x̒l߂$

3

$\beku a=(3,x)\beku b=(-4,2)ƂȂ悤x̒l߂$

6

$\beku a=(3,x)\beku b=(-6,2)ƂȂ悤x̒l߂$

9

$\beku a=(3,x)\beku b=(-8,2)ƂȂ悤x̒l߂$

12

$\beku a=(4,x)\beku b=(-1,2)ƂȂ悤x̒l߂$

2

$\beku a=(4,x)\beku b=(-2,2)ƂȂ悤x̒l߂$

4

$\beku a=(4,x)\beku b=(-3,2)ƂȂ悤x̒l߂$

6

$\beku a=(4,x)\beku b=(-4,2)ƂȂ悤x̒l߂$

8

$\beku a=(4,x)\beku b=(-5,2)ƂȂ悤x̒l߂$

10

$\beku a=(4,x)\beku b=(-6,2)ƂȂ悤x̒l߂$

12

$\beku a=(4,x)\beku b=(-7,2)ƂȂ悤x̒l߂$

14

$\beku a=(4,x)\beku b=(-8,2)ƂȂ悤x̒l߂$

16

$\beku a=(4,x)\beku b=(-9,2)ƂȂ悤x̒l߂$

18

$\beku a=(5,x)\beku b=(-2,2)ƂȂ悤x̒l߂$

5

$\beku a=(5,x)\beku b=(-4,2)ƂȂ悤x̒l߂$

10

$\beku a=(5,x)\beku b=(-6,2)ƂȂ悤x̒l߂$

15

$\beku a=(5,x)\beku b=(-8,2)ƂȂ悤x̒l߂$

20

$\beku a=(6,x)\beku b=(-1,2)ƂȂ悤x̒l߂$

3

$\beku a=(6,x)\beku b=(-2,2)ƂȂ悤x̒l߂$

6

$\beku a=(6,x)\beku b=(-3,2)ƂȂ悤x̒l߂$

9

$\beku a=(6,x)\beku b=(-4,2)ƂȂ悤x̒l߂$

12

$\beku a=(6,x)\beku b=(-5,2)ƂȂ悤x̒l߂$

15

$\beku a=(6,x)\beku b=(-6,2)ƂȂ悤x̒l߂$

18

$\beku a=(6,x)\beku b=(-7,2)ƂȂ悤x̒l߂$

21

$\beku a=(6,x)\beku b=(-8,2)ƂȂ悤x̒l߂$

24

$\beku a=(6,x)\beku b=(-9,2)ƂȂ悤x̒l߂$

27

$\beku a=(7,x)\beku b=(-2,2)ƂȂ悤x̒l߂$

7

$\beku a=(7,x)\beku b=(-4,2)ƂȂ悤x̒l߂$

14

$\beku a=(7,x)\beku b=(-6,2)ƂȂ悤x̒l߂$

21

$\beku a=(7,x)\beku b=(-8,2)ƂȂ悤x̒l߂$

28

$\beku a=(8,x)\beku b=(-1,2)ƂȂ悤x̒l߂$

4

$\beku a=(8,x)\beku b=(-2,2)ƂȂ悤x̒l߂$

8

$\beku a=(8,x)\beku b=(-3,2)ƂȂ悤x̒l߂$

12

$\beku a=(8,x)\beku b=(-4,2)ƂȂ悤x̒l߂$

16

$\beku a=(8,x)\beku b=(-5,2)ƂȂ悤x̒l߂$

20

$\beku a=(8,x)\beku b=(-6,2)ƂȂ悤x̒l߂$

24

$\beku a=(8,x)\beku b=(-7,2)ƂȂ悤x̒l߂$

28

$\beku a=(8,x)\beku b=(-8,2)ƂȂ悤x̒l߂$

32

$\beku a=(8,x)\beku b=(-9,2)ƂȂ悤x̒l߂$

36

$\beku a=(9,x)\beku b=(-2,2)ƂȂ悤x̒l߂$

9

$\beku a=(9,x)\beku b=(-4,2)ƂȂ悤x̒l߂$

18

$\beku a=(9,x)\beku b=(-6,2)ƂȂ悤x̒l߂$

27

$\beku a=(9,x)\beku b=(-8,2)ƂȂ悤x̒l߂$

36

$\beku a=(1,x)\beku b=(-3,3)ƂȂ悤x̒l߂$

1

$\beku a=(1,x)\beku b=(-6,3)ƂȂ悤x̒l߂$

2

$\beku a=(1,x)\beku b=(-9,3)ƂȂ悤x̒l߂$

3

$\beku a=(2,x)\beku b=(-3,3)ƂȂ悤x̒l߂$

2

$\beku a=(2,x)\beku b=(-6,3)ƂȂ悤x̒l߂$

4

$\beku a=(2,x)\beku b=(-9,3)ƂȂ悤x̒l߂$

6

$\beku a=(3,x)\beku b=(-1,3)ƂȂ悤x̒l߂$

1

$\beku a=(3,x)\beku b=(-2,3)ƂȂ悤x̒l߂$

2

$\beku a=(3,x)\beku b=(-3,3)ƂȂ悤x̒l߂$

3

$\beku a=(3,x)\beku b=(-4,3)ƂȂ悤x̒l߂$

4

$\beku a=(3,x)\beku b=(-5,3)ƂȂ悤x̒l߂$

5

$\beku a=(3,x)\beku b=(-6,3)ƂȂ悤x̒l߂$

6

$\beku a=(3,x)\beku b=(-7,3)ƂȂ悤x̒l߂$

7

$\beku a=(3,x)\beku b=(-8,3)ƂȂ悤x̒l߂$

8

$\beku a=(3,x)\beku b=(-9,3)ƂȂ悤x̒l߂$

9

$\beku a=(4,x)\beku b=(-3,3)ƂȂ悤x̒l߂$

4

$\beku a=(4,x)\beku b=(-6,3)ƂȂ悤x̒l߂$

8

$\beku a=(4,x)\beku b=(-9,3)ƂȂ悤x̒l߂$

12

$\beku a=(5,x)\beku b=(-3,3)ƂȂ悤x̒l߂$

5

$\beku a=(5,x)\beku b=(-6,3)ƂȂ悤x̒l߂$

10

$\beku a=(5,x)\beku b=(-9,3)ƂȂ悤x̒l߂$

15

$\beku a=(6,x)\beku b=(-1,3)ƂȂ悤x̒l߂$

2

$\beku a=(6,x)\beku b=(-2,3)ƂȂ悤x̒l߂$

4

$\beku a=(6,x)\beku b=(-3,3)ƂȂ悤x̒l߂$

6

$\beku a=(6,x)\beku b=(-4,3)ƂȂ悤x̒l߂$

8

$\beku a=(6,x)\beku b=(-5,3)ƂȂ悤x̒l߂$

10

$\beku a=(6,x)\beku b=(-6,3)ƂȂ悤x̒l߂$

12

$\beku a=(6,x)\beku b=(-7,3)ƂȂ悤x̒l߂$

14

$\beku a=(6,x)\beku b=(-8,3)ƂȂ悤x̒l߂$

16

$\beku a=(6,x)\beku b=(-9,3)ƂȂ悤x̒l߂$

18

$\beku a=(7,x)\beku b=(-3,3)ƂȂ悤x̒l߂$

7

$\beku a=(7,x)\beku b=(-6,3)ƂȂ悤x̒l߂$

14

$\beku a=(7,x)\beku b=(-9,3)ƂȂ悤x̒l߂$

21

$\beku a=(8,x)\beku b=(-3,3)ƂȂ悤x̒l߂$

8

$\beku a=(8,x)\beku b=(-6,3)ƂȂ悤x̒l߂$

16

$\beku a=(8,x)\beku b=(-9,3)ƂȂ悤x̒l߂$

24

$\beku a=(9,x)\beku b=(-1,3)ƂȂ悤x̒l߂$

3

$\beku a=(9,x)\beku b=(-2,3)ƂȂ悤x̒l߂$

6

$\beku a=(9,x)\beku b=(-3,3)ƂȂ悤x̒l߂$

9

$\beku a=(9,x)\beku b=(-4,3)ƂȂ悤x̒l߂$

12

$\beku a=(9,x)\beku b=(-5,3)ƂȂ悤x̒l߂$

15

$\beku a=(9,x)\beku b=(-6,3)ƂȂ悤x̒l߂$

18

$\beku a=(9,x)\beku b=(-7,3)ƂȂ悤x̒l߂$

21

$\beku a=(9,x)\beku b=(-8,3)ƂȂ悤x̒l߂$

24

$\beku a=(9,x)\beku b=(-9,3)ƂȂ悤x̒l߂$

27

$\beku a=(1,x)\beku b=(-4,4)ƂȂ悤x̒l߂$

1

$\beku a=(1,x)\beku b=(-8,4)ƂȂ悤x̒l߂$

2

$\beku a=(2,x)\beku b=(-2,4)ƂȂ悤x̒l߂$

1

$\beku a=(2,x)\beku b=(-4,4)ƂȂ悤x̒l߂$

2

$\beku a=(2,x)\beku b=(-6,4)ƂȂ悤x̒l߂$

3

$\beku a=(2,x)\beku b=(-8,4)ƂȂ悤x̒l߂$

4

$\beku a=(3,x)\beku b=(-4,4)ƂȂ悤x̒l߂$

3

$\beku a=(3,x)\beku b=(-8,4)ƂȂ悤x̒l߂$

6

$\beku a=(4,x)\beku b=(-1,4)ƂȂ悤x̒l߂$

1

$\beku a=(4,x)\beku b=(-2,4)ƂȂ悤x̒l߂$

2

$\beku a=(4,x)\beku b=(-3,4)ƂȂ悤x̒l߂$

3

$\beku a=(4,x)\beku b=(-4,4)ƂȂ悤x̒l߂$

4

$\beku a=(4,x)\beku b=(-5,4)ƂȂ悤x̒l߂$

5

$\beku a=(4,x)\beku b=(-6,4)ƂȂ悤x̒l߂$

6

$\beku a=(4,x)\beku b=(-7,4)ƂȂ悤x̒l߂$

7

$\beku a=(4,x)\beku b=(-8,4)ƂȂ悤x̒l߂$

8

$\beku a=(4,x)\beku b=(-9,4)ƂȂ悤x̒l߂$

9

$\beku a=(5,x)\beku b=(-4,4)ƂȂ悤x̒l߂$

5

$\beku a=(5,x)\beku b=(-8,4)ƂȂ悤x̒l߂$

10

$\beku a=(6,x)\beku b=(-2,4)ƂȂ悤x̒l߂$

3

$\beku a=(6,x)\beku b=(-4,4)ƂȂ悤x̒l߂$

6

$\beku a=(6,x)\beku b=(-6,4)ƂȂ悤x̒l߂$

9

$\beku a=(6,x)\beku b=(-8,4)ƂȂ悤x̒l߂$

12

$\beku a=(7,x)\beku b=(-4,4)ƂȂ悤x̒l߂$

7

$\beku a=(7,x)\beku b=(-8,4)ƂȂ悤x̒l߂$

14

$\beku a=(8,x)\beku b=(-1,4)ƂȂ悤x̒l߂$

2

$\beku a=(8,x)\beku b=(-2,4)ƂȂ悤x̒l߂$

4

$\beku a=(8,x)\beku b=(-3,4)ƂȂ悤x̒l߂$

6

$\beku a=(8,x)\beku b=(-4,4)ƂȂ悤x̒l߂$

8

$\beku a=(8,x)\beku b=(-5,4)ƂȂ悤x̒l߂$

10

$\beku a=(8,x)\beku b=(-6,4)ƂȂ悤x̒l߂$

12

$\beku a=(8,x)\beku b=(-7,4)ƂȂ悤x̒l߂$

14

$\beku a=(8,x)\beku b=(-8,4)ƂȂ悤x̒l߂$

16

$\beku a=(8,x)\beku b=(-9,4)ƂȂ悤x̒l߂$

18

$\beku a=(9,x)\beku b=(-4,4)ƂȂ悤x̒l߂$

9

$\beku a=(9,x)\beku b=(-8,4)ƂȂ悤x̒l߂$

18

$\beku a=(1,x)\beku b=(-5,5)ƂȂ悤x̒l߂$

1

$\beku a=(2,x)\beku b=(-5,5)ƂȂ悤x̒l߂$

2

$\beku a=(3,x)\beku b=(-5,5)ƂȂ悤x̒l߂$

3

$\beku a=(4,x)\beku b=(-5,5)ƂȂ悤x̒l߂$

4

$\beku a=(5,x)\beku b=(-1,5)ƂȂ悤x̒l߂$

1

$\beku a=(5,x)\beku b=(-2,5)ƂȂ悤x̒l߂$

2

$\beku a=(5,x)\beku b=(-3,5)ƂȂ悤x̒l߂$

3

$\beku a=(5,x)\beku b=(-4,5)ƂȂ悤x̒l߂$

4

$\beku a=(5,x)\beku b=(-5,5)ƂȂ悤x̒l߂$

5

$\beku a=(5,x)\beku b=(-6,5)ƂȂ悤x̒l߂$

6

$\beku a=(5,x)\beku b=(-7,5)ƂȂ悤x̒l߂$

7

$\beku a=(5,x)\beku b=(-8,5)ƂȂ悤x̒l߂$

8

$\beku a=(5,x)\beku b=(-9,5)ƂȂ悤x̒l߂$

9

$\beku a=(6,x)\beku b=(-5,5)ƂȂ悤x̒l߂$

6

$\beku a=(7,x)\beku b=(-5,5)ƂȂ悤x̒l߂$

7

$\beku a=(8,x)\beku b=(-5,5)ƂȂ悤x̒l߂$

8

$\beku a=(9,x)\beku b=(-5,5)ƂȂ悤x̒l߂$

9

$\beku a=(1,x)\beku b=(-6,6)ƂȂ悤x̒l߂$

1

$\beku a=(2,x)\beku b=(-3,6)ƂȂ悤x̒l߂$

1

$\beku a=(2,x)\beku b=(-6,6)ƂȂ悤x̒l߂$

2

$\beku a=(2,x)\beku b=(-9,6)ƂȂ悤x̒l߂$

3

$\beku a=(3,x)\beku b=(-2,6)ƂȂ悤x̒l߂$

1

$\beku a=(3,x)\beku b=(-4,6)ƂȂ悤x̒l߂$

2

$\beku a=(3,x)\beku b=(-6,6)ƂȂ悤x̒l߂$

3

$\beku a=(3,x)\beku b=(-8,6)ƂȂ悤x̒l߂$

4

$\beku a=(4,x)\beku b=(-3,6)ƂȂ悤x̒l߂$

2

$\beku a=(4,x)\beku b=(-6,6)ƂȂ悤x̒l߂$

4

$\beku a=(4,x)\beku b=(-9,6)ƂȂ悤x̒l߂$

6

$\beku a=(5,x)\beku b=(-6,6)ƂȂ悤x̒l߂$

5

$\beku a=(6,x)\beku b=(-1,6)ƂȂ悤x̒l߂$

1

$\beku a=(6,x)\beku b=(-2,6)ƂȂ悤x̒l߂$

2

$\beku a=(6,x)\beku b=(-3,6)ƂȂ悤x̒l߂$

3

$\beku a=(6,x)\beku b=(-4,6)ƂȂ悤x̒l߂$

4

$\beku a=(6,x)\beku b=(-5,6)ƂȂ悤x̒l߂$

5

$\beku a=(6,x)\beku b=(-6,6)ƂȂ悤x̒l߂$

6

$\beku a=(6,x)\beku b=(-7,6)ƂȂ悤x̒l߂$

7

$\beku a=(6,x)\beku b=(-8,6)ƂȂ悤x̒l߂$

8

$\beku a=(6,x)\beku b=(-9,6)ƂȂ悤x̒l߂$

9

$\beku a=(7,x)\beku b=(-6,6)ƂȂ悤x̒l߂$

7

$\beku a=(8,x)\beku b=(-3,6)ƂȂ悤x̒l߂$

4

$\beku a=(8,x)\beku b=(-6,6)ƂȂ悤x̒l߂$

8

$\beku a=(8,x)\beku b=(-9,6)ƂȂ悤x̒l߂$

12

$\beku a=(9,x)\beku b=(-2,6)ƂȂ悤x̒l߂$

3

$\beku a=(9,x)\beku b=(-4,6)ƂȂ悤x̒l߂$

6

$\beku a=(9,x)\beku b=(-6,6)ƂȂ悤x̒l߂$

9

$\beku a=(9,x)\beku b=(-8,6)ƂȂ悤x̒l߂$

12

$\beku a=(1,x)\beku b=(-7,7)ƂȂ悤x̒l߂$

1

$\beku a=(2,x)\beku b=(-7,7)ƂȂ悤x̒l߂$

2

$\beku a=(3,x)\beku b=(-7,7)ƂȂ悤x̒l߂$

3

$\beku a=(4,x)\beku b=(-7,7)ƂȂ悤x̒l߂$

4

$\beku a=(5,x)\beku b=(-7,7)ƂȂ悤x̒l߂$

5

$\beku a=(6,x)\beku b=(-7,7)ƂȂ悤x̒l߂$

6

$\beku a=(7,x)\beku b=(-1,7)ƂȂ悤x̒l߂$

1

$\beku a=(7,x)\beku b=(-2,7)ƂȂ悤x̒l߂$

2

$\beku a=(7,x)\beku b=(-3,7)ƂȂ悤x̒l߂$

3

$\beku a=(7,x)\beku b=(-4,7)ƂȂ悤x̒l߂$

4

$\beku a=(7,x)\beku b=(-5,7)ƂȂ悤x̒l߂$

5

$\beku a=(7,x)\beku b=(-6,7)ƂȂ悤x̒l߂$

6

$\beku a=(7,x)\beku b=(-7,7)ƂȂ悤x̒l߂$

7

$\beku a=(7,x)\beku b=(-8,7)ƂȂ悤x̒l߂$

8

$\beku a=(7,x)\beku b=(-9,7)ƂȂ悤x̒l߂$

9

$\beku a=(8,x)\beku b=(-7,7)ƂȂ悤x̒l߂$

8

$\beku a=(9,x)\beku b=(-7,7)ƂȂ悤x̒l߂$

9

$\beku a=(1,x)\beku b=(-8,8)ƂȂ悤x̒l߂$

1

$\beku a=(2,x)\beku b=(-4,8)ƂȂ悤x̒l߂$

1

$\beku a=(2,x)\beku b=(-8,8)ƂȂ悤x̒l߂$

2

$\beku a=(3,x)\beku b=(-8,8)ƂȂ悤x̒l߂$

3

$\beku a=(4,x)\beku b=(-2,8)ƂȂ悤x̒l߂$

1

$\beku a=(4,x)\beku b=(-4,8)ƂȂ悤x̒l߂$

2

$\beku a=(4,x)\beku b=(-6,8)ƂȂ悤x̒l߂$

3

$\beku a=(4,x)\beku b=(-8,8)ƂȂ悤x̒l߂$

4

$\beku a=(5,x)\beku b=(-8,8)ƂȂ悤x̒l߂$

5

$\beku a=(6,x)\beku b=(-4,8)ƂȂ悤x̒l߂$

3

$\beku a=(6,x)\beku b=(-8,8)ƂȂ悤x̒l߂$

6

$\beku a=(7,x)\beku b=(-8,8)ƂȂ悤x̒l߂$

7

$\beku a=(8,x)\beku b=(-1,8)ƂȂ悤x̒l߂$

1

$\beku a=(8,x)\beku b=(-2,8)ƂȂ悤x̒l߂$

2

$\beku a=(8,x)\beku b=(-3,8)ƂȂ悤x̒l߂$

3

$\beku a=(8,x)\beku b=(-4,8)ƂȂ悤x̒l߂$

4

$\beku a=(8,x)\beku b=(-5,8)ƂȂ悤x̒l߂$

5

$\beku a=(8,x)\beku b=(-6,8)ƂȂ悤x̒l߂$

6

$\beku a=(8,x)\beku b=(-7,8)ƂȂ悤x̒l߂$

7

$\beku a=(8,x)\beku b=(-8,8)ƂȂ悤x̒l߂$

8

$\beku a=(8,x)\beku b=(-9,8)ƂȂ悤x̒l߂$

9

$\beku a=(9,x)\beku b=(-8,8)ƂȂ悤x̒l߂$

9

$\beku a=(1,x)\beku b=(-9,9)ƂȂ悤x̒l߂$

1

$\beku a=(2,x)\beku b=(-9,9)ƂȂ悤x̒l߂$

2

$\beku a=(3,x)\beku b=(-3,9)ƂȂ悤x̒l߂$

1

$\beku a=(3,x)\beku b=(-6,9)ƂȂ悤x̒l߂$

2

$\beku a=(3,x)\beku b=(-9,9)ƂȂ悤x̒l߂$

3

$\beku a=(4,x)\beku b=(-9,9)ƂȂ悤x̒l߂$

4

$\beku a=(5,x)\beku b=(-9,9)ƂȂ悤x̒l߂$

5

$\beku a=(6,x)\beku b=(-3,9)ƂȂ悤x̒l߂$

2

$\beku a=(6,x)\beku b=(-6,9)ƂȂ悤x̒l߂$

4

$\beku a=(6,x)\beku b=(-9,9)ƂȂ悤x̒l߂$

6

$\beku a=(7,x)\beku b=(-9,9)ƂȂ悤x̒l߂$

7

$\beku a=(8,x)\beku b=(-9,9)ƂȂ悤x̒l߂$

8

$\beku a=(9,x)\beku b=(-1,9)ƂȂ悤x̒l߂$

1

$\beku a=(9,x)\beku b=(-2,9)ƂȂ悤x̒l߂$

2

$\beku a=(9,x)\beku b=(-3,9)ƂȂ悤x̒l߂$

3

$\beku a=(9,x)\beku b=(-4,9)ƂȂ悤x̒l߂$

4

$\beku a=(9,x)\beku b=(-5,9)ƂȂ悤x̒l߂$

5

$\beku a=(9,x)\beku b=(-6,9)ƂȂ悤x̒l߂$

6

$\beku a=(9,x)\beku b=(-7,9)ƂȂ悤x̒l߂$

7

$\beku a=(9,x)\beku b=(-8,9)ƂȂ悤x̒l߂$

8

$\beku a=(9,x)\beku b=(-9,9)ƂȂ悤x̒l߂$

9





$\beku a=(-1,x)\beku b=(-1,1)ƂȂ悤x̒l߂$

-1

$\beku a=(-1,x)\beku b=(-2,1)ƂȂ悤x̒l߂$

-2

$\beku a=(-1,x)\beku b=(-3,1)ƂȂ悤x̒l߂$

-3

$\beku a=(-1,x)\beku b=(-4,1)ƂȂ悤x̒l߂$

-4

$\beku a=(-1,x)\beku b=(-5,1)ƂȂ悤x̒l߂$

-5

$\beku a=(-1,x)\beku b=(-6,1)ƂȂ悤x̒l߂$

-6

$\beku a=(-1,x)\beku b=(-7,1)ƂȂ悤x̒l߂$

-7

$\beku a=(-1,x)\beku b=(-8,1)ƂȂ悤x̒l߂$

-8

$\beku a=(-1,x)\beku b=(-9,1)ƂȂ悤x̒l߂$

-9

$\beku a=(-2,x)\beku b=(-1,1)ƂȂ悤x̒l߂$

-2

$\beku a=(-2,x)\beku b=(-2,1)ƂȂ悤x̒l߂$

-4

$\beku a=(-2,x)\beku b=(-3,1)ƂȂ悤x̒l߂$

-6

$\beku a=(-2,x)\beku b=(-4,1)ƂȂ悤x̒l߂$

-8

$\beku a=(-2,x)\beku b=(-5,1)ƂȂ悤x̒l߂$

-10

$\beku a=(-2,x)\beku b=(-6,1)ƂȂ悤x̒l߂$

-12

$\beku a=(-2,x)\beku b=(-7,1)ƂȂ悤x̒l߂$

-14

$\beku a=(-2,x)\beku b=(-8,1)ƂȂ悤x̒l߂$

-16

$\beku a=(-2,x)\beku b=(-9,1)ƂȂ悤x̒l߂$

-18

$\beku a=(-3,x)\beku b=(-1,1)ƂȂ悤x̒l߂$

-3

$\beku a=(-3,x)\beku b=(-2,1)ƂȂ悤x̒l߂$

-6

$\beku a=(-3,x)\beku b=(-3,1)ƂȂ悤x̒l߂$

-9

$\beku a=(-3,x)\beku b=(-4,1)ƂȂ悤x̒l߂$

-12

$\beku a=(-3,x)\beku b=(-5,1)ƂȂ悤x̒l߂$

-15

$\beku a=(-3,x)\beku b=(-6,1)ƂȂ悤x̒l߂$

-18

$\beku a=(-3,x)\beku b=(-7,1)ƂȂ悤x̒l߂$

-21

$\beku a=(-3,x)\beku b=(-8,1)ƂȂ悤x̒l߂$

-24

$\beku a=(-3,x)\beku b=(-9,1)ƂȂ悤x̒l߂$

-27

$\beku a=(-4,x)\beku b=(-1,1)ƂȂ悤x̒l߂$

-4

$\beku a=(-4,x)\beku b=(-2,1)ƂȂ悤x̒l߂$

-8

$\beku a=(-4,x)\beku b=(-3,1)ƂȂ悤x̒l߂$

-12

$\beku a=(-4,x)\beku b=(-4,1)ƂȂ悤x̒l߂$

-16

$\beku a=(-4,x)\beku b=(-5,1)ƂȂ悤x̒l߂$

-20

$\beku a=(-4,x)\beku b=(-6,1)ƂȂ悤x̒l߂$

-24

$\beku a=(-4,x)\beku b=(-7,1)ƂȂ悤x̒l߂$

-28

$\beku a=(-4,x)\beku b=(-8,1)ƂȂ悤x̒l߂$

-32

$\beku a=(-4,x)\beku b=(-9,1)ƂȂ悤x̒l߂$

-36

$\beku a=(-5,x)\beku b=(-1,1)ƂȂ悤x̒l߂$

-5

$\beku a=(-5,x)\beku b=(-2,1)ƂȂ悤x̒l߂$

-10

$\beku a=(-5,x)\beku b=(-3,1)ƂȂ悤x̒l߂$

-15

$\beku a=(-5,x)\beku b=(-4,1)ƂȂ悤x̒l߂$

-20

$\beku a=(-5,x)\beku b=(-5,1)ƂȂ悤x̒l߂$

-25

$\beku a=(-5,x)\beku b=(-6,1)ƂȂ悤x̒l߂$

-30

$\beku a=(-5,x)\beku b=(-7,1)ƂȂ悤x̒l߂$

-35

$\beku a=(-5,x)\beku b=(-8,1)ƂȂ悤x̒l߂$

-40

$\beku a=(-5,x)\beku b=(-9,1)ƂȂ悤x̒l߂$

-45

$\beku a=(-6,x)\beku b=(-1,1)ƂȂ悤x̒l߂$

-6

$\beku a=(-6,x)\beku b=(-2,1)ƂȂ悤x̒l߂$

-12

$\beku a=(-6,x)\beku b=(-3,1)ƂȂ悤x̒l߂$

-18

$\beku a=(-6,x)\beku b=(-4,1)ƂȂ悤x̒l߂$

-24

$\beku a=(-6,x)\beku b=(-5,1)ƂȂ悤x̒l߂$

-30

$\beku a=(-6,x)\beku b=(-6,1)ƂȂ悤x̒l߂$

-36

$\beku a=(-6,x)\beku b=(-7,1)ƂȂ悤x̒l߂$

-42

$\beku a=(-6,x)\beku b=(-8,1)ƂȂ悤x̒l߂$

-48

$\beku a=(-6,x)\beku b=(-9,1)ƂȂ悤x̒l߂$

-54

$\beku a=(-7,x)\beku b=(-1,1)ƂȂ悤x̒l߂$

-7

$\beku a=(-7,x)\beku b=(-2,1)ƂȂ悤x̒l߂$

-14

$\beku a=(-7,x)\beku b=(-3,1)ƂȂ悤x̒l߂$

-21

$\beku a=(-7,x)\beku b=(-4,1)ƂȂ悤x̒l߂$

-28

$\beku a=(-7,x)\beku b=(-5,1)ƂȂ悤x̒l߂$

-35

$\beku a=(-7,x)\beku b=(-6,1)ƂȂ悤x̒l߂$

-42

$\beku a=(-7,x)\beku b=(-7,1)ƂȂ悤x̒l߂$

-49

$\beku a=(-7,x)\beku b=(-8,1)ƂȂ悤x̒l߂$

-56

$\beku a=(-7,x)\beku b=(-9,1)ƂȂ悤x̒l߂$

-63

$\beku a=(-8,x)\beku b=(-1,1)ƂȂ悤x̒l߂$

-8

$\beku a=(-8,x)\beku b=(-2,1)ƂȂ悤x̒l߂$

-16

$\beku a=(-8,x)\beku b=(-3,1)ƂȂ悤x̒l߂$

-24

$\beku a=(-8,x)\beku b=(-4,1)ƂȂ悤x̒l߂$

-32

$\beku a=(-8,x)\beku b=(-5,1)ƂȂ悤x̒l߂$

-40

$\beku a=(-8,x)\beku b=(-6,1)ƂȂ悤x̒l߂$

-48

$\beku a=(-8,x)\beku b=(-7,1)ƂȂ悤x̒l߂$

-56

$\beku a=(-8,x)\beku b=(-8,1)ƂȂ悤x̒l߂$

-64

$\beku a=(-8,x)\beku b=(-9,1)ƂȂ悤x̒l߂$

-72

$\beku a=(-9,x)\beku b=(-1,1)ƂȂ悤x̒l߂$

-9

$\beku a=(-9,x)\beku b=(-2,1)ƂȂ悤x̒l߂$

-18

$\beku a=(-9,x)\beku b=(-3,1)ƂȂ悤x̒l߂$

-27

$\beku a=(-9,x)\beku b=(-4,1)ƂȂ悤x̒l߂$

-36

$\beku a=(-9,x)\beku b=(-5,1)ƂȂ悤x̒l߂$

-45

$\beku a=(-9,x)\beku b=(-6,1)ƂȂ悤x̒l߂$

-54

$\beku a=(-9,x)\beku b=(-7,1)ƂȂ悤x̒l߂$

-63

$\beku a=(-9,x)\beku b=(-8,1)ƂȂ悤x̒l߂$

-72

$\beku a=(-9,x)\beku b=(-9,1)ƂȂ悤x̒l߂$

-81

$\beku a=(-1,x)\beku b=(-2,2)ƂȂ悤x̒l߂$

-1

$\beku a=(-1,x)\beku b=(-4,2)ƂȂ悤x̒l߂$

-2

$\beku a=(-1,x)\beku b=(-6,2)ƂȂ悤x̒l߂$

-3

$\beku a=(-1,x)\beku b=(-8,2)ƂȂ悤x̒l߂$

-4

$\beku a=(-2,x)\beku b=(-1,2)ƂȂ悤x̒l߂$

-1

$\beku a=(-2,x)\beku b=(-2,2)ƂȂ悤x̒l߂$

-2

$\beku a=(-2,x)\beku b=(-3,2)ƂȂ悤x̒l߂$

-3

$\beku a=(-2,x)\beku b=(-4,2)ƂȂ悤x̒l߂$

-4

$\beku a=(-2,x)\beku b=(-5,2)ƂȂ悤x̒l߂$

-5

$\beku a=(-2,x)\beku b=(-6,2)ƂȂ悤x̒l߂$

-6

$\beku a=(-2,x)\beku b=(-7,2)ƂȂ悤x̒l߂$

-7

$\beku a=(-2,x)\beku b=(-8,2)ƂȂ悤x̒l߂$

-8

$\beku a=(-2,x)\beku b=(-9,2)ƂȂ悤x̒l߂$

-9

$\beku a=(-3,x)\beku b=(-2,2)ƂȂ悤x̒l߂$

-3

$\beku a=(-3,x)\beku b=(-4,2)ƂȂ悤x̒l߂$

-6

$\beku a=(-3,x)\beku b=(-6,2)ƂȂ悤x̒l߂$

-9

$\beku a=(-3,x)\beku b=(-8,2)ƂȂ悤x̒l߂$

-12

$\beku a=(-4,x)\beku b=(-1,2)ƂȂ悤x̒l߂$

-2

$\beku a=(-4,x)\beku b=(-2,2)ƂȂ悤x̒l߂$

-4

$\beku a=(-4,x)\beku b=(-3,2)ƂȂ悤x̒l߂$

-6

$\beku a=(-4,x)\beku b=(-4,2)ƂȂ悤x̒l߂$

-8

$\beku a=(-4,x)\beku b=(-5,2)ƂȂ悤x̒l߂$

-10

$\beku a=(-4,x)\beku b=(-6,2)ƂȂ悤x̒l߂$

-12

$\beku a=(-4,x)\beku b=(-7,2)ƂȂ悤x̒l߂$

-14

$\beku a=(-4,x)\beku b=(-8,2)ƂȂ悤x̒l߂$

-16

$\beku a=(-4,x)\beku b=(-9,2)ƂȂ悤x̒l߂$

-18

$\beku a=(-5,x)\beku b=(-2,2)ƂȂ悤x̒l߂$

-5

$\beku a=(-5,x)\beku b=(-4,2)ƂȂ悤x̒l߂$

-10

$\beku a=(-5,x)\beku b=(-6,2)ƂȂ悤x̒l߂$

-15

$\beku a=(-5,x)\beku b=(-8,2)ƂȂ悤x̒l߂$

-20

$\beku a=(-6,x)\beku b=(-1,2)ƂȂ悤x̒l߂$

-3

$\beku a=(-6,x)\beku b=(-2,2)ƂȂ悤x̒l߂$

-6

$\beku a=(-6,x)\beku b=(-3,2)ƂȂ悤x̒l߂$

-9

$\beku a=(-6,x)\beku b=(-4,2)ƂȂ悤x̒l߂$

-12

$\beku a=(-6,x)\beku b=(-5,2)ƂȂ悤x̒l߂$

-15

$\beku a=(-6,x)\beku b=(-6,2)ƂȂ悤x̒l߂$

-18

$\beku a=(-6,x)\beku b=(-7,2)ƂȂ悤x̒l߂$

-21

$\beku a=(-6,x)\beku b=(-8,2)ƂȂ悤x̒l߂$

-24

$\beku a=(-6,x)\beku b=(-9,2)ƂȂ悤x̒l߂$

-27

$\beku a=(-7,x)\beku b=(-2,2)ƂȂ悤x̒l߂$

-7

$\beku a=(-7,x)\beku b=(-4,2)ƂȂ悤x̒l߂$

-14

$\beku a=(-7,x)\beku b=(-6,2)ƂȂ悤x̒l߂$

-21

$\beku a=(-7,x)\beku b=(-8,2)ƂȂ悤x̒l߂$

-28

$\beku a=(-8,x)\beku b=(-1,2)ƂȂ悤x̒l߂$

-4

$\beku a=(-8,x)\beku b=(-2,2)ƂȂ悤x̒l߂$

-8

$\beku a=(-8,x)\beku b=(-3,2)ƂȂ悤x̒l߂$

-12

$\beku a=(-8,x)\beku b=(-4,2)ƂȂ悤x̒l߂$

-16

$\beku a=(-8,x)\beku b=(-5,2)ƂȂ悤x̒l߂$

-20

$\beku a=(-8,x)\beku b=(-6,2)ƂȂ悤x̒l߂$

-24

$\beku a=(-8,x)\beku b=(-7,2)ƂȂ悤x̒l߂$

-28

$\beku a=(-8,x)\beku b=(-8,2)ƂȂ悤x̒l߂$

-32

$\beku a=(-8,x)\beku b=(-9,2)ƂȂ悤x̒l߂$

-36

$\beku a=(-9,x)\beku b=(-2,2)ƂȂ悤x̒l߂$

-9

$\beku a=(-9,x)\beku b=(-4,2)ƂȂ悤x̒l߂$

-18

$\beku a=(-9,x)\beku b=(-6,2)ƂȂ悤x̒l߂$

-27

$\beku a=(-9,x)\beku b=(-8,2)ƂȂ悤x̒l߂$

-36

$\beku a=(-1,x)\beku b=(-3,3)ƂȂ悤x̒l߂$

-1

$\beku a=(-1,x)\beku b=(-6,3)ƂȂ悤x̒l߂$

-2

$\beku a=(-1,x)\beku b=(-9,3)ƂȂ悤x̒l߂$

-3

$\beku a=(-2,x)\beku b=(-3,3)ƂȂ悤x̒l߂$

-2

$\beku a=(-2,x)\beku b=(-6,3)ƂȂ悤x̒l߂$

-4

$\beku a=(-2,x)\beku b=(-9,3)ƂȂ悤x̒l߂$

-6

$\beku a=(-3,x)\beku b=(-1,3)ƂȂ悤x̒l߂$

-1

$\beku a=(-3,x)\beku b=(-2,3)ƂȂ悤x̒l߂$

-2

$\beku a=(-3,x)\beku b=(-3,3)ƂȂ悤x̒l߂$

-3

$\beku a=(-3,x)\beku b=(-4,3)ƂȂ悤x̒l߂$

-4

$\beku a=(-3,x)\beku b=(-5,3)ƂȂ悤x̒l߂$

-5

$\beku a=(-3,x)\beku b=(-6,3)ƂȂ悤x̒l߂$

-6

$\beku a=(-3,x)\beku b=(-7,3)ƂȂ悤x̒l߂$

-7

$\beku a=(-3,x)\beku b=(-8,3)ƂȂ悤x̒l߂$

-8

$\beku a=(-3,x)\beku b=(-9,3)ƂȂ悤x̒l߂$

-9

$\beku a=(-4,x)\beku b=(-3,3)ƂȂ悤x̒l߂$

-4

$\beku a=(-4,x)\beku b=(-6,3)ƂȂ悤x̒l߂$

-8

$\beku a=(-4,x)\beku b=(-9,3)ƂȂ悤x̒l߂$

-12

$\beku a=(-5,x)\beku b=(-3,3)ƂȂ悤x̒l߂$

-5

$\beku a=(-5,x)\beku b=(-6,3)ƂȂ悤x̒l߂$

-10

$\beku a=(-5,x)\beku b=(-9,3)ƂȂ悤x̒l߂$

-15

$\beku a=(-6,x)\beku b=(-1,3)ƂȂ悤x̒l߂$

-2

$\beku a=(-6,x)\beku b=(-2,3)ƂȂ悤x̒l߂$

-4

$\beku a=(-6,x)\beku b=(-3,3)ƂȂ悤x̒l߂$

-6

$\beku a=(-6,x)\beku b=(-4,3)ƂȂ悤x̒l߂$

-8

$\beku a=(-6,x)\beku b=(-5,3)ƂȂ悤x̒l߂$

-10

$\beku a=(-6,x)\beku b=(-6,3)ƂȂ悤x̒l߂$

-12

$\beku a=(-6,x)\beku b=(-7,3)ƂȂ悤x̒l߂$

-14

$\beku a=(-6,x)\beku b=(-8,3)ƂȂ悤x̒l߂$

-16

$\beku a=(-6,x)\beku b=(-9,3)ƂȂ悤x̒l߂$

-18

$\beku a=(-7,x)\beku b=(-3,3)ƂȂ悤x̒l߂$

-7

$\beku a=(-7,x)\beku b=(-6,3)ƂȂ悤x̒l߂$

-14

$\beku a=(-7,x)\beku b=(-9,3)ƂȂ悤x̒l߂$

-21

$\beku a=(-8,x)\beku b=(-3,3)ƂȂ悤x̒l߂$

-8

$\beku a=(-8,x)\beku b=(-6,3)ƂȂ悤x̒l߂$

-16

$\beku a=(-8,x)\beku b=(-9,3)ƂȂ悤x̒l߂$

-24

$\beku a=(-9,x)\beku b=(-1,3)ƂȂ悤x̒l߂$

-3

$\beku a=(-9,x)\beku b=(-2,3)ƂȂ悤x̒l߂$

-6

$\beku a=(-9,x)\beku b=(-3,3)ƂȂ悤x̒l߂$

-9

$\beku a=(-9,x)\beku b=(-4,3)ƂȂ悤x̒l߂$

-12

$\beku a=(-9,x)\beku b=(-5,3)ƂȂ悤x̒l߂$

-15

$\beku a=(-9,x)\beku b=(-6,3)ƂȂ悤x̒l߂$

-18

$\beku a=(-9,x)\beku b=(-7,3)ƂȂ悤x̒l߂$

-21

$\beku a=(-9,x)\beku b=(-8,3)ƂȂ悤x̒l߂$

-24

$\beku a=(-9,x)\beku b=(-9,3)ƂȂ悤x̒l߂$

-27

$\beku a=(-1,x)\beku b=(-4,4)ƂȂ悤x̒l߂$

-1

$\beku a=(-1,x)\beku b=(-8,4)ƂȂ悤x̒l߂$

-2

$\beku a=(-2,x)\beku b=(-2,4)ƂȂ悤x̒l߂$

-1

$\beku a=(-2,x)\beku b=(-4,4)ƂȂ悤x̒l߂$

-2

$\beku a=(-2,x)\beku b=(-6,4)ƂȂ悤x̒l߂$

-3

$\beku a=(-2,x)\beku b=(-8,4)ƂȂ悤x̒l߂$

-4

$\beku a=(-3,x)\beku b=(-4,4)ƂȂ悤x̒l߂$

-3

$\beku a=(-3,x)\beku b=(-8,4)ƂȂ悤x̒l߂$

-6

$\beku a=(-4,x)\beku b=(-1,4)ƂȂ悤x̒l߂$

-1

$\beku a=(-4,x)\beku b=(-2,4)ƂȂ悤x̒l߂$

-2

$\beku a=(-4,x)\beku b=(-3,4)ƂȂ悤x̒l߂$

-3

$\beku a=(-4,x)\beku b=(-4,4)ƂȂ悤x̒l߂$

-4

$\beku a=(-4,x)\beku b=(-5,4)ƂȂ悤x̒l߂$

-5

$\beku a=(-4,x)\beku b=(-6,4)ƂȂ悤x̒l߂$

-6

$\beku a=(-4,x)\beku b=(-7,4)ƂȂ悤x̒l߂$

-7

$\beku a=(-4,x)\beku b=(-8,4)ƂȂ悤x̒l߂$

-8

$\beku a=(-4,x)\beku b=(-9,4)ƂȂ悤x̒l߂$

-9

$\beku a=(-5,x)\beku b=(-4,4)ƂȂ悤x̒l߂$

-5

$\beku a=(-5,x)\beku b=(-8,4)ƂȂ悤x̒l߂$

-10

$\beku a=(-6,x)\beku b=(-2,4)ƂȂ悤x̒l߂$

-3

$\beku a=(-6,x)\beku b=(-4,4)ƂȂ悤x̒l߂$

-6

$\beku a=(-6,x)\beku b=(-6,4)ƂȂ悤x̒l߂$

-9

$\beku a=(-6,x)\beku b=(-8,4)ƂȂ悤x̒l߂$

-12

$\beku a=(-7,x)\beku b=(-4,4)ƂȂ悤x̒l߂$

-7

$\beku a=(-7,x)\beku b=(-8,4)ƂȂ悤x̒l߂$

-14

$\beku a=(-8,x)\beku b=(-1,4)ƂȂ悤x̒l߂$

-2

$\beku a=(-8,x)\beku b=(-2,4)ƂȂ悤x̒l߂$

-4

$\beku a=(-8,x)\beku b=(-3,4)ƂȂ悤x̒l߂$

-6

$\beku a=(-8,x)\beku b=(-4,4)ƂȂ悤x̒l߂$

-8

$\beku a=(-8,x)\beku b=(-5,4)ƂȂ悤x̒l߂$

-10

$\beku a=(-8,x)\beku b=(-6,4)ƂȂ悤x̒l߂$

-12

$\beku a=(-8,x)\beku b=(-7,4)ƂȂ悤x̒l߂$

-14

$\beku a=(-8,x)\beku b=(-8,4)ƂȂ悤x̒l߂$

-16

$\beku a=(-8,x)\beku b=(-9,4)ƂȂ悤x̒l߂$

-18

$\beku a=(-9,x)\beku b=(-4,4)ƂȂ悤x̒l߂$

-9

$\beku a=(-9,x)\beku b=(-8,4)ƂȂ悤x̒l߂$

-18

$\beku a=(-1,x)\beku b=(-5,5)ƂȂ悤x̒l߂$

-1

$\beku a=(-2,x)\beku b=(-5,5)ƂȂ悤x̒l߂$

-2

$\beku a=(-3,x)\beku b=(-5,5)ƂȂ悤x̒l߂$

-3

$\beku a=(-4,x)\beku b=(-5,5)ƂȂ悤x̒l߂$

-4

$\beku a=(-5,x)\beku b=(-1,5)ƂȂ悤x̒l߂$

-1

$\beku a=(-5,x)\beku b=(-2,5)ƂȂ悤x̒l߂$

-2

$\beku a=(-5,x)\beku b=(-3,5)ƂȂ悤x̒l߂$

-3

$\beku a=(-5,x)\beku b=(-4,5)ƂȂ悤x̒l߂$

-4

$\beku a=(-5,x)\beku b=(-5,5)ƂȂ悤x̒l߂$

-5

$\beku a=(-5,x)\beku b=(-6,5)ƂȂ悤x̒l߂$

-6

$\beku a=(-5,x)\beku b=(-7,5)ƂȂ悤x̒l߂$

-7

$\beku a=(-5,x)\beku b=(-8,5)ƂȂ悤x̒l߂$

-8

$\beku a=(-5,x)\beku b=(-9,5)ƂȂ悤x̒l߂$

-9

$\beku a=(-6,x)\beku b=(-5,5)ƂȂ悤x̒l߂$

-6

$\beku a=(-7,x)\beku b=(-5,5)ƂȂ悤x̒l߂$

-7

$\beku a=(-8,x)\beku b=(-5,5)ƂȂ悤x̒l߂$

-8

$\beku a=(-9,x)\beku b=(-5,5)ƂȂ悤x̒l߂$

-9

$\beku a=(-1,x)\beku b=(-6,6)ƂȂ悤x̒l߂$

-1

$\beku a=(-2,x)\beku b=(-3,6)ƂȂ悤x̒l߂$

-1

$\beku a=(-2,x)\beku b=(-6,6)ƂȂ悤x̒l߂$

-2

$\beku a=(-2,x)\beku b=(-9,6)ƂȂ悤x̒l߂$

-3

$\beku a=(-3,x)\beku b=(-2,6)ƂȂ悤x̒l߂$

-1

$\beku a=(-3,x)\beku b=(-4,6)ƂȂ悤x̒l߂$

-2

$\beku a=(-3,x)\beku b=(-6,6)ƂȂ悤x̒l߂$

-3

$\beku a=(-3,x)\beku b=(-8,6)ƂȂ悤x̒l߂$

-4

$\beku a=(-4,x)\beku b=(-3,6)ƂȂ悤x̒l߂$

-2

$\beku a=(-4,x)\beku b=(-6,6)ƂȂ悤x̒l߂$

-4

$\beku a=(-4,x)\beku b=(-9,6)ƂȂ悤x̒l߂$

-6

$\beku a=(-5,x)\beku b=(-6,6)ƂȂ悤x̒l߂$

-5

$\beku a=(-6,x)\beku b=(-1,6)ƂȂ悤x̒l߂$

-1

$\beku a=(-6,x)\beku b=(-2,6)ƂȂ悤x̒l߂$

-2

$\beku a=(-6,x)\beku b=(-3,6)ƂȂ悤x̒l߂$

-3

$\beku a=(-6,x)\beku b=(-4,6)ƂȂ悤x̒l߂$

-4

$\beku a=(-6,x)\beku b=(-5,6)ƂȂ悤x̒l߂$

-5

$\beku a=(-6,x)\beku b=(-6,6)ƂȂ悤x̒l߂$

-6

$\beku a=(-6,x)\beku b=(-7,6)ƂȂ悤x̒l߂$

-7

$\beku a=(-6,x)\beku b=(-8,6)ƂȂ悤x̒l߂$

-8

$\beku a=(-6,x)\beku b=(-9,6)ƂȂ悤x̒l߂$

-9

$\beku a=(-7,x)\beku b=(-6,6)ƂȂ悤x̒l߂$

-7

$\beku a=(-8,x)\beku b=(-3,6)ƂȂ悤x̒l߂$

-4

$\beku a=(-8,x)\beku b=(-6,6)ƂȂ悤x̒l߂$

-8

$\beku a=(-8,x)\beku b=(-9,6)ƂȂ悤x̒l߂$

-12

$\beku a=(-9,x)\beku b=(-2,6)ƂȂ悤x̒l߂$

-3

$\beku a=(-9,x)\beku b=(-4,6)ƂȂ悤x̒l߂$

-6

$\beku a=(-9,x)\beku b=(-6,6)ƂȂ悤x̒l߂$

-9

$\beku a=(-9,x)\beku b=(-8,6)ƂȂ悤x̒l߂$

-12

$\beku a=(-1,x)\beku b=(-7,7)ƂȂ悤x̒l߂$

-1

$\beku a=(-2,x)\beku b=(-7,7)ƂȂ悤x̒l߂$

-2

$\beku a=(-3,x)\beku b=(-7,7)ƂȂ悤x̒l߂$

-3

$\beku a=(-4,x)\beku b=(-7,7)ƂȂ悤x̒l߂$

-4

$\beku a=(-5,x)\beku b=(-7,7)ƂȂ悤x̒l߂$

-5

$\beku a=(-6,x)\beku b=(-7,7)ƂȂ悤x̒l߂$

-6

$\beku a=(-7,x)\beku b=(-1,7)ƂȂ悤x̒l߂$

-1

$\beku a=(-7,x)\beku b=(-2,7)ƂȂ悤x̒l߂$

-2

$\beku a=(-7,x)\beku b=(-3,7)ƂȂ悤x̒l߂$

-3

$\beku a=(-7,x)\beku b=(-4,7)ƂȂ悤x̒l߂$

-4

$\beku a=(-7,x)\beku b=(-5,7)ƂȂ悤x̒l߂$

-5

$\beku a=(-7,x)\beku b=(-6,7)ƂȂ悤x̒l߂$

-6

$\beku a=(-7,x)\beku b=(-7,7)ƂȂ悤x̒l߂$

-7

$\beku a=(-7,x)\beku b=(-8,7)ƂȂ悤x̒l߂$

-8

$\beku a=(-7,x)\beku b=(-9,7)ƂȂ悤x̒l߂$

-9

$\beku a=(-8,x)\beku b=(-7,7)ƂȂ悤x̒l߂$

-8

$\beku a=(-9,x)\beku b=(-7,7)ƂȂ悤x̒l߂$

-9

$\beku a=(-1,x)\beku b=(-8,8)ƂȂ悤x̒l߂$

-1

$\beku a=(-2,x)\beku b=(-4,8)ƂȂ悤x̒l߂$

-1

$\beku a=(-2,x)\beku b=(-8,8)ƂȂ悤x̒l߂$

-2

$\beku a=(-3,x)\beku b=(-8,8)ƂȂ悤x̒l߂$

-3

$\beku a=(-4,x)\beku b=(-2,8)ƂȂ悤x̒l߂$

-1

$\beku a=(-4,x)\beku b=(-4,8)ƂȂ悤x̒l߂$

-2

$\beku a=(-4,x)\beku b=(-6,8)ƂȂ悤x̒l߂$

-3

$\beku a=(-4,x)\beku b=(-8,8)ƂȂ悤x̒l߂$

-4

$\beku a=(-5,x)\beku b=(-8,8)ƂȂ悤x̒l߂$

-5

$\beku a=(-6,x)\beku b=(-4,8)ƂȂ悤x̒l߂$

-3

$\beku a=(-6,x)\beku b=(-8,8)ƂȂ悤x̒l߂$

-6

$\beku a=(-7,x)\beku b=(-8,8)ƂȂ悤x̒l߂$

-7

$\beku a=(-8,x)\beku b=(-1,8)ƂȂ悤x̒l߂$

-1

$\beku a=(-8,x)\beku b=(-2,8)ƂȂ悤x̒l߂$

-2

$\beku a=(-8,x)\beku b=(-3,8)ƂȂ悤x̒l߂$

-3

$\beku a=(-8,x)\beku b=(-4,8)ƂȂ悤x̒l߂$

-4

$\beku a=(-8,x)\beku b=(-5,8)ƂȂ悤x̒l߂$

-5

$\beku a=(-8,x)\beku b=(-6,8)ƂȂ悤x̒l߂$

-6

$\beku a=(-8,x)\beku b=(-7,8)ƂȂ悤x̒l߂$

-7

$\beku a=(-8,x)\beku b=(-8,8)ƂȂ悤x̒l߂$

-8

$\beku a=(-8,x)\beku b=(-9,8)ƂȂ悤x̒l߂$

-9

$\beku a=(-9,x)\beku b=(-8,8)ƂȂ悤x̒l߂$

-9

$\beku a=(-1,x)\beku b=(-9,9)ƂȂ悤x̒l߂$

-1

$\beku a=(-2,x)\beku b=(-9,9)ƂȂ悤x̒l߂$

-2

$\beku a=(-3,x)\beku b=(-3,9)ƂȂ悤x̒l߂$

-1

$\beku a=(-3,x)\beku b=(-6,9)ƂȂ悤x̒l߂$

-2

$\beku a=(-3,x)\beku b=(-9,9)ƂȂ悤x̒l߂$

-3

$\beku a=(-4,x)\beku b=(-9,9)ƂȂ悤x̒l߂$

-4

$\beku a=(-5,x)\beku b=(-9,9)ƂȂ悤x̒l߂$

-5

$\beku a=(-6,x)\beku b=(-3,9)ƂȂ悤x̒l߂$

-2

$\beku a=(-6,x)\beku b=(-6,9)ƂȂ悤x̒l߂$

-4

$\beku a=(-6,x)\beku b=(-9,9)ƂȂ悤x̒l߂$

-6

$\beku a=(-7,x)\beku b=(-9,9)ƂȂ悤x̒l߂$

-7

$\beku a=(-8,x)\beku b=(-9,9)ƂȂ悤x̒l߂$

-8

$\beku a=(-9,x)\beku b=(-1,9)ƂȂ悤x̒l߂$

-1

$\beku a=(-9,x)\beku b=(-2,9)ƂȂ悤x̒l߂$

-2

$\beku a=(-9,x)\beku b=(-3,9)ƂȂ悤x̒l߂$

-3

$\beku a=(-9,x)\beku b=(-4,9)ƂȂ悤x̒l߂$

-4

$\beku a=(-9,x)\beku b=(-5,9)ƂȂ悤x̒l߂$

-5

$\beku a=(-9,x)\beku b=(-6,9)ƂȂ悤x̒l߂$

-6

$\beku a=(-9,x)\beku b=(-7,9)ƂȂ悤x̒l߂$

-7

$\beku a=(-9,x)\beku b=(-8,9)ƂȂ悤x̒l߂$

-8

$\beku a=(-9,x)\beku b=(-9,9)ƂȂ悤x̒l߂$

-9





$\beku a=(-1,x)\beku b=(-1,-1)ƂȂ悤x̒l߂$

1

$\beku a=(-1,x)\beku b=(-2,-1)ƂȂ悤x̒l߂$

2

$\beku a=(-1,x)\beku b=(-3,-1)ƂȂ悤x̒l߂$

3

$\beku a=(-1,x)\beku b=(-4,-1)ƂȂ悤x̒l߂$

4

$\beku a=(-1,x)\beku b=(-5,-1)ƂȂ悤x̒l߂$

5

$\beku a=(-1,x)\beku b=(-6,-1)ƂȂ悤x̒l߂$

6

$\beku a=(-1,x)\beku b=(-7,-1)ƂȂ悤x̒l߂$

7

$\beku a=(-1,x)\beku b=(-8,-1)ƂȂ悤x̒l߂$

8

$\beku a=(-1,x)\beku b=(-9,-1)ƂȂ悤x̒l߂$

9

$\beku a=(-2,x)\beku b=(-1,-1)ƂȂ悤x̒l߂$

2

$\beku a=(-2,x)\beku b=(-2,-1)ƂȂ悤x̒l߂$

4

$\beku a=(-2,x)\beku b=(-3,-1)ƂȂ悤x̒l߂$

6

$\beku a=(-2,x)\beku b=(-4,-1)ƂȂ悤x̒l߂$

8

$\beku a=(-2,x)\beku b=(-5,-1)ƂȂ悤x̒l߂$

10

$\beku a=(-2,x)\beku b=(-6,-1)ƂȂ悤x̒l߂$

12

$\beku a=(-2,x)\beku b=(-7,-1)ƂȂ悤x̒l߂$

14

$\beku a=(-2,x)\beku b=(-8,-1)ƂȂ悤x̒l߂$

16

$\beku a=(-2,x)\beku b=(-9,-1)ƂȂ悤x̒l߂$

18

$\beku a=(-3,x)\beku b=(-1,-1)ƂȂ悤x̒l߂$

3

$\beku a=(-3,x)\beku b=(-2,-1)ƂȂ悤x̒l߂$

6

$\beku a=(-3,x)\beku b=(-3,-1)ƂȂ悤x̒l߂$

9

$\beku a=(-3,x)\beku b=(-4,-1)ƂȂ悤x̒l߂$

12

$\beku a=(-3,x)\beku b=(-5,-1)ƂȂ悤x̒l߂$

15

$\beku a=(-3,x)\beku b=(-6,-1)ƂȂ悤x̒l߂$

18

$\beku a=(-3,x)\beku b=(-7,-1)ƂȂ悤x̒l߂$

21

$\beku a=(-3,x)\beku b=(-8,-1)ƂȂ悤x̒l߂$

24

$\beku a=(-3,x)\beku b=(-9,-1)ƂȂ悤x̒l߂$

27

$\beku a=(-4,x)\beku b=(-1,-1)ƂȂ悤x̒l߂$

4

$\beku a=(-4,x)\beku b=(-2,-1)ƂȂ悤x̒l߂$

8

$\beku a=(-4,x)\beku b=(-3,-1)ƂȂ悤x̒l߂$

12

$\beku a=(-4,x)\beku b=(-4,-1)ƂȂ悤x̒l߂$

16

$\beku a=(-4,x)\beku b=(-5,-1)ƂȂ悤x̒l߂$

20

$\beku a=(-4,x)\beku b=(-6,-1)ƂȂ悤x̒l߂$

24

$\beku a=(-4,x)\beku b=(-7,-1)ƂȂ悤x̒l߂$

28

$\beku a=(-4,x)\beku b=(-8,-1)ƂȂ悤x̒l߂$

32

$\beku a=(-4,x)\beku b=(-9,-1)ƂȂ悤x̒l߂$

36

$\beku a=(-5,x)\beku b=(-1,-1)ƂȂ悤x̒l߂$

5

$\beku a=(-5,x)\beku b=(-2,-1)ƂȂ悤x̒l߂$

10

$\beku a=(-5,x)\beku b=(-3,-1)ƂȂ悤x̒l߂$

15

$\beku a=(-5,x)\beku b=(-4,-1)ƂȂ悤x̒l߂$

20

$\beku a=(-5,x)\beku b=(-5,-1)ƂȂ悤x̒l߂$

25

$\beku a=(-5,x)\beku b=(-6,-1)ƂȂ悤x̒l߂$

30

$\beku a=(-5,x)\beku b=(-7,-1)ƂȂ悤x̒l߂$

35

$\beku a=(-5,x)\beku b=(-8,-1)ƂȂ悤x̒l߂$

40

$\beku a=(-5,x)\beku b=(-9,-1)ƂȂ悤x̒l߂$

45

$\beku a=(-6,x)\beku b=(-1,-1)ƂȂ悤x̒l߂$

6

$\beku a=(-6,x)\beku b=(-2,-1)ƂȂ悤x̒l߂$

12

$\beku a=(-6,x)\beku b=(-3,-1)ƂȂ悤x̒l߂$

18

$\beku a=(-6,x)\beku b=(-4,-1)ƂȂ悤x̒l߂$

24

$\beku a=(-6,x)\beku b=(-5,-1)ƂȂ悤x̒l߂$

30

$\beku a=(-6,x)\beku b=(-6,-1)ƂȂ悤x̒l߂$

36

$\beku a=(-6,x)\beku b=(-7,-1)ƂȂ悤x̒l߂$

42

$\beku a=(-6,x)\beku b=(-8,-1)ƂȂ悤x̒l߂$

48

$\beku a=(-6,x)\beku b=(-9,-1)ƂȂ悤x̒l߂$

54

$\beku a=(-7,x)\beku b=(-1,-1)ƂȂ悤x̒l߂$

7

$\beku a=(-7,x)\beku b=(-2,-1)ƂȂ悤x̒l߂$

14

$\beku a=(-7,x)\beku b=(-3,-1)ƂȂ悤x̒l߂$

21

$\beku a=(-7,x)\beku b=(-4,-1)ƂȂ悤x̒l߂$

28

$\beku a=(-7,x)\beku b=(-5,-1)ƂȂ悤x̒l߂$

35

$\beku a=(-7,x)\beku b=(-6,-1)ƂȂ悤x̒l߂$

42

$\beku a=(-7,x)\beku b=(-7,-1)ƂȂ悤x̒l߂$

49

$\beku a=(-7,x)\beku b=(-8,-1)ƂȂ悤x̒l߂$

56

$\beku a=(-7,x)\beku b=(-9,-1)ƂȂ悤x̒l߂$

63

$\beku a=(-8,x)\beku b=(-1,-1)ƂȂ悤x̒l߂$

8

$\beku a=(-8,x)\beku b=(-2,-1)ƂȂ悤x̒l߂$

16

$\beku a=(-8,x)\beku b=(-3,-1)ƂȂ悤x̒l߂$

24

$\beku a=(-8,x)\beku b=(-4,-1)ƂȂ悤x̒l߂$

32

$\beku a=(-8,x)\beku b=(-5,-1)ƂȂ悤x̒l߂$

40

$\beku a=(-8,x)\beku b=(-6,-1)ƂȂ悤x̒l߂$

48

$\beku a=(-8,x)\beku b=(-7,-1)ƂȂ悤x̒l߂$

56

$\beku a=(-8,x)\beku b=(-8,-1)ƂȂ悤x̒l߂$

64

$\beku a=(-8,x)\beku b=(-9,-1)ƂȂ悤x̒l߂$

72

$\beku a=(-9,x)\beku b=(-1,-1)ƂȂ悤x̒l߂$

9

$\beku a=(-9,x)\beku b=(-2,-1)ƂȂ悤x̒l߂$

18

$\beku a=(-9,x)\beku b=(-3,-1)ƂȂ悤x̒l߂$

27

$\beku a=(-9,x)\beku b=(-4,-1)ƂȂ悤x̒l߂$

36

$\beku a=(-9,x)\beku b=(-5,-1)ƂȂ悤x̒l߂$

45

$\beku a=(-9,x)\beku b=(-6,-1)ƂȂ悤x̒l߂$

54

$\beku a=(-9,x)\beku b=(-7,-1)ƂȂ悤x̒l߂$

63

$\beku a=(-9,x)\beku b=(-8,-1)ƂȂ悤x̒l߂$

72

$\beku a=(-9,x)\beku b=(-9,-1)ƂȂ悤x̒l߂$

81

$\beku a=(-1,x)\beku b=(-2,-2)ƂȂ悤x̒l߂$

1

$\beku a=(-1,x)\beku b=(-4,-2)ƂȂ悤x̒l߂$

2

$\beku a=(-1,x)\beku b=(-6,-2)ƂȂ悤x̒l߂$

3

$\beku a=(-1,x)\beku b=(-8,-2)ƂȂ悤x̒l߂$

4

$\beku a=(-2,x)\beku b=(-1,-2)ƂȂ悤x̒l߂$

1

$\beku a=(-2,x)\beku b=(-2,-2)ƂȂ悤x̒l߂$

2

$\beku a=(-2,x)\beku b=(-3,-2)ƂȂ悤x̒l߂$

3

$\beku a=(-2,x)\beku b=(-4,-2)ƂȂ悤x̒l߂$

4

$\beku a=(-2,x)\beku b=(-5,-2)ƂȂ悤x̒l߂$

5

$\beku a=(-2,x)\beku b=(-6,-2)ƂȂ悤x̒l߂$

6

$\beku a=(-2,x)\beku b=(-7,-2)ƂȂ悤x̒l߂$

7

$\beku a=(-2,x)\beku b=(-8,-2)ƂȂ悤x̒l߂$

8

$\beku a=(-2,x)\beku b=(-9,-2)ƂȂ悤x̒l߂$

9

$\beku a=(-3,x)\beku b=(-2,-2)ƂȂ悤x̒l߂$

3

$\beku a=(-3,x)\beku b=(-4,-2)ƂȂ悤x̒l߂$

6

$\beku a=(-3,x)\beku b=(-6,-2)ƂȂ悤x̒l߂$

9

$\beku a=(-3,x)\beku b=(-8,-2)ƂȂ悤x̒l߂$

12

$\beku a=(-4,x)\beku b=(-1,-2)ƂȂ悤x̒l߂$

2

$\beku a=(-4,x)\beku b=(-2,-2)ƂȂ悤x̒l߂$

4

$\beku a=(-4,x)\beku b=(-3,-2)ƂȂ悤x̒l߂$

6

$\beku a=(-4,x)\beku b=(-4,-2)ƂȂ悤x̒l߂$

8

$\beku a=(-4,x)\beku b=(-5,-2)ƂȂ悤x̒l߂$

10

$\beku a=(-4,x)\beku b=(-6,-2)ƂȂ悤x̒l߂$

12

$\beku a=(-4,x)\beku b=(-7,-2)ƂȂ悤x̒l߂$

14

$\beku a=(-4,x)\beku b=(-8,-2)ƂȂ悤x̒l߂$

16

$\beku a=(-4,x)\beku b=(-9,-2)ƂȂ悤x̒l߂$

18

$\beku a=(-5,x)\beku b=(-2,-2)ƂȂ悤x̒l߂$

5

$\beku a=(-5,x)\beku b=(-4,-2)ƂȂ悤x̒l߂$

10

$\beku a=(-5,x)\beku b=(-6,-2)ƂȂ悤x̒l߂$

15

$\beku a=(-5,x)\beku b=(-8,-2)ƂȂ悤x̒l߂$

20

$\beku a=(-6,x)\beku b=(-1,-2)ƂȂ悤x̒l߂$

3

$\beku a=(-6,x)\beku b=(-2,-2)ƂȂ悤x̒l߂$

6

$\beku a=(-6,x)\beku b=(-3,-2)ƂȂ悤x̒l߂$

9

$\beku a=(-6,x)\beku b=(-4,-2)ƂȂ悤x̒l߂$

12

$\beku a=(-6,x)\beku b=(-5,-2)ƂȂ悤x̒l߂$

15

$\beku a=(-6,x)\beku b=(-6,-2)ƂȂ悤x̒l߂$

18

$\beku a=(-6,x)\beku b=(-7,-2)ƂȂ悤x̒l߂$

21

$\beku a=(-6,x)\beku b=(-8,-2)ƂȂ悤x̒l߂$

24

$\beku a=(-6,x)\beku b=(-9,-2)ƂȂ悤x̒l߂$

27

$\beku a=(-7,x)\beku b=(-2,-2)ƂȂ悤x̒l߂$

7

$\beku a=(-7,x)\beku b=(-4,-2)ƂȂ悤x̒l߂$

14

$\beku a=(-7,x)\beku b=(-6,-2)ƂȂ悤x̒l߂$

21

$\beku a=(-7,x)\beku b=(-8,-2)ƂȂ悤x̒l߂$

28

$\beku a=(-8,x)\beku b=(-1,-2)ƂȂ悤x̒l߂$

4

$\beku a=(-8,x)\beku b=(-2,-2)ƂȂ悤x̒l߂$

8

$\beku a=(-8,x)\beku b=(-3,-2)ƂȂ悤x̒l߂$

12

$\beku a=(-8,x)\beku b=(-4,-2)ƂȂ悤x̒l߂$

16

$\beku a=(-8,x)\beku b=(-5,-2)ƂȂ悤x̒l߂$

20

$\beku a=(-8,x)\beku b=(-6,-2)ƂȂ悤x̒l߂$

24

$\beku a=(-8,x)\beku b=(-7,-2)ƂȂ悤x̒l߂$

28

$\beku a=(-8,x)\beku b=(-8,-2)ƂȂ悤x̒l߂$

32

$\beku a=(-8,x)\beku b=(-9,-2)ƂȂ悤x̒l߂$

36

$\beku a=(-9,x)\beku b=(-2,-2)ƂȂ悤x̒l߂$

9

$\beku a=(-9,x)\beku b=(-4,-2)ƂȂ悤x̒l߂$

18

$\beku a=(-9,x)\beku b=(-6,-2)ƂȂ悤x̒l߂$

27

$\beku a=(-9,x)\beku b=(-8,-2)ƂȂ悤x̒l߂$

36

$\beku a=(-1,x)\beku b=(-3,-3)ƂȂ悤x̒l߂$

1

$\beku a=(-1,x)\beku b=(-6,-3)ƂȂ悤x̒l߂$

2

$\beku a=(-1,x)\beku b=(-9,-3)ƂȂ悤x̒l߂$

3

$\beku a=(-2,x)\beku b=(-3,-3)ƂȂ悤x̒l߂$

2

$\beku a=(-2,x)\beku b=(-6,-3)ƂȂ悤x̒l߂$

4

$\beku a=(-2,x)\beku b=(-9,-3)ƂȂ悤x̒l߂$

6

$\beku a=(-3,x)\beku b=(-1,-3)ƂȂ悤x̒l߂$

1

$\beku a=(-3,x)\beku b=(-2,-3)ƂȂ悤x̒l߂$

2

$\beku a=(-3,x)\beku b=(-3,-3)ƂȂ悤x̒l߂$

3

$\beku a=(-3,x)\beku b=(-4,-3)ƂȂ悤x̒l߂$

4

$\beku a=(-3,x)\beku b=(-5,-3)ƂȂ悤x̒l߂$

5

$\beku a=(-3,x)\beku b=(-6,-3)ƂȂ悤x̒l߂$

6

$\beku a=(-3,x)\beku b=(-7,-3)ƂȂ悤x̒l߂$

7

$\beku a=(-3,x)\beku b=(-8,-3)ƂȂ悤x̒l߂$

8

$\beku a=(-3,x)\beku b=(-9,-3)ƂȂ悤x̒l߂$

9

$\beku a=(-4,x)\beku b=(-3,-3)ƂȂ悤x̒l߂$

4

$\beku a=(-4,x)\beku b=(-6,-3)ƂȂ悤x̒l߂$

8

$\beku a=(-4,x)\beku b=(-9,-3)ƂȂ悤x̒l߂$

12

$\beku a=(-5,x)\beku b=(-3,-3)ƂȂ悤x̒l߂$

5

$\beku a=(-5,x)\beku b=(-6,-3)ƂȂ悤x̒l߂$

10

$\beku a=(-5,x)\beku b=(-9,-3)ƂȂ悤x̒l߂$

15

$\beku a=(-6,x)\beku b=(-1,-3)ƂȂ悤x̒l߂$

2

$\beku a=(-6,x)\beku b=(-2,-3)ƂȂ悤x̒l߂$

4

$\beku a=(-6,x)\beku b=(-3,-3)ƂȂ悤x̒l߂$

6

$\beku a=(-6,x)\beku b=(-4,-3)ƂȂ悤x̒l߂$

8

$\beku a=(-6,x)\beku b=(-5,-3)ƂȂ悤x̒l߂$

10

$\beku a=(-6,x)\beku b=(-6,-3)ƂȂ悤x̒l߂$

12

$\beku a=(-6,x)\beku b=(-7,-3)ƂȂ悤x̒l߂$

14

$\beku a=(-6,x)\beku b=(-8,-3)ƂȂ悤x̒l߂$

16

$\beku a=(-6,x)\beku b=(-9,-3)ƂȂ悤x̒l߂$

18

$\beku a=(-7,x)\beku b=(-3,-3)ƂȂ悤x̒l߂$

7

$\beku a=(-7,x)\beku b=(-6,-3)ƂȂ悤x̒l߂$

14

$\beku a=(-7,x)\beku b=(-9,-3)ƂȂ悤x̒l߂$

21

$\beku a=(-8,x)\beku b=(-3,-3)ƂȂ悤x̒l߂$

8

$\beku a=(-8,x)\beku b=(-6,-3)ƂȂ悤x̒l߂$

16

$\beku a=(-8,x)\beku b=(-9,-3)ƂȂ悤x̒l߂$

24

$\beku a=(-9,x)\beku b=(-1,-3)ƂȂ悤x̒l߂$

3

$\beku a=(-9,x)\beku b=(-2,-3)ƂȂ悤x̒l߂$

6

$\beku a=(-9,x)\beku b=(-3,-3)ƂȂ悤x̒l߂$

9

$\beku a=(-9,x)\beku b=(-4,-3)ƂȂ悤x̒l߂$

12

$\beku a=(-9,x)\beku b=(-5,-3)ƂȂ悤x̒l߂$

15

$\beku a=(-9,x)\beku b=(-6,-3)ƂȂ悤x̒l߂$

18

$\beku a=(-9,x)\beku b=(-7,-3)ƂȂ悤x̒l߂$

21

$\beku a=(-9,x)\beku b=(-8,-3)ƂȂ悤x̒l߂$

24

$\beku a=(-9,x)\beku b=(-9,-3)ƂȂ悤x̒l߂$

27

$\beku a=(-1,x)\beku b=(-4,-4)ƂȂ悤x̒l߂$

1

$\beku a=(-1,x)\beku b=(-8,-4)ƂȂ悤x̒l߂$

2

$\beku a=(-2,x)\beku b=(-2,-4)ƂȂ悤x̒l߂$

1

$\beku a=(-2,x)\beku b=(-4,-4)ƂȂ悤x̒l߂$

2

$\beku a=(-2,x)\beku b=(-6,-4)ƂȂ悤x̒l߂$

3

$\beku a=(-2,x)\beku b=(-8,-4)ƂȂ悤x̒l߂$

4

$\beku a=(-3,x)\beku b=(-4,-4)ƂȂ悤x̒l߂$

3

$\beku a=(-3,x)\beku b=(-8,-4)ƂȂ悤x̒l߂$

6

$\beku a=(-4,x)\beku b=(-1,-4)ƂȂ悤x̒l߂$

1

$\beku a=(-4,x)\beku b=(-2,-4)ƂȂ悤x̒l߂$

2

$\beku a=(-4,x)\beku b=(-3,-4)ƂȂ悤x̒l߂$

3

$\beku a=(-4,x)\beku b=(-4,-4)ƂȂ悤x̒l߂$

4

$\beku a=(-4,x)\beku b=(-5,-4)ƂȂ悤x̒l߂$

5

$\beku a=(-4,x)\beku b=(-6,-4)ƂȂ悤x̒l߂$

6

$\beku a=(-4,x)\beku b=(-7,-4)ƂȂ悤x̒l߂$

7

$\beku a=(-4,x)\beku b=(-8,-4)ƂȂ悤x̒l߂$

8

$\beku a=(-4,x)\beku b=(-9,-4)ƂȂ悤x̒l߂$

9

$\beku a=(-5,x)\beku b=(-4,-4)ƂȂ悤x̒l߂$

5

$\beku a=(-5,x)\beku b=(-8,-4)ƂȂ悤x̒l߂$

10

$\beku a=(-6,x)\beku b=(-2,-4)ƂȂ悤x̒l߂$

3

$\beku a=(-6,x)\beku b=(-4,-4)ƂȂ悤x̒l߂$

6

$\beku a=(-6,x)\beku b=(-6,-4)ƂȂ悤x̒l߂$

9

$\beku a=(-6,x)\beku b=(-8,-4)ƂȂ悤x̒l߂$

12

$\beku a=(-7,x)\beku b=(-4,-4)ƂȂ悤x̒l߂$

7

$\beku a=(-7,x)\beku b=(-8,-4)ƂȂ悤x̒l߂$

14

$\beku a=(-8,x)\beku b=(-1,-4)ƂȂ悤x̒l߂$

2

$\beku a=(-8,x)\beku b=(-2,-4)ƂȂ悤x̒l߂$

4

$\beku a=(-8,x)\beku b=(-3,-4)ƂȂ悤x̒l߂$

6

$\beku a=(-8,x)\beku b=(-4,-4)ƂȂ悤x̒l߂$

8

$\beku a=(-8,x)\beku b=(-5,-4)ƂȂ悤x̒l߂$

10

$\beku a=(-8,x)\beku b=(-6,-4)ƂȂ悤x̒l߂$

12

$\beku a=(-8,x)\beku b=(-7,-4)ƂȂ悤x̒l߂$

14

$\beku a=(-8,x)\beku b=(-8,-4)ƂȂ悤x̒l߂$

16

$\beku a=(-8,x)\beku b=(-9,-4)ƂȂ悤x̒l߂$

18

$\beku a=(-9,x)\beku b=(-4,-4)ƂȂ悤x̒l߂$

9

$\beku a=(-9,x)\beku b=(-8,-4)ƂȂ悤x̒l߂$

18

$\beku a=(-1,x)\beku b=(-5,-5)ƂȂ悤x̒l߂$

1

$\beku a=(-2,x)\beku b=(-5,-5)ƂȂ悤x̒l߂$

2

$\beku a=(-3,x)\beku b=(-5,-5)ƂȂ悤x̒l߂$

3

$\beku a=(-4,x)\beku b=(-5,-5)ƂȂ悤x̒l߂$

4

$\beku a=(-5,x)\beku b=(-1,-5)ƂȂ悤x̒l߂$

1

$\beku a=(-5,x)\beku b=(-2,-5)ƂȂ悤x̒l߂$

2

$\beku a=(-5,x)\beku b=(-3,-5)ƂȂ悤x̒l߂$

3

$\beku a=(-5,x)\beku b=(-4,-5)ƂȂ悤x̒l߂$

4

$\beku a=(-5,x)\beku b=(-5,-5)ƂȂ悤x̒l߂$

5

$\beku a=(-5,x)\beku b=(-6,-5)ƂȂ悤x̒l߂$

6

$\beku a=(-5,x)\beku b=(-7,-5)ƂȂ悤x̒l߂$

7

$\beku a=(-5,x)\beku b=(-8,-5)ƂȂ悤x̒l߂$

8

$\beku a=(-5,x)\beku b=(-9,-5)ƂȂ悤x̒l߂$

9

$\beku a=(-6,x)\beku b=(-5,-5)ƂȂ悤x̒l߂$

6

$\beku a=(-7,x)\beku b=(-5,-5)ƂȂ悤x̒l߂$

7

$\beku a=(-8,x)\beku b=(-5,-5)ƂȂ悤x̒l߂$

8

$\beku a=(-9,x)\beku b=(-5,-5)ƂȂ悤x̒l߂$

9

$\beku a=(-1,x)\beku b=(-6,-6)ƂȂ悤x̒l߂$

1

$\beku a=(-2,x)\beku b=(-3,-6)ƂȂ悤x̒l߂$

1

$\beku a=(-2,x)\beku b=(-6,-6)ƂȂ悤x̒l߂$

2

$\beku a=(-2,x)\beku b=(-9,-6)ƂȂ悤x̒l߂$

3

$\beku a=(-3,x)\beku b=(-2,-6)ƂȂ悤x̒l߂$

1

$\beku a=(-3,x)\beku b=(-4,-6)ƂȂ悤x̒l߂$

2

$\beku a=(-3,x)\beku b=(-6,-6)ƂȂ悤x̒l߂$

3

$\beku a=(-3,x)\beku b=(-8,-6)ƂȂ悤x̒l߂$

4

$\beku a=(-4,x)\beku b=(-3,-6)ƂȂ悤x̒l߂$

2

$\beku a=(-4,x)\beku b=(-6,-6)ƂȂ悤x̒l߂$

4

$\beku a=(-4,x)\beku b=(-9,-6)ƂȂ悤x̒l߂$

6

$\beku a=(-5,x)\beku b=(-6,-6)ƂȂ悤x̒l߂$

5

$\beku a=(-6,x)\beku b=(-1,-6)ƂȂ悤x̒l߂$

1

$\beku a=(-6,x)\beku b=(-2,-6)ƂȂ悤x̒l߂$

2

$\beku a=(-6,x)\beku b=(-3,-6)ƂȂ悤x̒l߂$

3

$\beku a=(-6,x)\beku b=(-4,-6)ƂȂ悤x̒l߂$

4

$\beku a=(-6,x)\beku b=(-5,-6)ƂȂ悤x̒l߂$

5

$\beku a=(-6,x)\beku b=(-6,-6)ƂȂ悤x̒l߂$

6

$\beku a=(-6,x)\beku b=(-7,-6)ƂȂ悤x̒l߂$

7

$\beku a=(-6,x)\beku b=(-8,-6)ƂȂ悤x̒l߂$

8

$\beku a=(-6,x)\beku b=(-9,-6)ƂȂ悤x̒l߂$

9

$\beku a=(-7,x)\beku b=(-6,-6)ƂȂ悤x̒l߂$

7

$\beku a=(-8,x)\beku b=(-3,-6)ƂȂ悤x̒l߂$

4

$\beku a=(-8,x)\beku b=(-6,-6)ƂȂ悤x̒l߂$

8

$\beku a=(-8,x)\beku b=(-9,-6)ƂȂ悤x̒l߂$

12

$\beku a=(-9,x)\beku b=(-2,-6)ƂȂ悤x̒l߂$

3

$\beku a=(-9,x)\beku b=(-4,-6)ƂȂ悤x̒l߂$

6

$\beku a=(-9,x)\beku b=(-6,-6)ƂȂ悤x̒l߂$

9

$\beku a=(-9,x)\beku b=(-8,-6)ƂȂ悤x̒l߂$

12

$\beku a=(-1,x)\beku b=(-7,-7)ƂȂ悤x̒l߂$

1

$\beku a=(-2,x)\beku b=(-7,-7)ƂȂ悤x̒l߂$

2

$\beku a=(-3,x)\beku b=(-7,-7)ƂȂ悤x̒l߂$

3

$\beku a=(-4,x)\beku b=(-7,-7)ƂȂ悤x̒l߂$

4

$\beku a=(-5,x)\beku b=(-7,-7)ƂȂ悤x̒l߂$

5

$\beku a=(-6,x)\beku b=(-7,-7)ƂȂ悤x̒l߂$

6

$\beku a=(-7,x)\beku b=(-1,-7)ƂȂ悤x̒l߂$

1

$\beku a=(-7,x)\beku b=(-2,-7)ƂȂ悤x̒l߂$

2

$\beku a=(-7,x)\beku b=(-3,-7)ƂȂ悤x̒l߂$

3

$\beku a=(-7,x)\beku b=(-4,-7)ƂȂ悤x̒l߂$

4

$\beku a=(-7,x)\beku b=(-5,-7)ƂȂ悤x̒l߂$

5

$\beku a=(-7,x)\beku b=(-6,-7)ƂȂ悤x̒l߂$

6

$\beku a=(-7,x)\beku b=(-7,-7)ƂȂ悤x̒l߂$

7

$\beku a=(-7,x)\beku b=(-8,-7)ƂȂ悤x̒l߂$

8

$\beku a=(-7,x)\beku b=(-9,-7)ƂȂ悤x̒l߂$

9

$\beku a=(-8,x)\beku b=(-7,-7)ƂȂ悤x̒l߂$

8

$\beku a=(-9,x)\beku b=(-7,-7)ƂȂ悤x̒l߂$

9

$\beku a=(-1,x)\beku b=(-8,-8)ƂȂ悤x̒l߂$

1

$\beku a=(-2,x)\beku b=(-4,-8)ƂȂ悤x̒l߂$

1

$\beku a=(-2,x)\beku b=(-8,-8)ƂȂ悤x̒l߂$

2

$\beku a=(-3,x)\beku b=(-8,-8)ƂȂ悤x̒l߂$

3

$\beku a=(-4,x)\beku b=(-2,-8)ƂȂ悤x̒l߂$

1

$\beku a=(-4,x)\beku b=(-4,-8)ƂȂ悤x̒l߂$

2

$\beku a=(-4,x)\beku b=(-6,-8)ƂȂ悤x̒l߂$

3

$\beku a=(-4,x)\beku b=(-8,-8)ƂȂ悤x̒l߂$

4

$\beku a=(-5,x)\beku b=(-8,-8)ƂȂ悤x̒l߂$

5

$\beku a=(-6,x)\beku b=(-4,-8)ƂȂ悤x̒l߂$

3

$\beku a=(-6,x)\beku b=(-8,-8)ƂȂ悤x̒l߂$

6

$\beku a=(-7,x)\beku b=(-8,-8)ƂȂ悤x̒l߂$

7

$\beku a=(-8,x)\beku b=(-1,-8)ƂȂ悤x̒l߂$

1

$\beku a=(-8,x)\beku b=(-2,-8)ƂȂ悤x̒l߂$

2

$\beku a=(-8,x)\beku b=(-3,-8)ƂȂ悤x̒l߂$

3

$\beku a=(-8,x)\beku b=(-4,-8)ƂȂ悤x̒l߂$

4

$\beku a=(-8,x)\beku b=(-5,-8)ƂȂ悤x̒l߂$

5

$\beku a=(-8,x)\beku b=(-6,-8)ƂȂ悤x̒l߂$

6

$\beku a=(-8,x)\beku b=(-7,-8)ƂȂ悤x̒l߂$

7

$\beku a=(-8,x)\beku b=(-8,-8)ƂȂ悤x̒l߂$

8

$\beku a=(-8,x)\beku b=(-9,-8)ƂȂ悤x̒l߂$

9

$\beku a=(-9,x)\beku b=(-8,-8)ƂȂ悤x̒l߂$

9

$\beku a=(-1,x)\beku b=(-9,-9)ƂȂ悤x̒l߂$

1

$\beku a=(-2,x)\beku b=(-9,-9)ƂȂ悤x̒l߂$

2

$\beku a=(-3,x)\beku b=(-3,-9)ƂȂ悤x̒l߂$

1

$\beku a=(-3,x)\beku b=(-6,-9)ƂȂ悤x̒l߂$

2

$\beku a=(-3,x)\beku b=(-9,-9)ƂȂ悤x̒l߂$

3

$\beku a=(-4,x)\beku b=(-9,-9)ƂȂ悤x̒l߂$

4

$\beku a=(-5,x)\beku b=(-9,-9)ƂȂ悤x̒l߂$

5

$\beku a=(-6,x)\beku b=(-3,-9)ƂȂ悤x̒l߂$

2

$\beku a=(-6,x)\beku b=(-6,-9)ƂȂ悤x̒l߂$

4

$\beku a=(-6,x)\beku b=(-9,-9)ƂȂ悤x̒l߂$

6

$\beku a=(-7,x)\beku b=(-9,-9)ƂȂ悤x̒l߂$

7

$\beku a=(-8,x)\beku b=(-9,-9)ƂȂ悤x̒l߂$

8

$\beku a=(-9,x)\beku b=(-1,-9)ƂȂ悤x̒l߂$

1

$\beku a=(-9,x)\beku b=(-2,-9)ƂȂ悤x̒l߂$

2

$\beku a=(-9,x)\beku b=(-3,-9)ƂȂ悤x̒l߂$

3

$\beku a=(-9,x)\beku b=(-4,-9)ƂȂ悤x̒l߂$

4

$\beku a=(-9,x)\beku b=(-5,-9)ƂȂ悤x̒l߂$

5

$\beku a=(-9,x)\beku b=(-6,-9)ƂȂ悤x̒l߂$

6

$\beku a=(-9,x)\beku b=(-7,-9)ƂȂ悤x̒l߂$

7

$\beku a=(-9,x)\beku b=(-8,-9)ƂȂ悤x̒l߂$

8

$\beku a=(-9,x)\beku b=(-9,-9)ƂȂ悤x̒l߂$

9













$\beku a=(1,1)\beku b=(1,x)ƂȂ悤x̒l߂$

-1

$\beku a=(1,1)\beku b=(2,x)ƂȂ悤x̒l߂$

-2

$\beku a=(1,1)\beku b=(3,x)ƂȂ悤x̒l߂$

-3

$\beku a=(1,1)\beku b=(4,x)ƂȂ悤x̒l߂$

-4

$\beku a=(1,1)\beku b=(5,x)ƂȂ悤x̒l߂$

-5

$\beku a=(1,1)\beku b=(6,x)ƂȂ悤x̒l߂$

-6

$\beku a=(1,1)\beku b=(7,x)ƂȂ悤x̒l߂$

-7

$\beku a=(1,1)\beku b=(8,x)ƂȂ悤x̒l߂$

-8

$\beku a=(1,1)\beku b=(9,x)ƂȂ悤x̒l߂$

-9

$\beku a=(2,1)\beku b=(1,x)ƂȂ悤x̒l߂$

-2

$\beku a=(2,1)\beku b=(2,x)ƂȂ悤x̒l߂$

-4

$\beku a=(2,1)\beku b=(3,x)ƂȂ悤x̒l߂$

-6

$\beku a=(2,1)\beku b=(4,x)ƂȂ悤x̒l߂$

-8

$\beku a=(2,1)\beku b=(5,x)ƂȂ悤x̒l߂$

-10

$\beku a=(2,1)\beku b=(6,x)ƂȂ悤x̒l߂$

-12

$\beku a=(2,1)\beku b=(7,x)ƂȂ悤x̒l߂$

-14

$\beku a=(2,1)\beku b=(8,x)ƂȂ悤x̒l߂$

-16

$\beku a=(2,1)\beku b=(9,x)ƂȂ悤x̒l߂$

-18

$\beku a=(3,1)\beku b=(1,x)ƂȂ悤x̒l߂$

-3

$\beku a=(3,1)\beku b=(2,x)ƂȂ悤x̒l߂$

-6

$\beku a=(3,1)\beku b=(3,x)ƂȂ悤x̒l߂$

-9

$\beku a=(3,1)\beku b=(4,x)ƂȂ悤x̒l߂$

-12

$\beku a=(3,1)\beku b=(5,x)ƂȂ悤x̒l߂$

-15

$\beku a=(3,1)\beku b=(6,x)ƂȂ悤x̒l߂$

-18

$\beku a=(3,1)\beku b=(7,x)ƂȂ悤x̒l߂$

-21

$\beku a=(3,1)\beku b=(8,x)ƂȂ悤x̒l߂$

-24

$\beku a=(3,1)\beku b=(9,x)ƂȂ悤x̒l߂$

-27

$\beku a=(4,1)\beku b=(1,x)ƂȂ悤x̒l߂$

-4

$\beku a=(4,1)\beku b=(2,x)ƂȂ悤x̒l߂$

-8

$\beku a=(4,1)\beku b=(3,x)ƂȂ悤x̒l߂$

-12

$\beku a=(4,1)\beku b=(4,x)ƂȂ悤x̒l߂$

-16

$\beku a=(4,1)\beku b=(5,x)ƂȂ悤x̒l߂$

-20

$\beku a=(4,1)\beku b=(6,x)ƂȂ悤x̒l߂$

-24

$\beku a=(4,1)\beku b=(7,x)ƂȂ悤x̒l߂$

-28

$\beku a=(4,1)\beku b=(8,x)ƂȂ悤x̒l߂$

-32

$\beku a=(4,1)\beku b=(9,x)ƂȂ悤x̒l߂$

-36

$\beku a=(5,1)\beku b=(1,x)ƂȂ悤x̒l߂$

-5

$\beku a=(5,1)\beku b=(2,x)ƂȂ悤x̒l߂$

-10

$\beku a=(5,1)\beku b=(3,x)ƂȂ悤x̒l߂$

-15

$\beku a=(5,1)\beku b=(4,x)ƂȂ悤x̒l߂$

-20

$\beku a=(5,1)\beku b=(5,x)ƂȂ悤x̒l߂$

-25

$\beku a=(5,1)\beku b=(6,x)ƂȂ悤x̒l߂$

-30

$\beku a=(5,1)\beku b=(7,x)ƂȂ悤x̒l߂$

-35

$\beku a=(5,1)\beku b=(8,x)ƂȂ悤x̒l߂$

-40

$\beku a=(5,1)\beku b=(9,x)ƂȂ悤x̒l߂$

-45

$\beku a=(6,1)\beku b=(1,x)ƂȂ悤x̒l߂$

-6

$\beku a=(6,1)\beku b=(2,x)ƂȂ悤x̒l߂$

-12

$\beku a=(6,1)\beku b=(3,x)ƂȂ悤x̒l߂$

-18

$\beku a=(6,1)\beku b=(4,x)ƂȂ悤x̒l߂$

-24

$\beku a=(6,1)\beku b=(5,x)ƂȂ悤x̒l߂$

-30

$\beku a=(6,1)\beku b=(6,x)ƂȂ悤x̒l߂$

-36

$\beku a=(6,1)\beku b=(7,x)ƂȂ悤x̒l߂$

-42

$\beku a=(6,1)\beku b=(8,x)ƂȂ悤x̒l߂$

-48

$\beku a=(6,1)\beku b=(9,x)ƂȂ悤x̒l߂$

-54

$\beku a=(7,1)\beku b=(1,x)ƂȂ悤x̒l߂$

-7

$\beku a=(7,1)\beku b=(2,x)ƂȂ悤x̒l߂$

-14

$\beku a=(7,1)\beku b=(3,x)ƂȂ悤x̒l߂$

-21

$\beku a=(7,1)\beku b=(4,x)ƂȂ悤x̒l߂$

-28

$\beku a=(7,1)\beku b=(5,x)ƂȂ悤x̒l߂$

-35

$\beku a=(7,1)\beku b=(6,x)ƂȂ悤x̒l߂$

-42

$\beku a=(7,1)\beku b=(7,x)ƂȂ悤x̒l߂$

-49

$\beku a=(7,1)\beku b=(8,x)ƂȂ悤x̒l߂$

-56

$\beku a=(7,1)\beku b=(9,x)ƂȂ悤x̒l߂$

-63

$\beku a=(8,1)\beku b=(1,x)ƂȂ悤x̒l߂$

-8

$\beku a=(8,1)\beku b=(2,x)ƂȂ悤x̒l߂$

-16

$\beku a=(8,1)\beku b=(3,x)ƂȂ悤x̒l߂$

-24

$\beku a=(8,1)\beku b=(4,x)ƂȂ悤x̒l߂$

-32

$\beku a=(8,1)\beku b=(5,x)ƂȂ悤x̒l߂$

-40

$\beku a=(8,1)\beku b=(6,x)ƂȂ悤x̒l߂$

-48

$\beku a=(8,1)\beku b=(7,x)ƂȂ悤x̒l߂$

-56

$\beku a=(8,1)\beku b=(8,x)ƂȂ悤x̒l߂$

-64

$\beku a=(8,1)\beku b=(9,x)ƂȂ悤x̒l߂$

-72

$\beku a=(9,1)\beku b=(1,x)ƂȂ悤x̒l߂$

-9

$\beku a=(9,1)\beku b=(2,x)ƂȂ悤x̒l߂$

-18

$\beku a=(9,1)\beku b=(3,x)ƂȂ悤x̒l߂$

-27

$\beku a=(9,1)\beku b=(4,x)ƂȂ悤x̒l߂$

-36

$\beku a=(9,1)\beku b=(5,x)ƂȂ悤x̒l߂$

-45

$\beku a=(9,1)\beku b=(6,x)ƂȂ悤x̒l߂$

-54

$\beku a=(9,1)\beku b=(7,x)ƂȂ悤x̒l߂$

-63

$\beku a=(9,1)\beku b=(8,x)ƂȂ悤x̒l߂$

-72

$\beku a=(9,1)\beku b=(9,x)ƂȂ悤x̒l߂$

-81

$\beku a=(1,2)\beku b=(2,x)ƂȂ悤x̒l߂$

-1

$\beku a=(1,2)\beku b=(4,x)ƂȂ悤x̒l߂$

-2

$\beku a=(1,2)\beku b=(6,x)ƂȂ悤x̒l߂$

-3

$\beku a=(1,2)\beku b=(8,x)ƂȂ悤x̒l߂$

-4

$\beku a=(2,2)\beku b=(1,x)ƂȂ悤x̒l߂$

-1

$\beku a=(2,2)\beku b=(2,x)ƂȂ悤x̒l߂$

-2

$\beku a=(2,2)\beku b=(3,x)ƂȂ悤x̒l߂$

-3

$\beku a=(2,2)\beku b=(4,x)ƂȂ悤x̒l߂$

-4

$\beku a=(2,2)\beku b=(5,x)ƂȂ悤x̒l߂$

-5

$\beku a=(2,2)\beku b=(6,x)ƂȂ悤x̒l߂$

-6

$\beku a=(2,2)\beku b=(7,x)ƂȂ悤x̒l߂$

-7

$\beku a=(2,2)\beku b=(8,x)ƂȂ悤x̒l߂$

-8

$\beku a=(2,2)\beku b=(9,x)ƂȂ悤x̒l߂$

-9

$\beku a=(3,2)\beku b=(2,x)ƂȂ悤x̒l߂$

-3

$\beku a=(3,2)\beku b=(4,x)ƂȂ悤x̒l߂$

-6

$\beku a=(3,2)\beku b=(6,x)ƂȂ悤x̒l߂$

-9

$\beku a=(3,2)\beku b=(8,x)ƂȂ悤x̒l߂$

-12

$\beku a=(4,2)\beku b=(1,x)ƂȂ悤x̒l߂$

-2

$\beku a=(4,2)\beku b=(2,x)ƂȂ悤x̒l߂$

-4

$\beku a=(4,2)\beku b=(3,x)ƂȂ悤x̒l߂$

-6

$\beku a=(4,2)\beku b=(4,x)ƂȂ悤x̒l߂$

-8

$\beku a=(4,2)\beku b=(5,x)ƂȂ悤x̒l߂$

-10

$\beku a=(4,2)\beku b=(6,x)ƂȂ悤x̒l߂$

-12

$\beku a=(4,2)\beku b=(7,x)ƂȂ悤x̒l߂$

-14

$\beku a=(4,2)\beku b=(8,x)ƂȂ悤x̒l߂$

-16

$\beku a=(4,2)\beku b=(9,x)ƂȂ悤x̒l߂$

-18

$\beku a=(5,2)\beku b=(2,x)ƂȂ悤x̒l߂$

-5

$\beku a=(5,2)\beku b=(4,x)ƂȂ悤x̒l߂$

-10

$\beku a=(5,2)\beku b=(6,x)ƂȂ悤x̒l߂$

-15

$\beku a=(5,2)\beku b=(8,x)ƂȂ悤x̒l߂$

-20

$\beku a=(6,2)\beku b=(1,x)ƂȂ悤x̒l߂$

-3

$\beku a=(6,2)\beku b=(2,x)ƂȂ悤x̒l߂$

-6

$\beku a=(6,2)\beku b=(3,x)ƂȂ悤x̒l߂$

-9

$\beku a=(6,2)\beku b=(4,x)ƂȂ悤x̒l߂$

-12

$\beku a=(6,2)\beku b=(5,x)ƂȂ悤x̒l߂$

-15

$\beku a=(6,2)\beku b=(6,x)ƂȂ悤x̒l߂$

-18

$\beku a=(6,2)\beku b=(7,x)ƂȂ悤x̒l߂$

-21

$\beku a=(6,2)\beku b=(8,x)ƂȂ悤x̒l߂$

-24

$\beku a=(6,2)\beku b=(9,x)ƂȂ悤x̒l߂$

-27

$\beku a=(7,2)\beku b=(2,x)ƂȂ悤x̒l߂$

-7

$\beku a=(7,2)\beku b=(4,x)ƂȂ悤x̒l߂$

-14

$\beku a=(7,2)\beku b=(6,x)ƂȂ悤x̒l߂$

-21

$\beku a=(7,2)\beku b=(8,x)ƂȂ悤x̒l߂$

-28

$\beku a=(8,2)\beku b=(1,x)ƂȂ悤x̒l߂$

-4

$\beku a=(8,2)\beku b=(2,x)ƂȂ悤x̒l߂$

-8

$\beku a=(8,2)\beku b=(3,x)ƂȂ悤x̒l߂$

-12

$\beku a=(8,2)\beku b=(4,x)ƂȂ悤x̒l߂$

-16

$\beku a=(8,2)\beku b=(5,x)ƂȂ悤x̒l߂$

-20

$\beku a=(8,2)\beku b=(6,x)ƂȂ悤x̒l߂$

-24

$\beku a=(8,2)\beku b=(7,x)ƂȂ悤x̒l߂$

-28

$\beku a=(8,2)\beku b=(8,x)ƂȂ悤x̒l߂$

-32

$\beku a=(8,2)\beku b=(9,x)ƂȂ悤x̒l߂$

-36

$\beku a=(9,2)\beku b=(2,x)ƂȂ悤x̒l߂$

-9

$\beku a=(9,2)\beku b=(4,x)ƂȂ悤x̒l߂$

-18

$\beku a=(9,2)\beku b=(6,x)ƂȂ悤x̒l߂$

-27

$\beku a=(9,2)\beku b=(8,x)ƂȂ悤x̒l߂$

-36

$\beku a=(1,3)\beku b=(3,x)ƂȂ悤x̒l߂$

-1

$\beku a=(1,3)\beku b=(6,x)ƂȂ悤x̒l߂$

-2

$\beku a=(1,3)\beku b=(9,x)ƂȂ悤x̒l߂$

-3

$\beku a=(2,3)\beku b=(3,x)ƂȂ悤x̒l߂$

-2

$\beku a=(2,3)\beku b=(6,x)ƂȂ悤x̒l߂$

-4

$\beku a=(2,3)\beku b=(9,x)ƂȂ悤x̒l߂$

-6

$\beku a=(3,3)\beku b=(1,x)ƂȂ悤x̒l߂$

-1

$\beku a=(3,3)\beku b=(2,x)ƂȂ悤x̒l߂$

-2

$\beku a=(3,3)\beku b=(3,x)ƂȂ悤x̒l߂$

-3

$\beku a=(3,3)\beku b=(4,x)ƂȂ悤x̒l߂$

-4

$\beku a=(3,3)\beku b=(5,x)ƂȂ悤x̒l߂$

-5

$\beku a=(3,3)\beku b=(6,x)ƂȂ悤x̒l߂$

-6

$\beku a=(3,3)\beku b=(7,x)ƂȂ悤x̒l߂$

-7

$\beku a=(3,3)\beku b=(8,x)ƂȂ悤x̒l߂$

-8

$\beku a=(3,3)\beku b=(9,x)ƂȂ悤x̒l߂$

-9

$\beku a=(4,3)\beku b=(3,x)ƂȂ悤x̒l߂$

-4

$\beku a=(4,3)\beku b=(6,x)ƂȂ悤x̒l߂$

-8

$\beku a=(4,3)\beku b=(9,x)ƂȂ悤x̒l߂$

-12

$\beku a=(5,3)\beku b=(3,x)ƂȂ悤x̒l߂$

-5

$\beku a=(5,3)\beku b=(6,x)ƂȂ悤x̒l߂$

-10

$\beku a=(5,3)\beku b=(9,x)ƂȂ悤x̒l߂$

-15

$\beku a=(6,3)\beku b=(1,x)ƂȂ悤x̒l߂$

-2

$\beku a=(6,3)\beku b=(2,x)ƂȂ悤x̒l߂$

-4

$\beku a=(6,3)\beku b=(3,x)ƂȂ悤x̒l߂$

-6

$\beku a=(6,3)\beku b=(4,x)ƂȂ悤x̒l߂$

-8

$\beku a=(6,3)\beku b=(5,x)ƂȂ悤x̒l߂$

-10

$\beku a=(6,3)\beku b=(6,x)ƂȂ悤x̒l߂$

-12

$\beku a=(6,3)\beku b=(7,x)ƂȂ悤x̒l߂$

-14

$\beku a=(6,3)\beku b=(8,x)ƂȂ悤x̒l߂$

-16

$\beku a=(6,3)\beku b=(9,x)ƂȂ悤x̒l߂$

-18

$\beku a=(7,3)\beku b=(3,x)ƂȂ悤x̒l߂$

-7

$\beku a=(7,3)\beku b=(6,x)ƂȂ悤x̒l߂$

-14

$\beku a=(7,3)\beku b=(9,x)ƂȂ悤x̒l߂$

-21

$\beku a=(8,3)\beku b=(3,x)ƂȂ悤x̒l߂$

-8

$\beku a=(8,3)\beku b=(6,x)ƂȂ悤x̒l߂$

-16

$\beku a=(8,3)\beku b=(9,x)ƂȂ悤x̒l߂$

-24

$\beku a=(9,3)\beku b=(1,x)ƂȂ悤x̒l߂$

-3

$\beku a=(9,3)\beku b=(2,x)ƂȂ悤x̒l߂$

-6

$\beku a=(9,3)\beku b=(3,x)ƂȂ悤x̒l߂$

-9

$\beku a=(9,3)\beku b=(4,x)ƂȂ悤x̒l߂$

-12

$\beku a=(9,3)\beku b=(5,x)ƂȂ悤x̒l߂$

-15

$\beku a=(9,3)\beku b=(6,x)ƂȂ悤x̒l߂$

-18

$\beku a=(9,3)\beku b=(7,x)ƂȂ悤x̒l߂$

-21

$\beku a=(9,3)\beku b=(8,x)ƂȂ悤x̒l߂$

-24

$\beku a=(9,3)\beku b=(9,x)ƂȂ悤x̒l߂$

-27

$\beku a=(1,4)\beku b=(4,x)ƂȂ悤x̒l߂$

-1

$\beku a=(1,4)\beku b=(8,x)ƂȂ悤x̒l߂$

-2

$\beku a=(2,4)\beku b=(2,x)ƂȂ悤x̒l߂$

-1

$\beku a=(2,4)\beku b=(4,x)ƂȂ悤x̒l߂$

-2

$\beku a=(2,4)\beku b=(6,x)ƂȂ悤x̒l߂$

-3

$\beku a=(2,4)\beku b=(8,x)ƂȂ悤x̒l߂$

-4

$\beku a=(3,4)\beku b=(4,x)ƂȂ悤x̒l߂$

-3

$\beku a=(3,4)\beku b=(8,x)ƂȂ悤x̒l߂$

-6

$\beku a=(4,4)\beku b=(1,x)ƂȂ悤x̒l߂$

-1

$\beku a=(4,4)\beku b=(2,x)ƂȂ悤x̒l߂$

-2

$\beku a=(4,4)\beku b=(3,x)ƂȂ悤x̒l߂$

-3

$\beku a=(4,4)\beku b=(4,x)ƂȂ悤x̒l߂$

-4

$\beku a=(4,4)\beku b=(5,x)ƂȂ悤x̒l߂$

-5

$\beku a=(4,4)\beku b=(6,x)ƂȂ悤x̒l߂$

-6

$\beku a=(4,4)\beku b=(7,x)ƂȂ悤x̒l߂$

-7

$\beku a=(4,4)\beku b=(8,x)ƂȂ悤x̒l߂$

-8

$\beku a=(4,4)\beku b=(9,x)ƂȂ悤x̒l߂$

-9

$\beku a=(5,4)\beku b=(4,x)ƂȂ悤x̒l߂$

-5

$\beku a=(5,4)\beku b=(8,x)ƂȂ悤x̒l߂$

-10

$\beku a=(6,4)\beku b=(2,x)ƂȂ悤x̒l߂$

-3

$\beku a=(6,4)\beku b=(4,x)ƂȂ悤x̒l߂$

-6

$\beku a=(6,4)\beku b=(6,x)ƂȂ悤x̒l߂$

-9

$\beku a=(6,4)\beku b=(8,x)ƂȂ悤x̒l߂$

-12

$\beku a=(7,4)\beku b=(4,x)ƂȂ悤x̒l߂$

-7

$\beku a=(7,4)\beku b=(8,x)ƂȂ悤x̒l߂$

-14

$\beku a=(8,4)\beku b=(1,x)ƂȂ悤x̒l߂$

-2

$\beku a=(8,4)\beku b=(2,x)ƂȂ悤x̒l߂$

-4

$\beku a=(8,4)\beku b=(3,x)ƂȂ悤x̒l߂$

-6

$\beku a=(8,4)\beku b=(4,x)ƂȂ悤x̒l߂$

-8

$\beku a=(8,4)\beku b=(5,x)ƂȂ悤x̒l߂$

-10

$\beku a=(8,4)\beku b=(6,x)ƂȂ悤x̒l߂$

-12

$\beku a=(8,4)\beku b=(7,x)ƂȂ悤x̒l߂$

-14

$\beku a=(8,4)\beku b=(8,x)ƂȂ悤x̒l߂$

-16

$\beku a=(8,4)\beku b=(9,x)ƂȂ悤x̒l߂$

-18

$\beku a=(9,4)\beku b=(4,x)ƂȂ悤x̒l߂$

-9

$\beku a=(9,4)\beku b=(8,x)ƂȂ悤x̒l߂$

-18

$\beku a=(1,5)\beku b=(5,x)ƂȂ悤x̒l߂$

-1

$\beku a=(2,5)\beku b=(5,x)ƂȂ悤x̒l߂$

-2

$\beku a=(3,5)\beku b=(5,x)ƂȂ悤x̒l߂$

-3

$\beku a=(4,5)\beku b=(5,x)ƂȂ悤x̒l߂$

-4

$\beku a=(5,5)\beku b=(1,x)ƂȂ悤x̒l߂$

-1

$\beku a=(5,5)\beku b=(2,x)ƂȂ悤x̒l߂$

-2

$\beku a=(5,5)\beku b=(3,x)ƂȂ悤x̒l߂$

-3

$\beku a=(5,5)\beku b=(4,x)ƂȂ悤x̒l߂$

-4

$\beku a=(5,5)\beku b=(5,x)ƂȂ悤x̒l߂$

-5

$\beku a=(5,5)\beku b=(6,x)ƂȂ悤x̒l߂$

-6

$\beku a=(5,5)\beku b=(7,x)ƂȂ悤x̒l߂$

-7

$\beku a=(5,5)\beku b=(8,x)ƂȂ悤x̒l߂$

-8

$\beku a=(5,5)\beku b=(9,x)ƂȂ悤x̒l߂$

-9

$\beku a=(6,5)\beku b=(5,x)ƂȂ悤x̒l߂$

-6

$\beku a=(7,5)\beku b=(5,x)ƂȂ悤x̒l߂$

-7

$\beku a=(8,5)\beku b=(5,x)ƂȂ悤x̒l߂$

-8

$\beku a=(9,5)\beku b=(5,x)ƂȂ悤x̒l߂$

-9

$\beku a=(1,6)\beku b=(6,x)ƂȂ悤x̒l߂$

-1

$\beku a=(2,6)\beku b=(3,x)ƂȂ悤x̒l߂$

-1

$\beku a=(2,6)\beku b=(6,x)ƂȂ悤x̒l߂$

-2

$\beku a=(2,6)\beku b=(9,x)ƂȂ悤x̒l߂$

-3

$\beku a=(3,6)\beku b=(2,x)ƂȂ悤x̒l߂$

-1

$\beku a=(3,6)\beku b=(4,x)ƂȂ悤x̒l߂$

-2

$\beku a=(3,6)\beku b=(6,x)ƂȂ悤x̒l߂$

-3

$\beku a=(3,6)\beku b=(8,x)ƂȂ悤x̒l߂$

-4

$\beku a=(4,6)\beku b=(3,x)ƂȂ悤x̒l߂$

-2

$\beku a=(4,6)\beku b=(6,x)ƂȂ悤x̒l߂$

-4

$\beku a=(4,6)\beku b=(9,x)ƂȂ悤x̒l߂$

-6

$\beku a=(5,6)\beku b=(6,x)ƂȂ悤x̒l߂$

-5

$\beku a=(6,6)\beku b=(1,x)ƂȂ悤x̒l߂$

-1

$\beku a=(6,6)\beku b=(2,x)ƂȂ悤x̒l߂$

-2

$\beku a=(6,6)\beku b=(3,x)ƂȂ悤x̒l߂$

-3

$\beku a=(6,6)\beku b=(4,x)ƂȂ悤x̒l߂$

-4

$\beku a=(6,6)\beku b=(5,x)ƂȂ悤x̒l߂$

-5

$\beku a=(6,6)\beku b=(6,x)ƂȂ悤x̒l߂$

-6

$\beku a=(6,6)\beku b=(7,x)ƂȂ悤x̒l߂$

-7

$\beku a=(6,6)\beku b=(8,x)ƂȂ悤x̒l߂$

-8

$\beku a=(6,6)\beku b=(9,x)ƂȂ悤x̒l߂$

-9

$\beku a=(7,6)\beku b=(6,x)ƂȂ悤x̒l߂$

-7

$\beku a=(8,6)\beku b=(3,x)ƂȂ悤x̒l߂$

-4

$\beku a=(8,6)\beku b=(6,x)ƂȂ悤x̒l߂$

-8

$\beku a=(8,6)\beku b=(9,x)ƂȂ悤x̒l߂$

-12

$\beku a=(9,6)\beku b=(2,x)ƂȂ悤x̒l߂$

-3

$\beku a=(9,6)\beku b=(4,x)ƂȂ悤x̒l߂$

-6

$\beku a=(9,6)\beku b=(6,x)ƂȂ悤x̒l߂$

-9

$\beku a=(9,6)\beku b=(8,x)ƂȂ悤x̒l߂$

-12

$\beku a=(1,7)\beku b=(7,x)ƂȂ悤x̒l߂$

-1

$\beku a=(2,7)\beku b=(7,x)ƂȂ悤x̒l߂$

-2

$\beku a=(3,7)\beku b=(7,x)ƂȂ悤x̒l߂$

-3

$\beku a=(4,7)\beku b=(7,x)ƂȂ悤x̒l߂$

-4

$\beku a=(5,7)\beku b=(7,x)ƂȂ悤x̒l߂$

-5

$\beku a=(6,7)\beku b=(7,x)ƂȂ悤x̒l߂$

-6

$\beku a=(7,7)\beku b=(1,x)ƂȂ悤x̒l߂$

-1

$\beku a=(7,7)\beku b=(2,x)ƂȂ悤x̒l߂$

-2

$\beku a=(7,7)\beku b=(3,x)ƂȂ悤x̒l߂$

-3

$\beku a=(7,7)\beku b=(4,x)ƂȂ悤x̒l߂$

-4

$\beku a=(7,7)\beku b=(5,x)ƂȂ悤x̒l߂$

-5

$\beku a=(7,7)\beku b=(6,x)ƂȂ悤x̒l߂$

-6

$\beku a=(7,7)\beku b=(7,x)ƂȂ悤x̒l߂$

-7

$\beku a=(7,7)\beku b=(8,x)ƂȂ悤x̒l߂$

-8

$\beku a=(7,7)\beku b=(9,x)ƂȂ悤x̒l߂$

-9

$\beku a=(8,7)\beku b=(7,x)ƂȂ悤x̒l߂$

-8

$\beku a=(9,7)\beku b=(7,x)ƂȂ悤x̒l߂$

-9

$\beku a=(1,8)\beku b=(8,x)ƂȂ悤x̒l߂$

-1

$\beku a=(2,8)\beku b=(4,x)ƂȂ悤x̒l߂$

-1

$\beku a=(2,8)\beku b=(8,x)ƂȂ悤x̒l߂$

-2

$\beku a=(3,8)\beku b=(8,x)ƂȂ悤x̒l߂$

-3

$\beku a=(4,8)\beku b=(2,x)ƂȂ悤x̒l߂$

-1

$\beku a=(4,8)\beku b=(4,x)ƂȂ悤x̒l߂$

-2

$\beku a=(4,8)\beku b=(6,x)ƂȂ悤x̒l߂$

-3

$\beku a=(4,8)\beku b=(8,x)ƂȂ悤x̒l߂$

-4

$\beku a=(5,8)\beku b=(8,x)ƂȂ悤x̒l߂$

-5

$\beku a=(6,8)\beku b=(4,x)ƂȂ悤x̒l߂$

-3

$\beku a=(6,8)\beku b=(8,x)ƂȂ悤x̒l߂$

-6

$\beku a=(7,8)\beku b=(8,x)ƂȂ悤x̒l߂$

-7

$\beku a=(8,8)\beku b=(1,x)ƂȂ悤x̒l߂$

-1

$\beku a=(8,8)\beku b=(2,x)ƂȂ悤x̒l߂$

-2

$\beku a=(8,8)\beku b=(3,x)ƂȂ悤x̒l߂$

-3

$\beku a=(8,8)\beku b=(4,x)ƂȂ悤x̒l߂$

-4

$\beku a=(8,8)\beku b=(5,x)ƂȂ悤x̒l߂$

-5

$\beku a=(8,8)\beku b=(6,x)ƂȂ悤x̒l߂$

-6

$\beku a=(8,8)\beku b=(7,x)ƂȂ悤x̒l߂$

-7

$\beku a=(8,8)\beku b=(8,x)ƂȂ悤x̒l߂$

-8

$\beku a=(8,8)\beku b=(9,x)ƂȂ悤x̒l߂$

-9

$\beku a=(9,8)\beku b=(8,x)ƂȂ悤x̒l߂$

-9

$\beku a=(1,9)\beku b=(9,x)ƂȂ悤x̒l߂$

-1

$\beku a=(2,9)\beku b=(9,x)ƂȂ悤x̒l߂$

-2

$\beku a=(3,9)\beku b=(3,x)ƂȂ悤x̒l߂$

-1

$\beku a=(3,9)\beku b=(6,x)ƂȂ悤x̒l߂$

-2

$\beku a=(3,9)\beku b=(9,x)ƂȂ悤x̒l߂$

-3

$\beku a=(4,9)\beku b=(9,x)ƂȂ悤x̒l߂$

-4

$\beku a=(5,9)\beku b=(9,x)ƂȂ悤x̒l߂$

-5

$\beku a=(6,9)\beku b=(3,x)ƂȂ悤x̒l߂$

-2

$\beku a=(6,9)\beku b=(6,x)ƂȂ悤x̒l߂$

-4

$\beku a=(6,9)\beku b=(9,x)ƂȂ悤x̒l߂$

-6

$\beku a=(7,9)\beku b=(9,x)ƂȂ悤x̒l߂$

-7

$\beku a=(8,9)\beku b=(9,x)ƂȂ悤x̒l߂$

-8

$\beku a=(9,9)\beku b=(1,x)ƂȂ悤x̒l߂$

-1

$\beku a=(9,9)\beku b=(2,x)ƂȂ悤x̒l߂$

-2

$\beku a=(9,9)\beku b=(3,x)ƂȂ悤x̒l߂$

-3

$\beku a=(9,9)\beku b=(4,x)ƂȂ悤x̒l߂$

-4

$\beku a=(9,9)\beku b=(5,x)ƂȂ悤x̒l߂$

-5

$\beku a=(9,9)\beku b=(6,x)ƂȂ悤x̒l߂$

-6

$\beku a=(9,9)\beku b=(7,x)ƂȂ悤x̒l߂$

-7

$\beku a=(9,9)\beku b=(8,x)ƂȂ悤x̒l߂$

-8

$\beku a=(9,9)\beku b=(9,x)ƂȂ悤x̒l߂$

-9





$\beku a=(1,1)\beku b=(-1,x)ƂȂ悤x̒l߂$

1

$\beku a=(1,1)\beku b=(-2,x)ƂȂ悤x̒l߂$

2

$\beku a=(1,1)\beku b=(-3,x)ƂȂ悤x̒l߂$

3

$\beku a=(1,1)\beku b=(-4,x)ƂȂ悤x̒l߂$

4

$\beku a=(1,1)\beku b=(-5,x)ƂȂ悤x̒l߂$

5

$\beku a=(1,1)\beku b=(-6,x)ƂȂ悤x̒l߂$

6

$\beku a=(1,1)\beku b=(-7,x)ƂȂ悤x̒l߂$

7

$\beku a=(1,1)\beku b=(-8,x)ƂȂ悤x̒l߂$

8

$\beku a=(1,1)\beku b=(-9,x)ƂȂ悤x̒l߂$

9

$\beku a=(2,1)\beku b=(-1,x)ƂȂ悤x̒l߂$

2

$\beku a=(2,1)\beku b=(-2,x)ƂȂ悤x̒l߂$

4

$\beku a=(2,1)\beku b=(-3,x)ƂȂ悤x̒l߂$

6

$\beku a=(2,1)\beku b=(-4,x)ƂȂ悤x̒l߂$

8

$\beku a=(2,1)\beku b=(-5,x)ƂȂ悤x̒l߂$

10

$\beku a=(2,1)\beku b=(-6,x)ƂȂ悤x̒l߂$

12

$\beku a=(2,1)\beku b=(-7,x)ƂȂ悤x̒l߂$

14

$\beku a=(2,1)\beku b=(-8,x)ƂȂ悤x̒l߂$

16

$\beku a=(2,1)\beku b=(-9,x)ƂȂ悤x̒l߂$

18

$\beku a=(3,1)\beku b=(-1,x)ƂȂ悤x̒l߂$

3

$\beku a=(3,1)\beku b=(-2,x)ƂȂ悤x̒l߂$

6

$\beku a=(3,1)\beku b=(-3,x)ƂȂ悤x̒l߂$

9

$\beku a=(3,1)\beku b=(-4,x)ƂȂ悤x̒l߂$

12

$\beku a=(3,1)\beku b=(-5,x)ƂȂ悤x̒l߂$

15

$\beku a=(3,1)\beku b=(-6,x)ƂȂ悤x̒l߂$

18

$\beku a=(3,1)\beku b=(-7,x)ƂȂ悤x̒l߂$

21

$\beku a=(3,1)\beku b=(-8,x)ƂȂ悤x̒l߂$

24

$\beku a=(3,1)\beku b=(-9,x)ƂȂ悤x̒l߂$

27

$\beku a=(4,1)\beku b=(-1,x)ƂȂ悤x̒l߂$

4

$\beku a=(4,1)\beku b=(-2,x)ƂȂ悤x̒l߂$

8

$\beku a=(4,1)\beku b=(-3,x)ƂȂ悤x̒l߂$

12

$\beku a=(4,1)\beku b=(-4,x)ƂȂ悤x̒l߂$

16

$\beku a=(4,1)\beku b=(-5,x)ƂȂ悤x̒l߂$

20

$\beku a=(4,1)\beku b=(-6,x)ƂȂ悤x̒l߂$

24

$\beku a=(4,1)\beku b=(-7,x)ƂȂ悤x̒l߂$

28

$\beku a=(4,1)\beku b=(-8,x)ƂȂ悤x̒l߂$

32

$\beku a=(4,1)\beku b=(-9,x)ƂȂ悤x̒l߂$

36

$\beku a=(5,1)\beku b=(-1,x)ƂȂ悤x̒l߂$

5

$\beku a=(5,1)\beku b=(-2,x)ƂȂ悤x̒l߂$

10

$\beku a=(5,1)\beku b=(-3,x)ƂȂ悤x̒l߂$

15

$\beku a=(5,1)\beku b=(-4,x)ƂȂ悤x̒l߂$

20

$\beku a=(5,1)\beku b=(-5,x)ƂȂ悤x̒l߂$

25

$\beku a=(5,1)\beku b=(-6,x)ƂȂ悤x̒l߂$

30

$\beku a=(5,1)\beku b=(-7,x)ƂȂ悤x̒l߂$

35

$\beku a=(5,1)\beku b=(-8,x)ƂȂ悤x̒l߂$

40

$\beku a=(5,1)\beku b=(-9,x)ƂȂ悤x̒l߂$

45

$\beku a=(6,1)\beku b=(-1,x)ƂȂ悤x̒l߂$

6

$\beku a=(6,1)\beku b=(-2,x)ƂȂ悤x̒l߂$

12

$\beku a=(6,1)\beku b=(-3,x)ƂȂ悤x̒l߂$

18

$\beku a=(6,1)\beku b=(-4,x)ƂȂ悤x̒l߂$

24

$\beku a=(6,1)\beku b=(-5,x)ƂȂ悤x̒l߂$

30

$\beku a=(6,1)\beku b=(-6,x)ƂȂ悤x̒l߂$

36

$\beku a=(6,1)\beku b=(-7,x)ƂȂ悤x̒l߂$

42

$\beku a=(6,1)\beku b=(-8,x)ƂȂ悤x̒l߂$

48

$\beku a=(6,1)\beku b=(-9,x)ƂȂ悤x̒l߂$

54

$\beku a=(7,1)\beku b=(-1,x)ƂȂ悤x̒l߂$

7

$\beku a=(7,1)\beku b=(-2,x)ƂȂ悤x̒l߂$

14

$\beku a=(7,1)\beku b=(-3,x)ƂȂ悤x̒l߂$

21

$\beku a=(7,1)\beku b=(-4,x)ƂȂ悤x̒l߂$

28

$\beku a=(7,1)\beku b=(-5,x)ƂȂ悤x̒l߂$

35

$\beku a=(7,1)\beku b=(-6,x)ƂȂ悤x̒l߂$

42

$\beku a=(7,1)\beku b=(-7,x)ƂȂ悤x̒l߂$

49

$\beku a=(7,1)\beku b=(-8,x)ƂȂ悤x̒l߂$

56

$\beku a=(7,1)\beku b=(-9,x)ƂȂ悤x̒l߂$

63

$\beku a=(8,1)\beku b=(-1,x)ƂȂ悤x̒l߂$

8

$\beku a=(8,1)\beku b=(-2,x)ƂȂ悤x̒l߂$

16

$\beku a=(8,1)\beku b=(-3,x)ƂȂ悤x̒l߂$

24

$\beku a=(8,1)\beku b=(-4,x)ƂȂ悤x̒l߂$

32

$\beku a=(8,1)\beku b=(-5,x)ƂȂ悤x̒l߂$

40

$\beku a=(8,1)\beku b=(-6,x)ƂȂ悤x̒l߂$

48

$\beku a=(8,1)\beku b=(-7,x)ƂȂ悤x̒l߂$

56

$\beku a=(8,1)\beku b=(-8,x)ƂȂ悤x̒l߂$

64

$\beku a=(8,1)\beku b=(-9,x)ƂȂ悤x̒l߂$

72

$\beku a=(9,1)\beku b=(-1,x)ƂȂ悤x̒l߂$

9

$\beku a=(9,1)\beku b=(-2,x)ƂȂ悤x̒l߂$

18

$\beku a=(9,1)\beku b=(-3,x)ƂȂ悤x̒l߂$

27

$\beku a=(9,1)\beku b=(-4,x)ƂȂ悤x̒l߂$

36

$\beku a=(9,1)\beku b=(-5,x)ƂȂ悤x̒l߂$

45

$\beku a=(9,1)\beku b=(-6,x)ƂȂ悤x̒l߂$

54

$\beku a=(9,1)\beku b=(-7,x)ƂȂ悤x̒l߂$

63

$\beku a=(9,1)\beku b=(-8,x)ƂȂ悤x̒l߂$

72

$\beku a=(9,1)\beku b=(-9,x)ƂȂ悤x̒l߂$

81

$\beku a=(1,2)\beku b=(-2,x)ƂȂ悤x̒l߂$

1

$\beku a=(1,2)\beku b=(-4,x)ƂȂ悤x̒l߂$

2

$\beku a=(1,2)\beku b=(-6,x)ƂȂ悤x̒l߂$

3

$\beku a=(1,2)\beku b=(-8,x)ƂȂ悤x̒l߂$

4

$\beku a=(2,2)\beku b=(-1,x)ƂȂ悤x̒l߂$

1

$\beku a=(2,2)\beku b=(-2,x)ƂȂ悤x̒l߂$

2

$\beku a=(2,2)\beku b=(-3,x)ƂȂ悤x̒l߂$

3

$\beku a=(2,2)\beku b=(-4,x)ƂȂ悤x̒l߂$

4

$\beku a=(2,2)\beku b=(-5,x)ƂȂ悤x̒l߂$

5

$\beku a=(2,2)\beku b=(-6,x)ƂȂ悤x̒l߂$

6

$\beku a=(2,2)\beku b=(-7,x)ƂȂ悤x̒l߂$

7

$\beku a=(2,2)\beku b=(-8,x)ƂȂ悤x̒l߂$

8

$\beku a=(2,2)\beku b=(-9,x)ƂȂ悤x̒l߂$

9

$\beku a=(3,2)\beku b=(-2,x)ƂȂ悤x̒l߂$

3

$\beku a=(3,2)\beku b=(-4,x)ƂȂ悤x̒l߂$

6

$\beku a=(3,2)\beku b=(-6,x)ƂȂ悤x̒l߂$

9

$\beku a=(3,2)\beku b=(-8,x)ƂȂ悤x̒l߂$

12

$\beku a=(4,2)\beku b=(-1,x)ƂȂ悤x̒l߂$

2

$\beku a=(4,2)\beku b=(-2,x)ƂȂ悤x̒l߂$

4

$\beku a=(4,2)\beku b=(-3,x)ƂȂ悤x̒l߂$

6

$\beku a=(4,2)\beku b=(-4,x)ƂȂ悤x̒l߂$

8

$\beku a=(4,2)\beku b=(-5,x)ƂȂ悤x̒l߂$

10

$\beku a=(4,2)\beku b=(-6,x)ƂȂ悤x̒l߂$

12

$\beku a=(4,2)\beku b=(-7,x)ƂȂ悤x̒l߂$

14

$\beku a=(4,2)\beku b=(-8,x)ƂȂ悤x̒l߂$

16

$\beku a=(4,2)\beku b=(-9,x)ƂȂ悤x̒l߂$

18

$\beku a=(5,2)\beku b=(-2,x)ƂȂ悤x̒l߂$

5

$\beku a=(5,2)\beku b=(-4,x)ƂȂ悤x̒l߂$

10

$\beku a=(5,2)\beku b=(-6,x)ƂȂ悤x̒l߂$

15

$\beku a=(5,2)\beku b=(-8,x)ƂȂ悤x̒l߂$

20

$\beku a=(6,2)\beku b=(-1,x)ƂȂ悤x̒l߂$

3

$\beku a=(6,2)\beku b=(-2,x)ƂȂ悤x̒l߂$

6

$\beku a=(6,2)\beku b=(-3,x)ƂȂ悤x̒l߂$

9

$\beku a=(6,2)\beku b=(-4,x)ƂȂ悤x̒l߂$

12

$\beku a=(6,2)\beku b=(-5,x)ƂȂ悤x̒l߂$

15

$\beku a=(6,2)\beku b=(-6,x)ƂȂ悤x̒l߂$

18

$\beku a=(6,2)\beku b=(-7,x)ƂȂ悤x̒l߂$

21

$\beku a=(6,2)\beku b=(-8,x)ƂȂ悤x̒l߂$

24

$\beku a=(6,2)\beku b=(-9,x)ƂȂ悤x̒l߂$

27

$\beku a=(7,2)\beku b=(-2,x)ƂȂ悤x̒l߂$

7

$\beku a=(7,2)\beku b=(-4,x)ƂȂ悤x̒l߂$

14

$\beku a=(7,2)\beku b=(-6,x)ƂȂ悤x̒l߂$

21

$\beku a=(7,2)\beku b=(-8,x)ƂȂ悤x̒l߂$

28

$\beku a=(8,2)\beku b=(-1,x)ƂȂ悤x̒l߂$

4

$\beku a=(8,2)\beku b=(-2,x)ƂȂ悤x̒l߂$

8

$\beku a=(8,2)\beku b=(-3,x)ƂȂ悤x̒l߂$

12

$\beku a=(8,2)\beku b=(-4,x)ƂȂ悤x̒l߂$

16

$\beku a=(8,2)\beku b=(-5,x)ƂȂ悤x̒l߂$

20

$\beku a=(8,2)\beku b=(-6,x)ƂȂ悤x̒l߂$

24

$\beku a=(8,2)\beku b=(-7,x)ƂȂ悤x̒l߂$

28

$\beku a=(8,2)\beku b=(-8,x)ƂȂ悤x̒l߂$

32

$\beku a=(8,2)\beku b=(-9,x)ƂȂ悤x̒l߂$

36

$\beku a=(9,2)\beku b=(-2,x)ƂȂ悤x̒l߂$

9

$\beku a=(9,2)\beku b=(-4,x)ƂȂ悤x̒l߂$

18

$\beku a=(9,2)\beku b=(-6,x)ƂȂ悤x̒l߂$

27

$\beku a=(9,2)\beku b=(-8,x)ƂȂ悤x̒l߂$

36

$\beku a=(1,3)\beku b=(-3,x)ƂȂ悤x̒l߂$

1

$\beku a=(1,3)\beku b=(-6,x)ƂȂ悤x̒l߂$

2

$\beku a=(1,3)\beku b=(-9,x)ƂȂ悤x̒l߂$

3

$\beku a=(2,3)\beku b=(-3,x)ƂȂ悤x̒l߂$

2

$\beku a=(2,3)\beku b=(-6,x)ƂȂ悤x̒l߂$

4

$\beku a=(2,3)\beku b=(-9,x)ƂȂ悤x̒l߂$

6

$\beku a=(3,3)\beku b=(-1,x)ƂȂ悤x̒l߂$

1

$\beku a=(3,3)\beku b=(-2,x)ƂȂ悤x̒l߂$

2

$\beku a=(3,3)\beku b=(-3,x)ƂȂ悤x̒l߂$

3

$\beku a=(3,3)\beku b=(-4,x)ƂȂ悤x̒l߂$

4

$\beku a=(3,3)\beku b=(-5,x)ƂȂ悤x̒l߂$

5

$\beku a=(3,3)\beku b=(-6,x)ƂȂ悤x̒l߂$

6

$\beku a=(3,3)\beku b=(-7,x)ƂȂ悤x̒l߂$

7

$\beku a=(3,3)\beku b=(-8,x)ƂȂ悤x̒l߂$

8

$\beku a=(3,3)\beku b=(-9,x)ƂȂ悤x̒l߂$

9

$\beku a=(4,3)\beku b=(-3,x)ƂȂ悤x̒l߂$

4

$\beku a=(4,3)\beku b=(-6,x)ƂȂ悤x̒l߂$

8

$\beku a=(4,3)\beku b=(-9,x)ƂȂ悤x̒l߂$

12

$\beku a=(5,3)\beku b=(-3,x)ƂȂ悤x̒l߂$

5

$\beku a=(5,3)\beku b=(-6,x)ƂȂ悤x̒l߂$

10

$\beku a=(5,3)\beku b=(-9,x)ƂȂ悤x̒l߂$

15

$\beku a=(6,3)\beku b=(-1,x)ƂȂ悤x̒l߂$

2

$\beku a=(6,3)\beku b=(-2,x)ƂȂ悤x̒l߂$

4

$\beku a=(6,3)\beku b=(-3,x)ƂȂ悤x̒l߂$

6

$\beku a=(6,3)\beku b=(-4,x)ƂȂ悤x̒l߂$

8

$\beku a=(6,3)\beku b=(-5,x)ƂȂ悤x̒l߂$

10

$\beku a=(6,3)\beku b=(-6,x)ƂȂ悤x̒l߂$

12

$\beku a=(6,3)\beku b=(-7,x)ƂȂ悤x̒l߂$

14

$\beku a=(6,3)\beku b=(-8,x)ƂȂ悤x̒l߂$

16

$\beku a=(6,3)\beku b=(-9,x)ƂȂ悤x̒l߂$

18

$\beku a=(7,3)\beku b=(-3,x)ƂȂ悤x̒l߂$

7

$\beku a=(7,3)\beku b=(-6,x)ƂȂ悤x̒l߂$

14

$\beku a=(7,3)\beku b=(-9,x)ƂȂ悤x̒l߂$

21

$\beku a=(8,3)\beku b=(-3,x)ƂȂ悤x̒l߂$

8

$\beku a=(8,3)\beku b=(-6,x)ƂȂ悤x̒l߂$

16

$\beku a=(8,3)\beku b=(-9,x)ƂȂ悤x̒l߂$

24

$\beku a=(9,3)\beku b=(-1,x)ƂȂ悤x̒l߂$

3

$\beku a=(9,3)\beku b=(-2,x)ƂȂ悤x̒l߂$

6

$\beku a=(9,3)\beku b=(-3,x)ƂȂ悤x̒l߂$

9

$\beku a=(9,3)\beku b=(-4,x)ƂȂ悤x̒l߂$

12

$\beku a=(9,3)\beku b=(-5,x)ƂȂ悤x̒l߂$

15

$\beku a=(9,3)\beku b=(-6,x)ƂȂ悤x̒l߂$

18

$\beku a=(9,3)\beku b=(-7,x)ƂȂ悤x̒l߂$

21

$\beku a=(9,3)\beku b=(-8,x)ƂȂ悤x̒l߂$

24

$\beku a=(9,3)\beku b=(-9,x)ƂȂ悤x̒l߂$

27

$\beku a=(1,4)\beku b=(-4,x)ƂȂ悤x̒l߂$

1

$\beku a=(1,4)\beku b=(-8,x)ƂȂ悤x̒l߂$

2

$\beku a=(2,4)\beku b=(-2,x)ƂȂ悤x̒l߂$

1

$\beku a=(2,4)\beku b=(-4,x)ƂȂ悤x̒l߂$

2

$\beku a=(2,4)\beku b=(-6,x)ƂȂ悤x̒l߂$

3

$\beku a=(2,4)\beku b=(-8,x)ƂȂ悤x̒l߂$

4

$\beku a=(3,4)\beku b=(-4,x)ƂȂ悤x̒l߂$

3

$\beku a=(3,4)\beku b=(-8,x)ƂȂ悤x̒l߂$

6

$\beku a=(4,4)\beku b=(-1,x)ƂȂ悤x̒l߂$

1

$\beku a=(4,4)\beku b=(-2,x)ƂȂ悤x̒l߂$

2

$\beku a=(4,4)\beku b=(-3,x)ƂȂ悤x̒l߂$

3

$\beku a=(4,4)\beku b=(-4,x)ƂȂ悤x̒l߂$

4

$\beku a=(4,4)\beku b=(-5,x)ƂȂ悤x̒l߂$

5

$\beku a=(4,4)\beku b=(-6,x)ƂȂ悤x̒l߂$

6

$\beku a=(4,4)\beku b=(-7,x)ƂȂ悤x̒l߂$

7

$\beku a=(4,4)\beku b=(-8,x)ƂȂ悤x̒l߂$

8

$\beku a=(4,4)\beku b=(-9,x)ƂȂ悤x̒l߂$

9

$\beku a=(5,4)\beku b=(-4,x)ƂȂ悤x̒l߂$

5

$\beku a=(5,4)\beku b=(-8,x)ƂȂ悤x̒l߂$

10

$\beku a=(6,4)\beku b=(-2,x)ƂȂ悤x̒l߂$

3

$\beku a=(6,4)\beku b=(-4,x)ƂȂ悤x̒l߂$

6

$\beku a=(6,4)\beku b=(-6,x)ƂȂ悤x̒l߂$

9

$\beku a=(6,4)\beku b=(-8,x)ƂȂ悤x̒l߂$

12

$\beku a=(7,4)\beku b=(-4,x)ƂȂ悤x̒l߂$

7

$\beku a=(7,4)\beku b=(-8,x)ƂȂ悤x̒l߂$

14

$\beku a=(8,4)\beku b=(-1,x)ƂȂ悤x̒l߂$

2

$\beku a=(8,4)\beku b=(-2,x)ƂȂ悤x̒l߂$

4

$\beku a=(8,4)\beku b=(-3,x)ƂȂ悤x̒l߂$

6

$\beku a=(8,4)\beku b=(-4,x)ƂȂ悤x̒l߂$

8

$\beku a=(8,4)\beku b=(-5,x)ƂȂ悤x̒l߂$

10

$\beku a=(8,4)\beku b=(-6,x)ƂȂ悤x̒l߂$

12

$\beku a=(8,4)\beku b=(-7,x)ƂȂ悤x̒l߂$

14

$\beku a=(8,4)\beku b=(-8,x)ƂȂ悤x̒l߂$

16

$\beku a=(8,4)\beku b=(-9,x)ƂȂ悤x̒l߂$

18

$\beku a=(9,4)\beku b=(-4,x)ƂȂ悤x̒l߂$

9

$\beku a=(9,4)\beku b=(-8,x)ƂȂ悤x̒l߂$

18

$\beku a=(1,5)\beku b=(-5,x)ƂȂ悤x̒l߂$

1

$\beku a=(2,5)\beku b=(-5,x)ƂȂ悤x̒l߂$

2

$\beku a=(3,5)\beku b=(-5,x)ƂȂ悤x̒l߂$

3

$\beku a=(4,5)\beku b=(-5,x)ƂȂ悤x̒l߂$

4

$\beku a=(5,5)\beku b=(-1,x)ƂȂ悤x̒l߂$

1

$\beku a=(5,5)\beku b=(-2,x)ƂȂ悤x̒l߂$

2

$\beku a=(5,5)\beku b=(-3,x)ƂȂ悤x̒l߂$

3

$\beku a=(5,5)\beku b=(-4,x)ƂȂ悤x̒l߂$

4

$\beku a=(5,5)\beku b=(-5,x)ƂȂ悤x̒l߂$

5

$\beku a=(5,5)\beku b=(-6,x)ƂȂ悤x̒l߂$

6

$\beku a=(5,5)\beku b=(-7,x)ƂȂ悤x̒l߂$

7

$\beku a=(5,5)\beku b=(-8,x)ƂȂ悤x̒l߂$

8

$\beku a=(5,5)\beku b=(-9,x)ƂȂ悤x̒l߂$

9

$\beku a=(6,5)\beku b=(-5,x)ƂȂ悤x̒l߂$

6

$\beku a=(7,5)\beku b=(-5,x)ƂȂ悤x̒l߂$

7

$\beku a=(8,5)\beku b=(-5,x)ƂȂ悤x̒l߂$

8

$\beku a=(9,5)\beku b=(-5,x)ƂȂ悤x̒l߂$

9

$\beku a=(1,6)\beku b=(-6,x)ƂȂ悤x̒l߂$

1

$\beku a=(2,6)\beku b=(-3,x)ƂȂ悤x̒l߂$

1

$\beku a=(2,6)\beku b=(-6,x)ƂȂ悤x̒l߂$

2

$\beku a=(2,6)\beku b=(-9,x)ƂȂ悤x̒l߂$

3

$\beku a=(3,6)\beku b=(-2,x)ƂȂ悤x̒l߂$

1

$\beku a=(3,6)\beku b=(-4,x)ƂȂ悤x̒l߂$

2

$\beku a=(3,6)\beku b=(-6,x)ƂȂ悤x̒l߂$

3

$\beku a=(3,6)\beku b=(-8,x)ƂȂ悤x̒l߂$

4

$\beku a=(4,6)\beku b=(-3,x)ƂȂ悤x̒l߂$

2

$\beku a=(4,6)\beku b=(-6,x)ƂȂ悤x̒l߂$

4

$\beku a=(4,6)\beku b=(-9,x)ƂȂ悤x̒l߂$

6

$\beku a=(5,6)\beku b=(-6,x)ƂȂ悤x̒l߂$

5

$\beku a=(6,6)\beku b=(-1,x)ƂȂ悤x̒l߂$

1

$\beku a=(6,6)\beku b=(-2,x)ƂȂ悤x̒l߂$

2

$\beku a=(6,6)\beku b=(-3,x)ƂȂ悤x̒l߂$

3

$\beku a=(6,6)\beku b=(-4,x)ƂȂ悤x̒l߂$

4

$\beku a=(6,6)\beku b=(-5,x)ƂȂ悤x̒l߂$

5

$\beku a=(6,6)\beku b=(-6,x)ƂȂ悤x̒l߂$

6

$\beku a=(6,6)\beku b=(-7,x)ƂȂ悤x̒l߂$

7

$\beku a=(6,6)\beku b=(-8,x)ƂȂ悤x̒l߂$

8

$\beku a=(6,6)\beku b=(-9,x)ƂȂ悤x̒l߂$

9

$\beku a=(7,6)\beku b=(-6,x)ƂȂ悤x̒l߂$

7

$\beku a=(8,6)\beku b=(-3,x)ƂȂ悤x̒l߂$

4

$\beku a=(8,6)\beku b=(-6,x)ƂȂ悤x̒l߂$

8

$\beku a=(8,6)\beku b=(-9,x)ƂȂ悤x̒l߂$

12

$\beku a=(9,6)\beku b=(-2,x)ƂȂ悤x̒l߂$

3

$\beku a=(9,6)\beku b=(-4,x)ƂȂ悤x̒l߂$

6

$\beku a=(9,6)\beku b=(-6,x)ƂȂ悤x̒l߂$

9

$\beku a=(9,6)\beku b=(-8,x)ƂȂ悤x̒l߂$

12

$\beku a=(1,7)\beku b=(-7,x)ƂȂ悤x̒l߂$

1

$\beku a=(2,7)\beku b=(-7,x)ƂȂ悤x̒l߂$

2

$\beku a=(3,7)\beku b=(-7,x)ƂȂ悤x̒l߂$

3

$\beku a=(4,7)\beku b=(-7,x)ƂȂ悤x̒l߂$

4

$\beku a=(5,7)\beku b=(-7,x)ƂȂ悤x̒l߂$

5

$\beku a=(6,7)\beku b=(-7,x)ƂȂ悤x̒l߂$

6

$\beku a=(7,7)\beku b=(-1,x)ƂȂ悤x̒l߂$

1

$\beku a=(7,7)\beku b=(-2,x)ƂȂ悤x̒l߂$

2

$\beku a=(7,7)\beku b=(-3,x)ƂȂ悤x̒l߂$

3

$\beku a=(7,7)\beku b=(-4,x)ƂȂ悤x̒l߂$

4

$\beku a=(7,7)\beku b=(-5,x)ƂȂ悤x̒l߂$

5

$\beku a=(7,7)\beku b=(-6,x)ƂȂ悤x̒l߂$

6

$\beku a=(7,7)\beku b=(-7,x)ƂȂ悤x̒l߂$

7

$\beku a=(7,7)\beku b=(-8,x)ƂȂ悤x̒l߂$

8

$\beku a=(7,7)\beku b=(-9,x)ƂȂ悤x̒l߂$

9

$\beku a=(8,7)\beku b=(-7,x)ƂȂ悤x̒l߂$

8

$\beku a=(9,7)\beku b=(-7,x)ƂȂ悤x̒l߂$

9

$\beku a=(1,8)\beku b=(-8,x)ƂȂ悤x̒l߂$

1

$\beku a=(2,8)\beku b=(-4,x)ƂȂ悤x̒l߂$

1

$\beku a=(2,8)\beku b=(-8,x)ƂȂ悤x̒l߂$

2

$\beku a=(3,8)\beku b=(-8,x)ƂȂ悤x̒l߂$

3

$\beku a=(4,8)\beku b=(-2,x)ƂȂ悤x̒l߂$

1

$\beku a=(4,8)\beku b=(-4,x)ƂȂ悤x̒l߂$

2

$\beku a=(4,8)\beku b=(-6,x)ƂȂ悤x̒l߂$

3

$\beku a=(4,8)\beku b=(-8,x)ƂȂ悤x̒l߂$

4

$\beku a=(5,8)\beku b=(-8,x)ƂȂ悤x̒l߂$

5

$\beku a=(6,8)\beku b=(-4,x)ƂȂ悤x̒l߂$

3

$\beku a=(6,8)\beku b=(-8,x)ƂȂ悤x̒l߂$

6

$\beku a=(7,8)\beku b=(-8,x)ƂȂ悤x̒l߂$

7

$\beku a=(8,8)\beku b=(-1,x)ƂȂ悤x̒l߂$

1

$\beku a=(8,8)\beku b=(-2,x)ƂȂ悤x̒l߂$

2

$\beku a=(8,8)\beku b=(-3,x)ƂȂ悤x̒l߂$

3

$\beku a=(8,8)\beku b=(-4,x)ƂȂ悤x̒l߂$

4

$\beku a=(8,8)\beku b=(-5,x)ƂȂ悤x̒l߂$

5

$\beku a=(8,8)\beku b=(-6,x)ƂȂ悤x̒l߂$

6

$\beku a=(8,8)\beku b=(-7,x)ƂȂ悤x̒l߂$

7

$\beku a=(8,8)\beku b=(-8,x)ƂȂ悤x̒l߂$

8

$\beku a=(8,8)\beku b=(-9,x)ƂȂ悤x̒l߂$

9

$\beku a=(9,8)\beku b=(-8,x)ƂȂ悤x̒l߂$

9

$\beku a=(1,9)\beku b=(-9,x)ƂȂ悤x̒l߂$

1

$\beku a=(2,9)\beku b=(-9,x)ƂȂ悤x̒l߂$

2

$\beku a=(3,9)\beku b=(-3,x)ƂȂ悤x̒l߂$

1

$\beku a=(3,9)\beku b=(-6,x)ƂȂ悤x̒l߂$

2

$\beku a=(3,9)\beku b=(-9,x)ƂȂ悤x̒l߂$

3

$\beku a=(4,9)\beku b=(-9,x)ƂȂ悤x̒l߂$

4

$\beku a=(5,9)\beku b=(-9,x)ƂȂ悤x̒l߂$

5

$\beku a=(6,9)\beku b=(-3,x)ƂȂ悤x̒l߂$

2

$\beku a=(6,9)\beku b=(-6,x)ƂȂ悤x̒l߂$

4

$\beku a=(6,9)\beku b=(-9,x)ƂȂ悤x̒l߂$

6

$\beku a=(7,9)\beku b=(-9,x)ƂȂ悤x̒l߂$

7

$\beku a=(8,9)\beku b=(-9,x)ƂȂ悤x̒l߂$

8

$\beku a=(9,9)\beku b=(-1,x)ƂȂ悤x̒l߂$

1

$\beku a=(9,9)\beku b=(-2,x)ƂȂ悤x̒l߂$

2

$\beku a=(9,9)\beku b=(-3,x)ƂȂ悤x̒l߂$

3

$\beku a=(9,9)\beku b=(-4,x)ƂȂ悤x̒l߂$

4

$\beku a=(9,9)\beku b=(-5,x)ƂȂ悤x̒l߂$

5

$\beku a=(9,9)\beku b=(-6,x)ƂȂ悤x̒l߂$

6

$\beku a=(9,9)\beku b=(-7,x)ƂȂ悤x̒l߂$

7

$\beku a=(9,9)\beku b=(-8,x)ƂȂ悤x̒l߂$

8

$\beku a=(9,9)\beku b=(-9,x)ƂȂ悤x̒l߂$

9





$\beku a=(-1,1)\beku b=(-1,x)ƂȂ悤x̒l߂$

-1

$\beku a=(-1,1)\beku b=(-2,x)ƂȂ悤x̒l߂$

-2

$\beku a=(-1,1)\beku b=(-3,x)ƂȂ悤x̒l߂$

-3

$\beku a=(-1,1)\beku b=(-4,x)ƂȂ悤x̒l߂$

-4

$\beku a=(-1,1)\beku b=(-5,x)ƂȂ悤x̒l߂$

-5

$\beku a=(-1,1)\beku b=(-6,x)ƂȂ悤x̒l߂$

-6

$\beku a=(-1,1)\beku b=(-7,x)ƂȂ悤x̒l߂$

-7

$\beku a=(-1,1)\beku b=(-8,x)ƂȂ悤x̒l߂$

-8

$\beku a=(-1,1)\beku b=(-9,x)ƂȂ悤x̒l߂$

-9

$\beku a=(-2,1)\beku b=(-1,x)ƂȂ悤x̒l߂$

-2

$\beku a=(-2,1)\beku b=(-2,x)ƂȂ悤x̒l߂$

-4

$\beku a=(-2,1)\beku b=(-3,x)ƂȂ悤x̒l߂$

-6

$\beku a=(-2,1)\beku b=(-4,x)ƂȂ悤x̒l߂$

-8

$\beku a=(-2,1)\beku b=(-5,x)ƂȂ悤x̒l߂$

-10

$\beku a=(-2,1)\beku b=(-6,x)ƂȂ悤x̒l߂$

-12

$\beku a=(-2,1)\beku b=(-7,x)ƂȂ悤x̒l߂$

-14

$\beku a=(-2,1)\beku b=(-8,x)ƂȂ悤x̒l߂$

-16

$\beku a=(-2,1)\beku b=(-9,x)ƂȂ悤x̒l߂$

-18

$\beku a=(-3,1)\beku b=(-1,x)ƂȂ悤x̒l߂$

-3

$\beku a=(-3,1)\beku b=(-2,x)ƂȂ悤x̒l߂$

-6

$\beku a=(-3,1)\beku b=(-3,x)ƂȂ悤x̒l߂$

-9

$\beku a=(-3,1)\beku b=(-4,x)ƂȂ悤x̒l߂$

-12

$\beku a=(-3,1)\beku b=(-5,x)ƂȂ悤x̒l߂$

-15

$\beku a=(-3,1)\beku b=(-6,x)ƂȂ悤x̒l߂$

-18

$\beku a=(-3,1)\beku b=(-7,x)ƂȂ悤x̒l߂$

-21

$\beku a=(-3,1)\beku b=(-8,x)ƂȂ悤x̒l߂$

-24

$\beku a=(-3,1)\beku b=(-9,x)ƂȂ悤x̒l߂$

-27

$\beku a=(-4,1)\beku b=(-1,x)ƂȂ悤x̒l߂$

-4

$\beku a=(-4,1)\beku b=(-2,x)ƂȂ悤x̒l߂$

-8

$\beku a=(-4,1)\beku b=(-3,x)ƂȂ悤x̒l߂$

-12

$\beku a=(-4,1)\beku b=(-4,x)ƂȂ悤x̒l߂$

-16

$\beku a=(-4,1)\beku b=(-5,x)ƂȂ悤x̒l߂$

-20

$\beku a=(-4,1)\beku b=(-6,x)ƂȂ悤x̒l߂$

-24

$\beku a=(-4,1)\beku b=(-7,x)ƂȂ悤x̒l߂$

-28

$\beku a=(-4,1)\beku b=(-8,x)ƂȂ悤x̒l߂$

-32

$\beku a=(-4,1)\beku b=(-9,x)ƂȂ悤x̒l߂$

-36

$\beku a=(-5,1)\beku b=(-1,x)ƂȂ悤x̒l߂$

-5

$\beku a=(-5,1)\beku b=(-2,x)ƂȂ悤x̒l߂$

-10

$\beku a=(-5,1)\beku b=(-3,x)ƂȂ悤x̒l߂$

-15

$\beku a=(-5,1)\beku b=(-4,x)ƂȂ悤x̒l߂$

-20

$\beku a=(-5,1)\beku b=(-5,x)ƂȂ悤x̒l߂$

-25

$\beku a=(-5,1)\beku b=(-6,x)ƂȂ悤x̒l߂$

-30

$\beku a=(-5,1)\beku b=(-7,x)ƂȂ悤x̒l߂$

-35

$\beku a=(-5,1)\beku b=(-8,x)ƂȂ悤x̒l߂$

-40

$\beku a=(-5,1)\beku b=(-9,x)ƂȂ悤x̒l߂$

-45

$\beku a=(-6,1)\beku b=(-1,x)ƂȂ悤x̒l߂$

-6

$\beku a=(-6,1)\beku b=(-2,x)ƂȂ悤x̒l߂$

-12

$\beku a=(-6,1)\beku b=(-3,x)ƂȂ悤x̒l߂$

-18

$\beku a=(-6,1)\beku b=(-4,x)ƂȂ悤x̒l߂$

-24

$\beku a=(-6,1)\beku b=(-5,x)ƂȂ悤x̒l߂$

-30

$\beku a=(-6,1)\beku b=(-6,x)ƂȂ悤x̒l߂$

-36

$\beku a=(-6,1)\beku b=(-7,x)ƂȂ悤x̒l߂$

-42

$\beku a=(-6,1)\beku b=(-8,x)ƂȂ悤x̒l߂$

-48

$\beku a=(-6,1)\beku b=(-9,x)ƂȂ悤x̒l߂$

-54

$\beku a=(-7,1)\beku b=(-1,x)ƂȂ悤x̒l߂$

-7

$\beku a=(-7,1)\beku b=(-2,x)ƂȂ悤x̒l߂$

-14

$\beku a=(-7,1)\beku b=(-3,x)ƂȂ悤x̒l߂$

-21

$\beku a=(-7,1)\beku b=(-4,x)ƂȂ悤x̒l߂$

-28

$\beku a=(-7,1)\beku b=(-5,x)ƂȂ悤x̒l߂$

-35

$\beku a=(-7,1)\beku b=(-6,x)ƂȂ悤x̒l߂$

-42

$\beku a=(-7,1)\beku b=(-7,x)ƂȂ悤x̒l߂$

-49

$\beku a=(-7,1)\beku b=(-8,x)ƂȂ悤x̒l߂$

-56

$\beku a=(-7,1)\beku b=(-9,x)ƂȂ悤x̒l߂$

-63

$\beku a=(-8,1)\beku b=(-1,x)ƂȂ悤x̒l߂$

-8

$\beku a=(-8,1)\beku b=(-2,x)ƂȂ悤x̒l߂$

-16

$\beku a=(-8,1)\beku b=(-3,x)ƂȂ悤x̒l߂$

-24

$\beku a=(-8,1)\beku b=(-4,x)ƂȂ悤x̒l߂$

-32

$\beku a=(-8,1)\beku b=(-5,x)ƂȂ悤x̒l߂$

-40

$\beku a=(-8,1)\beku b=(-6,x)ƂȂ悤x̒l߂$

-48

$\beku a=(-8,1)\beku b=(-7,x)ƂȂ悤x̒l߂$

-56

$\beku a=(-8,1)\beku b=(-8,x)ƂȂ悤x̒l߂$

-64

$\beku a=(-8,1)\beku b=(-9,x)ƂȂ悤x̒l߂$

-72

$\beku a=(-9,1)\beku b=(-1,x)ƂȂ悤x̒l߂$

-9

$\beku a=(-9,1)\beku b=(-2,x)ƂȂ悤x̒l߂$

-18

$\beku a=(-9,1)\beku b=(-3,x)ƂȂ悤x̒l߂$

-27

$\beku a=(-9,1)\beku b=(-4,x)ƂȂ悤x̒l߂$

-36

$\beku a=(-9,1)\beku b=(-5,x)ƂȂ悤x̒l߂$

-45

$\beku a=(-9,1)\beku b=(-6,x)ƂȂ悤x̒l߂$

-54

$\beku a=(-9,1)\beku b=(-7,x)ƂȂ悤x̒l߂$

-63

$\beku a=(-9,1)\beku b=(-8,x)ƂȂ悤x̒l߂$

-72

$\beku a=(-9,1)\beku b=(-9,x)ƂȂ悤x̒l߂$

-81

$\beku a=(-1,2)\beku b=(-2,x)ƂȂ悤x̒l߂$

-1

$\beku a=(-1,2)\beku b=(-4,x)ƂȂ悤x̒l߂$

-2

$\beku a=(-1,2)\beku b=(-6,x)ƂȂ悤x̒l߂$

-3

$\beku a=(-1,2)\beku b=(-8,x)ƂȂ悤x̒l߂$

-4

$\beku a=(-2,2)\beku b=(-1,x)ƂȂ悤x̒l߂$

-1

$\beku a=(-2,2)\beku b=(-2,x)ƂȂ悤x̒l߂$

-2

$\beku a=(-2,2)\beku b=(-3,x)ƂȂ悤x̒l߂$

-3

$\beku a=(-2,2)\beku b=(-4,x)ƂȂ悤x̒l߂$

-4

$\beku a=(-2,2)\beku b=(-5,x)ƂȂ悤x̒l߂$

-5

$\beku a=(-2,2)\beku b=(-6,x)ƂȂ悤x̒l߂$

-6

$\beku a=(-2,2)\beku b=(-7,x)ƂȂ悤x̒l߂$

-7

$\beku a=(-2,2)\beku b=(-8,x)ƂȂ悤x̒l߂$

-8

$\beku a=(-2,2)\beku b=(-9,x)ƂȂ悤x̒l߂$

-9

$\beku a=(-3,2)\beku b=(-2,x)ƂȂ悤x̒l߂$

-3

$\beku a=(-3,2)\beku b=(-4,x)ƂȂ悤x̒l߂$

-6

$\beku a=(-3,2)\beku b=(-6,x)ƂȂ悤x̒l߂$

-9

$\beku a=(-3,2)\beku b=(-8,x)ƂȂ悤x̒l߂$

-12

$\beku a=(-4,2)\beku b=(-1,x)ƂȂ悤x̒l߂$

-2

$\beku a=(-4,2)\beku b=(-2,x)ƂȂ悤x̒l߂$

-4

$\beku a=(-4,2)\beku b=(-3,x)ƂȂ悤x̒l߂$

-6

$\beku a=(-4,2)\beku b=(-4,x)ƂȂ悤x̒l߂$

-8

$\beku a=(-4,2)\beku b=(-5,x)ƂȂ悤x̒l߂$

-10

$\beku a=(-4,2)\beku b=(-6,x)ƂȂ悤x̒l߂$

-12

$\beku a=(-4,2)\beku b=(-7,x)ƂȂ悤x̒l߂$

-14

$\beku a=(-4,2)\beku b=(-8,x)ƂȂ悤x̒l߂$

-16

$\beku a=(-4,2)\beku b=(-9,x)ƂȂ悤x̒l߂$

-18

$\beku a=(-5,2)\beku b=(-2,x)ƂȂ悤x̒l߂$

-5

$\beku a=(-5,2)\beku b=(-4,x)ƂȂ悤x̒l߂$

-10

$\beku a=(-5,2)\beku b=(-6,x)ƂȂ悤x̒l߂$

-15

$\beku a=(-5,2)\beku b=(-8,x)ƂȂ悤x̒l߂$

-20

$\beku a=(-6,2)\beku b=(-1,x)ƂȂ悤x̒l߂$

-3

$\beku a=(-6,2)\beku b=(-2,x)ƂȂ悤x̒l߂$

-6

$\beku a=(-6,2)\beku b=(-3,x)ƂȂ悤x̒l߂$

-9

$\beku a=(-6,2)\beku b=(-4,x)ƂȂ悤x̒l߂$

-12

$\beku a=(-6,2)\beku b=(-5,x)ƂȂ悤x̒l߂$

-15

$\beku a=(-6,2)\beku b=(-6,x)ƂȂ悤x̒l߂$

-18

$\beku a=(-6,2)\beku b=(-7,x)ƂȂ悤x̒l߂$

-21

$\beku a=(-6,2)\beku b=(-8,x)ƂȂ悤x̒l߂$

-24

$\beku a=(-6,2)\beku b=(-9,x)ƂȂ悤x̒l߂$

-27

$\beku a=(-7,2)\beku b=(-2,x)ƂȂ悤x̒l߂$

-7

$\beku a=(-7,2)\beku b=(-4,x)ƂȂ悤x̒l߂$

-14

$\beku a=(-7,2)\beku b=(-6,x)ƂȂ悤x̒l߂$

-21

$\beku a=(-7,2)\beku b=(-8,x)ƂȂ悤x̒l߂$

-28

$\beku a=(-8,2)\beku b=(-1,x)ƂȂ悤x̒l߂$

-4

$\beku a=(-8,2)\beku b=(-2,x)ƂȂ悤x̒l߂$

-8

$\beku a=(-8,2)\beku b=(-3,x)ƂȂ悤x̒l߂$

-12

$\beku a=(-8,2)\beku b=(-4,x)ƂȂ悤x̒l߂$

-16

$\beku a=(-8,2)\beku b=(-5,x)ƂȂ悤x̒l߂$

-20

$\beku a=(-8,2)\beku b=(-6,x)ƂȂ悤x̒l߂$

-24

$\beku a=(-8,2)\beku b=(-7,x)ƂȂ悤x̒l߂$

-28

$\beku a=(-8,2)\beku b=(-8,x)ƂȂ悤x̒l߂$

-32

$\beku a=(-8,2)\beku b=(-9,x)ƂȂ悤x̒l߂$

-36

$\beku a=(-9,2)\beku b=(-2,x)ƂȂ悤x̒l߂$

-9

$\beku a=(-9,2)\beku b=(-4,x)ƂȂ悤x̒l߂$

-18

$\beku a=(-9,2)\beku b=(-6,x)ƂȂ悤x̒l߂$

-27

$\beku a=(-9,2)\beku b=(-8,x)ƂȂ悤x̒l߂$

-36

$\beku a=(-1,3)\beku b=(-3,x)ƂȂ悤x̒l߂$

-1

$\beku a=(-1,3)\beku b=(-6,x)ƂȂ悤x̒l߂$

-2

$\beku a=(-1,3)\beku b=(-9,x)ƂȂ悤x̒l߂$

-3

$\beku a=(-2,3)\beku b=(-3,x)ƂȂ悤x̒l߂$

-2

$\beku a=(-2,3)\beku b=(-6,x)ƂȂ悤x̒l߂$

-4

$\beku a=(-2,3)\beku b=(-9,x)ƂȂ悤x̒l߂$

-6

$\beku a=(-3,3)\beku b=(-1,x)ƂȂ悤x̒l߂$

-1

$\beku a=(-3,3)\beku b=(-2,x)ƂȂ悤x̒l߂$

-2

$\beku a=(-3,3)\beku b=(-3,x)ƂȂ悤x̒l߂$

-3

$\beku a=(-3,3)\beku b=(-4,x)ƂȂ悤x̒l߂$

-4

$\beku a=(-3,3)\beku b=(-5,x)ƂȂ悤x̒l߂$

-5

$\beku a=(-3,3)\beku b=(-6,x)ƂȂ悤x̒l߂$

-6

$\beku a=(-3,3)\beku b=(-7,x)ƂȂ悤x̒l߂$

-7

$\beku a=(-3,3)\beku b=(-8,x)ƂȂ悤x̒l߂$

-8

$\beku a=(-3,3)\beku b=(-9,x)ƂȂ悤x̒l߂$

-9

$\beku a=(-4,3)\beku b=(-3,x)ƂȂ悤x̒l߂$

-4

$\beku a=(-4,3)\beku b=(-6,x)ƂȂ悤x̒l߂$

-8

$\beku a=(-4,3)\beku b=(-9,x)ƂȂ悤x̒l߂$

-12

$\beku a=(-5,3)\beku b=(-3,x)ƂȂ悤x̒l߂$

-5

$\beku a=(-5,3)\beku b=(-6,x)ƂȂ悤x̒l߂$

-10

$\beku a=(-5,3)\beku b=(-9,x)ƂȂ悤x̒l߂$

-15

$\beku a=(-6,3)\beku b=(-1,x)ƂȂ悤x̒l߂$

-2

$\beku a=(-6,3)\beku b=(-2,x)ƂȂ悤x̒l߂$

-4

$\beku a=(-6,3)\beku b=(-3,x)ƂȂ悤x̒l߂$

-6

$\beku a=(-6,3)\beku b=(-4,x)ƂȂ悤x̒l߂$

-8

$\beku a=(-6,3)\beku b=(-5,x)ƂȂ悤x̒l߂$

-10

$\beku a=(-6,3)\beku b=(-6,x)ƂȂ悤x̒l߂$

-12

$\beku a=(-6,3)\beku b=(-7,x)ƂȂ悤x̒l߂$

-14

$\beku a=(-6,3)\beku b=(-8,x)ƂȂ悤x̒l߂$

-16

$\beku a=(-6,3)\beku b=(-9,x)ƂȂ悤x̒l߂$

-18

$\beku a=(-7,3)\beku b=(-3,x)ƂȂ悤x̒l߂$

-7

$\beku a=(-7,3)\beku b=(-6,x)ƂȂ悤x̒l߂$

-14

$\beku a=(-7,3)\beku b=(-9,x)ƂȂ悤x̒l߂$

-21

$\beku a=(-8,3)\beku b=(-3,x)ƂȂ悤x̒l߂$

-8

$\beku a=(-8,3)\beku b=(-6,x)ƂȂ悤x̒l߂$

-16

$\beku a=(-8,3)\beku b=(-9,x)ƂȂ悤x̒l߂$

-24

$\beku a=(-9,3)\beku b=(-1,x)ƂȂ悤x̒l߂$

-3

$\beku a=(-9,3)\beku b=(-2,x)ƂȂ悤x̒l߂$

-6

$\beku a=(-9,3)\beku b=(-3,x)ƂȂ悤x̒l߂$

-9

$\beku a=(-9,3)\beku b=(-4,x)ƂȂ悤x̒l߂$

-12

$\beku a=(-9,3)\beku b=(-5,x)ƂȂ悤x̒l߂$

-15

$\beku a=(-9,3)\beku b=(-6,x)ƂȂ悤x̒l߂$

-18

$\beku a=(-9,3)\beku b=(-7,x)ƂȂ悤x̒l߂$

-21

$\beku a=(-9,3)\beku b=(-8,x)ƂȂ悤x̒l߂$

-24

$\beku a=(-9,3)\beku b=(-9,x)ƂȂ悤x̒l߂$

-27

$\beku a=(-1,4)\beku b=(-4,x)ƂȂ悤x̒l߂$

-1

$\beku a=(-1,4)\beku b=(-8,x)ƂȂ悤x̒l߂$

-2

$\beku a=(-2,4)\beku b=(-2,x)ƂȂ悤x̒l߂$

-1

$\beku a=(-2,4)\beku b=(-4,x)ƂȂ悤x̒l߂$

-2

$\beku a=(-2,4)\beku b=(-6,x)ƂȂ悤x̒l߂$

-3

$\beku a=(-2,4)\beku b=(-8,x)ƂȂ悤x̒l߂$

-4

$\beku a=(-3,4)\beku b=(-4,x)ƂȂ悤x̒l߂$

-3

$\beku a=(-3,4)\beku b=(-8,x)ƂȂ悤x̒l߂$

-6

$\beku a=(-4,4)\beku b=(-1,x)ƂȂ悤x̒l߂$

-1

$\beku a=(-4,4)\beku b=(-2,x)ƂȂ悤x̒l߂$

-2

$\beku a=(-4,4)\beku b=(-3,x)ƂȂ悤x̒l߂$

-3

$\beku a=(-4,4)\beku b=(-4,x)ƂȂ悤x̒l߂$

-4

$\beku a=(-4,4)\beku b=(-5,x)ƂȂ悤x̒l߂$

-5

$\beku a=(-4,4)\beku b=(-6,x)ƂȂ悤x̒l߂$

-6

$\beku a=(-4,4)\beku b=(-7,x)ƂȂ悤x̒l߂$

-7

$\beku a=(-4,4)\beku b=(-8,x)ƂȂ悤x̒l߂$

-8

$\beku a=(-4,4)\beku b=(-9,x)ƂȂ悤x̒l߂$

-9

$\beku a=(-5,4)\beku b=(-4,x)ƂȂ悤x̒l߂$

-5

$\beku a=(-5,4)\beku b=(-8,x)ƂȂ悤x̒l߂$

-10

$\beku a=(-6,4)\beku b=(-2,x)ƂȂ悤x̒l߂$

-3

$\beku a=(-6,4)\beku b=(-4,x)ƂȂ悤x̒l߂$

-6

$\beku a=(-6,4)\beku b=(-6,x)ƂȂ悤x̒l߂$

-9

$\beku a=(-6,4)\beku b=(-8,x)ƂȂ悤x̒l߂$

-12

$\beku a=(-7,4)\beku b=(-4,x)ƂȂ悤x̒l߂$

-7

$\beku a=(-7,4)\beku b=(-8,x)ƂȂ悤x̒l߂$

-14

$\beku a=(-8,4)\beku b=(-1,x)ƂȂ悤x̒l߂$

-2

$\beku a=(-8,4)\beku b=(-2,x)ƂȂ悤x̒l߂$

-4

$\beku a=(-8,4)\beku b=(-3,x)ƂȂ悤x̒l߂$

-6

$\beku a=(-8,4)\beku b=(-4,x)ƂȂ悤x̒l߂$

-8

$\beku a=(-8,4)\beku b=(-5,x)ƂȂ悤x̒l߂$

-10

$\beku a=(-8,4)\beku b=(-6,x)ƂȂ悤x̒l߂$

-12

$\beku a=(-8,4)\beku b=(-7,x)ƂȂ悤x̒l߂$

-14

$\beku a=(-8,4)\beku b=(-8,x)ƂȂ悤x̒l߂$

-16

$\beku a=(-8,4)\beku b=(-9,x)ƂȂ悤x̒l߂$

-18

$\beku a=(-9,4)\beku b=(-4,x)ƂȂ悤x̒l߂$

-9

$\beku a=(-9,4)\beku b=(-8,x)ƂȂ悤x̒l߂$

-18

$\beku a=(-1,5)\beku b=(-5,x)ƂȂ悤x̒l߂$

-1

$\beku a=(-2,5)\beku b=(-5,x)ƂȂ悤x̒l߂$

-2

$\beku a=(-3,5)\beku b=(-5,x)ƂȂ悤x̒l߂$

-3

$\beku a=(-4,5)\beku b=(-5,x)ƂȂ悤x̒l߂$

-4

$\beku a=(-5,5)\beku b=(-1,x)ƂȂ悤x̒l߂$

-1

$\beku a=(-5,5)\beku b=(-2,x)ƂȂ悤x̒l߂$

-2

$\beku a=(-5,5)\beku b=(-3,x)ƂȂ悤x̒l߂$

-3

$\beku a=(-5,5)\beku b=(-4,x)ƂȂ悤x̒l߂$

-4

$\beku a=(-5,5)\beku b=(-5,x)ƂȂ悤x̒l߂$

-5

$\beku a=(-5,5)\beku b=(-6,x)ƂȂ悤x̒l߂$

-6

$\beku a=(-5,5)\beku b=(-7,x)ƂȂ悤x̒l߂$

-7

$\beku a=(-5,5)\beku b=(-8,x)ƂȂ悤x̒l߂$

-8

$\beku a=(-5,5)\beku b=(-9,x)ƂȂ悤x̒l߂$

-9

$\beku a=(-6,5)\beku b=(-5,x)ƂȂ悤x̒l߂$

-6

$\beku a=(-7,5)\beku b=(-5,x)ƂȂ悤x̒l߂$

-7

$\beku a=(-8,5)\beku b=(-5,x)ƂȂ悤x̒l߂$

-8

$\beku a=(-9,5)\beku b=(-5,x)ƂȂ悤x̒l߂$

-9

$\beku a=(-1,6)\beku b=(-6,x)ƂȂ悤x̒l߂$

-1

$\beku a=(-2,6)\beku b=(-3,x)ƂȂ悤x̒l߂$

-1

$\beku a=(-2,6)\beku b=(-6,x)ƂȂ悤x̒l߂$

-2

$\beku a=(-2,6)\beku b=(-9,x)ƂȂ悤x̒l߂$

-3

$\beku a=(-3,6)\beku b=(-2,x)ƂȂ悤x̒l߂$

-1

$\beku a=(-3,6)\beku b=(-4,x)ƂȂ悤x̒l߂$

-2

$\beku a=(-3,6)\beku b=(-6,x)ƂȂ悤x̒l߂$

-3

$\beku a=(-3,6)\beku b=(-8,x)ƂȂ悤x̒l߂$

-4

$\beku a=(-4,6)\beku b=(-3,x)ƂȂ悤x̒l߂$

-2

$\beku a=(-4,6)\beku b=(-6,x)ƂȂ悤x̒l߂$

-4

$\beku a=(-4,6)\beku b=(-9,x)ƂȂ悤x̒l߂$

-6

$\beku a=(-5,6)\beku b=(-6,x)ƂȂ悤x̒l߂$

-5

$\beku a=(-6,6)\beku b=(-1,x)ƂȂ悤x̒l߂$

-1

$\beku a=(-6,6)\beku b=(-2,x)ƂȂ悤x̒l߂$

-2

$\beku a=(-6,6)\beku b=(-3,x)ƂȂ悤x̒l߂$

-3

$\beku a=(-6,6)\beku b=(-4,x)ƂȂ悤x̒l߂$

-4

$\beku a=(-6,6)\beku b=(-5,x)ƂȂ悤x̒l߂$

-5

$\beku a=(-6,6)\beku b=(-6,x)ƂȂ悤x̒l߂$

-6

$\beku a=(-6,6)\beku b=(-7,x)ƂȂ悤x̒l߂$

-7

$\beku a=(-6,6)\beku b=(-8,x)ƂȂ悤x̒l߂$

-8

$\beku a=(-6,6)\beku b=(-9,x)ƂȂ悤x̒l߂$

-9

$\beku a=(-7,6)\beku b=(-6,x)ƂȂ悤x̒l߂$

-7

$\beku a=(-8,6)\beku b=(-3,x)ƂȂ悤x̒l߂$

-4

$\beku a=(-8,6)\beku b=(-6,x)ƂȂ悤x̒l߂$

-8

$\beku a=(-8,6)\beku b=(-9,x)ƂȂ悤x̒l߂$

-12

$\beku a=(-9,6)\beku b=(-2,x)ƂȂ悤x̒l߂$

-3

$\beku a=(-9,6)\beku b=(-4,x)ƂȂ悤x̒l߂$

-6

$\beku a=(-9,6)\beku b=(-6,x)ƂȂ悤x̒l߂$

-9

$\beku a=(-9,6)\beku b=(-8,x)ƂȂ悤x̒l߂$

-12

$\beku a=(-1,7)\beku b=(-7,x)ƂȂ悤x̒l߂$

-1

$\beku a=(-2,7)\beku b=(-7,x)ƂȂ悤x̒l߂$

-2

$\beku a=(-3,7)\beku b=(-7,x)ƂȂ悤x̒l߂$

-3

$\beku a=(-4,7)\beku b=(-7,x)ƂȂ悤x̒l߂$

-4

$\beku a=(-5,7)\beku b=(-7,x)ƂȂ悤x̒l߂$

-5

$\beku a=(-6,7)\beku b=(-7,x)ƂȂ悤x̒l߂$

-6

$\beku a=(-7,7)\beku b=(-1,x)ƂȂ悤x̒l߂$

-1

$\beku a=(-7,7)\beku b=(-2,x)ƂȂ悤x̒l߂$

-2

$\beku a=(-7,7)\beku b=(-3,x)ƂȂ悤x̒l߂$

-3

$\beku a=(-7,7)\beku b=(-4,x)ƂȂ悤x̒l߂$

-4

$\beku a=(-7,7)\beku b=(-5,x)ƂȂ悤x̒l߂$

-5

$\beku a=(-7,7)\beku b=(-6,x)ƂȂ悤x̒l߂$

-6

$\beku a=(-7,7)\beku b=(-7,x)ƂȂ悤x̒l߂$

-7

$\beku a=(-7,7)\beku b=(-8,x)ƂȂ悤x̒l߂$

-8

$\beku a=(-7,7)\beku b=(-9,x)ƂȂ悤x̒l߂$

-9

$\beku a=(-8,7)\beku b=(-7,x)ƂȂ悤x̒l߂$

-8

$\beku a=(-9,7)\beku b=(-7,x)ƂȂ悤x̒l߂$

-9

$\beku a=(-1,8)\beku b=(-8,x)ƂȂ悤x̒l߂$

-1

$\beku a=(-2,8)\beku b=(-4,x)ƂȂ悤x̒l߂$

-1

$\beku a=(-2,8)\beku b=(-8,x)ƂȂ悤x̒l߂$

-2

$\beku a=(-3,8)\beku b=(-8,x)ƂȂ悤x̒l߂$

-3

$\beku a=(-4,8)\beku b=(-2,x)ƂȂ悤x̒l߂$

-1

$\beku a=(-4,8)\beku b=(-4,x)ƂȂ悤x̒l߂$

-2

$\beku a=(-4,8)\beku b=(-6,x)ƂȂ悤x̒l߂$

-3

$\beku a=(-4,8)\beku b=(-8,x)ƂȂ悤x̒l߂$

-4

$\beku a=(-5,8)\beku b=(-8,x)ƂȂ悤x̒l߂$

-5

$\beku a=(-6,8)\beku b=(-4,x)ƂȂ悤x̒l߂$

-3

$\beku a=(-6,8)\beku b=(-8,x)ƂȂ悤x̒l߂$

-6

$\beku a=(-7,8)\beku b=(-8,x)ƂȂ悤x̒l߂$

-7

$\beku a=(-8,8)\beku b=(-1,x)ƂȂ悤x̒l߂$

-1

$\beku a=(-8,8)\beku b=(-2,x)ƂȂ悤x̒l߂$

-2

$\beku a=(-8,8)\beku b=(-3,x)ƂȂ悤x̒l߂$

-3

$\beku a=(-8,8)\beku b=(-4,x)ƂȂ悤x̒l߂$

-4

$\beku a=(-8,8)\beku b=(-5,x)ƂȂ悤x̒l߂$

-5

$\beku a=(-8,8)\beku b=(-6,x)ƂȂ悤x̒l߂$

-6

$\beku a=(-8,8)\beku b=(-7,x)ƂȂ悤x̒l߂$

-7

$\beku a=(-8,8)\beku b=(-8,x)ƂȂ悤x̒l߂$

-8

$\beku a=(-8,8)\beku b=(-9,x)ƂȂ悤x̒l߂$

-9

$\beku a=(-9,8)\beku b=(-8,x)ƂȂ悤x̒l߂$

-9

$\beku a=(-1,9)\beku b=(-9,x)ƂȂ悤x̒l߂$

-1

$\beku a=(-2,9)\beku b=(-9,x)ƂȂ悤x̒l߂$

-2

$\beku a=(-3,9)\beku b=(-3,x)ƂȂ悤x̒l߂$

-1

$\beku a=(-3,9)\beku b=(-6,x)ƂȂ悤x̒l߂$

-2

$\beku a=(-3,9)\beku b=(-9,x)ƂȂ悤x̒l߂$

-3

$\beku a=(-4,9)\beku b=(-9,x)ƂȂ悤x̒l߂$

-4

$\beku a=(-5,9)\beku b=(-9,x)ƂȂ悤x̒l߂$

-5

$\beku a=(-6,9)\beku b=(-3,x)ƂȂ悤x̒l߂$

-2

$\beku a=(-6,9)\beku b=(-6,x)ƂȂ悤x̒l߂$

-4

$\beku a=(-6,9)\beku b=(-9,x)ƂȂ悤x̒l߂$

-6

$\beku a=(-7,9)\beku b=(-9,x)ƂȂ悤x̒l߂$

-7

$\beku a=(-8,9)\beku b=(-9,x)ƂȂ悤x̒l߂$

-8

$\beku a=(-9,9)\beku b=(-1,x)ƂȂ悤x̒l߂$

-1

$\beku a=(-9,9)\beku b=(-2,x)ƂȂ悤x̒l߂$

-2

$\beku a=(-9,9)\beku b=(-3,x)ƂȂ悤x̒l߂$

-3

$\beku a=(-9,9)\beku b=(-4,x)ƂȂ悤x̒l߂$

-4

$\beku a=(-9,9)\beku b=(-5,x)ƂȂ悤x̒l߂$

-5

$\beku a=(-9,9)\beku b=(-6,x)ƂȂ悤x̒l߂$

-6

$\beku a=(-9,9)\beku b=(-7,x)ƂȂ悤x̒l߂$

-7

$\beku a=(-9,9)\beku b=(-8,x)ƂȂ悤x̒l߂$

-8

$\beku a=(-9,9)\beku b=(-9,x)ƂȂ悤x̒l߂$

-9





$\beku a=(-1,-1)\beku b=(-1,x)ƂȂ悤x̒l߂$

1

$\beku a=(-1,-1)\beku b=(-2,x)ƂȂ悤x̒l߂$

2

$\beku a=(-1,-1)\beku b=(-3,x)ƂȂ悤x̒l߂$

3

$\beku a=(-1,-1)\beku b=(-4,x)ƂȂ悤x̒l߂$

4

$\beku a=(-1,-1)\beku b=(-5,x)ƂȂ悤x̒l߂$

5

$\beku a=(-1,-1)\beku b=(-6,x)ƂȂ悤x̒l߂$

6

$\beku a=(-1,-1)\beku b=(-7,x)ƂȂ悤x̒l߂$

7

$\beku a=(-1,-1)\beku b=(-8,x)ƂȂ悤x̒l߂$

8

$\beku a=(-1,-1)\beku b=(-9,x)ƂȂ悤x̒l߂$

9

$\beku a=(-2,-1)\beku b=(-1,x)ƂȂ悤x̒l߂$

2

$\beku a=(-2,-1)\beku b=(-2,x)ƂȂ悤x̒l߂$

4

$\beku a=(-2,-1)\beku b=(-3,x)ƂȂ悤x̒l߂$

6

$\beku a=(-2,-1)\beku b=(-4,x)ƂȂ悤x̒l߂$

8

$\beku a=(-2,-1)\beku b=(-5,x)ƂȂ悤x̒l߂$

10

$\beku a=(-2,-1)\beku b=(-6,x)ƂȂ悤x̒l߂$

12

$\beku a=(-2,-1)\beku b=(-7,x)ƂȂ悤x̒l߂$

14

$\beku a=(-2,-1)\beku b=(-8,x)ƂȂ悤x̒l߂$

16

$\beku a=(-2,-1)\beku b=(-9,x)ƂȂ悤x̒l߂$

18

$\beku a=(-3,-1)\beku b=(-1,x)ƂȂ悤x̒l߂$

3

$\beku a=(-3,-1)\beku b=(-2,x)ƂȂ悤x̒l߂$

6

$\beku a=(-3,-1)\beku b=(-3,x)ƂȂ悤x̒l߂$

9

$\beku a=(-3,-1)\beku b=(-4,x)ƂȂ悤x̒l߂$

12

$\beku a=(-3,-1)\beku b=(-5,x)ƂȂ悤x̒l߂$

15

$\beku a=(-3,-1)\beku b=(-6,x)ƂȂ悤x̒l߂$

18

$\beku a=(-3,-1)\beku b=(-7,x)ƂȂ悤x̒l߂$

21

$\beku a=(-3,-1)\beku b=(-8,x)ƂȂ悤x̒l߂$

24

$\beku a=(-3,-1)\beku b=(-9,x)ƂȂ悤x̒l߂$

27

$\beku a=(-4,-1)\beku b=(-1,x)ƂȂ悤x̒l߂$

4

$\beku a=(-4,-1)\beku b=(-2,x)ƂȂ悤x̒l߂$

8

$\beku a=(-4,-1)\beku b=(-3,x)ƂȂ悤x̒l߂$

12

$\beku a=(-4,-1)\beku b=(-4,x)ƂȂ悤x̒l߂$

16

$\beku a=(-4,-1)\beku b=(-5,x)ƂȂ悤x̒l߂$

20

$\beku a=(-4,-1)\beku b=(-6,x)ƂȂ悤x̒l߂$

24

$\beku a=(-4,-1)\beku b=(-7,x)ƂȂ悤x̒l߂$

28

$\beku a=(-4,-1)\beku b=(-8,x)ƂȂ悤x̒l߂$

32

$\beku a=(-4,-1)\beku b=(-9,x)ƂȂ悤x̒l߂$

36

$\beku a=(-5,-1)\beku b=(-1,x)ƂȂ悤x̒l߂$

5

$\beku a=(-5,-1)\beku b=(-2,x)ƂȂ悤x̒l߂$

10

$\beku a=(-5,-1)\beku b=(-3,x)ƂȂ悤x̒l߂$

15

$\beku a=(-5,-1)\beku b=(-4,x)ƂȂ悤x̒l߂$

20

$\beku a=(-5,-1)\beku b=(-5,x)ƂȂ悤x̒l߂$

25

$\beku a=(-5,-1)\beku b=(-6,x)ƂȂ悤x̒l߂$

30

$\beku a=(-5,-1)\beku b=(-7,x)ƂȂ悤x̒l߂$

35

$\beku a=(-5,-1)\beku b=(-8,x)ƂȂ悤x̒l߂$

40

$\beku a=(-5,-1)\beku b=(-9,x)ƂȂ悤x̒l߂$

45

$\beku a=(-6,-1)\beku b=(-1,x)ƂȂ悤x̒l߂$

6

$\beku a=(-6,-1)\beku b=(-2,x)ƂȂ悤x̒l߂$

12

$\beku a=(-6,-1)\beku b=(-3,x)ƂȂ悤x̒l߂$

18

$\beku a=(-6,-1)\beku b=(-4,x)ƂȂ悤x̒l߂$

24

$\beku a=(-6,-1)\beku b=(-5,x)ƂȂ悤x̒l߂$

30

$\beku a=(-6,-1)\beku b=(-6,x)ƂȂ悤x̒l߂$

36

$\beku a=(-6,-1)\beku b=(-7,x)ƂȂ悤x̒l߂$

42

$\beku a=(-6,-1)\beku b=(-8,x)ƂȂ悤x̒l߂$

48

$\beku a=(-6,-1)\beku b=(-9,x)ƂȂ悤x̒l߂$

54

$\beku a=(-7,-1)\beku b=(-1,x)ƂȂ悤x̒l߂$

7

$\beku a=(-7,-1)\beku b=(-2,x)ƂȂ悤x̒l߂$

14

$\beku a=(-7,-1)\beku b=(-3,x)ƂȂ悤x̒l߂$

21

$\beku a=(-7,-1)\beku b=(-4,x)ƂȂ悤x̒l߂$

28

$\beku a=(-7,-1)\beku b=(-5,x)ƂȂ悤x̒l߂$

35

$\beku a=(-7,-1)\beku b=(-6,x)ƂȂ悤x̒l߂$

42

$\beku a=(-7,-1)\beku b=(-7,x)ƂȂ悤x̒l߂$

49

$\beku a=(-7,-1)\beku b=(-8,x)ƂȂ悤x̒l߂$

56

$\beku a=(-7,-1)\beku b=(-9,x)ƂȂ悤x̒l߂$

63

$\beku a=(-8,-1)\beku b=(-1,x)ƂȂ悤x̒l߂$

8

$\beku a=(-8,-1)\beku b=(-2,x)ƂȂ悤x̒l߂$

16

$\beku a=(-8,-1)\beku b=(-3,x)ƂȂ悤x̒l߂$

24

$\beku a=(-8,-1)\beku b=(-4,x)ƂȂ悤x̒l߂$

32

$\beku a=(-8,-1)\beku b=(-5,x)ƂȂ悤x̒l߂$

40

$\beku a=(-8,-1)\beku b=(-6,x)ƂȂ悤x̒l߂$

48

$\beku a=(-8,-1)\beku b=(-7,x)ƂȂ悤x̒l߂$

56

$\beku a=(-8,-1)\beku b=(-8,x)ƂȂ悤x̒l߂$

64

$\beku a=(-8,-1)\beku b=(-9,x)ƂȂ悤x̒l߂$

72

$\beku a=(-9,-1)\beku b=(-1,x)ƂȂ悤x̒l߂$

9

$\beku a=(-9,-1)\beku b=(-2,x)ƂȂ悤x̒l߂$

18

$\beku a=(-9,-1)\beku b=(-3,x)ƂȂ悤x̒l߂$

27

$\beku a=(-9,-1)\beku b=(-4,x)ƂȂ悤x̒l߂$

36

$\beku a=(-9,-1)\beku b=(-5,x)ƂȂ悤x̒l߂$

45

$\beku a=(-9,-1)\beku b=(-6,x)ƂȂ悤x̒l߂$

54

$\beku a=(-9,-1)\beku b=(-7,x)ƂȂ悤x̒l߂$

63

$\beku a=(-9,-1)\beku b=(-8,x)ƂȂ悤x̒l߂$

72

$\beku a=(-9,-1)\beku b=(-9,x)ƂȂ悤x̒l߂$

81

$\beku a=(-1,-2)\beku b=(-2,x)ƂȂ悤x̒l߂$

1

$\beku a=(-1,-2)\beku b=(-4,x)ƂȂ悤x̒l߂$

2

$\beku a=(-1,-2)\beku b=(-6,x)ƂȂ悤x̒l߂$

3

$\beku a=(-1,-2)\beku b=(-8,x)ƂȂ悤x̒l߂$

4

$\beku a=(-2,-2)\beku b=(-1,x)ƂȂ悤x̒l߂$

1

$\beku a=(-2,-2)\beku b=(-2,x)ƂȂ悤x̒l߂$

2

$\beku a=(-2,-2)\beku b=(-3,x)ƂȂ悤x̒l߂$

3

$\beku a=(-2,-2)\beku b=(-4,x)ƂȂ悤x̒l߂$

4

$\beku a=(-2,-2)\beku b=(-5,x)ƂȂ悤x̒l߂$

5

$\beku a=(-2,-2)\beku b=(-6,x)ƂȂ悤x̒l߂$

6

$\beku a=(-2,-2)\beku b=(-7,x)ƂȂ悤x̒l߂$

7

$\beku a=(-2,-2)\beku b=(-8,x)ƂȂ悤x̒l߂$

8

$\beku a=(-2,-2)\beku b=(-9,x)ƂȂ悤x̒l߂$

9

$\beku a=(-3,-2)\beku b=(-2,x)ƂȂ悤x̒l߂$

3

$\beku a=(-3,-2)\beku b=(-4,x)ƂȂ悤x̒l߂$

6

$\beku a=(-3,-2)\beku b=(-6,x)ƂȂ悤x̒l߂$

9

$\beku a=(-3,-2)\beku b=(-8,x)ƂȂ悤x̒l߂$

12

$\beku a=(-4,-2)\beku b=(-1,x)ƂȂ悤x̒l߂$

2

$\beku a=(-4,-2)\beku b=(-2,x)ƂȂ悤x̒l߂$

4

$\beku a=(-4,-2)\beku b=(-3,x)ƂȂ悤x̒l߂$

6

$\beku a=(-4,-2)\beku b=(-4,x)ƂȂ悤x̒l߂$

8

$\beku a=(-4,-2)\beku b=(-5,x)ƂȂ悤x̒l߂$

10

$\beku a=(-4,-2)\beku b=(-6,x)ƂȂ悤x̒l߂$

12

$\beku a=(-4,-2)\beku b=(-7,x)ƂȂ悤x̒l߂$

14

$\beku a=(-4,-2)\beku b=(-8,x)ƂȂ悤x̒l߂$

16

$\beku a=(-4,-2)\beku b=(-9,x)ƂȂ悤x̒l߂$

18

$\beku a=(-5,-2)\beku b=(-2,x)ƂȂ悤x̒l߂$

5

$\beku a=(-5,-2)\beku b=(-4,x)ƂȂ悤x̒l߂$

10

$\beku a=(-5,-2)\beku b=(-6,x)ƂȂ悤x̒l߂$

15

$\beku a=(-5,-2)\beku b=(-8,x)ƂȂ悤x̒l߂$

20

$\beku a=(-6,-2)\beku b=(-1,x)ƂȂ悤x̒l߂$

3

$\beku a=(-6,-2)\beku b=(-2,x)ƂȂ悤x̒l߂$

6

$\beku a=(-6,-2)\beku b=(-3,x)ƂȂ悤x̒l߂$

9

$\beku a=(-6,-2)\beku b=(-4,x)ƂȂ悤x̒l߂$

12

$\beku a=(-6,-2)\beku b=(-5,x)ƂȂ悤x̒l߂$

15

$\beku a=(-6,-2)\beku b=(-6,x)ƂȂ悤x̒l߂$

18

$\beku a=(-6,-2)\beku b=(-7,x)ƂȂ悤x̒l߂$

21

$\beku a=(-6,-2)\beku b=(-8,x)ƂȂ悤x̒l߂$

24

$\beku a=(-6,-2)\beku b=(-9,x)ƂȂ悤x̒l߂$

27

$\beku a=(-7,-2)\beku b=(-2,x)ƂȂ悤x̒l߂$

7

$\beku a=(-7,-2)\beku b=(-4,x)ƂȂ悤x̒l߂$

14

$\beku a=(-7,-2)\beku b=(-6,x)ƂȂ悤x̒l߂$

21

$\beku a=(-7,-2)\beku b=(-8,x)ƂȂ悤x̒l߂$

28

$\beku a=(-8,-2)\beku b=(-1,x)ƂȂ悤x̒l߂$

4

$\beku a=(-8,-2)\beku b=(-2,x)ƂȂ悤x̒l߂$

8

$\beku a=(-8,-2)\beku b=(-3,x)ƂȂ悤x̒l߂$

12

$\beku a=(-8,-2)\beku b=(-4,x)ƂȂ悤x̒l߂$

16

$\beku a=(-8,-2)\beku b=(-5,x)ƂȂ悤x̒l߂$

20

$\beku a=(-8,-2)\beku b=(-6,x)ƂȂ悤x̒l߂$

24

$\beku a=(-8,-2)\beku b=(-7,x)ƂȂ悤x̒l߂$

28

$\beku a=(-8,-2)\beku b=(-8,x)ƂȂ悤x̒l߂$

32

$\beku a=(-8,-2)\beku b=(-9,x)ƂȂ悤x̒l߂$

36

$\beku a=(-9,-2)\beku b=(-2,x)ƂȂ悤x̒l߂$

9

$\beku a=(-9,-2)\beku b=(-4,x)ƂȂ悤x̒l߂$

18

$\beku a=(-9,-2)\beku b=(-6,x)ƂȂ悤x̒l߂$

27

$\beku a=(-9,-2)\beku b=(-8,x)ƂȂ悤x̒l߂$

36

$\beku a=(-1,-3)\beku b=(-3,x)ƂȂ悤x̒l߂$

1

$\beku a=(-1,-3)\beku b=(-6,x)ƂȂ悤x̒l߂$

2

$\beku a=(-1,-3)\beku b=(-9,x)ƂȂ悤x̒l߂$

3

$\beku a=(-2,-3)\beku b=(-3,x)ƂȂ悤x̒l߂$

2

$\beku a=(-2,-3)\beku b=(-6,x)ƂȂ悤x̒l߂$

4

$\beku a=(-2,-3)\beku b=(-9,x)ƂȂ悤x̒l߂$

6

$\beku a=(-3,-3)\beku b=(-1,x)ƂȂ悤x̒l߂$

1

$\beku a=(-3,-3)\beku b=(-2,x)ƂȂ悤x̒l߂$

2

$\beku a=(-3,-3)\beku b=(-3,x)ƂȂ悤x̒l߂$

3

$\beku a=(-3,-3)\beku b=(-4,x)ƂȂ悤x̒l߂$

4

$\beku a=(-3,-3)\beku b=(-5,x)ƂȂ悤x̒l߂$

5

$\beku a=(-3,-3)\beku b=(-6,x)ƂȂ悤x̒l߂$

6

$\beku a=(-3,-3)\beku b=(-7,x)ƂȂ悤x̒l߂$

7

$\beku a=(-3,-3)\beku b=(-8,x)ƂȂ悤x̒l߂$

8

$\beku a=(-3,-3)\beku b=(-9,x)ƂȂ悤x̒l߂$

9

$\beku a=(-4,-3)\beku b=(-3,x)ƂȂ悤x̒l߂$

4

$\beku a=(-4,-3)\beku b=(-6,x)ƂȂ悤x̒l߂$

8

$\beku a=(-4,-3)\beku b=(-9,x)ƂȂ悤x̒l߂$

12

$\beku a=(-5,-3)\beku b=(-3,x)ƂȂ悤x̒l߂$

5

$\beku a=(-5,-3)\beku b=(-6,x)ƂȂ悤x̒l߂$

10

$\beku a=(-5,-3)\beku b=(-9,x)ƂȂ悤x̒l߂$

15

$\beku a=(-6,-3)\beku b=(-1,x)ƂȂ悤x̒l߂$

2

$\beku a=(-6,-3)\beku b=(-2,x)ƂȂ悤x̒l߂$

4

$\beku a=(-6,-3)\beku b=(-3,x)ƂȂ悤x̒l߂$

6

$\beku a=(-6,-3)\beku b=(-4,x)ƂȂ悤x̒l߂$

8

$\beku a=(-6,-3)\beku b=(-5,x)ƂȂ悤x̒l߂$

10

$\beku a=(-6,-3)\beku b=(-6,x)ƂȂ悤x̒l߂$

12

$\beku a=(-6,-3)\beku b=(-7,x)ƂȂ悤x̒l߂$

14

$\beku a=(-6,-3)\beku b=(-8,x)ƂȂ悤x̒l߂$

16

$\beku a=(-6,-3)\beku b=(-9,x)ƂȂ悤x̒l߂$

18

$\beku a=(-7,-3)\beku b=(-3,x)ƂȂ悤x̒l߂$

7

$\beku a=(-7,-3)\beku b=(-6,x)ƂȂ悤x̒l߂$

14

$\beku a=(-7,-3)\beku b=(-9,x)ƂȂ悤x̒l߂$

21

$\beku a=(-8,-3)\beku b=(-3,x)ƂȂ悤x̒l߂$

8

$\beku a=(-8,-3)\beku b=(-6,x)ƂȂ悤x̒l߂$

16

$\beku a=(-8,-3)\beku b=(-9,x)ƂȂ悤x̒l߂$

24

$\beku a=(-9,-3)\beku b=(-1,x)ƂȂ悤x̒l߂$

3

$\beku a=(-9,-3)\beku b=(-2,x)ƂȂ悤x̒l߂$

6

$\beku a=(-9,-3)\beku b=(-3,x)ƂȂ悤x̒l߂$

9

$\beku a=(-9,-3)\beku b=(-4,x)ƂȂ悤x̒l߂$

12

$\beku a=(-9,-3)\beku b=(-5,x)ƂȂ悤x̒l߂$

15

$\beku a=(-9,-3)\beku b=(-6,x)ƂȂ悤x̒l߂$

18

$\beku a=(-9,-3)\beku b=(-7,x)ƂȂ悤x̒l߂$

21

$\beku a=(-9,-3)\beku b=(-8,x)ƂȂ悤x̒l߂$

24

$\beku a=(-9,-3)\beku b=(-9,x)ƂȂ悤x̒l߂$

27

$\beku a=(-1,-4)\beku b=(-4,x)ƂȂ悤x̒l߂$

1

$\beku a=(-1,-4)\beku b=(-8,x)ƂȂ悤x̒l߂$

2

$\beku a=(-2,-4)\beku b=(-2,x)ƂȂ悤x̒l߂$

1

$\beku a=(-2,-4)\beku b=(-4,x)ƂȂ悤x̒l߂$

2

$\beku a=(-2,-4)\beku b=(-6,x)ƂȂ悤x̒l߂$

3

$\beku a=(-2,-4)\beku b=(-8,x)ƂȂ悤x̒l߂$

4

$\beku a=(-3,-4)\beku b=(-4,x)ƂȂ悤x̒l߂$

3

$\beku a=(-3,-4)\beku b=(-8,x)ƂȂ悤x̒l߂$

6

$\beku a=(-4,-4)\beku b=(-1,x)ƂȂ悤x̒l߂$

1

$\beku a=(-4,-4)\beku b=(-2,x)ƂȂ悤x̒l߂$

2

$\beku a=(-4,-4)\beku b=(-3,x)ƂȂ悤x̒l߂$

3

$\beku a=(-4,-4)\beku b=(-4,x)ƂȂ悤x̒l߂$

4

$\beku a=(-4,-4)\beku b=(-5,x)ƂȂ悤x̒l߂$

5

$\beku a=(-4,-4)\beku b=(-6,x)ƂȂ悤x̒l߂$

6

$\beku a=(-4,-4)\beku b=(-7,x)ƂȂ悤x̒l߂$

7

$\beku a=(-4,-4)\beku b=(-8,x)ƂȂ悤x̒l߂$

8

$\beku a=(-4,-4)\beku b=(-9,x)ƂȂ悤x̒l߂$

9

$\beku a=(-5,-4)\beku b=(-4,x)ƂȂ悤x̒l߂$

5

$\beku a=(-5,-4)\beku b=(-8,x)ƂȂ悤x̒l߂$

10

$\beku a=(-6,-4)\beku b=(-2,x)ƂȂ悤x̒l߂$

3

$\beku a=(-6,-4)\beku b=(-4,x)ƂȂ悤x̒l߂$

6

$\beku a=(-6,-4)\beku b=(-6,x)ƂȂ悤x̒l߂$

9

$\beku a=(-6,-4)\beku b=(-8,x)ƂȂ悤x̒l߂$

12

$\beku a=(-7,-4)\beku b=(-4,x)ƂȂ悤x̒l߂$

7

$\beku a=(-7,-4)\beku b=(-8,x)ƂȂ悤x̒l߂$

14

$\beku a=(-8,-4)\beku b=(-1,x)ƂȂ悤x̒l߂$

2

$\beku a=(-8,-4)\beku b=(-2,x)ƂȂ悤x̒l߂$

4

$\beku a=(-8,-4)\beku b=(-3,x)ƂȂ悤x̒l߂$

6

$\beku a=(-8,-4)\beku b=(-4,x)ƂȂ悤x̒l߂$

8

$\beku a=(-8,-4)\beku b=(-5,x)ƂȂ悤x̒l߂$

10

$\beku a=(-8,-4)\beku b=(-6,x)ƂȂ悤x̒l߂$

12

$\beku a=(-8,-4)\beku b=(-7,x)ƂȂ悤x̒l߂$

14

$\beku a=(-8,-4)\beku b=(-8,x)ƂȂ悤x̒l߂$

16

$\beku a=(-8,-4)\beku b=(-9,x)ƂȂ悤x̒l߂$

18

$\beku a=(-9,-4)\beku b=(-4,x)ƂȂ悤x̒l߂$

9

$\beku a=(-9,-4)\beku b=(-8,x)ƂȂ悤x̒l߂$

18

$\beku a=(-1,-5)\beku b=(-5,x)ƂȂ悤x̒l߂$

1

$\beku a=(-2,-5)\beku b=(-5,x)ƂȂ悤x̒l߂$

2

$\beku a=(-3,-5)\beku b=(-5,x)ƂȂ悤x̒l߂$

3

$\beku a=(-4,-5)\beku b=(-5,x)ƂȂ悤x̒l߂$

4

$\beku a=(-5,-5)\beku b=(-1,x)ƂȂ悤x̒l߂$

1

$\beku a=(-5,-5)\beku b=(-2,x)ƂȂ悤x̒l߂$

2

$\beku a=(-5,-5)\beku b=(-3,x)ƂȂ悤x̒l߂$

3

$\beku a=(-5,-5)\beku b=(-4,x)ƂȂ悤x̒l߂$

4

$\beku a=(-5,-5)\beku b=(-5,x)ƂȂ悤x̒l߂$

5

$\beku a=(-5,-5)\beku b=(-6,x)ƂȂ悤x̒l߂$

6

$\beku a=(-5,-5)\beku b=(-7,x)ƂȂ悤x̒l߂$

7

$\beku a=(-5,-5)\beku b=(-8,x)ƂȂ悤x̒l߂$

8

$\beku a=(-5,-5)\beku b=(-9,x)ƂȂ悤x̒l߂$

9

$\beku a=(-6,-5)\beku b=(-5,x)ƂȂ悤x̒l߂$

6

$\beku a=(-7,-5)\beku b=(-5,x)ƂȂ悤x̒l߂$

7

$\beku a=(-8,-5)\beku b=(-5,x)ƂȂ悤x̒l߂$

8

$\beku a=(-9,-5)\beku b=(-5,x)ƂȂ悤x̒l߂$

9

$\beku a=(-1,-6)\beku b=(-6,x)ƂȂ悤x̒l߂$

1

$\beku a=(-2,-6)\beku b=(-3,x)ƂȂ悤x̒l߂$

1

$\beku a=(-2,-6)\beku b=(-6,x)ƂȂ悤x̒l߂$

2

$\beku a=(-2,-6)\beku b=(-9,x)ƂȂ悤x̒l߂$

3

$\beku a=(-3,-6)\beku b=(-2,x)ƂȂ悤x̒l߂$

1

$\beku a=(-3,-6)\beku b=(-4,x)ƂȂ悤x̒l߂$

2

$\beku a=(-3,-6)\beku b=(-6,x)ƂȂ悤x̒l߂$

3

$\beku a=(-3,-6)\beku b=(-8,x)ƂȂ悤x̒l߂$

4

$\beku a=(-4,-6)\beku b=(-3,x)ƂȂ悤x̒l߂$

2

$\beku a=(-4,-6)\beku b=(-6,x)ƂȂ悤x̒l߂$

4

$\beku a=(-4,-6)\beku b=(-9,x)ƂȂ悤x̒l߂$

6

$\beku a=(-5,-6)\beku b=(-6,x)ƂȂ悤x̒l߂$

5

$\beku a=(-6,-6)\beku b=(-1,x)ƂȂ悤x̒l߂$

1

$\beku a=(-6,-6)\beku b=(-2,x)ƂȂ悤x̒l߂$

2

$\beku a=(-6,-6)\beku b=(-3,x)ƂȂ悤x̒l߂$

3

$\beku a=(-6,-6)\beku b=(-4,x)ƂȂ悤x̒l߂$

4

$\beku a=(-6,-6)\beku b=(-5,x)ƂȂ悤x̒l߂$

5

$\beku a=(-6,-6)\beku b=(-6,x)ƂȂ悤x̒l߂$

6

$\beku a=(-6,-6)\beku b=(-7,x)ƂȂ悤x̒l߂$

7

$\beku a=(-6,-6)\beku b=(-8,x)ƂȂ悤x̒l߂$

8

$\beku a=(-6,-6)\beku b=(-9,x)ƂȂ悤x̒l߂$

9

$\beku a=(-7,-6)\beku b=(-6,x)ƂȂ悤x̒l߂$

7

$\beku a=(-8,-6)\beku b=(-3,x)ƂȂ悤x̒l߂$

4

$\beku a=(-8,-6)\beku b=(-6,x)ƂȂ悤x̒l߂$

8

$\beku a=(-8,-6)\beku b=(-9,x)ƂȂ悤x̒l߂$

12

$\beku a=(-9,-6)\beku b=(-2,x)ƂȂ悤x̒l߂$

3

$\beku a=(-9,-6)\beku b=(-4,x)ƂȂ悤x̒l߂$

6

$\beku a=(-9,-6)\beku b=(-6,x)ƂȂ悤x̒l߂$

9

$\beku a=(-9,-6)\beku b=(-8,x)ƂȂ悤x̒l߂$

12

$\beku a=(-1,-7)\beku b=(-7,x)ƂȂ悤x̒l߂$

1

$\beku a=(-2,-7)\beku b=(-7,x)ƂȂ悤x̒l߂$

2

$\beku a=(-3,-7)\beku b=(-7,x)ƂȂ悤x̒l߂$

3

$\beku a=(-4,-7)\beku b=(-7,x)ƂȂ悤x̒l߂$

4

$\beku a=(-5,-7)\beku b=(-7,x)ƂȂ悤x̒l߂$

5

$\beku a=(-6,-7)\beku b=(-7,x)ƂȂ悤x̒l߂$

6

$\beku a=(-7,-7)\beku b=(-1,x)ƂȂ悤x̒l߂$

1

$\beku a=(-7,-7)\beku b=(-2,x)ƂȂ悤x̒l߂$

2

$\beku a=(-7,-7)\beku b=(-3,x)ƂȂ悤x̒l߂$

3

$\beku a=(-7,-7)\beku b=(-4,x)ƂȂ悤x̒l߂$

4

$\beku a=(-7,-7)\beku b=(-5,x)ƂȂ悤x̒l߂$

5

$\beku a=(-7,-7)\beku b=(-6,x)ƂȂ悤x̒l߂$

6

$\beku a=(-7,-7)\beku b=(-7,x)ƂȂ悤x̒l߂$

7

$\beku a=(-7,-7)\beku b=(-8,x)ƂȂ悤x̒l߂$

8

$\beku a=(-7,-7)\beku b=(-9,x)ƂȂ悤x̒l߂$

9

$\beku a=(-8,-7)\beku b=(-7,x)ƂȂ悤x̒l߂$

8

$\beku a=(-9,-7)\beku b=(-7,x)ƂȂ悤x̒l߂$

9

$\beku a=(-1,-8)\beku b=(-8,x)ƂȂ悤x̒l߂$

1

$\beku a=(-2,-8)\beku b=(-4,x)ƂȂ悤x̒l߂$

1

$\beku a=(-2,-8)\beku b=(-8,x)ƂȂ悤x̒l߂$

2

$\beku a=(-3,-8)\beku b=(-8,x)ƂȂ悤x̒l߂$

3

$\beku a=(-4,-8)\beku b=(-2,x)ƂȂ悤x̒l߂$

1

$\beku a=(-4,-8)\beku b=(-4,x)ƂȂ悤x̒l߂$

2

$\beku a=(-4,-8)\beku b=(-6,x)ƂȂ悤x̒l߂$

3

$\beku a=(-4,-8)\beku b=(-8,x)ƂȂ悤x̒l߂$

4

$\beku a=(-5,-8)\beku b=(-8,x)ƂȂ悤x̒l߂$

5

$\beku a=(-6,-8)\beku b=(-4,x)ƂȂ悤x̒l߂$

3

$\beku a=(-6,-8)\beku b=(-8,x)ƂȂ悤x̒l߂$

6

$\beku a=(-7,-8)\beku b=(-8,x)ƂȂ悤x̒l߂$

7

$\beku a=(-8,-8)\beku b=(-1,x)ƂȂ悤x̒l߂$

1

$\beku a=(-8,-8)\beku b=(-2,x)ƂȂ悤x̒l߂$

2

$\beku a=(-8,-8)\beku b=(-3,x)ƂȂ悤x̒l߂$

3

$\beku a=(-8,-8)\beku b=(-4,x)ƂȂ悤x̒l߂$

4

$\beku a=(-8,-8)\beku b=(-5,x)ƂȂ悤x̒l߂$

5

$\beku a=(-8,-8)\beku b=(-6,x)ƂȂ悤x̒l߂$

6

$\beku a=(-8,-8)\beku b=(-7,x)ƂȂ悤x̒l߂$

7

$\beku a=(-8,-8)\beku b=(-8,x)ƂȂ悤x̒l߂$

8

$\beku a=(-8,-8)\beku b=(-9,x)ƂȂ悤x̒l߂$

9

$\beku a=(-9,-8)\beku b=(-8,x)ƂȂ悤x̒l߂$

9

$\beku a=(-1,-9)\beku b=(-9,x)ƂȂ悤x̒l߂$

1

$\beku a=(-2,-9)\beku b=(-9,x)ƂȂ悤x̒l߂$

2

$\beku a=(-3,-9)\beku b=(-3,x)ƂȂ悤x̒l߂$

1

$\beku a=(-3,-9)\beku b=(-6,x)ƂȂ悤x̒l߂$

2

$\beku a=(-3,-9)\beku b=(-9,x)ƂȂ悤x̒l߂$

3

$\beku a=(-4,-9)\beku b=(-9,x)ƂȂ悤x̒l߂$

4

$\beku a=(-5,-9)\beku b=(-9,x)ƂȂ悤x̒l߂$

5

$\beku a=(-6,-9)\beku b=(-3,x)ƂȂ悤x̒l߂$

2

$\beku a=(-6,-9)\beku b=(-6,x)ƂȂ悤x̒l߂$

4

$\beku a=(-6,-9)\beku b=(-9,x)ƂȂ悤x̒l߂$

6

$\beku a=(-7,-9)\beku b=(-9,x)ƂȂ悤x̒l߂$

7

$\beku a=(-8,-9)\beku b=(-9,x)ƂȂ悤x̒l߂$

8

$\beku a=(-9,-9)\beku b=(-1,x)ƂȂ悤x̒l߂$

1

$\beku a=(-9,-9)\beku b=(-2,x)ƂȂ悤x̒l߂$

2

$\beku a=(-9,-9)\beku b=(-3,x)ƂȂ悤x̒l߂$

3

$\beku a=(-9,-9)\beku b=(-4,x)ƂȂ悤x̒l߂$

4

$\beku a=(-9,-9)\beku b=(-5,x)ƂȂ悤x̒l߂$

5

$\beku a=(-9,-9)\beku b=(-6,x)ƂȂ悤x̒l߂$

6

$\beku a=(-9,-9)\beku b=(-7,x)ƂȂ悤x̒l߂$

7

$\beku a=(-9,-9)\beku b=(-8,x)ƂȂ悤x̒l߂$

8

$\beku a=(-9,-9)\beku b=(-9,x)ƂȂ悤x̒l߂$

9






[Level2]
xNg̐߂(}2̓\L)

$\beku a=(\sqrt{2},@1jɐő傫3̃xNg\beku b߂$

$(\pm \sqrt{3},@\mp \sqrt{6})$

$\beku a=(\sqrt{2},@1jɐő傫6̃xNg\beku b߂$

$(\pm 2\sqrt{3},@\mp 2\sqrt{6})$

$\beku a=(\sqrt{3},@1jɐő傫4̃xNg\beku b߂$

$(\pm 2,@\mp 2\sqrt{3})$

$\beku a=(\sqrt{3},@1jɐő傫8̃xNg\beku b߂$

$(\pm 4,@\mp 4\sqrt{3})$

$\beku a=(\sqrt{2},@-1jɐő傫3̃xNg\beku b߂$

$(\pm \sqrt{3},@\pm \sqrt{6})$

$\beku a=(\sqrt{2},@-1jɐő傫6̃xNg\beku b߂$

$(\pm 2\sqrt{3},@\pm 2\sqrt{6})$

$\beku a=(\sqrt{3},@-1jɐő傫4̃xNg\beku b߂$

$(\pm 2,@\pm 2\sqrt{3})$

$\beku a=(\sqrt{3},@-1jɐő傫8̃xNg\beku b߂$

$(\pm 4,@\pm 4\sqrt{3})$

$\beku a=(-\sqrt{2},@1jɐő傫3̃xNg\beku b߂$

$(\pm \sqrt{3},@\pm \sqrt{6})$

$\beku a=(-\sqrt{2},@1jɐő傫6̃xNg\beku b߂$

$(\pm 2\sqrt{3},@\pm 2\sqrt{6})$

$\beku a=(-\sqrt{3},@1jɐő傫4̃xNg\beku b߂$

$(\pm 2,@\pm 2\sqrt{3})$

$\beku a=(-\sqrt{3},@1jɐő傫8̃xNg\beku b߂$

$(\pm 4,@\pm 4\sqrt{3})$

$\beku a=(-\sqrt{2},@-1jɐő傫3̃xNg\beku b߂$

$(\pm \sqrt{3},@\mp \sqrt{6})$

$\beku a=(-\sqrt{2},@-1jɐő傫6̃xNg\beku b߂$

$(\pm 2\sqrt{3},@\mp 2\sqrt{6})$

$\beku a=(-\sqrt{3},@-1jɐő傫4̃xNg\beku b߂$

$(\pm 2,@\mp 2\sqrt{3})$

$\beku a=(-\sqrt{3},@-1jɐő傫8̃xNg\beku b߂$

$(\pm 4,@\mp 4\sqrt{3})$

$\beku a=(2,@1jɐő傫\sqrt{10}̃xNg\beku b߂$

$(\pm \sqrt{2},@\mp 2\sqrt{2})$

$\beku a=(2,@1jɐő傫\sqrt{15}̃xNg\beku b߂$

$(\pm \sqrt{3},@\mp 2\sqrt{3})$

$\beku a=(3,@1jɐő傫\sqrt{10}̃xNg\beku b߂$

$(\pm 1,@\mp 3)$

$\beku a=(3,@1jɐő傫\sqrt{20}̃xNg\beku b߂$

$(\pm \sqrt{2},@\mp 3\sqrt{2})$

$\beku a=(2,@-1jɐő傫\sqrt{10}̃xNg\beku b߂$

$(\pm \sqrt{2},@\pm 2\sqrt{2})$

$\beku a=(2,@-1jɐő傫\sqrt{15}̃xNg\beku b߂$

$(\pm \sqrt{3},@\pm 2\sqrt{3})$

$\beku a=(3,@-1jɐő傫\sqrt{10}̃xNg\beku b߂$

$(\pm 1,@\pm 3)$

$\beku a=(3,@-1jɐő傫\sqrt{20}̃xNg\beku b߂$

$(\pm \sqrt{2},@\pm 3\sqrt{2})$

$\beku a=(-2,@-1jɐő傫\sqrt{10}̃xNg\beku b߂$

$(\pm \sqrt{2},@\mp 2\sqrt{2})$

$\beku a=(-2,@-1jɐő傫\sqrt{15}̃xNg\beku b߂$

$(\pm \sqrt{3},@\mp 2\sqrt{3})$

$\beku a=(-3,@-1jɐő傫\sqrt{10}̃xNg\beku b߂$

$(\pm 1,@\mp 3)$

$\beku a=(-3,@-1jɐő傫\sqrt{20}̃xNg\beku b߂$

$(\pm \sqrt{2},@\mp 3\sqrt{2})$

$\beku a=(-2,@1jɐő傫\sqrt{10}̃xNg\beku b߂$

$(\pm \sqrt{2},@\pm 2\sqrt{2})$

$\beku a=(-2,@1jɐő傫\sqrt{15}̃xNg\beku b߂$

$(\pm \sqrt{3},@\pm 2\sqrt{3})$

$\beku a=(-3,@1jɐő傫\sqrt{10}̃xNg\beku b߂$

$(\pm 1,@\pm 3)$

$\beku a=(-3,@1jɐő傫\sqrt{20}̃xNg\beku b߂$

$(\pm \sqrt{2},@\pm 3\sqrt{2})$





$\beku a=(1,@\sqrt{2}jɐő傫3̃xNg\beku b߂$

$(\mp \sqrt{6},@\pm \sqrt{3})$

$\beku a=(1,@\sqrt{2}jɐő傫6̃xNg\beku b߂$

$(\mp 2\sqrt{6},@\pm 2\sqrt{3})$

$\beku a=(1,@\sqrt{3}jɐő傫4̃xNg\beku b߂$

$(\mp 2\sqrt{3},@\pm 2)$

$\beku a=(1,@\sqrt{3}jɐő傫8̃xNg\beku b߂$

$(\mp 4\sqrt{3},@\pm 4)$

$\beku a=(-1,@\sqrt{2}jɐő傫3̃xNg\beku b߂$

$(\pm \sqrt{6},@\pm \sqrt{3})$

$\beku a=(-1,@\sqrt{2}jɐő傫6̃xNg\beku b߂$

$(\pm 2\sqrt{6},@\pm 2\sqrt{3})$

$\beku a=(-1,@\sqrt{3}jɐő傫4̃xNg\beku b߂$

$(\pm 2\sqrt{3},@\pm 2)$

$\beku a=(-1,@\sqrt{3}jɐő傫8̃xNg\beku b߂$

$(\pm 4\sqrt{3},@\pm 4)$

$\beku a=(1,@-\sqrt{2}jɐő傫3̃xNg\beku b߂$

$(\pm \sqrt{6},@\pm \sqrt{3})$

$\beku a=(1,@-\sqrt{2}jɐő傫6̃xNg\beku b߂$

$(\pm 2\sqrt{6},@\pm 2\sqrt{3})$

$\beku a=(1,@-\sqrt{3}jɐő傫4̃xNg\beku b߂$

$(\pm 2\sqrt{3},@\pm 2)$

$\beku a=(1,@-\sqrt{3}jɐő傫8̃xNg\beku b߂$

$(\pm 4\sqrt{3},@\pm 4)$

$\beku a=(-1,@-\sqrt{2}jɐő傫3̃xNg\beku b߂$

$(\mp \sqrt{6},@\pm \sqrt{3})$

$\beku a=(-1,@-\sqrt{2}jɐő傫6̃xNg\beku b߂$

$(\mp 2\sqrt{6},@\pm 2\sqrt{3})$

$\beku a=(-1,@-\sqrt{3}jɐő傫4̃xNg\beku b߂$

$(\mp 2\sqrt{3},@\pm 2)$

$\beku a=(-1,@-\sqrt{3}jɐő傫8̃xNg\beku b߂$

$(\mp 4\sqrt{3},@\pm 4)$

$\beku a=(1,@2jɐő傫\sqrt{10}̃xNg\beku b߂$

$(\mp 2\sqrt{2},@\pm \sqrt{2})$

$\beku a=(1,@2jɐő傫\sqrt{15}̃xNg\beku b߂$

$(\mp 2\sqrt{3},@\pm \sqrt{3})$

$\beku a=(1,@3jɐő傫\sqrt{10}̃xNg\beku b߂$

$(\mp 3,@\pm 1)$

$\beku a=(1,@3jɐő傫\sqrt{20}̃xNg\beku b߂$

$(\mp 3\sqrt{2},@\pm \sqrt{2})$

$\beku a=(-1,@2jɐő傫\sqrt{10}̃xNg\beku b߂$

$(\pm 2\sqrt{2},@\pm \sqrt{2})$

$\beku a=(-1,@2jɐő傫\sqrt{15}̃xNg\beku b߂$

$(\pm 2\sqrt{3},@\pm \sqrt{3})$

$\beku a=(-1,@3jɐő傫\sqrt{10}̃xNg\beku b߂$

$(\pm 3,@\pm 1)$

$\beku a=(-1,@3jɐő傫\sqrt{20}̃xNg\beku b߂$

$(\pm 3\sqrt{2},@\pm \sqrt{2})$

$\beku a=(-1,@-2jɐő傫\sqrt{10}̃xNg\beku b߂$

$(\mp 2\sqrt{2},@\pm \sqrt{2})$

$\beku a=(-1,@-2jɐő傫\sqrt{15}̃xNg\beku b߂$

$(\mp 2\sqrt{3},@\pm \sqrt{3})$

$\beku a=(-1,@-3jɐő傫\sqrt{10}̃xNg\beku b߂$

$(\mp 3,@\pm 1)$

$\beku a=(-1,@-3jɐő傫\sqrt{20}̃xNg\beku b߂$

$(\mp 3\sqrt{2},@\pm \sqrt{2})$

$\beku a=(1,@-2)ɐő傫\sqrt{10}̃xNg\beku b߂$

$(\pm 2\sqrt{2},@\pm \sqrt{2})$

$\beku a=(1,@-2jɐő傫\sqrt{15}̃xNg\beku b߂$

$(\pm 2\sqrt{3},@\pm \sqrt{3})$

$\beku a=(1,@-3jɐő傫\sqrt{10}̃xNg\beku b߂$

$(\pm 3,@\pm 1)$

$\beku a=(1,@-3jɐő傫\sqrt{20}̃xNg\beku b߂$

$(\pm 3\sqrt{2},@\pm \sqrt{2})$





[Level3]
ȃxNgP(ȒPł)


$\beku a=(1,@1)$ɐȃxNg1B

$(1,@-1)(-1,@1)$

$\beku a=(1,@2)$ɐȃxNg1B

$(2,@-1)(-2,@1)$

$\beku a=(1,@3)$ɐȃxNg1B

$(3,@-1)(-3,@1)$

$\beku a=(1,@4)$ɐȃxNg1B

$(4,@-1)(-4,@1)$

$\beku a=(1,@5)$ɐȃxNg1B

$(5,@-1)(-5,@1)$

$\beku a=(1,@6)$ɐȃxNg1B

$(6,@-1)(-6,@1)$

$\beku a=(1,@7)$ɐȃxNg1B

$(7,@-1)(-7,@1)$

$\beku a=(1,@8)$ɐȃxNg1B

$(8,@-1)(-8,@1)$

$\beku a=(1,@9)$ɐȃxNg1B

$(9,@-1)(-9,@1)$

$\beku a=(2,@1)$ɐȃxNg1B

$(1,@-2)(-1,@2)$

$\beku a=(2,@2)$ɐȃxNg1B

$(2,@-2)(-2,@2)$

$\beku a=(2,@3)$ɐȃxNg1B

$(3,@-2)(-3,@2)$

$\beku a=(2,@4)$ɐȃxNg1B

$(4,@-2)(-4,@2)$

$\beku a=(2,@5)$ɐȃxNg1B

$(5,@-2)(-5,@2)$

$\beku a=(2,@6)$ɐȃxNg1B

$(6,@-2)(-6,@2)$

$\beku a=(2,@7)$ɐȃxNg1B

$(7,@-2)(-7,@2)$

$\beku a=(2,@8)$ɐȃxNg1B

$(8,@-2)(-8,@2)$

$\beku a=(2,@9)$ɐȃxNg1B

$(9,@-2)(-9,@2)$

$\beku a=(3,@1)$ɐȃxNg1B

$(1,@-3)(-1,@3)$

$\beku a=(3,@2)$ɐȃxNg1B

$(2,@-3)(-2,@3)$

$\beku a=(3,@3)$ɐȃxNg1B

$(3,@-3)(-3,@3)$

$\beku a=(3,@4)$ɐȃxNg1B

$(4,@-3)(-4,@3)$

$\beku a=(3,@5)$ɐȃxNg1B

$(5,@-3)(-5,@3)$

$\beku a=(3,@6)$ɐȃxNg1B

$(6,@-3)(-6,@3)$

$\beku a=(3,@7)$ɐȃxNg1B

$(7,@-3)(-7,@3)$

$\beku a=(3,@8)$ɐȃxNg1B

$(8,@-3)(-8,@3)$

$\beku a=(3,@9)$ɐȃxNg1B

$(9,@-3)(-9,@3)$

$\beku a=(4,@1)$ɐȃxNg1B

$(1,@-4)(-1,@4)$

$\beku a=(4,@2)$ɐȃxNg1B

$(2,@-4)(-2,@4)$

$\beku a=(4,@3)$ɐȃxNg1B

$(3,@-4)(-3,@4)$

$\beku a=(4,@4)$ɐȃxNg1B

$(4,@-4)(-4,@4)$

$\beku a=(4,@5)$ɐȃxNg1B

$(5,@-4)(-5,@4)$

$\beku a=(4,@6)$ɐȃxNg1B

$(6,@-4)(-6,@4)$

$\beku a=(4,@7)$ɐȃxNg1B

$(7,@-4)(-7,@4)$

$\beku a=(4,@8)$ɐȃxNg1B

$(8,@-4)(-8,@4)$

$\beku a=(4,@9)$ɐȃxNg1B

$(9,@-4)(-9,@4)$

$\beku a=(5,@1)$ɐȃxNg1B

$(1,@-5)(-1,@5)$

$\beku a=(5,@2)$ɐȃxNg1B

$(2,@-5)(-2,@5)$

$\beku a=(5,@3)$ɐȃxNg1B

$(3,@-5)(-3,@5)$

$\beku a=(5,@4)$ɐȃxNg1B

$(4,@-5)(-4,@5)$

$\beku a=(5,@5)$ɐȃxNg1B

$(5,@-5)(-5,@5)$

$\beku a=(5,@6)$ɐȃxNg1B

$(6,@-5)(-6,@5)$

$\beku a=(5,@7)$ɐȃxNg1B

$(7,@-5)(-7,@5)$

$\beku a=(5,@8)$ɐȃxNg1B

$(8,@-5)(-8,@5)$

$\beku a=(5,@9)$ɐȃxNg1B

$(9,@-5)(-9,@5)$

$\beku a=(6,@1)$ɐȃxNg1B

$(1,@-6)(-1,@6)$

$\beku a=(6,@2)$ɐȃxNg1B

$(2,@-6)(-2,@6)$

$\beku a=(6,@3)$ɐȃxNg1B

$(3,@-6)(-3,@6)$

$\beku a=(6,@4)$ɐȃxNg1B

$(4,@-6)(-4,@6)$

$\beku a=(6,@5)$ɐȃxNg1B

$(5,@-6)(-5,@6)$

$\beku a=(6,@6)$ɐȃxNg1B

$(6,@-6)(-6,@6)$

$\beku a=(6,@7)$ɐȃxNg1B

$(7,@-6)(-7,@6)$

$\beku a=(6,@8)$ɐȃxNg1B

$(8,@-6)(-8,@6)$

$\beku a=(6,@9)$ɐȃxNg1B

$(9,@-6)(-9,@6)$

$\beku a=(7,@1)$ɐȃxNg1B

$(1,@-7)(-1,@7)$

$\beku a=(7,@2)$ɐȃxNg1B

$(2,@-7)(-2,@7)$

$\beku a=(7,@3)$ɐȃxNg1B

$(3,@-7)(-3,@7)$

$\beku a=(7,@4)$ɐȃxNg1B

$(4,@-7)(-4,@7)$

$\beku a=(7,@5)$ɐȃxNg1B

$(5,@-7)(-5,@7)$

$\beku a=(7,@6)$ɐȃxNg1B

$(6,@-7)(-6,@7)$

$\beku a=(7,@7)$ɐȃxNg1B

$(7,@-7)(-7,@7)$

$\beku a=(7,@8)$ɐȃxNg1B

$(8,@-7)(-8,@7)$

$\beku a=(7,@9)$ɐȃxNg1B

$(9,@-7)(-9,@7)$

$\beku a=(8,@1)$ɐȃxNg1B

$(1,@-8)(-1,@8)$

$\beku a=(8,@2)$ɐȃxNg1B

$(2,@-8)(-2,@8)$

$\beku a=(8,@3)$ɐȃxNg1B

$(3,@-8)(-3,@8)$

$\beku a=(8,@4)$ɐȃxNg1B

$(4,@-8)(-4,@8)$

$\beku a=(8,@5)$ɐȃxNg1B

$(5,@-8)(-5,@8)$

$\beku a=(8,@6)$ɐȃxNg1B

$(6,@-8)(-6,@8)$

$\beku a=(8,@7)$ɐȃxNg1B

$(7,@-8)(-7,@8)$

$\beku a=(8,@8)$ɐȃxNg1B

$(8,@-8)(-8,@8)$

$\beku a=(8,@9)$ɐȃxNg1B

$(9,@-8)(-9,@8)$

$\beku a=(9,@1)$ɐȃxNg1B

$(1,@-9)(-1,@9)$

$\beku a=(9,@2)$ɐȃxNg1B

$(2,@-9)(-2,@9)$

$\beku a=(9,@3)$ɐȃxNg1B

$(3,@-9)(-3,@9)$

$\beku a=(9,@4)$ɐȃxNg1B

$(4,@-9)(-4,@9)$

$\beku a=(9,@5)$ɐȃxNg1B

$(5,@-9)(-5,@9)$

$\beku a=(9,@6)$ɐȃxNg1B

$(6,@-9)(-6,@9)$

$\beku a=(9,@7)$ɐȃxNg1B

$(7,@-9)(-7,@9)$

$\beku a=(9,@8)$ɐȃxNg1B

$(8,@-9)(-8,@9)$

$\beku a=(9,@9)$ɐȃxNg1B

$(9,@-9)(-9,@9)$





$\beku a=(1,@-1)$ɐȃxNg1B

$(-1,@-1)(1,@1)$

$\beku a=(1,@-2)$ɐȃxNg1B

$(-2,@-1)(2,@1)$

$\beku a=(1,@-3)$ɐȃxNg1B

$(-3,@-1)(3,@1)$

$\beku a=(1,@-4)$ɐȃxNg1B

$(-4,@-1)(4,@1)$

$\beku a=(1,@-5)$ɐȃxNg1B

$(-5,@-1)(5,@1)$

$\beku a=(1,@-6)$ɐȃxNg1B

$(-6,@-1)(6,@1)$

$\beku a=(1,@-7)$ɐȃxNg1B

$(-7,@-1)(7,@1)$

$\beku a=(1,@-8)$ɐȃxNg1B

$(-8,@-1)(8,@1)$

$\beku a=(1,@-9)$ɐȃxNg1B

$(-9,@-1)(9,@1)$

$\beku a=(2,@-1)$ɐȃxNg1B

$(-1,@-2)(1,@2)$

$\beku a=(2,@-2)$ɐȃxNg1B

$(-2,@-2)(2,@2)$

$\beku a=(2,@-3)$ɐȃxNg1B

$(-3,@-2)(3,@2)$

$\beku a=(2,@-4)$ɐȃxNg1B

$(-4,@-2)(4,@2)$

$\beku a=(2,@-5)$ɐȃxNg1B

$(-5,@-2)(5,@2)$

$\beku a=(2,@-6)$ɐȃxNg1B

$(-6,@-2)(6,@2)$

$\beku a=(2,@-7)$ɐȃxNg1B

$(-7,@-2)(7,@2)$

$\beku a=(2,@-8)$ɐȃxNg1B

$(-8,@-2)(8,@2)$

$\beku a=(2,@-9)$ɐȃxNg1B

$(-9,@-2)(9,@2)$

$\beku a=(3,@-1)$ɐȃxNg1B

$(-1,@-3)(1,@3)$

$\beku a=(3,@-2)$ɐȃxNg1B

$(-2,@-3)(2,@3)$

$\beku a=(3,@-3)$ɐȃxNg1B

$(-3,@-3)(3,@3)$

$\beku a=(3,@-4)$ɐȃxNg1B

$(-4,@-3)(4,@3)$

$\beku a=(3,@-5)$ɐȃxNg1B

$(-5,@-3)(5,@3)$

$\beku a=(3,@-6)$ɐȃxNg1B

$(-6,@-3)(6,@3)$

$\beku a=(3,@-7)$ɐȃxNg1B

$(-7,@-3)(7,@3)$

$\beku a=(3,@-8)$ɐȃxNg1B

$(-8,@-3)(8,@3)$

$\beku a=(3,@-9)$ɐȃxNg1B

$(-9,@-3)(9,@3)$

$\beku a=(4,@-1)$ɐȃxNg1B

$(-1,@-4)(1,@4)$

$\beku a=(4,@-2)$ɐȃxNg1B

$(-2,@-4)(2,@4)$

$\beku a=(4,@-3)$ɐȃxNg1B

$(-3,@-4)(3,@4)$

$\beku a=(4,@-4)$ɐȃxNg1B

$(-4,@-4)(4,@4)$

$\beku a=(4,@-5)$ɐȃxNg1B

$(-5,@-4)(5,@4)$

$\beku a=(4,@-6)$ɐȃxNg1B

$(-6,@-4)(6,@4)$

$\beku a=(4,@-7)$ɐȃxNg1B

$(-7,@-4)(7,@4)$

$\beku a=(4,@-8)$ɐȃxNg1B

$(-8,@-4)(8,@4)$

$\beku a=(4,@-9)$ɐȃxNg1B

$(-9,@-4)(9,@4)$

$\beku a=(5,@-1)$ɐȃxNg1B

$(-1,@-5)(1,@5)$

$\beku a=(5,@-2)$ɐȃxNg1B

$(-2,@-5)(2,@5)$

$\beku a=(5,@-3)$ɐȃxNg1B

$(-3,@-5)(3,@5)$

$\beku a=(5,@-4)$ɐȃxNg1B

$(-4,@-5)(4,@5)$

$\beku a=(5,@-5)$ɐȃxNg1B

$(-5,@-5)(5,@5)$

$\beku a=(5,@-6)$ɐȃxNg1B

$(-6,@-5)(6,@5)$

$\beku a=(5,@-7)$ɐȃxNg1B

$(-7,@-5)(7,@5)$

$\beku a=(5,@-8)$ɐȃxNg1B

$(-8,@-5)(8,@5)$

$\beku a=(5,@-9)$ɐȃxNg1B

$(-9,@-5)(9,@5)$

$\beku a=(6,@-1)$ɐȃxNg1B

$(-1,@-6)(1,@6)$

$\beku a=(6,@-2)$ɐȃxNg1B

$(-2,@-6)(2,@6)$

$\beku a=(6,@-3)$ɐȃxNg1B

$(-3,@-6)(3,@6)$

$\beku a=(6,@-4)$ɐȃxNg1B

$(-4,@-6)(4,@6)$

$\beku a=(6,@-5)$ɐȃxNg1B

$(-5,@-6)(5,@6)$

$\beku a=(6,@-6)$ɐȃxNg1B

$(-6,@-6)(6,@6)$

$\beku a=(6,@-7)$ɐȃxNg1B

$(-7,@-6)(7,@6)$

$\beku a=(6,@-8)$ɐȃxNg1B

$(-8,@-6)(8,@6)$

$\beku a=(6,@-9)$ɐȃxNg1B

$(-9,@-6)(9,@6)$

$\beku a=(7,@-1)$ɐȃxNg1B

$(-1,@-7)(1,@7)$

$\beku a=(7,@-2)$ɐȃxNg1B

$(-2,@-7)(2,@7)$

$\beku a=(7,@-3)$ɐȃxNg1B

$(-3,@-7)(3,@7)$

$\beku a=(7,@-4)$ɐȃxNg1B

$(-4,@-7)(4,@7)$

$\beku a=(7,@-5)$ɐȃxNg1B

$(-5,@-7)(5,@7)$

$\beku a=(7,@-6)$ɐȃxNg1B

$(-6,@-7)(6,@7)$

$\beku a=(7,@-7)$ɐȃxNg1B

$(-7,@-7)(7,@7)$

$\beku a=(7,@-8)$ɐȃxNg1B

$(-8,@-7)(8,@7)$

$\beku a=(7,@-9)$ɐȃxNg1B

$(-9,@-7)(9,@7)$

$\beku a=(8,@-1)$ɐȃxNg1B

$(-1,@-8)(1,@8)$

$\beku a=(8,@-2)$ɐȃxNg1B

$(-2,@-8)(2,@8)$

$\beku a=(8,@-3)$ɐȃxNg1B

$(-3,@-8)(3,@8)$

$\beku a=(8,@-4)$ɐȃxNg1B

$(-4,@-8)(4,@8)$

$\beku a=(8,@-5)$ɐȃxNg1B

$(-5,@-8)(5,@8)$

$\beku a=(8,@-6)$ɐȃxNg1B

$(-6,@-8)(6,@8)$

$\beku a=(8,@-7)$ɐȃxNg1B

$(-7,@-8)(7,@8)$

$\beku a=(8,@-8)$ɐȃxNg1B

$(-8,@-8)(8,@8)$

$\beku a=(8,@-9)$ɐȃxNg1B

$(-9,@-8)(9,@8)$

$\beku a=(9,@-1)$ɐȃxNg1B

$(-1,@-9)(1,@9)$

$\beku a=(9,@-2)$ɐȃxNg1B

$(-2,@-9)(2,@9)$

$\beku a=(9,@-3)$ɐȃxNg1B

$(-3,@-9)(3,@9)$

$\beku a=(9,@-4)$ɐȃxNg1B

$(-4,@-9)(4,@9)$

$\beku a=(9,@-5)$ɐȃxNg1B

$(-5,@-9)(5,@9)$

$\beku a=(9,@-6)$ɐȃxNg1B

$(-6,@-9)(6,@9)$

$\beku a=(9,@-7)$ɐȃxNg1B

$(-7,@-9)(7,@9)$

$\beku a=(9,@-8)$ɐȃxNg1B

$(-8,@-9)(8,@9)$

$\beku a=(9,@-9)$ɐȃxNg1B

$(-9,@-9)(9,@9)$





$\beku a=(-1,@-1)$ɐȃxNg1B

$(-1,@1)(1,@-1)$

$\beku a=(-1,@-2)$ɐȃxNg1B

$(-2,@1)(2,@-1)$

$\beku a=(-1,@-3)$ɐȃxNg1B

$(-3,@1)(3,@-1)$

$\beku a=(-1,@-4)$ɐȃxNg1B

$(-4,@1)(4,@-1)$

$\beku a=(-1,@-5)$ɐȃxNg1B

$(-5,@1)(5,@-1)$

$\beku a=(-1,@-6)$ɐȃxNg1B

$(-6,@1)(6,@-1)$

$\beku a=(-1,@-7)$ɐȃxNg1B

$(-7,@1)(7,@-1)$

$\beku a=(-1,@-8)$ɐȃxNg1B

$(-8,@1)(8,@-1)$

$\beku a=(-1,@-9)$ɐȃxNg1B

$(-9,@1)(9,@-1)$

$\beku a=(-2,@-1)$ɐȃxNg1B

$(-1,@2)(1,@-2)$

$\beku a=(-2,@-2)$ɐȃxNg1B

$(-2,@2)(2,@-2)$

$\beku a=(-2,@-3)$ɐȃxNg1B

$(-3,@2)(3,@-2)$

$\beku a=(-2,@-4)$ɐȃxNg1B

$(-4,@2)(4,@-2)$

$\beku a=(-2,@-5)$ɐȃxNg1B

$(-5,@2)(5,@-2)$

$\beku a=(-2,@-6)$ɐȃxNg1B

$(-6,@2)(6,@-2)$

$\beku a=(-2,@-7)$ɐȃxNg1B

$(-7,@2)(7,@-2)$

$\beku a=(-2,@-8)$ɐȃxNg1B

$(-8,@2)(8,@-2)$

$\beku a=(-2,@-9)$ɐȃxNg1B

$(-9,@2)(9,@-2)$

$\beku a=(-3,@-1)$ɐȃxNg1B

$(-1,@3)(1,@-3)$

$\beku a=(-3,@-2)$ɐȃxNg1B

$(-2,@3)(2,@-3)$

$\beku a=(-3,@-3)$ɐȃxNg1B

$(-3,@3)(3,@-3)$

$\beku a=(-3,@-4)$ɐȃxNg1B

$(-4,@3)(4,@-3)$

$\beku a=(-3,@-5)$ɐȃxNg1B

$(-5,@3)(5,@-3)$

$\beku a=(-3,@-6)$ɐȃxNg1B

$(-6,@3)(6,@-3)$

$\beku a=(-3,@-7)$ɐȃxNg1B

$(-7,@3)(7,@-3)$

$\beku a=(-3,@-8)$ɐȃxNg1B

$(-8,@3)(8,@-3)$

$\beku a=(-3,@-9)$ɐȃxNg1B

$(-9,@3)(9,@-3)$

$\beku a=(-4,@-1)$ɐȃxNg1B

$(-1,@4)(1,@-4)$

$\beku a=(-4,@-2)$ɐȃxNg1B

$(-2,@4)(2,@-4)$

$\beku a=(-4,@-3)$ɐȃxNg1B

$(-3,@4)(3,@-4)$

$\beku a=(-4,@-4)$ɐȃxNg1B

$(-4,@4)(4,@-4)$

$\beku a=(-4,@-5)$ɐȃxNg1B

$(-5,@4)(5,@-4)$

$\beku a=(-4,@-6)$ɐȃxNg1B

$(-6,@4)(6,@-4)$

$\beku a=(-4,@-7)$ɐȃxNg1B

$(-7,@4)(7,@-4)$

$\beku a=(-4,@-8)$ɐȃxNg1B

$(-8,@4)(8,@-4)$

$\beku a=(-4,@-9)$ɐȃxNg1B

$(-9,@4)(9,@-4)$

$\beku a=(-5,@-1)$ɐȃxNg1B

$(-1,@5)(1,@-5)$

$\beku a=(-5,@-2)$ɐȃxNg1B

$(-2,@5)(2,@-5)$

$\beku a=(-5,@-3)$ɐȃxNg1B

$(-3,@5)(3,@-5)$

$\beku a=(-5,@-4)$ɐȃxNg1B

$(-4,@5)(4,@-5)$

$\beku a=(-5,@-5)$ɐȃxNg1B

$(-5,@5)(5,@-5)$

$\beku a=(-5,@-6)$ɐȃxNg1B

$(-6,@5)(6,@-5)$

$\beku a=(-5,@-7)$ɐȃxNg1B

$(-7,@5)(7,@-5)$

$\beku a=(-5,@-8)$ɐȃxNg1B

$(-8,@5)(8,@-5)$

$\beku a=(-5,@-9)$ɐȃxNg1B

$(-9,@5)(9,@-5)$

$\beku a=(-6,@-1)$ɐȃxNg1B

$(-1,@6)(1,@-6)$

$\beku a=(-6,@-2)$ɐȃxNg1B

$(-2,@6)(2,@-6)$

$\beku a=(-6,@-3)$ɐȃxNg1B

$(-3,@6)(3,@-6)$

$\beku a=(-6,@-4)$ɐȃxNg1B

$(-4,@6)(4,@-6)$

$\beku a=(-6,@-5)$ɐȃxNg1B

$(-5,@6)(5,@-6)$

$\beku a=(-6,@-6)$ɐȃxNg1B

$(-6,@6)(6,@-6)$

$\beku a=(-6,@-7)$ɐȃxNg1B

$(-7,@6)(7,@-6)$

$\beku a=(-6,@-8)$ɐȃxNg1B

$(-8,@6)(8,@-6)$

$\beku a=(-6,@-9)$ɐȃxNg1B

$(-9,@6)(9,@-6)$

$\beku a=(-7,@-1)$ɐȃxNg1B

$(-1,@7)(1,@-7)$

$\beku a=(-7,@-2)$ɐȃxNg1B

$(-2,@7)(2,@-7)$

$\beku a=(-7,@-3)$ɐȃxNg1B

$(-3,@7)(3,@-7)$

$\beku a=(-7,@-4)$ɐȃxNg1B

$(-4,@7)(4,@-7)$

$\beku a=(-7,@-5)$ɐȃxNg1B

$(-5,@7)(5,@-7)$

$\beku a=(-7,@-6)$ɐȃxNg1B

$(-6,@7)(6,@-7)$

$\beku a=(-7,@-7)$ɐȃxNg1B

$(-7,@7)(7,@-7)$

$\beku a=(-7,@-8)$ɐȃxNg1B

$(-8,@7)(8,@-7)$

$\beku a=(-7,@-9)$ɐȃxNg1B

$(-9,@7)(9,@-7)$

$\beku a=(-8,@-1)$ɐȃxNg1B

$(-1,@8)(1,@-8)$

$\beku a=(-8,@-2)$ɐȃxNg1B

$(-2,@8)(2,@-8)$

$\beku a=(-8,@-3)$ɐȃxNg1B

$(-3,@8)(3,@-8)$

$\beku a=(-8,@-4)$ɐȃxNg1B

$(-4,@8)(4,@-8)$

$\beku a=(-8,@-5)$ɐȃxNg1B

$(-5,@8)(5,@-8)$

$\beku a=(-8,@-6)$ɐȃxNg1B

$(-6,@8)(6,@-8)$

$\beku a=(-8,@-7)$ɐȃxNg1B

$(-7,@8)(7,@-8)$

$\beku a=(-8,@-8)$ɐȃxNg1B

$(-8,@8)(8,@-8)$

$\beku a=(-8,@-9)$ɐȃxNg1B

$(-9,@8)(9,@-8)$

$\beku a=(-9,@-1)$ɐȃxNg1B

$(-1,@9)(1,@-9)$

$\beku a=(-9,@-2)$ɐȃxNg1B

$(-2,@9)(2,@-9)$

$\beku a=(-9,@-3)$ɐȃxNg1B

$(-3,@9)(3,@-9)$

$\beku a=(-9,@-4)$ɐȃxNg1B

$(-4,@9)(4,@-9)$

$\beku a=(-9,@-5)$ɐȃxNg1B

$(-5,@9)(5,@-9)$

$\beku a=(-9,@-6)$ɐȃxNg1B

$(-6,@9)(6,@-9)$

$\beku a=(-9,@-7)$ɐȃxNg1B

$(-7,@9)(7,@-9)$

$\beku a=(-9,@-8)$ɐȃxNg1B

$(-8,@9)(8,@-9)$

$\beku a=(-9,@-9)$ɐȃxNg1B

$(-9,@9)(9,@-9)$





$\beku a=(-1,@1)$ɐȃxNg1B

$(1,@1)(-1,@-1)$

$\beku a=(-1,@2)$ɐȃxNg1B

$(2,@1)(-2,@-1)$

$\beku a=(-1,@3)$ɐȃxNg1B

$(3,@1)(-3,@-1)$

$\beku a=(-1,@4)$ɐȃxNg1B

$(4,@1)(-4,@-1)$

$\beku a=(-1,@5)$ɐȃxNg1B

$(5,@1)(-5,@-1)$

$\beku a=(-1,@6)$ɐȃxNg1B

$(6,@1)(-6,@-1)$

$\beku a=(-1,@7)$ɐȃxNg1B

$(7,@1)(-7,@-1)$

$\beku a=(-1,@8)$ɐȃxNg1B

$(8,@1)(-8,@-1)$

$\beku a=(-1,@9)$ɐȃxNg1B

$(9,@1)(-9,@-1)$

$\beku a=(-2,@1)$ɐȃxNg1B

$(1,@2)(-1,@-2)$

$\beku a=(-2,@2)$ɐȃxNg1B

$(2,@2)(-2,@-2)$

$\beku a=(-2,@3)$ɐȃxNg1B

$(3,@2)(-3,@-2)$

$\beku a=(-2,@4)$ɐȃxNg1B

$(4,@2)(-4,@-2)$

$\beku a=(-2,@5)$ɐȃxNg1B

$(5,@2)(-5,@-2)$

$\beku a=(-2,@6)$ɐȃxNg1B

$(6,@2)(-6,@-2)$

$\beku a=(-2,@7)$ɐȃxNg1B

$(7,@2)(-7,@-2)$

$\beku a=(-2,@8)$ɐȃxNg1B

$(8,@2)(-8,@-2)$

$\beku a=(-2,@9)$ɐȃxNg1B

$(9,@2)(-9,@-2)$

$\beku a=(-3,@1)$ɐȃxNg1B

$(1,@3)(-1,@-3)$

$\beku a=(-3,@2)$ɐȃxNg1B

$(2,@3)(-2,@-3)$

$\beku a=(-3,@3)$ɐȃxNg1B

$(3,@3)(-3,@-3)$

$\beku a=(-3,@4)$ɐȃxNg1B

$(4,@3)(-4,@-3)$

$\beku a=(-3,@5)$ɐȃxNg1B

$(5,@3)(-5,@-3)$

$\beku a=(-3,@6)$ɐȃxNg1B

$(6,@3)(-6,@-3)$

$\beku a=(-3,@7)$ɐȃxNg1B

$(7,@3)(-7,@-3)$

$\beku a=(-3,@8)$ɐȃxNg1B

$(8,@3)(-8,@-3)$

$\beku a=(-3,@9)$ɐȃxNg1B

$(9,@3)(-9,@-3)$

$\beku a=(-4,@1)$ɐȃxNg1B

$(1,@4)(-1,@-4)$

$\beku a=(-4,@2)$ɐȃxNg1B

$(2,@4)(-2,@-4)$

$\beku a=(-4,@3)$ɐȃxNg1B

$(3,@4)(-3,@-4)$

$\beku a=(-4,@4)$ɐȃxNg1B

$(4,@4)(-4,@-4)$

$\beku a=(-4,@5)$ɐȃxNg1B

$(5,@4)(-5,@-4)$

$\beku a=(-4,@6)$ɐȃxNg1B

$(6,@4)(-6,@-4)$

$\beku a=(-4,@7)$ɐȃxNg1B

$(7,@4)(-7,@-4)$

$\beku a=(-4,@8)$ɐȃxNg1B

$(8,@4)(-8,@-4)$

$\beku a=(-4,@9)$ɐȃxNg1B

$(9,@4)(-9,@-4)$

$\beku a=(-5,@1)$ɐȃxNg1B

$(1,@5)(-1,@-5)$

$\beku a=(-5,@2)$ɐȃxNg1B

$(2,@5)(-2,@-5)$

$\beku a=(-5,@3)$ɐȃxNg1B

$(3,@5)(-3,@-5)$

$\beku a=(-5,@4)$ɐȃxNg1B

$(4,@5)(-4,@-5)$

$\beku a=(-5,@5)$ɐȃxNg1B

$(5,@5)(-5,@-5)$

$\beku a=(-5,@6)$ɐȃxNg1B

$(6,@5)(-6,@-5)$

$\beku a=(-5,@7)$ɐȃxNg1B

$(7,@5)(-7,@-5)$

$\beku a=(-5,@8)$ɐȃxNg1B

$(8,@5)(-8,@-5)$

$\beku a=(-5,@9)$ɐȃxNg1B

$(9,@5)(-9,@-5)$

$\beku a=(-6,@1)$ɐȃxNg1B

$(1,@6)(-1,@-6)$

$\beku a=(-6,@2)$ɐȃxNg1B

$(2,@6)(-2,@-6)$

$\beku a=(-6,@3)$ɐȃxNg1B

$(3,@6)(-3,@-6)$

$\beku a=(-6,@4)$ɐȃxNg1B

$(4,@6)(-4,@-6)$

$\beku a=(-6,@5)$ɐȃxNg1B

$(5,@6)(-5,@-6)$

$\beku a=(-6,@6)$ɐȃxNg1B

$(6,@6)(-6,@-6)$

$\beku a=(-6,@7)$ɐȃxNg1B

$(7,@6)(-7,@-6)$

$\beku a=(-6,@8)$ɐȃxNg1B

$(8,@6)(-8,@-6)$

$\beku a=(-6,@9)$ɐȃxNg1B

$(9,@6)(-9,@-6)$

$\beku a=(-7,@1)$ɐȃxNg1B

$(1,@7)(-1,@-7)$

$\beku a=(-7,@2)$ɐȃxNg1B

$(2,@7)(-2,@-7)$

$\beku a=(-7,@3)$ɐȃxNg1B

$(3,@7)(-3,@-7)$

$\beku a=(-7,@4)$ɐȃxNg1B

$(4,@7)(-4,@-7)$

$\beku a=(-7,@5)$ɐȃxNg1B

$(5,@7)(-5,@-7)$

$\beku a=(-7,@6)$ɐȃxNg1B

$(6,@7)(-6,@-7)$

$\beku a=(-7,@7)$ɐȃxNg1B

$(7,@7)(-7,@-7)$

$\beku a=(-7,@8)$ɐȃxNg1B

$(8,@7)(-8,@-7)$

$\beku a=(-7,@9)$ɐȃxNg1B

$(9,@7)(-9,@-7)$

$\beku a=(-8,@1)$ɐȃxNg1B

$(1,@8)(-1,@-8)$

$\beku a=(-8,@2)$ɐȃxNg1B

$(2,@8)(-2,@-8)$

$\beku a=(-8,@3)$ɐȃxNg1B

$(3,@8)(-3,@-8)$

$\beku a=(-8,@4)$ɐȃxNg1B

$(4,@8)(-4,@-8)$

$\beku a=(-8,@5)$ɐȃxNg1B

$(5,@8)(-5,@-8)$

$\beku a=(-8,@6)$ɐȃxNg1B

$(6,@8)(-6,@-8)$

$\beku a=(-8,@7)$ɐȃxNg1B

$(7,@8)(-7,@-8)$

$\beku a=(-8,@8)$ɐȃxNg1B

$(8,@8)(-8,@-8)$

$\beku a=(-8,@9)$ɐȃxNg1B

$(9,@8)(-9,@-8)$

$\beku a=(-9,@1)$ɐȃxNg1B

$(1,@9)(-1,@-9)$

$\beku a=(-9,@2)$ɐȃxNg1B

$(2,@9)(-2,@-9)$

$\beku a=(-9,@3)$ɐȃxNg1B

$(3,@9)(-3,@-9)$

$\beku a=(-9,@4)$ɐȃxNg1B

$(4,@9)(-4,@-9)$

$\beku a=(-9,@5)$ɐȃxNg1B

$(5,@9)(-5,@-9)$

$\beku a=(-9,@6)$ɐȃxNg1B

$(6,@9)(-6,@-9)$

$\beku a=(-9,@7)$ɐȃxNg1B

$(7,@9)(-7,@-9)$

$\beku a=(-9,@8)$ɐȃxNg1B

$(8,@9)(-8,@-9)$

$\beku a=(-9,@9)$ɐȃxNg1B

$(9,@9)(-9,@-9)$





[Level4]


[Level5]


[Level6]


[Level7]




[EOF]

