% %ȉ̕RgƂ̂łC_ł͂܂ł܂B
% ̃^Cg
[Title]
ʂ̕

% 蕶
% Ȃ΁C[Level1]ɏ̂̂܂ܖ蕶ƂȂB
[Problem]
̂悤ȕʂ̕߂B

% tHg̑傫B1`10C܂TeX̃R}hw肷B
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% ꂼ̖𓚂$\displaystyle $tꍇ́C@ON ܂1
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% Level1̖BȉLevel7܂œlB
% 1sڂɂ͏ڍאݒ̃^CgB
% 2sڈȍ~ɖƂ̉𓚂B
% Ɖ𓚁C𓚂Ɩ͂PsďB
% vZߒꍇ́CƉ𓚂̊ԂɂPsԊuC
% ŏprocessƂsC̎̍svZߒĂB
[Level1]
**ʂɕs

_$(-3,-3,-3)$ʂA$xy$ʂɕs

$z=-3$

_$(-3,-3,-3)$ʂA$yz$ʂɕs

$x=-3$

_$(-3,-3,-3)$ʂA$zx$ʂɕs

$y=-3$

_$(-3,-3,-2)$ʂA$xy$ʂɕs

$z=-2$

_$(-3,-3,-2)$ʂA$yz$ʂɕs

$x=-3$

_$(-3,-3,-2)$ʂA$zx$ʂɕs

$y=-3$

_$(-3,-3,-1)$ʂA$xy$ʂɕs

$z=-1$

_$(-3,-3,-1)$ʂA$yz$ʂɕs

$x=-3$

_$(-3,-3,-1)$ʂA$zx$ʂɕs

$y=-3$

_$(-3,-3,0)$ʂA$xy$ʂɕs

$z=0$

_$(-3,-3,0)$ʂA$yz$ʂɕs

$x=-3$

_$(-3,-3,0)$ʂA$zx$ʂɕs

$y=-3$

_$(-3,-3,1)$ʂA$xy$ʂɕs

$z=1$

_$(-3,-3,1)$ʂA$yz$ʂɕs

$x=-3$

_$(-3,-3,1)$ʂA$zx$ʂɕs

$y=-3$

_$(-3,-3,2)$ʂA$xy$ʂɕs

$z=2$

_$(-3,-3,2)$ʂA$yz$ʂɕs

$x=-3$

_$(-3,-3,2)$ʂA$zx$ʂɕs

$y=-3$

_$(-3,-3,3)$ʂA$xy$ʂɕs

$z=3$

_$(-3,-3,3)$ʂA$yz$ʂɕs

$x=-3$

_$(-3,-3,3)$ʂA$zx$ʂɕs

$y=-3$

_$(-3,-2,-3)$ʂA$xy$ʂɕs

$z=-3$

_$(-3,-2,-3)$ʂA$yz$ʂɕs

$x=-3$

_$(-3,-2,-3)$ʂA$zx$ʂɕs

$y=-2$

_$(-3,-2,-2)$ʂA$xy$ʂɕs

$z=-2$

_$(-3,-2,-2)$ʂA$yz$ʂɕs

$x=-3$

_$(-3,-2,-2)$ʂA$zx$ʂɕs

$y=-2$

_$(-3,-2,-1)$ʂA$xy$ʂɕs

$z=-1$

_$(-3,-2,-1)$ʂA$yz$ʂɕs

$x=-3$

_$(-3,-2,-1)$ʂA$zx$ʂɕs

$y=-2$

_$(-3,-2,0)$ʂA$xy$ʂɕs

$z=0$

_$(-3,-2,0)$ʂA$yz$ʂɕs

$x=-3$

_$(-3,-2,0)$ʂA$zx$ʂɕs

$y=-2$

_$(-3,-2,1)$ʂA$xy$ʂɕs

$z=1$

_$(-3,-2,1)$ʂA$yz$ʂɕs

$x=-3$

_$(-3,-2,1)$ʂA$zx$ʂɕs

$y=-2$

_$(-3,-2,2)$ʂA$xy$ʂɕs

$z=2$

_$(-3,-2,2)$ʂA$yz$ʂɕs

$x=-3$

_$(-3,-2,2)$ʂA$zx$ʂɕs

$y=-2$

_$(-3,-2,3)$ʂA$xy$ʂɕs

$z=3$

_$(-3,-2,3)$ʂA$yz$ʂɕs

$x=-3$

_$(-3,-2,3)$ʂA$zx$ʂɕs

$y=-2$

_$(-3,-1,-3)$ʂA$xy$ʂɕs

$z=-3$

_$(-3,-1,-3)$ʂA$yz$ʂɕs

$x=-3$

_$(-3,-1,-3)$ʂA$zx$ʂɕs

$y=-1$

_$(-3,-1,-2)$ʂA$xy$ʂɕs

$z=-2$

_$(-3,-1,-2)$ʂA$yz$ʂɕs

$x=-3$

_$(-3,-1,-2)$ʂA$zx$ʂɕs

$y=-1$

_$(-3,-1,-1)$ʂA$xy$ʂɕs

$z=-1$

_$(-3,-1,-1)$ʂA$yz$ʂɕs

$x=-3$

_$(-3,-1,-1)$ʂA$zx$ʂɕs

$y=-1$

_$(-3,-1,0)$ʂA$xy$ʂɕs

$z=0$

_$(-3,-1,0)$ʂA$yz$ʂɕs

$x=-3$

_$(-3,-1,0)$ʂA$zx$ʂɕs

$y=-1$

_$(-3,-1,1)$ʂA$xy$ʂɕs

$z=1$

_$(-3,-1,1)$ʂA$yz$ʂɕs

$x=-3$

_$(-3,-1,1)$ʂA$zx$ʂɕs

$y=-1$

_$(-3,-1,2)$ʂA$xy$ʂɕs

$z=2$

_$(-3,-1,2)$ʂA$yz$ʂɕs

$x=-3$

_$(-3,-1,2)$ʂA$zx$ʂɕs

$y=-1$

_$(-3,-1,3)$ʂA$xy$ʂɕs

$z=3$

_$(-3,-1,3)$ʂA$yz$ʂɕs

$x=-3$

_$(-3,-1,3)$ʂA$zx$ʂɕs

$y=-1$

_$(-3,0,-3)$ʂA$xy$ʂɕs

$z=-3$

_$(-3,0,-3)$ʂA$yz$ʂɕs

$x=-3$

_$(-3,0,-3)$ʂA$zx$ʂɕs

$y=0$

_$(-3,0,-2)$ʂA$xy$ʂɕs

$z=-2$

_$(-3,0,-2)$ʂA$yz$ʂɕs

$x=-3$

_$(-3,0,-2)$ʂA$zx$ʂɕs

$y=0$

_$(-3,0,-1)$ʂA$xy$ʂɕs

$z=-1$

_$(-3,0,-1)$ʂA$yz$ʂɕs

$x=-3$

_$(-3,0,-1)$ʂA$zx$ʂɕs

$y=0$

_$(-3,0,0)$ʂA$xy$ʂɕs

$z=0$

_$(-3,0,0)$ʂA$yz$ʂɕs

$x=-3$

_$(-3,0,0)$ʂA$zx$ʂɕs

$y=0$

_$(-3,0,1)$ʂA$xy$ʂɕs

$z=1$

_$(-3,0,1)$ʂA$yz$ʂɕs

$x=-3$

_$(-3,0,1)$ʂA$zx$ʂɕs

$y=0$

_$(-3,0,2)$ʂA$xy$ʂɕs

$z=2$

_$(-3,0,2)$ʂA$yz$ʂɕs

$x=-3$

_$(-3,0,2)$ʂA$zx$ʂɕs

$y=0$

_$(-3,0,3)$ʂA$xy$ʂɕs

$z=3$

_$(-3,0,3)$ʂA$yz$ʂɕs

$x=-3$

_$(-3,0,3)$ʂA$zx$ʂɕs

$y=0$

_$(-3,1,-3)$ʂA$xy$ʂɕs

$z=-3$

_$(-3,1,-3)$ʂA$yz$ʂɕs

$x=-3$

_$(-3,1,-3)$ʂA$zx$ʂɕs

$y=1$

_$(-3,1,-2)$ʂA$xy$ʂɕs

$z=-2$

_$(-3,1,-2)$ʂA$yz$ʂɕs

$x=-3$

_$(-3,1,-2)$ʂA$zx$ʂɕs

$y=1$

_$(-3,1,-1)$ʂA$xy$ʂɕs

$z=-1$

_$(-3,1,-1)$ʂA$yz$ʂɕs

$x=-3$

_$(-3,1,-1)$ʂA$zx$ʂɕs

$y=1$

_$(-3,1,0)$ʂA$xy$ʂɕs

$z=0$

_$(-3,1,0)$ʂA$yz$ʂɕs

$x=-3$

_$(-3,1,0)$ʂA$zx$ʂɕs

$y=1$

_$(-3,1,1)$ʂA$xy$ʂɕs

$z=1$

_$(-3,1,1)$ʂA$yz$ʂɕs

$x=-3$

_$(-3,1,1)$ʂA$zx$ʂɕs

$y=1$

_$(-3,1,2)$ʂA$xy$ʂɕs

$z=2$

_$(-3,1,2)$ʂA$yz$ʂɕs

$x=-3$

_$(-3,1,2)$ʂA$zx$ʂɕs

$y=1$

_$(-3,1,3)$ʂA$xy$ʂɕs

$z=3$

_$(-3,1,3)$ʂA$yz$ʂɕs

$x=-3$

_$(-3,1,3)$ʂA$zx$ʂɕs

$y=1$

_$(-3,2,-3)$ʂA$xy$ʂɕs

$z=-3$

_$(-3,2,-3)$ʂA$yz$ʂɕs

$x=-3$

_$(-3,2,-3)$ʂA$zx$ʂɕs

$y=2$

_$(-3,2,-2)$ʂA$xy$ʂɕs

$z=-2$

_$(-3,2,-2)$ʂA$yz$ʂɕs

$x=-3$

_$(-3,2,-2)$ʂA$zx$ʂɕs

$y=2$

_$(-3,2,-1)$ʂA$xy$ʂɕs

$z=-1$

_$(-3,2,-1)$ʂA$yz$ʂɕs

$x=-3$

_$(-3,2,-1)$ʂA$zx$ʂɕs

$y=2$

_$(-3,2,0)$ʂA$xy$ʂɕs

$z=0$

_$(-3,2,0)$ʂA$yz$ʂɕs

$x=-3$

_$(-3,2,0)$ʂA$zx$ʂɕs

$y=2$

_$(-3,2,1)$ʂA$xy$ʂɕs

$z=1$

_$(-3,2,1)$ʂA$yz$ʂɕs

$x=-3$

_$(-3,2,1)$ʂA$zx$ʂɕs

$y=2$

_$(-3,2,2)$ʂA$xy$ʂɕs

$z=2$

_$(-3,2,2)$ʂA$yz$ʂɕs

$x=-3$

_$(-3,2,2)$ʂA$zx$ʂɕs

$y=2$

_$(-3,2,3)$ʂA$xy$ʂɕs

$z=3$

_$(-3,2,3)$ʂA$yz$ʂɕs

$x=-3$

_$(-3,2,3)$ʂA$zx$ʂɕs

$y=2$

_$(-3,3,-3)$ʂA$xy$ʂɕs

$z=-3$

_$(-3,3,-3)$ʂA$yz$ʂɕs

$x=-3$

_$(-3,3,-3)$ʂA$zx$ʂɕs

$y=3$

_$(-3,3,-2)$ʂA$xy$ʂɕs

$z=-2$

_$(-3,3,-2)$ʂA$yz$ʂɕs

$x=-3$

_$(-3,3,-2)$ʂA$zx$ʂɕs

$y=3$

_$(-3,3,-1)$ʂA$xy$ʂɕs

$z=-1$

_$(-3,3,-1)$ʂA$yz$ʂɕs

$x=-3$

_$(-3,3,-1)$ʂA$zx$ʂɕs

$y=3$

_$(-3,3,0)$ʂA$xy$ʂɕs

$z=0$

_$(-3,3,0)$ʂA$yz$ʂɕs

$x=-3$

_$(-3,3,0)$ʂA$zx$ʂɕs

$y=3$

_$(-3,3,1)$ʂA$xy$ʂɕs

$z=1$

_$(-3,3,1)$ʂA$yz$ʂɕs

$x=-3$

_$(-3,3,1)$ʂA$zx$ʂɕs

$y=3$

_$(-3,3,2)$ʂA$xy$ʂɕs

$z=2$

_$(-3,3,2)$ʂA$yz$ʂɕs

$x=-3$

_$(-3,3,2)$ʂA$zx$ʂɕs

$y=3$

_$(-3,3,3)$ʂA$xy$ʂɕs

$z=3$

_$(-3,3,3)$ʂA$yz$ʂɕs

$x=-3$

_$(-3,3,3)$ʂA$zx$ʂɕs

$y=3$

_$(-2,-3,-3)$ʂA$xy$ʂɕs

$z=-3$

_$(-2,-3,-3)$ʂA$yz$ʂɕs

$x=-2$

_$(-2,-3,-3)$ʂA$zx$ʂɕs

$y=-3$

_$(-2,-3,-2)$ʂA$xy$ʂɕs

$z=-2$

_$(-2,-3,-2)$ʂA$yz$ʂɕs

$x=-2$

_$(-2,-3,-2)$ʂA$zx$ʂɕs

$y=-3$

_$(-2,-3,-1)$ʂA$xy$ʂɕs

$z=-1$

_$(-2,-3,-1)$ʂA$yz$ʂɕs

$x=-2$

_$(-2,-3,-1)$ʂA$zx$ʂɕs

$y=-3$

_$(-2,-3,0)$ʂA$xy$ʂɕs

$z=0$

_$(-2,-3,0)$ʂA$yz$ʂɕs

$x=-2$

_$(-2,-3,0)$ʂA$zx$ʂɕs

$y=-3$

_$(-2,-3,1)$ʂA$xy$ʂɕs

$z=1$

_$(-2,-3,1)$ʂA$yz$ʂɕs

$x=-2$

_$(-2,-3,1)$ʂA$zx$ʂɕs

$y=-3$

_$(-2,-3,2)$ʂA$xy$ʂɕs

$z=2$

_$(-2,-3,2)$ʂA$yz$ʂɕs

$x=-2$

_$(-2,-3,2)$ʂA$zx$ʂɕs

$y=-3$

_$(-2,-3,3)$ʂA$xy$ʂɕs

$z=3$

_$(-2,-3,3)$ʂA$yz$ʂɕs

$x=-2$

_$(-2,-3,3)$ʂA$zx$ʂɕs

$y=-3$

_$(-2,-2,-3)$ʂA$xy$ʂɕs

$z=-3$

_$(-2,-2,-3)$ʂA$yz$ʂɕs

$x=-2$

_$(-2,-2,-3)$ʂA$zx$ʂɕs

$y=-2$

_$(-2,-2,-2)$ʂA$xy$ʂɕs

$z=-2$

_$(-2,-2,-2)$ʂA$yz$ʂɕs

$x=-2$

_$(-2,-2,-2)$ʂA$zx$ʂɕs

$y=-2$

_$(-2,-2,-1)$ʂA$xy$ʂɕs

$z=-1$

_$(-2,-2,-1)$ʂA$yz$ʂɕs

$x=-2$

_$(-2,-2,-1)$ʂA$zx$ʂɕs

$y=-2$

_$(-2,-2,0)$ʂA$xy$ʂɕs

$z=0$

_$(-2,-2,0)$ʂA$yz$ʂɕs

$x=-2$

_$(-2,-2,0)$ʂA$zx$ʂɕs

$y=-2$

_$(-2,-2,1)$ʂA$xy$ʂɕs

$z=1$

_$(-2,-2,1)$ʂA$yz$ʂɕs

$x=-2$

_$(-2,-2,1)$ʂA$zx$ʂɕs

$y=-2$

_$(-2,-2,2)$ʂA$xy$ʂɕs

$z=2$

_$(-2,-2,2)$ʂA$yz$ʂɕs

$x=-2$

_$(-2,-2,2)$ʂA$zx$ʂɕs

$y=-2$

_$(-2,-2,3)$ʂA$xy$ʂɕs

$z=3$

_$(-2,-2,3)$ʂA$yz$ʂɕs

$x=-2$

_$(-2,-2,3)$ʂA$zx$ʂɕs

$y=-2$

_$(-2,-1,-3)$ʂA$xy$ʂɕs

$z=-3$

_$(-2,-1,-3)$ʂA$yz$ʂɕs

$x=-2$

_$(-2,-1,-3)$ʂA$zx$ʂɕs

$y=-1$

_$(-2,-1,-2)$ʂA$xy$ʂɕs

$z=-2$

_$(-2,-1,-2)$ʂA$yz$ʂɕs

$x=-2$

_$(-2,-1,-2)$ʂA$zx$ʂɕs

$y=-1$

_$(-2,-1,-1)$ʂA$xy$ʂɕs

$z=-1$

_$(-2,-1,-1)$ʂA$yz$ʂɕs

$x=-2$

_$(-2,-1,-1)$ʂA$zx$ʂɕs

$y=-1$

_$(-2,-1,0)$ʂA$xy$ʂɕs

$z=0$

_$(-2,-1,0)$ʂA$yz$ʂɕs

$x=-2$

_$(-2,-1,0)$ʂA$zx$ʂɕs

$y=-1$

_$(-2,-1,1)$ʂA$xy$ʂɕs

$z=1$

_$(-2,-1,1)$ʂA$yz$ʂɕs

$x=-2$

_$(-2,-1,1)$ʂA$zx$ʂɕs

$y=-1$

_$(-2,-1,2)$ʂA$xy$ʂɕs

$z=2$

_$(-2,-1,2)$ʂA$yz$ʂɕs

$x=-2$

_$(-2,-1,2)$ʂA$zx$ʂɕs

$y=-1$

_$(-2,-1,3)$ʂA$xy$ʂɕs

$z=3$

_$(-2,-1,3)$ʂA$yz$ʂɕs

$x=-2$

_$(-2,-1,3)$ʂA$zx$ʂɕs

$y=-1$

_$(-2,0,-3)$ʂA$xy$ʂɕs

$z=-3$

_$(-2,0,-3)$ʂA$yz$ʂɕs

$x=-2$

_$(-2,0,-3)$ʂA$zx$ʂɕs

$y=0$

_$(-2,0,-2)$ʂA$xy$ʂɕs

$z=-2$

_$(-2,0,-2)$ʂA$yz$ʂɕs

$x=-2$

_$(-2,0,-2)$ʂA$zx$ʂɕs

$y=0$

_$(-2,0,-1)$ʂA$xy$ʂɕs

$z=-1$

_$(-2,0,-1)$ʂA$yz$ʂɕs

$x=-2$

_$(-2,0,-1)$ʂA$zx$ʂɕs

$y=0$

_$(-2,0,0)$ʂA$xy$ʂɕs

$z=0$

_$(-2,0,0)$ʂA$yz$ʂɕs

$x=-2$

_$(-2,0,0)$ʂA$zx$ʂɕs

$y=0$

_$(-2,0,1)$ʂA$xy$ʂɕs

$z=1$

_$(-2,0,1)$ʂA$yz$ʂɕs

$x=-2$

_$(-2,0,1)$ʂA$zx$ʂɕs

$y=0$

_$(-2,0,2)$ʂA$xy$ʂɕs

$z=2$

_$(-2,0,2)$ʂA$yz$ʂɕs

$x=-2$

_$(-2,0,2)$ʂA$zx$ʂɕs

$y=0$

_$(-2,0,3)$ʂA$xy$ʂɕs

$z=3$

_$(-2,0,3)$ʂA$yz$ʂɕs

$x=-2$

_$(-2,0,3)$ʂA$zx$ʂɕs

$y=0$

_$(-2,1,-3)$ʂA$xy$ʂɕs

$z=-3$

_$(-2,1,-3)$ʂA$yz$ʂɕs

$x=-2$

_$(-2,1,-3)$ʂA$zx$ʂɕs

$y=1$

_$(-2,1,-2)$ʂA$xy$ʂɕs

$z=-2$

_$(-2,1,-2)$ʂA$yz$ʂɕs

$x=-2$

_$(-2,1,-2)$ʂA$zx$ʂɕs

$y=1$

_$(-2,1,-1)$ʂA$xy$ʂɕs

$z=-1$

_$(-2,1,-1)$ʂA$yz$ʂɕs

$x=-2$

_$(-2,1,-1)$ʂA$zx$ʂɕs

$y=1$

_$(-2,1,0)$ʂA$xy$ʂɕs

$z=0$

_$(-2,1,0)$ʂA$yz$ʂɕs

$x=-2$

_$(-2,1,0)$ʂA$zx$ʂɕs

$y=1$

_$(-2,1,1)$ʂA$xy$ʂɕs

$z=1$

_$(-2,1,1)$ʂA$yz$ʂɕs

$x=-2$

_$(-2,1,1)$ʂA$zx$ʂɕs

$y=1$

_$(-2,1,2)$ʂA$xy$ʂɕs

$z=2$

_$(-2,1,2)$ʂA$yz$ʂɕs

$x=-2$

_$(-2,1,2)$ʂA$zx$ʂɕs

$y=1$

_$(-2,1,3)$ʂA$xy$ʂɕs

$z=3$

_$(-2,1,3)$ʂA$yz$ʂɕs

$x=-2$

_$(-2,1,3)$ʂA$zx$ʂɕs

$y=1$

_$(-2,2,-3)$ʂA$xy$ʂɕs

$z=-3$

_$(-2,2,-3)$ʂA$yz$ʂɕs

$x=-2$

_$(-2,2,-3)$ʂA$zx$ʂɕs

$y=2$

_$(-2,2,-2)$ʂA$xy$ʂɕs

$z=-2$

_$(-2,2,-2)$ʂA$yz$ʂɕs

$x=-2$

_$(-2,2,-2)$ʂA$zx$ʂɕs

$y=2$

_$(-2,2,-1)$ʂA$xy$ʂɕs

$z=-1$

_$(-2,2,-1)$ʂA$yz$ʂɕs

$x=-2$

_$(-2,2,-1)$ʂA$zx$ʂɕs

$y=2$

_$(-2,2,0)$ʂA$xy$ʂɕs

$z=0$

_$(-2,2,0)$ʂA$yz$ʂɕs

$x=-2$

_$(-2,2,0)$ʂA$zx$ʂɕs

$y=2$

_$(-2,2,1)$ʂA$xy$ʂɕs

$z=1$

_$(-2,2,1)$ʂA$yz$ʂɕs

$x=-2$

_$(-2,2,1)$ʂA$zx$ʂɕs

$y=2$

_$(-2,2,2)$ʂA$xy$ʂɕs

$z=2$

_$(-2,2,2)$ʂA$yz$ʂɕs

$x=-2$

_$(-2,2,2)$ʂA$zx$ʂɕs

$y=2$

_$(-2,2,3)$ʂA$xy$ʂɕs

$z=3$

_$(-2,2,3)$ʂA$yz$ʂɕs

$x=-2$

_$(-2,2,3)$ʂA$zx$ʂɕs

$y=2$

_$(-2,3,-3)$ʂA$xy$ʂɕs

$z=-3$

_$(-2,3,-3)$ʂA$yz$ʂɕs

$x=-2$

_$(-2,3,-3)$ʂA$zx$ʂɕs

$y=3$

_$(-2,3,-2)$ʂA$xy$ʂɕs

$z=-2$

_$(-2,3,-2)$ʂA$yz$ʂɕs

$x=-2$

_$(-2,3,-2)$ʂA$zx$ʂɕs

$y=3$

_$(-2,3,-1)$ʂA$xy$ʂɕs

$z=-1$

_$(-2,3,-1)$ʂA$yz$ʂɕs

$x=-2$

_$(-2,3,-1)$ʂA$zx$ʂɕs

$y=3$

_$(-2,3,0)$ʂA$xy$ʂɕs

$z=0$

_$(-2,3,0)$ʂA$yz$ʂɕs

$x=-2$

_$(-2,3,0)$ʂA$zx$ʂɕs

$y=3$

_$(-2,3,1)$ʂA$xy$ʂɕs

$z=1$

_$(-2,3,1)$ʂA$yz$ʂɕs

$x=-2$

_$(-2,3,1)$ʂA$zx$ʂɕs

$y=3$

_$(-2,3,2)$ʂA$xy$ʂɕs

$z=2$

_$(-2,3,2)$ʂA$yz$ʂɕs

$x=-2$

_$(-2,3,2)$ʂA$zx$ʂɕs

$y=3$

_$(-2,3,3)$ʂA$xy$ʂɕs

$z=3$

_$(-2,3,3)$ʂA$yz$ʂɕs

$x=-2$

_$(-2,3,3)$ʂA$zx$ʂɕs

$y=3$

_$(-1,-3,-3)$ʂA$xy$ʂɕs

$z=-3$

_$(-1,-3,-3)$ʂA$yz$ʂɕs

$x=-1$

_$(-1,-3,-3)$ʂA$zx$ʂɕs

$y=-3$

_$(-1,-3,-2)$ʂA$xy$ʂɕs

$z=-2$

_$(-1,-3,-2)$ʂA$yz$ʂɕs

$x=-1$

_$(-1,-3,-2)$ʂA$zx$ʂɕs

$y=-3$

_$(-1,-3,-1)$ʂA$xy$ʂɕs

$z=-1$

_$(-1,-3,-1)$ʂA$yz$ʂɕs

$x=-1$

_$(-1,-3,-1)$ʂA$zx$ʂɕs

$y=-3$

_$(-1,-3,0)$ʂA$xy$ʂɕs

$z=0$

_$(-1,-3,0)$ʂA$yz$ʂɕs

$x=-1$

_$(-1,-3,0)$ʂA$zx$ʂɕs

$y=-3$

_$(-1,-3,1)$ʂA$xy$ʂɕs

$z=1$

_$(-1,-3,1)$ʂA$yz$ʂɕs

$x=-1$

_$(-1,-3,1)$ʂA$zx$ʂɕs

$y=-3$

_$(-1,-3,2)$ʂA$xy$ʂɕs

$z=2$

_$(-1,-3,2)$ʂA$yz$ʂɕs

$x=-1$

_$(-1,-3,2)$ʂA$zx$ʂɕs

$y=-3$

_$(-1,-3,3)$ʂA$xy$ʂɕs

$z=3$

_$(-1,-3,3)$ʂA$yz$ʂɕs

$x=-1$

_$(-1,-3,3)$ʂA$zx$ʂɕs

$y=-3$

_$(-1,-2,-3)$ʂA$xy$ʂɕs

$z=-3$

_$(-1,-2,-3)$ʂA$yz$ʂɕs

$x=-1$

_$(-1,-2,-3)$ʂA$zx$ʂɕs

$y=-2$

_$(-1,-2,-2)$ʂA$xy$ʂɕs

$z=-2$

_$(-1,-2,-2)$ʂA$yz$ʂɕs

$x=-1$

_$(-1,-2,-2)$ʂA$zx$ʂɕs

$y=-2$

_$(-1,-2,-1)$ʂA$xy$ʂɕs

$z=-1$

_$(-1,-2,-1)$ʂA$yz$ʂɕs

$x=-1$

_$(-1,-2,-1)$ʂA$zx$ʂɕs

$y=-2$

_$(-1,-2,0)$ʂA$xy$ʂɕs

$z=0$

_$(-1,-2,0)$ʂA$yz$ʂɕs

$x=-1$

_$(-1,-2,0)$ʂA$zx$ʂɕs

$y=-2$

_$(-1,-2,1)$ʂA$xy$ʂɕs

$z=1$

_$(-1,-2,1)$ʂA$yz$ʂɕs

$x=-1$

_$(-1,-2,1)$ʂA$zx$ʂɕs

$y=-2$

_$(-1,-2,2)$ʂA$xy$ʂɕs

$z=2$

_$(-1,-2,2)$ʂA$yz$ʂɕs

$x=-1$

_$(-1,-2,2)$ʂA$zx$ʂɕs

$y=-2$

_$(-1,-2,3)$ʂA$xy$ʂɕs

$z=3$

_$(-1,-2,3)$ʂA$yz$ʂɕs

$x=-1$

_$(-1,-2,3)$ʂA$zx$ʂɕs

$y=-2$

_$(-1,-1,-3)$ʂA$xy$ʂɕs

$z=-3$

_$(-1,-1,-3)$ʂA$yz$ʂɕs

$x=-1$

_$(-1,-1,-3)$ʂA$zx$ʂɕs

$y=-1$

_$(-1,-1,-2)$ʂA$xy$ʂɕs

$z=-2$

_$(-1,-1,-2)$ʂA$yz$ʂɕs

$x=-1$

_$(-1,-1,-2)$ʂA$zx$ʂɕs

$y=-1$

_$(-1,-1,-1)$ʂA$xy$ʂɕs

$z=-1$

_$(-1,-1,-1)$ʂA$yz$ʂɕs

$x=-1$

_$(-1,-1,-1)$ʂA$zx$ʂɕs

$y=-1$

_$(-1,-1,0)$ʂA$xy$ʂɕs

$z=0$

_$(-1,-1,0)$ʂA$yz$ʂɕs

$x=-1$

_$(-1,-1,0)$ʂA$zx$ʂɕs

$y=-1$

_$(-1,-1,1)$ʂA$xy$ʂɕs

$z=1$

_$(-1,-1,1)$ʂA$yz$ʂɕs

$x=-1$

_$(-1,-1,1)$ʂA$zx$ʂɕs

$y=-1$

_$(-1,-1,2)$ʂA$xy$ʂɕs

$z=2$

_$(-1,-1,2)$ʂA$yz$ʂɕs

$x=-1$

_$(-1,-1,2)$ʂA$zx$ʂɕs

$y=-1$

_$(-1,-1,3)$ʂA$xy$ʂɕs

$z=3$

_$(-1,-1,3)$ʂA$yz$ʂɕs

$x=-1$

_$(-1,-1,3)$ʂA$zx$ʂɕs

$y=-1$

_$(-1,0,-3)$ʂA$xy$ʂɕs

$z=-3$

_$(-1,0,-3)$ʂA$yz$ʂɕs

$x=-1$

_$(-1,0,-3)$ʂA$zx$ʂɕs

$y=0$

_$(-1,0,-2)$ʂA$xy$ʂɕs

$z=-2$

_$(-1,0,-2)$ʂA$yz$ʂɕs

$x=-1$

_$(-1,0,-2)$ʂA$zx$ʂɕs

$y=0$

_$(-1,0,-1)$ʂA$xy$ʂɕs

$z=-1$

_$(-1,0,-1)$ʂA$yz$ʂɕs

$x=-1$

_$(-1,0,-1)$ʂA$zx$ʂɕs

$y=0$

_$(-1,0,0)$ʂA$xy$ʂɕs

$z=0$

_$(-1,0,0)$ʂA$yz$ʂɕs

$x=-1$

_$(-1,0,0)$ʂA$zx$ʂɕs

$y=0$

_$(-1,0,1)$ʂA$xy$ʂɕs

$z=1$

_$(-1,0,1)$ʂA$yz$ʂɕs

$x=-1$

_$(-1,0,1)$ʂA$zx$ʂɕs

$y=0$

_$(-1,0,2)$ʂA$xy$ʂɕs

$z=2$

_$(-1,0,2)$ʂA$yz$ʂɕs

$x=-1$

_$(-1,0,2)$ʂA$zx$ʂɕs

$y=0$

_$(-1,0,3)$ʂA$xy$ʂɕs

$z=3$

_$(-1,0,3)$ʂA$yz$ʂɕs

$x=-1$

_$(-1,0,3)$ʂA$zx$ʂɕs

$y=0$

_$(-1,1,-3)$ʂA$xy$ʂɕs

$z=-3$

_$(-1,1,-3)$ʂA$yz$ʂɕs

$x=-1$

_$(-1,1,-3)$ʂA$zx$ʂɕs

$y=1$

_$(-1,1,-2)$ʂA$xy$ʂɕs

$z=-2$

_$(-1,1,-2)$ʂA$yz$ʂɕs

$x=-1$

_$(-1,1,-2)$ʂA$zx$ʂɕs

$y=1$

_$(-1,1,-1)$ʂA$xy$ʂɕs

$z=-1$

_$(-1,1,-1)$ʂA$yz$ʂɕs

$x=-1$

_$(-1,1,-1)$ʂA$zx$ʂɕs

$y=1$

_$(-1,1,0)$ʂA$xy$ʂɕs

$z=0$

_$(-1,1,0)$ʂA$yz$ʂɕs

$x=-1$

_$(-1,1,0)$ʂA$zx$ʂɕs

$y=1$

_$(-1,1,1)$ʂA$xy$ʂɕs

$z=1$

_$(-1,1,1)$ʂA$yz$ʂɕs

$x=-1$

_$(-1,1,1)$ʂA$zx$ʂɕs

$y=1$

_$(-1,1,2)$ʂA$xy$ʂɕs

$z=2$

_$(-1,1,2)$ʂA$yz$ʂɕs

$x=-1$

_$(-1,1,2)$ʂA$zx$ʂɕs

$y=1$

_$(-1,1,3)$ʂA$xy$ʂɕs

$z=3$

_$(-1,1,3)$ʂA$yz$ʂɕs

$x=-1$

_$(-1,1,3)$ʂA$zx$ʂɕs

$y=1$

_$(-1,2,-3)$ʂA$xy$ʂɕs

$z=-3$

_$(-1,2,-3)$ʂA$yz$ʂɕs

$x=-1$

_$(-1,2,-3)$ʂA$zx$ʂɕs

$y=2$

_$(-1,2,-2)$ʂA$xy$ʂɕs

$z=-2$

_$(-1,2,-2)$ʂA$yz$ʂɕs

$x=-1$

_$(-1,2,-2)$ʂA$zx$ʂɕs

$y=2$

_$(-1,2,-1)$ʂA$xy$ʂɕs

$z=-1$

_$(-1,2,-1)$ʂA$yz$ʂɕs

$x=-1$

_$(-1,2,-1)$ʂA$zx$ʂɕs

$y=2$

_$(-1,2,0)$ʂA$xy$ʂɕs

$z=0$

_$(-1,2,0)$ʂA$yz$ʂɕs

$x=-1$

_$(-1,2,0)$ʂA$zx$ʂɕs

$y=2$

_$(-1,2,1)$ʂA$xy$ʂɕs

$z=1$

_$(-1,2,1)$ʂA$yz$ʂɕs

$x=-1$

_$(-1,2,1)$ʂA$zx$ʂɕs

$y=2$

_$(-1,2,2)$ʂA$xy$ʂɕs

$z=2$

_$(-1,2,2)$ʂA$yz$ʂɕs

$x=-1$

_$(-1,2,2)$ʂA$zx$ʂɕs

$y=2$

_$(-1,2,3)$ʂA$xy$ʂɕs

$z=3$

_$(-1,2,3)$ʂA$yz$ʂɕs

$x=-1$

_$(-1,2,3)$ʂA$zx$ʂɕs

$y=2$

_$(-1,3,-3)$ʂA$xy$ʂɕs

$z=-3$

_$(-1,3,-3)$ʂA$yz$ʂɕs

$x=-1$

_$(-1,3,-3)$ʂA$zx$ʂɕs

$y=3$

_$(-1,3,-2)$ʂA$xy$ʂɕs

$z=-2$

_$(-1,3,-2)$ʂA$yz$ʂɕs

$x=-1$

_$(-1,3,-2)$ʂA$zx$ʂɕs

$y=3$

_$(-1,3,-1)$ʂA$xy$ʂɕs

$z=-1$

_$(-1,3,-1)$ʂA$yz$ʂɕs

$x=-1$

_$(-1,3,-1)$ʂA$zx$ʂɕs

$y=3$

_$(-1,3,0)$ʂA$xy$ʂɕs

$z=0$

_$(-1,3,0)$ʂA$yz$ʂɕs

$x=-1$

_$(-1,3,0)$ʂA$zx$ʂɕs

$y=3$

_$(-1,3,1)$ʂA$xy$ʂɕs

$z=1$

_$(-1,3,1)$ʂA$yz$ʂɕs

$x=-1$

_$(-1,3,1)$ʂA$zx$ʂɕs

$y=3$

_$(-1,3,2)$ʂA$xy$ʂɕs

$z=2$

_$(-1,3,2)$ʂA$yz$ʂɕs

$x=-1$

_$(-1,3,2)$ʂA$zx$ʂɕs

$y=3$

_$(-1,3,3)$ʂA$xy$ʂɕs

$z=3$

_$(-1,3,3)$ʂA$yz$ʂɕs

$x=-1$

_$(-1,3,3)$ʂA$zx$ʂɕs

$y=3$

_$(0,-3,-3)$ʂA$xy$ʂɕs

$z=-3$

_$(0,-3,-3)$ʂA$yz$ʂɕs

$x=0$

_$(0,-3,-3)$ʂA$zx$ʂɕs

$y=-3$

_$(0,-3,-2)$ʂA$xy$ʂɕs

$z=-2$

_$(0,-3,-2)$ʂA$yz$ʂɕs

$x=0$

_$(0,-3,-2)$ʂA$zx$ʂɕs

$y=-3$

_$(0,-3,-1)$ʂA$xy$ʂɕs

$z=-1$

_$(0,-3,-1)$ʂA$yz$ʂɕs

$x=0$

_$(0,-3,-1)$ʂA$zx$ʂɕs

$y=-3$

_$(0,-3,0)$ʂA$xy$ʂɕs

$z=0$

_$(0,-3,0)$ʂA$yz$ʂɕs

$x=0$

_$(0,-3,0)$ʂA$zx$ʂɕs

$y=-3$

_$(0,-3,1)$ʂA$xy$ʂɕs

$z=1$

_$(0,-3,1)$ʂA$yz$ʂɕs

$x=0$

_$(0,-3,1)$ʂA$zx$ʂɕs

$y=-3$

_$(0,-3,2)$ʂA$xy$ʂɕs

$z=2$

_$(0,-3,2)$ʂA$yz$ʂɕs

$x=0$

_$(0,-3,2)$ʂA$zx$ʂɕs

$y=-3$

_$(0,-3,3)$ʂA$xy$ʂɕs

$z=3$

_$(0,-3,3)$ʂA$yz$ʂɕs

$x=0$

_$(0,-3,3)$ʂA$zx$ʂɕs

$y=-3$

_$(0,-2,-3)$ʂA$xy$ʂɕs

$z=-3$

_$(0,-2,-3)$ʂA$yz$ʂɕs

$x=0$

_$(0,-2,-3)$ʂA$zx$ʂɕs

$y=-2$

_$(0,-2,-2)$ʂA$xy$ʂɕs

$z=-2$

_$(0,-2,-2)$ʂA$yz$ʂɕs

$x=0$

_$(0,-2,-2)$ʂA$zx$ʂɕs

$y=-2$

_$(0,-2,-1)$ʂA$xy$ʂɕs

$z=-1$

_$(0,-2,-1)$ʂA$yz$ʂɕs

$x=0$

_$(0,-2,-1)$ʂA$zx$ʂɕs

$y=-2$

_$(0,-2,0)$ʂA$xy$ʂɕs

$z=0$

_$(0,-2,0)$ʂA$yz$ʂɕs

$x=0$

_$(0,-2,0)$ʂA$zx$ʂɕs

$y=-2$

_$(0,-2,1)$ʂA$xy$ʂɕs

$z=1$

_$(0,-2,1)$ʂA$yz$ʂɕs

$x=0$

_$(0,-2,1)$ʂA$zx$ʂɕs

$y=-2$

_$(0,-2,2)$ʂA$xy$ʂɕs

$z=2$

_$(0,-2,2)$ʂA$yz$ʂɕs

$x=0$

_$(0,-2,2)$ʂA$zx$ʂɕs

$y=-2$

_$(0,-2,3)$ʂA$xy$ʂɕs

$z=3$

_$(0,-2,3)$ʂA$yz$ʂɕs

$x=0$

_$(0,-2,3)$ʂA$zx$ʂɕs

$y=-2$

_$(0,-1,-3)$ʂA$xy$ʂɕs

$z=-3$

_$(0,-1,-3)$ʂA$yz$ʂɕs

$x=0$

_$(0,-1,-3)$ʂA$zx$ʂɕs

$y=-1$

_$(0,-1,-2)$ʂA$xy$ʂɕs

$z=-2$

_$(0,-1,-2)$ʂA$yz$ʂɕs

$x=0$

_$(0,-1,-2)$ʂA$zx$ʂɕs

$y=-1$

_$(0,-1,-1)$ʂA$xy$ʂɕs

$z=-1$

_$(0,-1,-1)$ʂA$yz$ʂɕs

$x=0$

_$(0,-1,-1)$ʂA$zx$ʂɕs

$y=-1$

_$(0,-1,0)$ʂA$xy$ʂɕs

$z=0$

_$(0,-1,0)$ʂA$yz$ʂɕs

$x=0$

_$(0,-1,0)$ʂA$zx$ʂɕs

$y=-1$

_$(0,-1,1)$ʂA$xy$ʂɕs

$z=1$

_$(0,-1,1)$ʂA$yz$ʂɕs

$x=0$

_$(0,-1,1)$ʂA$zx$ʂɕs

$y=-1$

_$(0,-1,2)$ʂA$xy$ʂɕs

$z=2$

_$(0,-1,2)$ʂA$yz$ʂɕs

$x=0$

_$(0,-1,2)$ʂA$zx$ʂɕs

$y=-1$

_$(0,-1,3)$ʂA$xy$ʂɕs

$z=3$

_$(0,-1,3)$ʂA$yz$ʂɕs

$x=0$

_$(0,-1,3)$ʂA$zx$ʂɕs

$y=-1$

_$(0,0,-3)$ʂA$xy$ʂɕs

$z=-3$

_$(0,0,-3)$ʂA$yz$ʂɕs

$x=0$

_$(0,0,-3)$ʂA$zx$ʂɕs

$y=0$

_$(0,0,-2)$ʂA$xy$ʂɕs

$z=-2$

_$(0,0,-2)$ʂA$yz$ʂɕs

$x=0$

_$(0,0,-2)$ʂA$zx$ʂɕs

$y=0$

_$(0,0,-1)$ʂA$xy$ʂɕs

$z=-1$

_$(0,0,-1)$ʂA$yz$ʂɕs

$x=0$

_$(0,0,-1)$ʂA$zx$ʂɕs

$y=0$

_$(0,0,0)$ʂA$xy$ʂɕs

$z=0$

_$(0,0,0)$ʂA$yz$ʂɕs

$x=0$

_$(0,0,0)$ʂA$zx$ʂɕs

$y=0$

_$(0,0,1)$ʂA$xy$ʂɕs

$z=1$

_$(0,0,1)$ʂA$yz$ʂɕs

$x=0$

_$(0,0,1)$ʂA$zx$ʂɕs

$y=0$

_$(0,0,2)$ʂA$xy$ʂɕs

$z=2$

_$(0,0,2)$ʂA$yz$ʂɕs

$x=0$

_$(0,0,2)$ʂA$zx$ʂɕs

$y=0$

_$(0,0,3)$ʂA$xy$ʂɕs

$z=3$

_$(0,0,3)$ʂA$yz$ʂɕs

$x=0$

_$(0,0,3)$ʂA$zx$ʂɕs

$y=0$

_$(0,1,-3)$ʂA$xy$ʂɕs

$z=-3$

_$(0,1,-3)$ʂA$yz$ʂɕs

$x=0$

_$(0,1,-3)$ʂA$zx$ʂɕs

$y=1$

_$(0,1,-2)$ʂA$xy$ʂɕs

$z=-2$

_$(0,1,-2)$ʂA$yz$ʂɕs

$x=0$

_$(0,1,-2)$ʂA$zx$ʂɕs

$y=1$

_$(0,1,-1)$ʂA$xy$ʂɕs

$z=-1$

_$(0,1,-1)$ʂA$yz$ʂɕs

$x=0$

_$(0,1,-1)$ʂA$zx$ʂɕs

$y=1$

_$(0,1,0)$ʂA$xy$ʂɕs

$z=0$

_$(0,1,0)$ʂA$yz$ʂɕs

$x=0$

_$(0,1,0)$ʂA$zx$ʂɕs

$y=1$

_$(0,1,1)$ʂA$xy$ʂɕs

$z=1$

_$(0,1,1)$ʂA$yz$ʂɕs

$x=0$

_$(0,1,1)$ʂA$zx$ʂɕs

$y=1$

_$(0,1,2)$ʂA$xy$ʂɕs

$z=2$

_$(0,1,2)$ʂA$yz$ʂɕs

$x=0$

_$(0,1,2)$ʂA$zx$ʂɕs

$y=1$

_$(0,1,3)$ʂA$xy$ʂɕs

$z=3$

_$(0,1,3)$ʂA$yz$ʂɕs

$x=0$

_$(0,1,3)$ʂA$zx$ʂɕs

$y=1$

_$(0,2,-3)$ʂA$xy$ʂɕs

$z=-3$

_$(0,2,-3)$ʂA$yz$ʂɕs

$x=0$

_$(0,2,-3)$ʂA$zx$ʂɕs

$y=2$

_$(0,2,-2)$ʂA$xy$ʂɕs

$z=-2$

_$(0,2,-2)$ʂA$yz$ʂɕs

$x=0$

_$(0,2,-2)$ʂA$zx$ʂɕs

$y=2$

_$(0,2,-1)$ʂA$xy$ʂɕs

$z=-1$

_$(0,2,-1)$ʂA$yz$ʂɕs

$x=0$

_$(0,2,-1)$ʂA$zx$ʂɕs

$y=2$

_$(0,2,0)$ʂA$xy$ʂɕs

$z=0$

_$(0,2,0)$ʂA$yz$ʂɕs

$x=0$

_$(0,2,0)$ʂA$zx$ʂɕs

$y=2$

_$(0,2,1)$ʂA$xy$ʂɕs

$z=1$

_$(0,2,1)$ʂA$yz$ʂɕs

$x=0$

_$(0,2,1)$ʂA$zx$ʂɕs

$y=2$

_$(0,2,2)$ʂA$xy$ʂɕs

$z=2$

_$(0,2,2)$ʂA$yz$ʂɕs

$x=0$

_$(0,2,2)$ʂA$zx$ʂɕs

$y=2$

_$(0,2,3)$ʂA$xy$ʂɕs

$z=3$

_$(0,2,3)$ʂA$yz$ʂɕs

$x=0$

_$(0,2,3)$ʂA$zx$ʂɕs

$y=2$

_$(0,3,-3)$ʂA$xy$ʂɕs

$z=-3$

_$(0,3,-3)$ʂA$yz$ʂɕs

$x=0$

_$(0,3,-3)$ʂA$zx$ʂɕs

$y=3$

_$(0,3,-2)$ʂA$xy$ʂɕs

$z=-2$

_$(0,3,-2)$ʂA$yz$ʂɕs

$x=0$

_$(0,3,-2)$ʂA$zx$ʂɕs

$y=3$

_$(0,3,-1)$ʂA$xy$ʂɕs

$z=-1$

_$(0,3,-1)$ʂA$yz$ʂɕs

$x=0$

_$(0,3,-1)$ʂA$zx$ʂɕs

$y=3$

_$(0,3,0)$ʂA$xy$ʂɕs

$z=0$

_$(0,3,0)$ʂA$yz$ʂɕs

$x=0$

_$(0,3,0)$ʂA$zx$ʂɕs

$y=3$

_$(0,3,1)$ʂA$xy$ʂɕs

$z=1$

_$(0,3,1)$ʂA$yz$ʂɕs

$x=0$

_$(0,3,1)$ʂA$zx$ʂɕs

$y=3$

_$(0,3,2)$ʂA$xy$ʂɕs

$z=2$

_$(0,3,2)$ʂA$yz$ʂɕs

$x=0$

_$(0,3,2)$ʂA$zx$ʂɕs

$y=3$

_$(0,3,3)$ʂA$xy$ʂɕs

$z=3$

_$(0,3,3)$ʂA$yz$ʂɕs

$x=0$

_$(0,3,3)$ʂA$zx$ʂɕs

$y=3$

_$(1,-3,-3)$ʂA$xy$ʂɕs

$z=-3$

_$(1,-3,-3)$ʂA$yz$ʂɕs

$x=1$

_$(1,-3,-3)$ʂA$zx$ʂɕs

$y=-3$

_$(1,-3,-2)$ʂA$xy$ʂɕs

$z=-2$

_$(1,-3,-2)$ʂA$yz$ʂɕs

$x=1$

_$(1,-3,-2)$ʂA$zx$ʂɕs

$y=-3$

_$(1,-3,-1)$ʂA$xy$ʂɕs

$z=-1$

_$(1,-3,-1)$ʂA$yz$ʂɕs

$x=1$

_$(1,-3,-1)$ʂA$zx$ʂɕs

$y=-3$

_$(1,-3,0)$ʂA$xy$ʂɕs

$z=0$

_$(1,-3,0)$ʂA$yz$ʂɕs

$x=1$

_$(1,-3,0)$ʂA$zx$ʂɕs

$y=-3$

_$(1,-3,1)$ʂA$xy$ʂɕs

$z=1$

_$(1,-3,1)$ʂA$yz$ʂɕs

$x=1$

_$(1,-3,1)$ʂA$zx$ʂɕs

$y=-3$

_$(1,-3,2)$ʂA$xy$ʂɕs

$z=2$

_$(1,-3,2)$ʂA$yz$ʂɕs

$x=1$

_$(1,-3,2)$ʂA$zx$ʂɕs

$y=-3$

_$(1,-3,3)$ʂA$xy$ʂɕs

$z=3$

_$(1,-3,3)$ʂA$yz$ʂɕs

$x=1$

_$(1,-3,3)$ʂA$zx$ʂɕs

$y=-3$

_$(1,-2,-3)$ʂA$xy$ʂɕs

$z=-3$

_$(1,-2,-3)$ʂA$yz$ʂɕs

$x=1$

_$(1,-2,-3)$ʂA$zx$ʂɕs

$y=-2$

_$(1,-2,-2)$ʂA$xy$ʂɕs

$z=-2$

_$(1,-2,-2)$ʂA$yz$ʂɕs

$x=1$

_$(1,-2,-2)$ʂA$zx$ʂɕs

$y=-2$

_$(1,-2,-1)$ʂA$xy$ʂɕs

$z=-1$

_$(1,-2,-1)$ʂA$yz$ʂɕs

$x=1$

_$(1,-2,-1)$ʂA$zx$ʂɕs

$y=-2$

_$(1,-2,0)$ʂA$xy$ʂɕs

$z=0$

_$(1,-2,0)$ʂA$yz$ʂɕs

$x=1$

_$(1,-2,0)$ʂA$zx$ʂɕs

$y=-2$

_$(1,-2,1)$ʂA$xy$ʂɕs

$z=1$

_$(1,-2,1)$ʂA$yz$ʂɕs

$x=1$

_$(1,-2,1)$ʂA$zx$ʂɕs

$y=-2$

_$(1,-2,2)$ʂA$xy$ʂɕs

$z=2$

_$(1,-2,2)$ʂA$yz$ʂɕs

$x=1$

_$(1,-2,2)$ʂA$zx$ʂɕs

$y=-2$

_$(1,-2,3)$ʂA$xy$ʂɕs

$z=3$

_$(1,-2,3)$ʂA$yz$ʂɕs

$x=1$

_$(1,-2,3)$ʂA$zx$ʂɕs

$y=-2$

_$(1,-1,-3)$ʂA$xy$ʂɕs

$z=-3$

_$(1,-1,-3)$ʂA$yz$ʂɕs

$x=1$

_$(1,-1,-3)$ʂA$zx$ʂɕs

$y=-1$

_$(1,-1,-2)$ʂA$xy$ʂɕs

$z=-2$

_$(1,-1,-2)$ʂA$yz$ʂɕs

$x=1$

_$(1,-1,-2)$ʂA$zx$ʂɕs

$y=-1$

_$(1,-1,-1)$ʂA$xy$ʂɕs

$z=-1$

_$(1,-1,-1)$ʂA$yz$ʂɕs

$x=1$

_$(1,-1,-1)$ʂA$zx$ʂɕs

$y=-1$

_$(1,-1,0)$ʂA$xy$ʂɕs

$z=0$

_$(1,-1,0)$ʂA$yz$ʂɕs

$x=1$

_$(1,-1,0)$ʂA$zx$ʂɕs

$y=-1$

_$(1,-1,1)$ʂA$xy$ʂɕs

$z=1$

_$(1,-1,1)$ʂA$yz$ʂɕs

$x=1$

_$(1,-1,1)$ʂA$zx$ʂɕs

$y=-1$

_$(1,-1,2)$ʂA$xy$ʂɕs

$z=2$

_$(1,-1,2)$ʂA$yz$ʂɕs

$x=1$

_$(1,-1,2)$ʂA$zx$ʂɕs

$y=-1$

_$(1,-1,3)$ʂA$xy$ʂɕs

$z=3$

_$(1,-1,3)$ʂA$yz$ʂɕs

$x=1$

_$(1,-1,3)$ʂA$zx$ʂɕs

$y=-1$

_$(1,0,-3)$ʂA$xy$ʂɕs

$z=-3$

_$(1,0,-3)$ʂA$yz$ʂɕs

$x=1$

_$(1,0,-3)$ʂA$zx$ʂɕs

$y=0$

_$(1,0,-2)$ʂA$xy$ʂɕs

$z=-2$

_$(1,0,-2)$ʂA$yz$ʂɕs

$x=1$

_$(1,0,-2)$ʂA$zx$ʂɕs

$y=0$

_$(1,0,-1)$ʂA$xy$ʂɕs

$z=-1$

_$(1,0,-1)$ʂA$yz$ʂɕs

$x=1$

_$(1,0,-1)$ʂA$zx$ʂɕs

$y=0$

_$(1,0,0)$ʂA$xy$ʂɕs

$z=0$

_$(1,0,0)$ʂA$yz$ʂɕs

$x=1$

_$(1,0,0)$ʂA$zx$ʂɕs

$y=0$

_$(1,0,1)$ʂA$xy$ʂɕs

$z=1$

_$(1,0,1)$ʂA$yz$ʂɕs

$x=1$

_$(1,0,1)$ʂA$zx$ʂɕs

$y=0$

_$(1,0,2)$ʂA$xy$ʂɕs

$z=2$

_$(1,0,2)$ʂA$yz$ʂɕs

$x=1$

_$(1,0,2)$ʂA$zx$ʂɕs

$y=0$

_$(1,0,3)$ʂA$xy$ʂɕs

$z=3$

_$(1,0,3)$ʂA$yz$ʂɕs

$x=1$

_$(1,0,3)$ʂA$zx$ʂɕs

$y=0$

_$(1,1,-3)$ʂA$xy$ʂɕs

$z=-3$

_$(1,1,-3)$ʂA$yz$ʂɕs

$x=1$

_$(1,1,-3)$ʂA$zx$ʂɕs

$y=1$

_$(1,1,-2)$ʂA$xy$ʂɕs

$z=-2$

_$(1,1,-2)$ʂA$yz$ʂɕs

$x=1$

_$(1,1,-2)$ʂA$zx$ʂɕs

$y=1$

_$(1,1,-1)$ʂA$xy$ʂɕs

$z=-1$

_$(1,1,-1)$ʂA$yz$ʂɕs

$x=1$

_$(1,1,-1)$ʂA$zx$ʂɕs

$y=1$

_$(1,1,0)$ʂA$xy$ʂɕs

$z=0$

_$(1,1,0)$ʂA$yz$ʂɕs

$x=1$

_$(1,1,0)$ʂA$zx$ʂɕs

$y=1$

_$(1,1,1)$ʂA$xy$ʂɕs

$z=1$

_$(1,1,1)$ʂA$yz$ʂɕs

$x=1$

_$(1,1,1)$ʂA$zx$ʂɕs

$y=1$

_$(1,1,2)$ʂA$xy$ʂɕs

$z=2$

_$(1,1,2)$ʂA$yz$ʂɕs

$x=1$

_$(1,1,2)$ʂA$zx$ʂɕs

$y=1$

_$(1,1,3)$ʂA$xy$ʂɕs

$z=3$

_$(1,1,3)$ʂA$yz$ʂɕs

$x=1$

_$(1,1,3)$ʂA$zx$ʂɕs

$y=1$

_$(1,2,-3)$ʂA$xy$ʂɕs

$z=-3$

_$(1,2,-3)$ʂA$yz$ʂɕs

$x=1$

_$(1,2,-3)$ʂA$zx$ʂɕs

$y=2$

_$(1,2,-2)$ʂA$xy$ʂɕs

$z=-2$

_$(1,2,-2)$ʂA$yz$ʂɕs

$x=1$

_$(1,2,-2)$ʂA$zx$ʂɕs

$y=2$

_$(1,2,-1)$ʂA$xy$ʂɕs

$z=-1$

_$(1,2,-1)$ʂA$yz$ʂɕs

$x=1$

_$(1,2,-1)$ʂA$zx$ʂɕs

$y=2$

_$(1,2,0)$ʂA$xy$ʂɕs

$z=0$

_$(1,2,0)$ʂA$yz$ʂɕs

$x=1$

_$(1,2,0)$ʂA$zx$ʂɕs

$y=2$

_$(1,2,1)$ʂA$xy$ʂɕs

$z=1$

_$(1,2,1)$ʂA$yz$ʂɕs

$x=1$

_$(1,2,1)$ʂA$zx$ʂɕs

$y=2$

_$(1,2,2)$ʂA$xy$ʂɕs

$z=2$

_$(1,2,2)$ʂA$yz$ʂɕs

$x=1$

_$(1,2,2)$ʂA$zx$ʂɕs

$y=2$

_$(1,2,3)$ʂA$xy$ʂɕs

$z=3$

_$(1,2,3)$ʂA$yz$ʂɕs

$x=1$

_$(1,2,3)$ʂA$zx$ʂɕs

$y=2$

_$(1,3,-3)$ʂA$xy$ʂɕs

$z=-3$

_$(1,3,-3)$ʂA$yz$ʂɕs

$x=1$

_$(1,3,-3)$ʂA$zx$ʂɕs

$y=3$

_$(1,3,-2)$ʂA$xy$ʂɕs

$z=-2$

_$(1,3,-2)$ʂA$yz$ʂɕs

$x=1$

_$(1,3,-2)$ʂA$zx$ʂɕs

$y=3$

_$(1,3,-1)$ʂA$xy$ʂɕs

$z=-1$

_$(1,3,-1)$ʂA$yz$ʂɕs

$x=1$

_$(1,3,-1)$ʂA$zx$ʂɕs

$y=3$

_$(1,3,0)$ʂA$xy$ʂɕs

$z=0$

_$(1,3,0)$ʂA$yz$ʂɕs

$x=1$

_$(1,3,0)$ʂA$zx$ʂɕs

$y=3$

_$(1,3,1)$ʂA$xy$ʂɕs

$z=1$

_$(1,3,1)$ʂA$yz$ʂɕs

$x=1$

_$(1,3,1)$ʂA$zx$ʂɕs

$y=3$

_$(1,3,2)$ʂA$xy$ʂɕs

$z=2$

_$(1,3,2)$ʂA$yz$ʂɕs

$x=1$

_$(1,3,2)$ʂA$zx$ʂɕs

$y=3$

_$(1,3,3)$ʂA$xy$ʂɕs

$z=3$

_$(1,3,3)$ʂA$yz$ʂɕs

$x=1$

_$(1,3,3)$ʂA$zx$ʂɕs

$y=3$

_$(2,-3,-3)$ʂA$xy$ʂɕs

$z=-3$

_$(2,-3,-3)$ʂA$yz$ʂɕs

$x=2$

_$(2,-3,-3)$ʂA$zx$ʂɕs

$y=-3$

_$(2,-3,-2)$ʂA$xy$ʂɕs

$z=-2$

_$(2,-3,-2)$ʂA$yz$ʂɕs

$x=2$

_$(2,-3,-2)$ʂA$zx$ʂɕs

$y=-3$

_$(2,-3,-1)$ʂA$xy$ʂɕs

$z=-1$

_$(2,-3,-1)$ʂA$yz$ʂɕs

$x=2$

_$(2,-3,-1)$ʂA$zx$ʂɕs

$y=-3$

_$(2,-3,0)$ʂA$xy$ʂɕs

$z=0$

_$(2,-3,0)$ʂA$yz$ʂɕs

$x=2$

_$(2,-3,0)$ʂA$zx$ʂɕs

$y=-3$

_$(2,-3,1)$ʂA$xy$ʂɕs

$z=1$

_$(2,-3,1)$ʂA$yz$ʂɕs

$x=2$

_$(2,-3,1)$ʂA$zx$ʂɕs

$y=-3$

_$(2,-3,2)$ʂA$xy$ʂɕs

$z=2$

_$(2,-3,2)$ʂA$yz$ʂɕs

$x=2$

_$(2,-3,2)$ʂA$zx$ʂɕs

$y=-3$

_$(2,-3,3)$ʂA$xy$ʂɕs

$z=3$

_$(2,-3,3)$ʂA$yz$ʂɕs

$x=2$

_$(2,-3,3)$ʂA$zx$ʂɕs

$y=-3$

_$(2,-2,-3)$ʂA$xy$ʂɕs

$z=-3$

_$(2,-2,-3)$ʂA$yz$ʂɕs

$x=2$

_$(2,-2,-3)$ʂA$zx$ʂɕs

$y=-2$

_$(2,-2,-2)$ʂA$xy$ʂɕs

$z=-2$

_$(2,-2,-2)$ʂA$yz$ʂɕs

$x=2$

_$(2,-2,-2)$ʂA$zx$ʂɕs

$y=-2$

_$(2,-2,-1)$ʂA$xy$ʂɕs

$z=-1$

_$(2,-2,-1)$ʂA$yz$ʂɕs

$x=2$

_$(2,-2,-1)$ʂA$zx$ʂɕs

$y=-2$

_$(2,-2,0)$ʂA$xy$ʂɕs

$z=0$

_$(2,-2,0)$ʂA$yz$ʂɕs

$x=2$

_$(2,-2,0)$ʂA$zx$ʂɕs

$y=-2$

_$(2,-2,1)$ʂA$xy$ʂɕs

$z=1$

_$(2,-2,1)$ʂA$yz$ʂɕs

$x=2$

_$(2,-2,1)$ʂA$zx$ʂɕs

$y=-2$

_$(2,-2,2)$ʂA$xy$ʂɕs

$z=2$

_$(2,-2,2)$ʂA$yz$ʂɕs

$x=2$

_$(2,-2,2)$ʂA$zx$ʂɕs

$y=-2$

_$(2,-2,3)$ʂA$xy$ʂɕs

$z=3$

_$(2,-2,3)$ʂA$yz$ʂɕs

$x=2$

_$(2,-2,3)$ʂA$zx$ʂɕs

$y=-2$

_$(2,-1,-3)$ʂA$xy$ʂɕs

$z=-3$

_$(2,-1,-3)$ʂA$yz$ʂɕs

$x=2$

_$(2,-1,-3)$ʂA$zx$ʂɕs

$y=-1$

_$(2,-1,-2)$ʂA$xy$ʂɕs

$z=-2$

_$(2,-1,-2)$ʂA$yz$ʂɕs

$x=2$

_$(2,-1,-2)$ʂA$zx$ʂɕs

$y=-1$

_$(2,-1,-1)$ʂA$xy$ʂɕs

$z=-1$

_$(2,-1,-1)$ʂA$yz$ʂɕs

$x=2$

_$(2,-1,-1)$ʂA$zx$ʂɕs

$y=-1$

_$(2,-1,0)$ʂA$xy$ʂɕs

$z=0$

_$(2,-1,0)$ʂA$yz$ʂɕs

$x=2$

_$(2,-1,0)$ʂA$zx$ʂɕs

$y=-1$

_$(2,-1,1)$ʂA$xy$ʂɕs

$z=1$

_$(2,-1,1)$ʂA$yz$ʂɕs

$x=2$

_$(2,-1,1)$ʂA$zx$ʂɕs

$y=-1$

_$(2,-1,2)$ʂA$xy$ʂɕs

$z=2$

_$(2,-1,2)$ʂA$yz$ʂɕs

$x=2$

_$(2,-1,2)$ʂA$zx$ʂɕs

$y=-1$

_$(2,-1,3)$ʂA$xy$ʂɕs

$z=3$

_$(2,-1,3)$ʂA$yz$ʂɕs

$x=2$

_$(2,-1,3)$ʂA$zx$ʂɕs

$y=-1$

_$(2,0,-3)$ʂA$xy$ʂɕs

$z=-3$

_$(2,0,-3)$ʂA$yz$ʂɕs

$x=2$

_$(2,0,-3)$ʂA$zx$ʂɕs

$y=0$

_$(2,0,-2)$ʂA$xy$ʂɕs

$z=-2$

_$(2,0,-2)$ʂA$yz$ʂɕs

$x=2$

_$(2,0,-2)$ʂA$zx$ʂɕs

$y=0$

_$(2,0,-1)$ʂA$xy$ʂɕs

$z=-1$

_$(2,0,-1)$ʂA$yz$ʂɕs

$x=2$

_$(2,0,-1)$ʂA$zx$ʂɕs

$y=0$

_$(2,0,0)$ʂA$xy$ʂɕs

$z=0$

_$(2,0,0)$ʂA$yz$ʂɕs

$x=2$

_$(2,0,0)$ʂA$zx$ʂɕs

$y=0$

_$(2,0,1)$ʂA$xy$ʂɕs

$z=1$

_$(2,0,1)$ʂA$yz$ʂɕs

$x=2$

_$(2,0,1)$ʂA$zx$ʂɕs

$y=0$

_$(2,0,2)$ʂA$xy$ʂɕs

$z=2$

_$(2,0,2)$ʂA$yz$ʂɕs

$x=2$

_$(2,0,2)$ʂA$zx$ʂɕs

$y=0$

_$(2,0,3)$ʂA$xy$ʂɕs

$z=3$

_$(2,0,3)$ʂA$yz$ʂɕs

$x=2$

_$(2,0,3)$ʂA$zx$ʂɕs

$y=0$

_$(2,1,-3)$ʂA$xy$ʂɕs

$z=-3$

_$(2,1,-3)$ʂA$yz$ʂɕs

$x=2$

_$(2,1,-3)$ʂA$zx$ʂɕs

$y=1$

_$(2,1,-2)$ʂA$xy$ʂɕs

$z=-2$

_$(2,1,-2)$ʂA$yz$ʂɕs

$x=2$

_$(2,1,-2)$ʂA$zx$ʂɕs

$y=1$

_$(2,1,-1)$ʂA$xy$ʂɕs

$z=-1$

_$(2,1,-1)$ʂA$yz$ʂɕs

$x=2$

_$(2,1,-1)$ʂA$zx$ʂɕs

$y=1$

_$(2,1,0)$ʂA$xy$ʂɕs

$z=0$

_$(2,1,0)$ʂA$yz$ʂɕs

$x=2$

_$(2,1,0)$ʂA$zx$ʂɕs

$y=1$

_$(2,1,1)$ʂA$xy$ʂɕs

$z=1$

_$(2,1,1)$ʂA$yz$ʂɕs

$x=2$

_$(2,1,1)$ʂA$zx$ʂɕs

$y=1$

_$(2,1,2)$ʂA$xy$ʂɕs

$z=2$

_$(2,1,2)$ʂA$yz$ʂɕs

$x=2$

_$(2,1,2)$ʂA$zx$ʂɕs

$y=1$

_$(2,1,3)$ʂA$xy$ʂɕs

$z=3$

_$(2,1,3)$ʂA$yz$ʂɕs

$x=2$

_$(2,1,3)$ʂA$zx$ʂɕs

$y=1$

_$(2,2,-3)$ʂA$xy$ʂɕs

$z=-3$

_$(2,2,-3)$ʂA$yz$ʂɕs

$x=2$

_$(2,2,-3)$ʂA$zx$ʂɕs

$y=2$

_$(2,2,-2)$ʂA$xy$ʂɕs

$z=-2$

_$(2,2,-2)$ʂA$yz$ʂɕs

$x=2$

_$(2,2,-2)$ʂA$zx$ʂɕs

$y=2$

_$(2,2,-1)$ʂA$xy$ʂɕs

$z=-1$

_$(2,2,-1)$ʂA$yz$ʂɕs

$x=2$

_$(2,2,-1)$ʂA$zx$ʂɕs

$y=2$

_$(2,2,0)$ʂA$xy$ʂɕs

$z=0$

_$(2,2,0)$ʂA$yz$ʂɕs

$x=2$

_$(2,2,0)$ʂA$zx$ʂɕs

$y=2$

_$(2,2,1)$ʂA$xy$ʂɕs

$z=1$

_$(2,2,1)$ʂA$yz$ʂɕs

$x=2$

_$(2,2,1)$ʂA$zx$ʂɕs

$y=2$

_$(2,2,2)$ʂA$xy$ʂɕs

$z=2$

_$(2,2,2)$ʂA$yz$ʂɕs

$x=2$

_$(2,2,2)$ʂA$zx$ʂɕs

$y=2$

_$(2,2,3)$ʂA$xy$ʂɕs

$z=3$

_$(2,2,3)$ʂA$yz$ʂɕs

$x=2$

_$(2,2,3)$ʂA$zx$ʂɕs

$y=2$

_$(2,3,-3)$ʂA$xy$ʂɕs

$z=-3$

_$(2,3,-3)$ʂA$yz$ʂɕs

$x=2$

_$(2,3,-3)$ʂA$zx$ʂɕs

$y=3$

_$(2,3,-2)$ʂA$xy$ʂɕs

$z=-2$

_$(2,3,-2)$ʂA$yz$ʂɕs

$x=2$

_$(2,3,-2)$ʂA$zx$ʂɕs

$y=3$

_$(2,3,-1)$ʂA$xy$ʂɕs

$z=-1$

_$(2,3,-1)$ʂA$yz$ʂɕs

$x=2$

_$(2,3,-1)$ʂA$zx$ʂɕs

$y=3$

_$(2,3,0)$ʂA$xy$ʂɕs

$z=0$

_$(2,3,0)$ʂA$yz$ʂɕs

$x=2$

_$(2,3,0)$ʂA$zx$ʂɕs

$y=3$

_$(2,3,1)$ʂA$xy$ʂɕs

$z=1$

_$(2,3,1)$ʂA$yz$ʂɕs

$x=2$

_$(2,3,1)$ʂA$zx$ʂɕs

$y=3$

_$(2,3,2)$ʂA$xy$ʂɕs

$z=2$

_$(2,3,2)$ʂA$yz$ʂɕs

$x=2$

_$(2,3,2)$ʂA$zx$ʂɕs

$y=3$

_$(2,3,3)$ʂA$xy$ʂɕs

$z=3$

_$(2,3,3)$ʂA$yz$ʂɕs

$x=2$

_$(2,3,3)$ʂA$zx$ʂɕs

$y=3$

_$(3,-3,-3)$ʂA$xy$ʂɕs

$z=-3$

_$(3,-3,-3)$ʂA$yz$ʂɕs

$x=3$

_$(3,-3,-3)$ʂA$zx$ʂɕs

$y=-3$

_$(3,-3,-2)$ʂA$xy$ʂɕs

$z=-2$

_$(3,-3,-2)$ʂA$yz$ʂɕs

$x=3$

_$(3,-3,-2)$ʂA$zx$ʂɕs

$y=-3$

_$(3,-3,-1)$ʂA$xy$ʂɕs

$z=-1$

_$(3,-3,-1)$ʂA$yz$ʂɕs

$x=3$

_$(3,-3,-1)$ʂA$zx$ʂɕs

$y=-3$

_$(3,-3,0)$ʂA$xy$ʂɕs

$z=0$

_$(3,-3,0)$ʂA$yz$ʂɕs

$x=3$

_$(3,-3,0)$ʂA$zx$ʂɕs

$y=-3$

_$(3,-3,1)$ʂA$xy$ʂɕs

$z=1$

_$(3,-3,1)$ʂA$yz$ʂɕs

$x=3$

_$(3,-3,1)$ʂA$zx$ʂɕs

$y=-3$

_$(3,-3,2)$ʂA$xy$ʂɕs

$z=2$

_$(3,-3,2)$ʂA$yz$ʂɕs

$x=3$

_$(3,-3,2)$ʂA$zx$ʂɕs

$y=-3$

_$(3,-3,3)$ʂA$xy$ʂɕs

$z=3$

_$(3,-3,3)$ʂA$yz$ʂɕs

$x=3$

_$(3,-3,3)$ʂA$zx$ʂɕs

$y=-3$

_$(3,-2,-3)$ʂA$xy$ʂɕs

$z=-3$

_$(3,-2,-3)$ʂA$yz$ʂɕs

$x=3$

_$(3,-2,-3)$ʂA$zx$ʂɕs

$y=-2$

_$(3,-2,-2)$ʂA$xy$ʂɕs

$z=-2$

_$(3,-2,-2)$ʂA$yz$ʂɕs

$x=3$

_$(3,-2,-2)$ʂA$zx$ʂɕs

$y=-2$

_$(3,-2,-1)$ʂA$xy$ʂɕs

$z=-1$

_$(3,-2,-1)$ʂA$yz$ʂɕs

$x=3$

_$(3,-2,-1)$ʂA$zx$ʂɕs

$y=-2$

_$(3,-2,0)$ʂA$xy$ʂɕs

$z=0$

_$(3,-2,0)$ʂA$yz$ʂɕs

$x=3$

_$(3,-2,0)$ʂA$zx$ʂɕs

$y=-2$

_$(3,-2,1)$ʂA$xy$ʂɕs

$z=1$

_$(3,-2,1)$ʂA$yz$ʂɕs

$x=3$

_$(3,-2,1)$ʂA$zx$ʂɕs

$y=-2$

_$(3,-2,2)$ʂA$xy$ʂɕs

$z=2$

_$(3,-2,2)$ʂA$yz$ʂɕs

$x=3$

_$(3,-2,2)$ʂA$zx$ʂɕs

$y=-2$

_$(3,-2,3)$ʂA$xy$ʂɕs

$z=3$

_$(3,-2,3)$ʂA$yz$ʂɕs

$x=3$

_$(3,-2,3)$ʂA$zx$ʂɕs

$y=-2$

_$(3,-1,-3)$ʂA$xy$ʂɕs

$z=-3$

_$(3,-1,-3)$ʂA$yz$ʂɕs

$x=3$

_$(3,-1,-3)$ʂA$zx$ʂɕs

$y=-1$

_$(3,-1,-2)$ʂA$xy$ʂɕs

$z=-2$

_$(3,-1,-2)$ʂA$yz$ʂɕs

$x=3$

_$(3,-1,-2)$ʂA$zx$ʂɕs

$y=-1$

_$(3,-1,-1)$ʂA$xy$ʂɕs

$z=-1$

_$(3,-1,-1)$ʂA$yz$ʂɕs

$x=3$

_$(3,-1,-1)$ʂA$zx$ʂɕs

$y=-1$

_$(3,-1,0)$ʂA$xy$ʂɕs

$z=0$

_$(3,-1,0)$ʂA$yz$ʂɕs

$x=3$

_$(3,-1,0)$ʂA$zx$ʂɕs

$y=-1$

_$(3,-1,1)$ʂA$xy$ʂɕs

$z=1$

_$(3,-1,1)$ʂA$yz$ʂɕs

$x=3$

_$(3,-1,1)$ʂA$zx$ʂɕs

$y=-1$

_$(3,-1,2)$ʂA$xy$ʂɕs

$z=2$

_$(3,-1,2)$ʂA$yz$ʂɕs

$x=3$

_$(3,-1,2)$ʂA$zx$ʂɕs

$y=-1$

_$(3,-1,3)$ʂA$xy$ʂɕs

$z=3$

_$(3,-1,3)$ʂA$yz$ʂɕs

$x=3$

_$(3,-1,3)$ʂA$zx$ʂɕs

$y=-1$

_$(3,0,-3)$ʂA$xy$ʂɕs

$z=-3$

_$(3,0,-3)$ʂA$yz$ʂɕs

$x=3$

_$(3,0,-3)$ʂA$zx$ʂɕs

$y=0$

_$(3,0,-2)$ʂA$xy$ʂɕs

$z=-2$

_$(3,0,-2)$ʂA$yz$ʂɕs

$x=3$

_$(3,0,-2)$ʂA$zx$ʂɕs

$y=0$

_$(3,0,-1)$ʂA$xy$ʂɕs

$z=-1$

_$(3,0,-1)$ʂA$yz$ʂɕs

$x=3$

_$(3,0,-1)$ʂA$zx$ʂɕs

$y=0$

_$(3,0,0)$ʂA$xy$ʂɕs

$z=0$

_$(3,0,0)$ʂA$yz$ʂɕs

$x=3$

_$(3,0,0)$ʂA$zx$ʂɕs

$y=0$

_$(3,0,1)$ʂA$xy$ʂɕs

$z=1$

_$(3,0,1)$ʂA$yz$ʂɕs

$x=3$

_$(3,0,1)$ʂA$zx$ʂɕs

$y=0$

_$(3,0,2)$ʂA$xy$ʂɕs

$z=2$

_$(3,0,2)$ʂA$yz$ʂɕs

$x=3$

_$(3,0,2)$ʂA$zx$ʂɕs

$y=0$

_$(3,0,3)$ʂA$xy$ʂɕs

$z=3$

_$(3,0,3)$ʂA$yz$ʂɕs

$x=3$

_$(3,0,3)$ʂA$zx$ʂɕs

$y=0$

_$(3,1,-3)$ʂA$xy$ʂɕs

$z=-3$

_$(3,1,-3)$ʂA$yz$ʂɕs

$x=3$

_$(3,1,-3)$ʂA$zx$ʂɕs

$y=1$

_$(3,1,-2)$ʂA$xy$ʂɕs

$z=-2$

_$(3,1,-2)$ʂA$yz$ʂɕs

$x=3$

_$(3,1,-2)$ʂA$zx$ʂɕs

$y=1$

_$(3,1,-1)$ʂA$xy$ʂɕs

$z=-1$

_$(3,1,-1)$ʂA$yz$ʂɕs

$x=3$

_$(3,1,-1)$ʂA$zx$ʂɕs

$y=1$

_$(3,1,0)$ʂA$xy$ʂɕs

$z=0$

_$(3,1,0)$ʂA$yz$ʂɕs

$x=3$

_$(3,1,0)$ʂA$zx$ʂɕs

$y=1$

_$(3,1,1)$ʂA$xy$ʂɕs

$z=1$

_$(3,1,1)$ʂA$yz$ʂɕs

$x=3$

_$(3,1,1)$ʂA$zx$ʂɕs

$y=1$

_$(3,1,2)$ʂA$xy$ʂɕs

$z=2$

_$(3,1,2)$ʂA$yz$ʂɕs

$x=3$

_$(3,1,2)$ʂA$zx$ʂɕs

$y=1$

_$(3,1,3)$ʂA$xy$ʂɕs

$z=3$

_$(3,1,3)$ʂA$yz$ʂɕs

$x=3$

_$(3,1,3)$ʂA$zx$ʂɕs

$y=1$

_$(3,2,-3)$ʂA$xy$ʂɕs

$z=-3$

_$(3,2,-3)$ʂA$yz$ʂɕs

$x=3$

_$(3,2,-3)$ʂA$zx$ʂɕs

$y=2$

_$(3,2,-2)$ʂA$xy$ʂɕs

$z=-2$

_$(3,2,-2)$ʂA$yz$ʂɕs

$x=3$

_$(3,2,-2)$ʂA$zx$ʂɕs

$y=2$

_$(3,2,-1)$ʂA$xy$ʂɕs

$z=-1$

_$(3,2,-1)$ʂA$yz$ʂɕs

$x=3$

_$(3,2,-1)$ʂA$zx$ʂɕs

$y=2$

_$(3,2,0)$ʂA$xy$ʂɕs

$z=0$

_$(3,2,0)$ʂA$yz$ʂɕs

$x=3$

_$(3,2,0)$ʂA$zx$ʂɕs

$y=2$

_$(3,2,1)$ʂA$xy$ʂɕs

$z=1$

_$(3,2,1)$ʂA$yz$ʂɕs

$x=3$

_$(3,2,1)$ʂA$zx$ʂɕs

$y=2$

_$(3,2,2)$ʂA$xy$ʂɕs

$z=2$

_$(3,2,2)$ʂA$yz$ʂɕs

$x=3$

_$(3,2,2)$ʂA$zx$ʂɕs

$y=2$

_$(3,2,3)$ʂA$xy$ʂɕs

$z=3$

_$(3,2,3)$ʂA$yz$ʂɕs

$x=3$

_$(3,2,3)$ʂA$zx$ʂɕs

$y=2$

_$(3,3,-3)$ʂA$xy$ʂɕs

$z=-3$

_$(3,3,-3)$ʂA$yz$ʂɕs

$x=3$

_$(3,3,-3)$ʂA$zx$ʂɕs

$y=3$

_$(3,3,-2)$ʂA$xy$ʂɕs

$z=-2$

_$(3,3,-2)$ʂA$yz$ʂɕs

$x=3$

_$(3,3,-2)$ʂA$zx$ʂɕs

$y=3$

_$(3,3,-1)$ʂA$xy$ʂɕs

$z=-1$

_$(3,3,-1)$ʂA$yz$ʂɕs

$x=3$

_$(3,3,-1)$ʂA$zx$ʂɕs

$y=3$

_$(3,3,0)$ʂA$xy$ʂɕs

$z=0$

_$(3,3,0)$ʂA$yz$ʂɕs

$x=3$

_$(3,3,0)$ʂA$zx$ʂɕs

$y=3$

_$(3,3,1)$ʂA$xy$ʂɕs

$z=1$

_$(3,3,1)$ʂA$yz$ʂɕs

$x=3$

_$(3,3,1)$ʂA$zx$ʂɕs

$y=3$

_$(3,3,2)$ʂA$xy$ʂɕs

$z=2$

_$(3,3,2)$ʂA$yz$ʂɕs

$x=3$

_$(3,3,2)$ʂA$zx$ʂɕs

$y=3$

_$(3,3,3)$ʂA$xy$ʂɕs

$z=3$

_$(3,3,3)$ʂA$yz$ʂɕs

$x=3$

_$(3,3,3)$ʂA$zx$ʂɕs

$y=3$



[Level2]
*ɐ

_$(-3,-3,-3)$ʂA$x$ɐ

$x=-3$

_$(-3,-3,-3)$ʂA$y$ɐ

$y=-3$

_$(-3,-3,-3)$ʂA$z$ɐ

$z=-3$

_$(-3,-3,-2)$ʂA$x$ɐ

$x=-3$

_$(-3,-3,-2)$ʂA$y$ɐ

$y=-3$

_$(-3,-3,-2)$ʂA$z$ɐ

$z=-2$

_$(-3,-3,-1)$ʂA$x$ɐ

$x=-3$

_$(-3,-3,-1)$ʂA$y$ɐ

$y=-3$

_$(-3,-3,-1)$ʂA$z$ɐ

$z=-1$

_$(-3,-3,0)$ʂA$x$ɐ

$x=-3$

_$(-3,-3,0)$ʂA$y$ɐ

$y=-3$

_$(-3,-3,0)$ʂA$z$ɐ

$z=0$

_$(-3,-3,1)$ʂA$x$ɐ

$x=-3$

_$(-3,-3,1)$ʂA$y$ɐ

$y=-3$

_$(-3,-3,1)$ʂA$z$ɐ

$z=1$

_$(-3,-3,2)$ʂA$x$ɐ

$x=-3$

_$(-3,-3,2)$ʂA$y$ɐ

$y=-3$

_$(-3,-3,2)$ʂA$z$ɐ

$z=2$

_$(-3,-3,3)$ʂA$x$ɐ

$x=-3$

_$(-3,-3,3)$ʂA$y$ɐ

$y=-3$

_$(-3,-3,3)$ʂA$z$ɐ

$z=3$

_$(-3,-2,-3)$ʂA$x$ɐ

$x=-3$

_$(-3,-2,-3)$ʂA$y$ɐ

$y=-2$

_$(-3,-2,-3)$ʂA$z$ɐ

$z=-3$

_$(-3,-2,-2)$ʂA$x$ɐ

$x=-3$

_$(-3,-2,-2)$ʂA$y$ɐ

$y=-2$

_$(-3,-2,-2)$ʂA$z$ɐ

$z=-2$

_$(-3,-2,-1)$ʂA$x$ɐ

$x=-3$

_$(-3,-2,-1)$ʂA$y$ɐ

$y=-2$

_$(-3,-2,-1)$ʂA$z$ɐ

$z=-1$

_$(-3,-2,0)$ʂA$x$ɐ

$x=-3$

_$(-3,-2,0)$ʂA$y$ɐ

$y=-2$

_$(-3,-2,0)$ʂA$z$ɐ

$z=0$

_$(-3,-2,1)$ʂA$x$ɐ

$x=-3$

_$(-3,-2,1)$ʂA$y$ɐ

$y=-2$

_$(-3,-2,1)$ʂA$z$ɐ

$z=1$

_$(-3,-2,2)$ʂA$x$ɐ

$x=-3$

_$(-3,-2,2)$ʂA$y$ɐ

$y=-2$

_$(-3,-2,2)$ʂA$z$ɐ

$z=2$

_$(-3,-2,3)$ʂA$x$ɐ

$x=-3$

_$(-3,-2,3)$ʂA$y$ɐ

$y=-2$

_$(-3,-2,3)$ʂA$z$ɐ

$z=3$

_$(-3,-1,-3)$ʂA$x$ɐ

$x=-3$

_$(-3,-1,-3)$ʂA$y$ɐ

$y=-1$

_$(-3,-1,-3)$ʂA$z$ɐ

$z=-3$

_$(-3,-1,-2)$ʂA$x$ɐ

$x=-3$

_$(-3,-1,-2)$ʂA$y$ɐ

$y=-1$

_$(-3,-1,-2)$ʂA$z$ɐ

$z=-2$

_$(-3,-1,-1)$ʂA$x$ɐ

$x=-3$

_$(-3,-1,-1)$ʂA$y$ɐ

$y=-1$

_$(-3,-1,-1)$ʂA$z$ɐ

$z=-1$

_$(-3,-1,0)$ʂA$x$ɐ

$x=-3$

_$(-3,-1,0)$ʂA$y$ɐ

$y=-1$

_$(-3,-1,0)$ʂA$z$ɐ

$z=0$

_$(-3,-1,1)$ʂA$x$ɐ

$x=-3$

_$(-3,-1,1)$ʂA$y$ɐ

$y=-1$

_$(-3,-1,1)$ʂA$z$ɐ

$z=1$

_$(-3,-1,2)$ʂA$x$ɐ

$x=-3$

_$(-3,-1,2)$ʂA$y$ɐ

$y=-1$

_$(-3,-1,2)$ʂA$z$ɐ

$z=2$

_$(-3,-1,3)$ʂA$x$ɐ

$x=-3$

_$(-3,-1,3)$ʂA$y$ɐ

$y=-1$

_$(-3,-1,3)$ʂA$z$ɐ

$z=3$

_$(-3,0,-3)$ʂA$x$ɐ

$x=-3$

_$(-3,0,-3)$ʂA$y$ɐ

$y=0$

_$(-3,0,-3)$ʂA$z$ɐ

$z=-3$

_$(-3,0,-2)$ʂA$x$ɐ

$x=-3$

_$(-3,0,-2)$ʂA$y$ɐ

$y=0$

_$(-3,0,-2)$ʂA$z$ɐ

$z=-2$

_$(-3,0,-1)$ʂA$x$ɐ

$x=-3$

_$(-3,0,-1)$ʂA$y$ɐ

$y=0$

_$(-3,0,-1)$ʂA$z$ɐ

$z=-1$

_$(-3,0,0)$ʂA$x$ɐ

$x=-3$

_$(-3,0,0)$ʂA$y$ɐ

$y=0$

_$(-3,0,0)$ʂA$z$ɐ

$z=0$

_$(-3,0,1)$ʂA$x$ɐ

$x=-3$

_$(-3,0,1)$ʂA$y$ɐ

$y=0$

_$(-3,0,1)$ʂA$z$ɐ

$z=1$

_$(-3,0,2)$ʂA$x$ɐ

$x=-3$

_$(-3,0,2)$ʂA$y$ɐ

$y=0$

_$(-3,0,2)$ʂA$z$ɐ

$z=2$

_$(-3,0,3)$ʂA$x$ɐ

$x=-3$

_$(-3,0,3)$ʂA$y$ɐ

$y=0$

_$(-3,0,3)$ʂA$z$ɐ

$z=3$

_$(-3,1,-3)$ʂA$x$ɐ

$x=-3$

_$(-3,1,-3)$ʂA$y$ɐ

$y=1$

_$(-3,1,-3)$ʂA$z$ɐ

$z=-3$

_$(-3,1,-2)$ʂA$x$ɐ

$x=-3$

_$(-3,1,-2)$ʂA$y$ɐ

$y=1$

_$(-3,1,-2)$ʂA$z$ɐ

$z=-2$

_$(-3,1,-1)$ʂA$x$ɐ

$x=-3$

_$(-3,1,-1)$ʂA$y$ɐ

$y=1$

_$(-3,1,-1)$ʂA$z$ɐ

$z=-1$

_$(-3,1,0)$ʂA$x$ɐ

$x=-3$

_$(-3,1,0)$ʂA$y$ɐ

$y=1$

_$(-3,1,0)$ʂA$z$ɐ

$z=0$

_$(-3,1,1)$ʂA$x$ɐ

$x=-3$

_$(-3,1,1)$ʂA$y$ɐ

$y=1$

_$(-3,1,1)$ʂA$z$ɐ

$z=1$

_$(-3,1,2)$ʂA$x$ɐ

$x=-3$

_$(-3,1,2)$ʂA$y$ɐ

$y=1$

_$(-3,1,2)$ʂA$z$ɐ

$z=2$

_$(-3,1,3)$ʂA$x$ɐ

$x=-3$

_$(-3,1,3)$ʂA$y$ɐ

$y=1$

_$(-3,1,3)$ʂA$z$ɐ

$z=3$

_$(-3,2,-3)$ʂA$x$ɐ

$x=-3$

_$(-3,2,-3)$ʂA$y$ɐ

$y=2$

_$(-3,2,-3)$ʂA$z$ɐ

$z=-3$

_$(-3,2,-2)$ʂA$x$ɐ

$x=-3$

_$(-3,2,-2)$ʂA$y$ɐ

$y=2$

_$(-3,2,-2)$ʂA$z$ɐ

$z=-2$

_$(-3,2,-1)$ʂA$x$ɐ

$x=-3$

_$(-3,2,-1)$ʂA$y$ɐ

$y=2$

_$(-3,2,-1)$ʂA$z$ɐ

$z=-1$

_$(-3,2,0)$ʂA$x$ɐ

$x=-3$

_$(-3,2,0)$ʂA$y$ɐ

$y=2$

_$(-3,2,0)$ʂA$z$ɐ

$z=0$

_$(-3,2,1)$ʂA$x$ɐ

$x=-3$

_$(-3,2,1)$ʂA$y$ɐ

$y=2$

_$(-3,2,1)$ʂA$z$ɐ

$z=1$

_$(-3,2,2)$ʂA$x$ɐ

$x=-3$

_$(-3,2,2)$ʂA$y$ɐ

$y=2$

_$(-3,2,2)$ʂA$z$ɐ

$z=2$

_$(-3,2,3)$ʂA$x$ɐ

$x=-3$

_$(-3,2,3)$ʂA$y$ɐ

$y=2$

_$(-3,2,3)$ʂA$z$ɐ

$z=3$

_$(-3,3,-3)$ʂA$x$ɐ

$x=-3$

_$(-3,3,-3)$ʂA$y$ɐ

$y=3$

_$(-3,3,-3)$ʂA$z$ɐ

$z=-3$

_$(-3,3,-2)$ʂA$x$ɐ

$x=-3$

_$(-3,3,-2)$ʂA$y$ɐ

$y=3$

_$(-3,3,-2)$ʂA$z$ɐ

$z=-2$

_$(-3,3,-1)$ʂA$x$ɐ

$x=-3$

_$(-3,3,-1)$ʂA$y$ɐ

$y=3$

_$(-3,3,-1)$ʂA$z$ɐ

$z=-1$

_$(-3,3,0)$ʂA$x$ɐ

$x=-3$

_$(-3,3,0)$ʂA$y$ɐ

$y=3$

_$(-3,3,0)$ʂA$z$ɐ

$z=0$

_$(-3,3,1)$ʂA$x$ɐ

$x=-3$

_$(-3,3,1)$ʂA$y$ɐ

$y=3$

_$(-3,3,1)$ʂA$z$ɐ

$z=1$

_$(-3,3,2)$ʂA$x$ɐ

$x=-3$

_$(-3,3,2)$ʂA$y$ɐ

$y=3$

_$(-3,3,2)$ʂA$z$ɐ

$z=2$

_$(-3,3,3)$ʂA$x$ɐ

$x=-3$

_$(-3,3,3)$ʂA$y$ɐ

$y=3$

_$(-3,3,3)$ʂA$z$ɐ

$z=3$

_$(-2,-3,-3)$ʂA$x$ɐ

$x=-2$

_$(-2,-3,-3)$ʂA$y$ɐ

$y=-3$

_$(-2,-3,-3)$ʂA$z$ɐ

$z=-3$

_$(-2,-3,-2)$ʂA$x$ɐ

$x=-2$

_$(-2,-3,-2)$ʂA$y$ɐ

$y=-3$

_$(-2,-3,-2)$ʂA$z$ɐ

$z=-2$

_$(-2,-3,-1)$ʂA$x$ɐ

$x=-2$

_$(-2,-3,-1)$ʂA$y$ɐ

$y=-3$

_$(-2,-3,-1)$ʂA$z$ɐ

$z=-1$

_$(-2,-3,0)$ʂA$x$ɐ

$x=-2$

_$(-2,-3,0)$ʂA$y$ɐ

$y=-3$

_$(-2,-3,0)$ʂA$z$ɐ

$z=0$

_$(-2,-3,1)$ʂA$x$ɐ

$x=-2$

_$(-2,-3,1)$ʂA$y$ɐ

$y=-3$

_$(-2,-3,1)$ʂA$z$ɐ

$z=1$

_$(-2,-3,2)$ʂA$x$ɐ

$x=-2$

_$(-2,-3,2)$ʂA$y$ɐ

$y=-3$

_$(-2,-3,2)$ʂA$z$ɐ

$z=2$

_$(-2,-3,3)$ʂA$x$ɐ

$x=-2$

_$(-2,-3,3)$ʂA$y$ɐ

$y=-3$

_$(-2,-3,3)$ʂA$z$ɐ

$z=3$

_$(-2,-2,-3)$ʂA$x$ɐ

$x=-2$

_$(-2,-2,-3)$ʂA$y$ɐ

$y=-2$

_$(-2,-2,-3)$ʂA$z$ɐ

$z=-3$

_$(-2,-2,-2)$ʂA$x$ɐ

$x=-2$

_$(-2,-2,-2)$ʂA$y$ɐ

$y=-2$

_$(-2,-2,-2)$ʂA$z$ɐ

$z=-2$

_$(-2,-2,-1)$ʂA$x$ɐ

$x=-2$

_$(-2,-2,-1)$ʂA$y$ɐ

$y=-2$

_$(-2,-2,-1)$ʂA$z$ɐ

$z=-1$

_$(-2,-2,0)$ʂA$x$ɐ

$x=-2$

_$(-2,-2,0)$ʂA$y$ɐ

$y=-2$

_$(-2,-2,0)$ʂA$z$ɐ

$z=0$

_$(-2,-2,1)$ʂA$x$ɐ

$x=-2$

_$(-2,-2,1)$ʂA$y$ɐ

$y=-2$

_$(-2,-2,1)$ʂA$z$ɐ

$z=1$

_$(-2,-2,2)$ʂA$x$ɐ

$x=-2$

_$(-2,-2,2)$ʂA$y$ɐ

$y=-2$

_$(-2,-2,2)$ʂA$z$ɐ

$z=2$

_$(-2,-2,3)$ʂA$x$ɐ

$x=-2$

_$(-2,-2,3)$ʂA$y$ɐ

$y=-2$

_$(-2,-2,3)$ʂA$z$ɐ

$z=3$

_$(-2,-1,-3)$ʂA$x$ɐ

$x=-2$

_$(-2,-1,-3)$ʂA$y$ɐ

$y=-1$

_$(-2,-1,-3)$ʂA$z$ɐ

$z=-3$

_$(-2,-1,-2)$ʂA$x$ɐ

$x=-2$

_$(-2,-1,-2)$ʂA$y$ɐ

$y=-1$

_$(-2,-1,-2)$ʂA$z$ɐ

$z=-2$

_$(-2,-1,-1)$ʂA$x$ɐ

$x=-2$

_$(-2,-1,-1)$ʂA$y$ɐ

$y=-1$

_$(-2,-1,-1)$ʂA$z$ɐ

$z=-1$

_$(-2,-1,0)$ʂA$x$ɐ

$x=-2$

_$(-2,-1,0)$ʂA$y$ɐ

$y=-1$

_$(-2,-1,0)$ʂA$z$ɐ

$z=0$

_$(-2,-1,1)$ʂA$x$ɐ

$x=-2$

_$(-2,-1,1)$ʂA$y$ɐ

$y=-1$

_$(-2,-1,1)$ʂA$z$ɐ

$z=1$

_$(-2,-1,2)$ʂA$x$ɐ

$x=-2$

_$(-2,-1,2)$ʂA$y$ɐ

$y=-1$

_$(-2,-1,2)$ʂA$z$ɐ

$z=2$

_$(-2,-1,3)$ʂA$x$ɐ

$x=-2$

_$(-2,-1,3)$ʂA$y$ɐ

$y=-1$

_$(-2,-1,3)$ʂA$z$ɐ

$z=3$

_$(-2,0,-3)$ʂA$x$ɐ

$x=-2$

_$(-2,0,-3)$ʂA$y$ɐ

$y=0$

_$(-2,0,-3)$ʂA$z$ɐ

$z=-3$

_$(-2,0,-2)$ʂA$x$ɐ

$x=-2$

_$(-2,0,-2)$ʂA$y$ɐ

$y=0$

_$(-2,0,-2)$ʂA$z$ɐ

$z=-2$

_$(-2,0,-1)$ʂA$x$ɐ

$x=-2$

_$(-2,0,-1)$ʂA$y$ɐ

$y=0$

_$(-2,0,-1)$ʂA$z$ɐ

$z=-1$

_$(-2,0,0)$ʂA$x$ɐ

$x=-2$

_$(-2,0,0)$ʂA$y$ɐ

$y=0$

_$(-2,0,0)$ʂA$z$ɐ

$z=0$

_$(-2,0,1)$ʂA$x$ɐ

$x=-2$

_$(-2,0,1)$ʂA$y$ɐ

$y=0$

_$(-2,0,1)$ʂA$z$ɐ

$z=1$

_$(-2,0,2)$ʂA$x$ɐ

$x=-2$

_$(-2,0,2)$ʂA$y$ɐ

$y=0$

_$(-2,0,2)$ʂA$z$ɐ

$z=2$

_$(-2,0,3)$ʂA$x$ɐ

$x=-2$

_$(-2,0,3)$ʂA$y$ɐ

$y=0$

_$(-2,0,3)$ʂA$z$ɐ

$z=3$

_$(-2,1,-3)$ʂA$x$ɐ

$x=-2$

_$(-2,1,-3)$ʂA$y$ɐ

$y=1$

_$(-2,1,-3)$ʂA$z$ɐ

$z=-3$

_$(-2,1,-2)$ʂA$x$ɐ

$x=-2$

_$(-2,1,-2)$ʂA$y$ɐ

$y=1$

_$(-2,1,-2)$ʂA$z$ɐ

$z=-2$

_$(-2,1,-1)$ʂA$x$ɐ

$x=-2$

_$(-2,1,-1)$ʂA$y$ɐ

$y=1$

_$(-2,1,-1)$ʂA$z$ɐ

$z=-1$

_$(-2,1,0)$ʂA$x$ɐ

$x=-2$

_$(-2,1,0)$ʂA$y$ɐ

$y=1$

_$(-2,1,0)$ʂA$z$ɐ

$z=0$

_$(-2,1,1)$ʂA$x$ɐ

$x=-2$

_$(-2,1,1)$ʂA$y$ɐ

$y=1$

_$(-2,1,1)$ʂA$z$ɐ

$z=1$

_$(-2,1,2)$ʂA$x$ɐ

$x=-2$

_$(-2,1,2)$ʂA$y$ɐ

$y=1$

_$(-2,1,2)$ʂA$z$ɐ

$z=2$

_$(-2,1,3)$ʂA$x$ɐ

$x=-2$

_$(-2,1,3)$ʂA$y$ɐ

$y=1$

_$(-2,1,3)$ʂA$z$ɐ

$z=3$

_$(-2,2,-3)$ʂA$x$ɐ

$x=-2$

_$(-2,2,-3)$ʂA$y$ɐ

$y=2$

_$(-2,2,-3)$ʂA$z$ɐ

$z=-3$

_$(-2,2,-2)$ʂA$x$ɐ

$x=-2$

_$(-2,2,-2)$ʂA$y$ɐ

$y=2$

_$(-2,2,-2)$ʂA$z$ɐ

$z=-2$

_$(-2,2,-1)$ʂA$x$ɐ

$x=-2$

_$(-2,2,-1)$ʂA$y$ɐ

$y=2$

_$(-2,2,-1)$ʂA$z$ɐ

$z=-1$

_$(-2,2,0)$ʂA$x$ɐ

$x=-2$

_$(-2,2,0)$ʂA$y$ɐ

$y=2$

_$(-2,2,0)$ʂA$z$ɐ

$z=0$

_$(-2,2,1)$ʂA$x$ɐ

$x=-2$

_$(-2,2,1)$ʂA$y$ɐ

$y=2$

_$(-2,2,1)$ʂA$z$ɐ

$z=1$

_$(-2,2,2)$ʂA$x$ɐ

$x=-2$

_$(-2,2,2)$ʂA$y$ɐ

$y=2$

_$(-2,2,2)$ʂA$z$ɐ

$z=2$

_$(-2,2,3)$ʂA$x$ɐ

$x=-2$

_$(-2,2,3)$ʂA$y$ɐ

$y=2$

_$(-2,2,3)$ʂA$z$ɐ

$z=3$

_$(-2,3,-3)$ʂA$x$ɐ

$x=-2$

_$(-2,3,-3)$ʂA$y$ɐ

$y=3$

_$(-2,3,-3)$ʂA$z$ɐ

$z=-3$

_$(-2,3,-2)$ʂA$x$ɐ

$x=-2$

_$(-2,3,-2)$ʂA$y$ɐ

$y=3$

_$(-2,3,-2)$ʂA$z$ɐ

$z=-2$

_$(-2,3,-1)$ʂA$x$ɐ

$x=-2$

_$(-2,3,-1)$ʂA$y$ɐ

$y=3$

_$(-2,3,-1)$ʂA$z$ɐ

$z=-1$

_$(-2,3,0)$ʂA$x$ɐ

$x=-2$

_$(-2,3,0)$ʂA$y$ɐ

$y=3$

_$(-2,3,0)$ʂA$z$ɐ

$z=0$

_$(-2,3,1)$ʂA$x$ɐ

$x=-2$

_$(-2,3,1)$ʂA$y$ɐ

$y=3$

_$(-2,3,1)$ʂA$z$ɐ

$z=1$

_$(-2,3,2)$ʂA$x$ɐ

$x=-2$

_$(-2,3,2)$ʂA$y$ɐ

$y=3$

_$(-2,3,2)$ʂA$z$ɐ

$z=2$

_$(-2,3,3)$ʂA$x$ɐ

$x=-2$

_$(-2,3,3)$ʂA$y$ɐ

$y=3$

_$(-2,3,3)$ʂA$z$ɐ

$z=3$

_$(-1,-3,-3)$ʂA$x$ɐ

$x=-1$

_$(-1,-3,-3)$ʂA$y$ɐ

$y=-3$

_$(-1,-3,-3)$ʂA$z$ɐ

$z=-3$

_$(-1,-3,-2)$ʂA$x$ɐ

$x=-1$

_$(-1,-3,-2)$ʂA$y$ɐ

$y=-3$

_$(-1,-3,-2)$ʂA$z$ɐ

$z=-2$

_$(-1,-3,-1)$ʂA$x$ɐ

$x=-1$

_$(-1,-3,-1)$ʂA$y$ɐ

$y=-3$

_$(-1,-3,-1)$ʂA$z$ɐ

$z=-1$

_$(-1,-3,0)$ʂA$x$ɐ

$x=-1$

_$(-1,-3,0)$ʂA$y$ɐ

$y=-3$

_$(-1,-3,0)$ʂA$z$ɐ

$z=0$

_$(-1,-3,1)$ʂA$x$ɐ

$x=-1$

_$(-1,-3,1)$ʂA$y$ɐ

$y=-3$

_$(-1,-3,1)$ʂA$z$ɐ

$z=1$

_$(-1,-3,2)$ʂA$x$ɐ

$x=-1$

_$(-1,-3,2)$ʂA$y$ɐ

$y=-3$

_$(-1,-3,2)$ʂA$z$ɐ

$z=2$

_$(-1,-3,3)$ʂA$x$ɐ

$x=-1$

_$(-1,-3,3)$ʂA$y$ɐ

$y=-3$

_$(-1,-3,3)$ʂA$z$ɐ

$z=3$

_$(-1,-2,-3)$ʂA$x$ɐ

$x=-1$

_$(-1,-2,-3)$ʂA$y$ɐ

$y=-2$

_$(-1,-2,-3)$ʂA$z$ɐ

$z=-3$

_$(-1,-2,-2)$ʂA$x$ɐ

$x=-1$

_$(-1,-2,-2)$ʂA$y$ɐ

$y=-2$

_$(-1,-2,-2)$ʂA$z$ɐ

$z=-2$

_$(-1,-2,-1)$ʂA$x$ɐ

$x=-1$

_$(-1,-2,-1)$ʂA$y$ɐ

$y=-2$

_$(-1,-2,-1)$ʂA$z$ɐ

$z=-1$

_$(-1,-2,0)$ʂA$x$ɐ

$x=-1$

_$(-1,-2,0)$ʂA$y$ɐ

$y=-2$

_$(-1,-2,0)$ʂA$z$ɐ

$z=0$

_$(-1,-2,1)$ʂA$x$ɐ

$x=-1$

_$(-1,-2,1)$ʂA$y$ɐ

$y=-2$

_$(-1,-2,1)$ʂA$z$ɐ

$z=1$

_$(-1,-2,2)$ʂA$x$ɐ

$x=-1$

_$(-1,-2,2)$ʂA$y$ɐ

$y=-2$

_$(-1,-2,2)$ʂA$z$ɐ

$z=2$

_$(-1,-2,3)$ʂA$x$ɐ

$x=-1$

_$(-1,-2,3)$ʂA$y$ɐ

$y=-2$

_$(-1,-2,3)$ʂA$z$ɐ

$z=3$

_$(-1,-1,-3)$ʂA$x$ɐ

$x=-1$

_$(-1,-1,-3)$ʂA$y$ɐ

$y=-1$

_$(-1,-1,-3)$ʂA$z$ɐ

$z=-3$

_$(-1,-1,-2)$ʂA$x$ɐ

$x=-1$

_$(-1,-1,-2)$ʂA$y$ɐ

$y=-1$

_$(-1,-1,-2)$ʂA$z$ɐ

$z=-2$

_$(-1,-1,-1)$ʂA$x$ɐ

$x=-1$

_$(-1,-1,-1)$ʂA$y$ɐ

$y=-1$

_$(-1,-1,-1)$ʂA$z$ɐ

$z=-1$

_$(-1,-1,0)$ʂA$x$ɐ

$x=-1$

_$(-1,-1,0)$ʂA$y$ɐ

$y=-1$

_$(-1,-1,0)$ʂA$z$ɐ

$z=0$

_$(-1,-1,1)$ʂA$x$ɐ

$x=-1$

_$(-1,-1,1)$ʂA$y$ɐ

$y=-1$

_$(-1,-1,1)$ʂA$z$ɐ

$z=1$

_$(-1,-1,2)$ʂA$x$ɐ

$x=-1$

_$(-1,-1,2)$ʂA$y$ɐ

$y=-1$

_$(-1,-1,2)$ʂA$z$ɐ

$z=2$

_$(-1,-1,3)$ʂA$x$ɐ

$x=-1$

_$(-1,-1,3)$ʂA$y$ɐ

$y=-1$

_$(-1,-1,3)$ʂA$z$ɐ

$z=3$

_$(-1,0,-3)$ʂA$x$ɐ

$x=-1$

_$(-1,0,-3)$ʂA$y$ɐ

$y=0$

_$(-1,0,-3)$ʂA$z$ɐ

$z=-3$

_$(-1,0,-2)$ʂA$x$ɐ

$x=-1$

_$(-1,0,-2)$ʂA$y$ɐ

$y=0$

_$(-1,0,-2)$ʂA$z$ɐ

$z=-2$

_$(-1,0,-1)$ʂA$x$ɐ

$x=-1$

_$(-1,0,-1)$ʂA$y$ɐ

$y=0$

_$(-1,0,-1)$ʂA$z$ɐ

$z=-1$

_$(-1,0,0)$ʂA$x$ɐ

$x=-1$

_$(-1,0,0)$ʂA$y$ɐ

$y=0$

_$(-1,0,0)$ʂA$z$ɐ

$z=0$

_$(-1,0,1)$ʂA$x$ɐ

$x=-1$

_$(-1,0,1)$ʂA$y$ɐ

$y=0$

_$(-1,0,1)$ʂA$z$ɐ

$z=1$

_$(-1,0,2)$ʂA$x$ɐ

$x=-1$

_$(-1,0,2)$ʂA$y$ɐ

$y=0$

_$(-1,0,2)$ʂA$z$ɐ

$z=2$

_$(-1,0,3)$ʂA$x$ɐ

$x=-1$

_$(-1,0,3)$ʂA$y$ɐ

$y=0$

_$(-1,0,3)$ʂA$z$ɐ

$z=3$

_$(-1,1,-3)$ʂA$x$ɐ

$x=-1$

_$(-1,1,-3)$ʂA$y$ɐ

$y=1$

_$(-1,1,-3)$ʂA$z$ɐ

$z=-3$

_$(-1,1,-2)$ʂA$x$ɐ

$x=-1$

_$(-1,1,-2)$ʂA$y$ɐ

$y=1$

_$(-1,1,-2)$ʂA$z$ɐ

$z=-2$

_$(-1,1,-1)$ʂA$x$ɐ

$x=-1$

_$(-1,1,-1)$ʂA$y$ɐ

$y=1$

_$(-1,1,-1)$ʂA$z$ɐ

$z=-1$

_$(-1,1,0)$ʂA$x$ɐ

$x=-1$

_$(-1,1,0)$ʂA$y$ɐ

$y=1$

_$(-1,1,0)$ʂA$z$ɐ

$z=0$

_$(-1,1,1)$ʂA$x$ɐ

$x=-1$

_$(-1,1,1)$ʂA$y$ɐ

$y=1$

_$(-1,1,1)$ʂA$z$ɐ

$z=1$

_$(-1,1,2)$ʂA$x$ɐ

$x=-1$

_$(-1,1,2)$ʂA$y$ɐ

$y=1$

_$(-1,1,2)$ʂA$z$ɐ

$z=2$

_$(-1,1,3)$ʂA$x$ɐ

$x=-1$

_$(-1,1,3)$ʂA$y$ɐ

$y=1$

_$(-1,1,3)$ʂA$z$ɐ

$z=3$

_$(-1,2,-3)$ʂA$x$ɐ

$x=-1$

_$(-1,2,-3)$ʂA$y$ɐ

$y=2$

_$(-1,2,-3)$ʂA$z$ɐ

$z=-3$

_$(-1,2,-2)$ʂA$x$ɐ

$x=-1$

_$(-1,2,-2)$ʂA$y$ɐ

$y=2$

_$(-1,2,-2)$ʂA$z$ɐ

$z=-2$

_$(-1,2,-1)$ʂA$x$ɐ

$x=-1$

_$(-1,2,-1)$ʂA$y$ɐ

$y=2$

_$(-1,2,-1)$ʂA$z$ɐ

$z=-1$

_$(-1,2,0)$ʂA$x$ɐ

$x=-1$

_$(-1,2,0)$ʂA$y$ɐ

$y=2$

_$(-1,2,0)$ʂA$z$ɐ

$z=0$

_$(-1,2,1)$ʂA$x$ɐ

$x=-1$

_$(-1,2,1)$ʂA$y$ɐ

$y=2$

_$(-1,2,1)$ʂA$z$ɐ

$z=1$

_$(-1,2,2)$ʂA$x$ɐ

$x=-1$

_$(-1,2,2)$ʂA$y$ɐ

$y=2$

_$(-1,2,2)$ʂA$z$ɐ

$z=2$

_$(-1,2,3)$ʂA$x$ɐ

$x=-1$

_$(-1,2,3)$ʂA$y$ɐ

$y=2$

_$(-1,2,3)$ʂA$z$ɐ

$z=3$

_$(-1,3,-3)$ʂA$x$ɐ

$x=-1$

_$(-1,3,-3)$ʂA$y$ɐ

$y=3$

_$(-1,3,-3)$ʂA$z$ɐ

$z=-3$

_$(-1,3,-2)$ʂA$x$ɐ

$x=-1$

_$(-1,3,-2)$ʂA$y$ɐ

$y=3$

_$(-1,3,-2)$ʂA$z$ɐ

$z=-2$

_$(-1,3,-1)$ʂA$x$ɐ

$x=-1$

_$(-1,3,-1)$ʂA$y$ɐ

$y=3$

_$(-1,3,-1)$ʂA$z$ɐ

$z=-1$

_$(-1,3,0)$ʂA$x$ɐ

$x=-1$

_$(-1,3,0)$ʂA$y$ɐ

$y=3$

_$(-1,3,0)$ʂA$z$ɐ

$z=0$

_$(-1,3,1)$ʂA$x$ɐ

$x=-1$

_$(-1,3,1)$ʂA$y$ɐ

$y=3$

_$(-1,3,1)$ʂA$z$ɐ

$z=1$

_$(-1,3,2)$ʂA$x$ɐ

$x=-1$

_$(-1,3,2)$ʂA$y$ɐ

$y=3$

_$(-1,3,2)$ʂA$z$ɐ

$z=2$

_$(-1,3,3)$ʂA$x$ɐ

$x=-1$

_$(-1,3,3)$ʂA$y$ɐ

$y=3$

_$(-1,3,3)$ʂA$z$ɐ

$z=3$

_$(0,-3,-3)$ʂA$x$ɐ

$x=0$

_$(0,-3,-3)$ʂA$y$ɐ

$y=-3$

_$(0,-3,-3)$ʂA$z$ɐ

$z=-3$

_$(0,-3,-2)$ʂA$x$ɐ

$x=0$

_$(0,-3,-2)$ʂA$y$ɐ

$y=-3$

_$(0,-3,-2)$ʂA$z$ɐ

$z=-2$

_$(0,-3,-1)$ʂA$x$ɐ

$x=0$

_$(0,-3,-1)$ʂA$y$ɐ

$y=-3$

_$(0,-3,-1)$ʂA$z$ɐ

$z=-1$

_$(0,-3,0)$ʂA$x$ɐ

$x=0$

_$(0,-3,0)$ʂA$y$ɐ

$y=-3$

_$(0,-3,0)$ʂA$z$ɐ

$z=0$

_$(0,-3,1)$ʂA$x$ɐ

$x=0$

_$(0,-3,1)$ʂA$y$ɐ

$y=-3$

_$(0,-3,1)$ʂA$z$ɐ

$z=1$

_$(0,-3,2)$ʂA$x$ɐ

$x=0$

_$(0,-3,2)$ʂA$y$ɐ

$y=-3$

_$(0,-3,2)$ʂA$z$ɐ

$z=2$

_$(0,-3,3)$ʂA$x$ɐ

$x=0$

_$(0,-3,3)$ʂA$y$ɐ

$y=-3$

_$(0,-3,3)$ʂA$z$ɐ

$z=3$

_$(0,-2,-3)$ʂA$x$ɐ

$x=0$

_$(0,-2,-3)$ʂA$y$ɐ

$y=-2$

_$(0,-2,-3)$ʂA$z$ɐ

$z=-3$

_$(0,-2,-2)$ʂA$x$ɐ

$x=0$

_$(0,-2,-2)$ʂA$y$ɐ

$y=-2$

_$(0,-2,-2)$ʂA$z$ɐ

$z=-2$

_$(0,-2,-1)$ʂA$x$ɐ

$x=0$

_$(0,-2,-1)$ʂA$y$ɐ

$y=-2$

_$(0,-2,-1)$ʂA$z$ɐ

$z=-1$

_$(0,-2,0)$ʂA$x$ɐ

$x=0$

_$(0,-2,0)$ʂA$y$ɐ

$y=-2$

_$(0,-2,0)$ʂA$z$ɐ

$z=0$

_$(0,-2,1)$ʂA$x$ɐ

$x=0$

_$(0,-2,1)$ʂA$y$ɐ

$y=-2$

_$(0,-2,1)$ʂA$z$ɐ

$z=1$

_$(0,-2,2)$ʂA$x$ɐ

$x=0$

_$(0,-2,2)$ʂA$y$ɐ

$y=-2$

_$(0,-2,2)$ʂA$z$ɐ

$z=2$

_$(0,-2,3)$ʂA$x$ɐ

$x=0$

_$(0,-2,3)$ʂA$y$ɐ

$y=-2$

_$(0,-2,3)$ʂA$z$ɐ

$z=3$

_$(0,-1,-3)$ʂA$x$ɐ

$x=0$

_$(0,-1,-3)$ʂA$y$ɐ

$y=-1$

_$(0,-1,-3)$ʂA$z$ɐ

$z=-3$

_$(0,-1,-2)$ʂA$x$ɐ

$x=0$

_$(0,-1,-2)$ʂA$y$ɐ

$y=-1$

_$(0,-1,-2)$ʂA$z$ɐ

$z=-2$

_$(0,-1,-1)$ʂA$x$ɐ

$x=0$

_$(0,-1,-1)$ʂA$y$ɐ

$y=-1$

_$(0,-1,-1)$ʂA$z$ɐ

$z=-1$

_$(0,-1,0)$ʂA$x$ɐ

$x=0$

_$(0,-1,0)$ʂA$y$ɐ

$y=-1$

_$(0,-1,0)$ʂA$z$ɐ

$z=0$

_$(0,-1,1)$ʂA$x$ɐ

$x=0$

_$(0,-1,1)$ʂA$y$ɐ

$y=-1$

_$(0,-1,1)$ʂA$z$ɐ

$z=1$

_$(0,-1,2)$ʂA$x$ɐ

$x=0$

_$(0,-1,2)$ʂA$y$ɐ

$y=-1$

_$(0,-1,2)$ʂA$z$ɐ

$z=2$

_$(0,-1,3)$ʂA$x$ɐ

$x=0$

_$(0,-1,3)$ʂA$y$ɐ

$y=-1$

_$(0,-1,3)$ʂA$z$ɐ

$z=3$

_$(0,0,-3)$ʂA$x$ɐ

$x=0$

_$(0,0,-3)$ʂA$y$ɐ

$y=0$

_$(0,0,-3)$ʂA$z$ɐ

$z=-3$

_$(0,0,-2)$ʂA$x$ɐ

$x=0$

_$(0,0,-2)$ʂA$y$ɐ

$y=0$

_$(0,0,-2)$ʂA$z$ɐ

$z=-2$

_$(0,0,-1)$ʂA$x$ɐ

$x=0$

_$(0,0,-1)$ʂA$y$ɐ

$y=0$

_$(0,0,-1)$ʂA$z$ɐ

$z=-1$

_$(0,0,0)$ʂA$x$ɐ

$x=0$

_$(0,0,0)$ʂA$y$ɐ

$y=0$

_$(0,0,0)$ʂA$z$ɐ

$z=0$

_$(0,0,1)$ʂA$x$ɐ

$x=0$

_$(0,0,1)$ʂA$y$ɐ

$y=0$

_$(0,0,1)$ʂA$z$ɐ

$z=1$

_$(0,0,2)$ʂA$x$ɐ

$x=0$

_$(0,0,2)$ʂA$y$ɐ

$y=0$

_$(0,0,2)$ʂA$z$ɐ

$z=2$

_$(0,0,3)$ʂA$x$ɐ

$x=0$

_$(0,0,3)$ʂA$y$ɐ

$y=0$

_$(0,0,3)$ʂA$z$ɐ

$z=3$

_$(0,1,-3)$ʂA$x$ɐ

$x=0$

_$(0,1,-3)$ʂA$y$ɐ

$y=1$

_$(0,1,-3)$ʂA$z$ɐ

$z=-3$

_$(0,1,-2)$ʂA$x$ɐ

$x=0$

_$(0,1,-2)$ʂA$y$ɐ

$y=1$

_$(0,1,-2)$ʂA$z$ɐ

$z=-2$

_$(0,1,-1)$ʂA$x$ɐ

$x=0$

_$(0,1,-1)$ʂA$y$ɐ

$y=1$

_$(0,1,-1)$ʂA$z$ɐ

$z=-1$

_$(0,1,0)$ʂA$x$ɐ

$x=0$

_$(0,1,0)$ʂA$y$ɐ

$y=1$

_$(0,1,0)$ʂA$z$ɐ

$z=0$

_$(0,1,1)$ʂA$x$ɐ

$x=0$

_$(0,1,1)$ʂA$y$ɐ

$y=1$

_$(0,1,1)$ʂA$z$ɐ

$z=1$

_$(0,1,2)$ʂA$x$ɐ

$x=0$

_$(0,1,2)$ʂA$y$ɐ

$y=1$

_$(0,1,2)$ʂA$z$ɐ

$z=2$

_$(0,1,3)$ʂA$x$ɐ

$x=0$

_$(0,1,3)$ʂA$y$ɐ

$y=1$

_$(0,1,3)$ʂA$z$ɐ

$z=3$

_$(0,2,-3)$ʂA$x$ɐ

$x=0$

_$(0,2,-3)$ʂA$y$ɐ

$y=2$

_$(0,2,-3)$ʂA$z$ɐ

$z=-3$

_$(0,2,-2)$ʂA$x$ɐ

$x=0$

_$(0,2,-2)$ʂA$y$ɐ

$y=2$

_$(0,2,-2)$ʂA$z$ɐ

$z=-2$

_$(0,2,-1)$ʂA$x$ɐ

$x=0$

_$(0,2,-1)$ʂA$y$ɐ

$y=2$

_$(0,2,-1)$ʂA$z$ɐ

$z=-1$

_$(0,2,0)$ʂA$x$ɐ

$x=0$

_$(0,2,0)$ʂA$y$ɐ

$y=2$

_$(0,2,0)$ʂA$z$ɐ

$z=0$

_$(0,2,1)$ʂA$x$ɐ

$x=0$

_$(0,2,1)$ʂA$y$ɐ

$y=2$

_$(0,2,1)$ʂA$z$ɐ

$z=1$

_$(0,2,2)$ʂA$x$ɐ

$x=0$

_$(0,2,2)$ʂA$y$ɐ

$y=2$

_$(0,2,2)$ʂA$z$ɐ

$z=2$

_$(0,2,3)$ʂA$x$ɐ

$x=0$

_$(0,2,3)$ʂA$y$ɐ

$y=2$

_$(0,2,3)$ʂA$z$ɐ

$z=3$

_$(0,3,-3)$ʂA$x$ɐ

$x=0$

_$(0,3,-3)$ʂA$y$ɐ

$y=3$

_$(0,3,-3)$ʂA$z$ɐ

$z=-3$

_$(0,3,-2)$ʂA$x$ɐ

$x=0$

_$(0,3,-2)$ʂA$y$ɐ

$y=3$

_$(0,3,-2)$ʂA$z$ɐ

$z=-2$

_$(0,3,-1)$ʂA$x$ɐ

$x=0$

_$(0,3,-1)$ʂA$y$ɐ

$y=3$

_$(0,3,-1)$ʂA$z$ɐ

$z=-1$

_$(0,3,0)$ʂA$x$ɐ

$x=0$

_$(0,3,0)$ʂA$y$ɐ

$y=3$

_$(0,3,0)$ʂA$z$ɐ

$z=0$

_$(0,3,1)$ʂA$x$ɐ

$x=0$

_$(0,3,1)$ʂA$y$ɐ

$y=3$

_$(0,3,1)$ʂA$z$ɐ

$z=1$

_$(0,3,2)$ʂA$x$ɐ

$x=0$

_$(0,3,2)$ʂA$y$ɐ

$y=3$

_$(0,3,2)$ʂA$z$ɐ

$z=2$

_$(0,3,3)$ʂA$x$ɐ

$x=0$

_$(0,3,3)$ʂA$y$ɐ

$y=3$

_$(0,3,3)$ʂA$z$ɐ

$z=3$

_$(1,-3,-3)$ʂA$x$ɐ

$x=1$

_$(1,-3,-3)$ʂA$y$ɐ

$y=-3$

_$(1,-3,-3)$ʂA$z$ɐ

$z=-3$

_$(1,-3,-2)$ʂA$x$ɐ

$x=1$

_$(1,-3,-2)$ʂA$y$ɐ

$y=-3$

_$(1,-3,-2)$ʂA$z$ɐ

$z=-2$

_$(1,-3,-1)$ʂA$x$ɐ

$x=1$

_$(1,-3,-1)$ʂA$y$ɐ

$y=-3$

_$(1,-3,-1)$ʂA$z$ɐ

$z=-1$

_$(1,-3,0)$ʂA$x$ɐ

$x=1$

_$(1,-3,0)$ʂA$y$ɐ

$y=-3$

_$(1,-3,0)$ʂA$z$ɐ

$z=0$

_$(1,-3,1)$ʂA$x$ɐ

$x=1$

_$(1,-3,1)$ʂA$y$ɐ

$y=-3$

_$(1,-3,1)$ʂA$z$ɐ

$z=1$

_$(1,-3,2)$ʂA$x$ɐ

$x=1$

_$(1,-3,2)$ʂA$y$ɐ

$y=-3$

_$(1,-3,2)$ʂA$z$ɐ

$z=2$

_$(1,-3,3)$ʂA$x$ɐ

$x=1$

_$(1,-3,3)$ʂA$y$ɐ

$y=-3$

_$(1,-3,3)$ʂA$z$ɐ

$z=3$

_$(1,-2,-3)$ʂA$x$ɐ

$x=1$

_$(1,-2,-3)$ʂA$y$ɐ

$y=-2$

_$(1,-2,-3)$ʂA$z$ɐ

$z=-3$

_$(1,-2,-2)$ʂA$x$ɐ

$x=1$

_$(1,-2,-2)$ʂA$y$ɐ

$y=-2$

_$(1,-2,-2)$ʂA$z$ɐ

$z=-2$

_$(1,-2,-1)$ʂA$x$ɐ

$x=1$

_$(1,-2,-1)$ʂA$y$ɐ

$y=-2$

_$(1,-2,-1)$ʂA$z$ɐ

$z=-1$

_$(1,-2,0)$ʂA$x$ɐ

$x=1$

_$(1,-2,0)$ʂA$y$ɐ

$y=-2$

_$(1,-2,0)$ʂA$z$ɐ

$z=0$

_$(1,-2,1)$ʂA$x$ɐ

$x=1$

_$(1,-2,1)$ʂA$y$ɐ

$y=-2$

_$(1,-2,1)$ʂA$z$ɐ

$z=1$

_$(1,-2,2)$ʂA$x$ɐ

$x=1$

_$(1,-2,2)$ʂA$y$ɐ

$y=-2$

_$(1,-2,2)$ʂA$z$ɐ

$z=2$

_$(1,-2,3)$ʂA$x$ɐ

$x=1$

_$(1,-2,3)$ʂA$y$ɐ

$y=-2$

_$(1,-2,3)$ʂA$z$ɐ

$z=3$

_$(1,-1,-3)$ʂA$x$ɐ

$x=1$

_$(1,-1,-3)$ʂA$y$ɐ

$y=-1$

_$(1,-1,-3)$ʂA$z$ɐ

$z=-3$

_$(1,-1,-2)$ʂA$x$ɐ

$x=1$

_$(1,-1,-2)$ʂA$y$ɐ

$y=-1$

_$(1,-1,-2)$ʂA$z$ɐ

$z=-2$

_$(1,-1,-1)$ʂA$x$ɐ

$x=1$

_$(1,-1,-1)$ʂA$y$ɐ

$y=-1$

_$(1,-1,-1)$ʂA$z$ɐ

$z=-1$

_$(1,-1,0)$ʂA$x$ɐ

$x=1$

_$(1,-1,0)$ʂA$y$ɐ

$y=-1$

_$(1,-1,0)$ʂA$z$ɐ

$z=0$

_$(1,-1,1)$ʂA$x$ɐ

$x=1$

_$(1,-1,1)$ʂA$y$ɐ

$y=-1$

_$(1,-1,1)$ʂA$z$ɐ

$z=1$

_$(1,-1,2)$ʂA$x$ɐ

$x=1$

_$(1,-1,2)$ʂA$y$ɐ

$y=-1$

_$(1,-1,2)$ʂA$z$ɐ

$z=2$

_$(1,-1,3)$ʂA$x$ɐ

$x=1$

_$(1,-1,3)$ʂA$y$ɐ

$y=-1$

_$(1,-1,3)$ʂA$z$ɐ

$z=3$

_$(1,0,-3)$ʂA$x$ɐ

$x=1$

_$(1,0,-3)$ʂA$y$ɐ

$y=0$

_$(1,0,-3)$ʂA$z$ɐ

$z=-3$

_$(1,0,-2)$ʂA$x$ɐ

$x=1$

_$(1,0,-2)$ʂA$y$ɐ

$y=0$

_$(1,0,-2)$ʂA$z$ɐ

$z=-2$

_$(1,0,-1)$ʂA$x$ɐ

$x=1$

_$(1,0,-1)$ʂA$y$ɐ

$y=0$

_$(1,0,-1)$ʂA$z$ɐ

$z=-1$

_$(1,0,0)$ʂA$x$ɐ

$x=1$

_$(1,0,0)$ʂA$y$ɐ

$y=0$

_$(1,0,0)$ʂA$z$ɐ

$z=0$

_$(1,0,1)$ʂA$x$ɐ

$x=1$

_$(1,0,1)$ʂA$y$ɐ

$y=0$

_$(1,0,1)$ʂA$z$ɐ

$z=1$

_$(1,0,2)$ʂA$x$ɐ

$x=1$

_$(1,0,2)$ʂA$y$ɐ

$y=0$

_$(1,0,2)$ʂA$z$ɐ

$z=2$

_$(1,0,3)$ʂA$x$ɐ

$x=1$

_$(1,0,3)$ʂA$y$ɐ

$y=0$

_$(1,0,3)$ʂA$z$ɐ

$z=3$

_$(1,1,-3)$ʂA$x$ɐ

$x=1$

_$(1,1,-3)$ʂA$y$ɐ

$y=1$

_$(1,1,-3)$ʂA$z$ɐ

$z=-3$

_$(1,1,-2)$ʂA$x$ɐ

$x=1$

_$(1,1,-2)$ʂA$y$ɐ

$y=1$

_$(1,1,-2)$ʂA$z$ɐ

$z=-2$

_$(1,1,-1)$ʂA$x$ɐ

$x=1$

_$(1,1,-1)$ʂA$y$ɐ

$y=1$

_$(1,1,-1)$ʂA$z$ɐ

$z=-1$

_$(1,1,0)$ʂA$x$ɐ

$x=1$

_$(1,1,0)$ʂA$y$ɐ

$y=1$

_$(1,1,0)$ʂA$z$ɐ

$z=0$

_$(1,1,1)$ʂA$x$ɐ

$x=1$

_$(1,1,1)$ʂA$y$ɐ

$y=1$

_$(1,1,1)$ʂA$z$ɐ

$z=1$

_$(1,1,2)$ʂA$x$ɐ

$x=1$

_$(1,1,2)$ʂA$y$ɐ

$y=1$

_$(1,1,2)$ʂA$z$ɐ

$z=2$

_$(1,1,3)$ʂA$x$ɐ

$x=1$

_$(1,1,3)$ʂA$y$ɐ

$y=1$

_$(1,1,3)$ʂA$z$ɐ

$z=3$

_$(1,2,-3)$ʂA$x$ɐ

$x=1$

_$(1,2,-3)$ʂA$y$ɐ

$y=2$

_$(1,2,-3)$ʂA$z$ɐ

$z=-3$

_$(1,2,-2)$ʂA$x$ɐ

$x=1$

_$(1,2,-2)$ʂA$y$ɐ

$y=2$

_$(1,2,-2)$ʂA$z$ɐ

$z=-2$

_$(1,2,-1)$ʂA$x$ɐ

$x=1$

_$(1,2,-1)$ʂA$y$ɐ

$y=2$

_$(1,2,-1)$ʂA$z$ɐ

$z=-1$

_$(1,2,0)$ʂA$x$ɐ

$x=1$

_$(1,2,0)$ʂA$y$ɐ

$y=2$

_$(1,2,0)$ʂA$z$ɐ

$z=0$

_$(1,2,1)$ʂA$x$ɐ

$x=1$

_$(1,2,1)$ʂA$y$ɐ

$y=2$

_$(1,2,1)$ʂA$z$ɐ

$z=1$

_$(1,2,2)$ʂA$x$ɐ

$x=1$

_$(1,2,2)$ʂA$y$ɐ

$y=2$

_$(1,2,2)$ʂA$z$ɐ

$z=2$

_$(1,2,3)$ʂA$x$ɐ

$x=1$

_$(1,2,3)$ʂA$y$ɐ

$y=2$

_$(1,2,3)$ʂA$z$ɐ

$z=3$

_$(1,3,-3)$ʂA$x$ɐ

$x=1$

_$(1,3,-3)$ʂA$y$ɐ

$y=3$

_$(1,3,-3)$ʂA$z$ɐ

$z=-3$

_$(1,3,-2)$ʂA$x$ɐ

$x=1$

_$(1,3,-2)$ʂA$y$ɐ

$y=3$

_$(1,3,-2)$ʂA$z$ɐ

$z=-2$

_$(1,3,-1)$ʂA$x$ɐ

$x=1$

_$(1,3,-1)$ʂA$y$ɐ

$y=3$

_$(1,3,-1)$ʂA$z$ɐ

$z=-1$

_$(1,3,0)$ʂA$x$ɐ

$x=1$

_$(1,3,0)$ʂA$y$ɐ

$y=3$

_$(1,3,0)$ʂA$z$ɐ

$z=0$

_$(1,3,1)$ʂA$x$ɐ

$x=1$

_$(1,3,1)$ʂA$y$ɐ

$y=3$

_$(1,3,1)$ʂA$z$ɐ

$z=1$

_$(1,3,2)$ʂA$x$ɐ

$x=1$

_$(1,3,2)$ʂA$y$ɐ

$y=3$

_$(1,3,2)$ʂA$z$ɐ

$z=2$

_$(1,3,3)$ʂA$x$ɐ

$x=1$

_$(1,3,3)$ʂA$y$ɐ

$y=3$

_$(1,3,3)$ʂA$z$ɐ

$z=3$

_$(2,-3,-3)$ʂA$x$ɐ

$x=2$

_$(2,-3,-3)$ʂA$y$ɐ

$y=-3$

_$(2,-3,-3)$ʂA$z$ɐ

$z=-3$

_$(2,-3,-2)$ʂA$x$ɐ

$x=2$

_$(2,-3,-2)$ʂA$y$ɐ

$y=-3$

_$(2,-3,-2)$ʂA$z$ɐ

$z=-2$

_$(2,-3,-1)$ʂA$x$ɐ

$x=2$

_$(2,-3,-1)$ʂA$y$ɐ

$y=-3$

_$(2,-3,-1)$ʂA$z$ɐ

$z=-1$

_$(2,-3,0)$ʂA$x$ɐ

$x=2$

_$(2,-3,0)$ʂA$y$ɐ

$y=-3$

_$(2,-3,0)$ʂA$z$ɐ

$z=0$

_$(2,-3,1)$ʂA$x$ɐ

$x=2$

_$(2,-3,1)$ʂA$y$ɐ

$y=-3$

_$(2,-3,1)$ʂA$z$ɐ

$z=1$

_$(2,-3,2)$ʂA$x$ɐ

$x=2$

_$(2,-3,2)$ʂA$y$ɐ

$y=-3$

_$(2,-3,2)$ʂA$z$ɐ

$z=2$

_$(2,-3,3)$ʂA$x$ɐ

$x=2$

_$(2,-3,3)$ʂA$y$ɐ

$y=-3$

_$(2,-3,3)$ʂA$z$ɐ

$z=3$

_$(2,-2,-3)$ʂA$x$ɐ

$x=2$

_$(2,-2,-3)$ʂA$y$ɐ

$y=-2$

_$(2,-2,-3)$ʂA$z$ɐ

$z=-3$

_$(2,-2,-2)$ʂA$x$ɐ

$x=2$

_$(2,-2,-2)$ʂA$y$ɐ

$y=-2$

_$(2,-2,-2)$ʂA$z$ɐ

$z=-2$

_$(2,-2,-1)$ʂA$x$ɐ

$x=2$

_$(2,-2,-1)$ʂA$y$ɐ

$y=-2$

_$(2,-2,-1)$ʂA$z$ɐ

$z=-1$

_$(2,-2,0)$ʂA$x$ɐ

$x=2$

_$(2,-2,0)$ʂA$y$ɐ

$y=-2$

_$(2,-2,0)$ʂA$z$ɐ

$z=0$

_$(2,-2,1)$ʂA$x$ɐ

$x=2$

_$(2,-2,1)$ʂA$y$ɐ

$y=-2$

_$(2,-2,1)$ʂA$z$ɐ

$z=1$

_$(2,-2,2)$ʂA$x$ɐ

$x=2$

_$(2,-2,2)$ʂA$y$ɐ

$y=-2$

_$(2,-2,2)$ʂA$z$ɐ

$z=2$

_$(2,-2,3)$ʂA$x$ɐ

$x=2$

_$(2,-2,3)$ʂA$y$ɐ

$y=-2$

_$(2,-2,3)$ʂA$z$ɐ

$z=3$

_$(2,-1,-3)$ʂA$x$ɐ

$x=2$

_$(2,-1,-3)$ʂA$y$ɐ

$y=-1$

_$(2,-1,-3)$ʂA$z$ɐ

$z=-3$

_$(2,-1,-2)$ʂA$x$ɐ

$x=2$

_$(2,-1,-2)$ʂA$y$ɐ

$y=-1$

_$(2,-1,-2)$ʂA$z$ɐ

$z=-2$

_$(2,-1,-1)$ʂA$x$ɐ

$x=2$

_$(2,-1,-1)$ʂA$y$ɐ

$y=-1$

_$(2,-1,-1)$ʂA$z$ɐ

$z=-1$

_$(2,-1,0)$ʂA$x$ɐ

$x=2$

_$(2,-1,0)$ʂA$y$ɐ

$y=-1$

_$(2,-1,0)$ʂA$z$ɐ

$z=0$

_$(2,-1,1)$ʂA$x$ɐ

$x=2$

_$(2,-1,1)$ʂA$y$ɐ

$y=-1$

_$(2,-1,1)$ʂA$z$ɐ

$z=1$

_$(2,-1,2)$ʂA$x$ɐ

$x=2$

_$(2,-1,2)$ʂA$y$ɐ

$y=-1$

_$(2,-1,2)$ʂA$z$ɐ

$z=2$

_$(2,-1,3)$ʂA$x$ɐ

$x=2$

_$(2,-1,3)$ʂA$y$ɐ

$y=-1$

_$(2,-1,3)$ʂA$z$ɐ

$z=3$

_$(2,0,-3)$ʂA$x$ɐ

$x=2$

_$(2,0,-3)$ʂA$y$ɐ

$y=0$

_$(2,0,-3)$ʂA$z$ɐ

$z=-3$

_$(2,0,-2)$ʂA$x$ɐ

$x=2$

_$(2,0,-2)$ʂA$y$ɐ

$y=0$

_$(2,0,-2)$ʂA$z$ɐ

$z=-2$

_$(2,0,-1)$ʂA$x$ɐ

$x=2$

_$(2,0,-1)$ʂA$y$ɐ

$y=0$

_$(2,0,-1)$ʂA$z$ɐ

$z=-1$

_$(2,0,0)$ʂA$x$ɐ

$x=2$

_$(2,0,0)$ʂA$y$ɐ

$y=0$

_$(2,0,0)$ʂA$z$ɐ

$z=0$

_$(2,0,1)$ʂA$x$ɐ

$x=2$

_$(2,0,1)$ʂA$y$ɐ

$y=0$

_$(2,0,1)$ʂA$z$ɐ

$z=1$

_$(2,0,2)$ʂA$x$ɐ

$x=2$

_$(2,0,2)$ʂA$y$ɐ

$y=0$

_$(2,0,2)$ʂA$z$ɐ

$z=2$

_$(2,0,3)$ʂA$x$ɐ

$x=2$

_$(2,0,3)$ʂA$y$ɐ

$y=0$

_$(2,0,3)$ʂA$z$ɐ

$z=3$

_$(2,1,-3)$ʂA$x$ɐ

$x=2$

_$(2,1,-3)$ʂA$y$ɐ

$y=1$

_$(2,1,-3)$ʂA$z$ɐ

$z=-3$

_$(2,1,-2)$ʂA$x$ɐ

$x=2$

_$(2,1,-2)$ʂA$y$ɐ

$y=1$

_$(2,1,-2)$ʂA$z$ɐ

$z=-2$

_$(2,1,-1)$ʂA$x$ɐ

$x=2$

_$(2,1,-1)$ʂA$y$ɐ

$y=1$

_$(2,1,-1)$ʂA$z$ɐ

$z=-1$

_$(2,1,0)$ʂA$x$ɐ

$x=2$

_$(2,1,0)$ʂA$y$ɐ

$y=1$

_$(2,1,0)$ʂA$z$ɐ

$z=0$

_$(2,1,1)$ʂA$x$ɐ

$x=2$

_$(2,1,1)$ʂA$y$ɐ

$y=1$

_$(2,1,1)$ʂA$z$ɐ

$z=1$

_$(2,1,2)$ʂA$x$ɐ

$x=2$

_$(2,1,2)$ʂA$y$ɐ

$y=1$

_$(2,1,2)$ʂA$z$ɐ

$z=2$

_$(2,1,3)$ʂA$x$ɐ

$x=2$

_$(2,1,3)$ʂA$y$ɐ

$y=1$

_$(2,1,3)$ʂA$z$ɐ

$z=3$

_$(2,2,-3)$ʂA$x$ɐ

$x=2$

_$(2,2,-3)$ʂA$y$ɐ

$y=2$

_$(2,2,-3)$ʂA$z$ɐ

$z=-3$

_$(2,2,-2)$ʂA$x$ɐ

$x=2$

_$(2,2,-2)$ʂA$y$ɐ

$y=2$

_$(2,2,-2)$ʂA$z$ɐ

$z=-2$

_$(2,2,-1)$ʂA$x$ɐ

$x=2$

_$(2,2,-1)$ʂA$y$ɐ

$y=2$

_$(2,2,-1)$ʂA$z$ɐ

$z=-1$

_$(2,2,0)$ʂA$x$ɐ

$x=2$

_$(2,2,0)$ʂA$y$ɐ

$y=2$

_$(2,2,0)$ʂA$z$ɐ

$z=0$

_$(2,2,1)$ʂA$x$ɐ

$x=2$

_$(2,2,1)$ʂA$y$ɐ

$y=2$

_$(2,2,1)$ʂA$z$ɐ

$z=1$

_$(2,2,2)$ʂA$x$ɐ

$x=2$

_$(2,2,2)$ʂA$y$ɐ

$y=2$

_$(2,2,2)$ʂA$z$ɐ

$z=2$

_$(2,2,3)$ʂA$x$ɐ

$x=2$

_$(2,2,3)$ʂA$y$ɐ

$y=2$

_$(2,2,3)$ʂA$z$ɐ

$z=3$

_$(2,3,-3)$ʂA$x$ɐ

$x=2$

_$(2,3,-3)$ʂA$y$ɐ

$y=3$

_$(2,3,-3)$ʂA$z$ɐ

$z=-3$

_$(2,3,-2)$ʂA$x$ɐ

$x=2$

_$(2,3,-2)$ʂA$y$ɐ

$y=3$

_$(2,3,-2)$ʂA$z$ɐ

$z=-2$

_$(2,3,-1)$ʂA$x$ɐ

$x=2$

_$(2,3,-1)$ʂA$y$ɐ

$y=3$

_$(2,3,-1)$ʂA$z$ɐ

$z=-1$

_$(2,3,0)$ʂA$x$ɐ

$x=2$

_$(2,3,0)$ʂA$y$ɐ

$y=3$

_$(2,3,0)$ʂA$z$ɐ

$z=0$

_$(2,3,1)$ʂA$x$ɐ

$x=2$

_$(2,3,1)$ʂA$y$ɐ

$y=3$

_$(2,3,1)$ʂA$z$ɐ

$z=1$

_$(2,3,2)$ʂA$x$ɐ

$x=2$

_$(2,3,2)$ʂA$y$ɐ

$y=3$

_$(2,3,2)$ʂA$z$ɐ

$z=2$

_$(2,3,3)$ʂA$x$ɐ

$x=2$

_$(2,3,3)$ʂA$y$ɐ

$y=3$

_$(2,3,3)$ʂA$z$ɐ

$z=3$

_$(3,-3,-3)$ʂA$x$ɐ

$x=3$

_$(3,-3,-3)$ʂA$y$ɐ

$y=-3$

_$(3,-3,-3)$ʂA$z$ɐ

$z=-3$

_$(3,-3,-2)$ʂA$x$ɐ

$x=3$

_$(3,-3,-2)$ʂA$y$ɐ

$y=-3$

_$(3,-3,-2)$ʂA$z$ɐ

$z=-2$

_$(3,-3,-1)$ʂA$x$ɐ

$x=3$

_$(3,-3,-1)$ʂA$y$ɐ

$y=-3$

_$(3,-3,-1)$ʂA$z$ɐ

$z=-1$

_$(3,-3,0)$ʂA$x$ɐ

$x=3$

_$(3,-3,0)$ʂA$y$ɐ

$y=-3$

_$(3,-3,0)$ʂA$z$ɐ

$z=0$

_$(3,-3,1)$ʂA$x$ɐ

$x=3$

_$(3,-3,1)$ʂA$y$ɐ

$y=-3$

_$(3,-3,1)$ʂA$z$ɐ

$z=1$

_$(3,-3,2)$ʂA$x$ɐ

$x=3$

_$(3,-3,2)$ʂA$y$ɐ

$y=-3$

_$(3,-3,2)$ʂA$z$ɐ

$z=2$

_$(3,-3,3)$ʂA$x$ɐ

$x=3$

_$(3,-3,3)$ʂA$y$ɐ

$y=-3$

_$(3,-3,3)$ʂA$z$ɐ

$z=3$

_$(3,-2,-3)$ʂA$x$ɐ

$x=3$

_$(3,-2,-3)$ʂA$y$ɐ

$y=-2$

_$(3,-2,-3)$ʂA$z$ɐ

$z=-3$

_$(3,-2,-2)$ʂA$x$ɐ

$x=3$

_$(3,-2,-2)$ʂA$y$ɐ

$y=-2$

_$(3,-2,-2)$ʂA$z$ɐ

$z=-2$

_$(3,-2,-1)$ʂA$x$ɐ

$x=3$

_$(3,-2,-1)$ʂA$y$ɐ

$y=-2$

_$(3,-2,-1)$ʂA$z$ɐ

$z=-1$

_$(3,-2,0)$ʂA$x$ɐ

$x=3$

_$(3,-2,0)$ʂA$y$ɐ

$y=-2$

_$(3,-2,0)$ʂA$z$ɐ

$z=0$

_$(3,-2,1)$ʂA$x$ɐ

$x=3$

_$(3,-2,1)$ʂA$y$ɐ

$y=-2$

_$(3,-2,1)$ʂA$z$ɐ

$z=1$

_$(3,-2,2)$ʂA$x$ɐ

$x=3$

_$(3,-2,2)$ʂA$y$ɐ

$y=-2$

_$(3,-2,2)$ʂA$z$ɐ

$z=2$

_$(3,-2,3)$ʂA$x$ɐ

$x=3$

_$(3,-2,3)$ʂA$y$ɐ

$y=-2$

_$(3,-2,3)$ʂA$z$ɐ

$z=3$

_$(3,-1,-3)$ʂA$x$ɐ

$x=3$

_$(3,-1,-3)$ʂA$y$ɐ

$y=-1$

_$(3,-1,-3)$ʂA$z$ɐ

$z=-3$

_$(3,-1,-2)$ʂA$x$ɐ

$x=3$

_$(3,-1,-2)$ʂA$y$ɐ

$y=-1$

_$(3,-1,-2)$ʂA$z$ɐ

$z=-2$

_$(3,-1,-1)$ʂA$x$ɐ

$x=3$

_$(3,-1,-1)$ʂA$y$ɐ

$y=-1$

_$(3,-1,-1)$ʂA$z$ɐ

$z=-1$

_$(3,-1,0)$ʂA$x$ɐ

$x=3$

_$(3,-1,0)$ʂA$y$ɐ

$y=-1$

_$(3,-1,0)$ʂA$z$ɐ

$z=0$

_$(3,-1,1)$ʂA$x$ɐ

$x=3$

_$(3,-1,1)$ʂA$y$ɐ

$y=-1$

_$(3,-1,1)$ʂA$z$ɐ

$z=1$

_$(3,-1,2)$ʂA$x$ɐ

$x=3$

_$(3,-1,2)$ʂA$y$ɐ

$y=-1$

_$(3,-1,2)$ʂA$z$ɐ

$z=2$

_$(3,-1,3)$ʂA$x$ɐ

$x=3$

_$(3,-1,3)$ʂA$y$ɐ

$y=-1$

_$(3,-1,3)$ʂA$z$ɐ

$z=3$

_$(3,0,-3)$ʂA$x$ɐ

$x=3$

_$(3,0,-3)$ʂA$y$ɐ

$y=0$

_$(3,0,-3)$ʂA$z$ɐ

$z=-3$

_$(3,0,-2)$ʂA$x$ɐ

$x=3$

_$(3,0,-2)$ʂA$y$ɐ

$y=0$

_$(3,0,-2)$ʂA$z$ɐ

$z=-2$

_$(3,0,-1)$ʂA$x$ɐ

$x=3$

_$(3,0,-1)$ʂA$y$ɐ

$y=0$

_$(3,0,-1)$ʂA$z$ɐ

$z=-1$

_$(3,0,0)$ʂA$x$ɐ

$x=3$

_$(3,0,0)$ʂA$y$ɐ

$y=0$

_$(3,0,0)$ʂA$z$ɐ

$z=0$

_$(3,0,1)$ʂA$x$ɐ

$x=3$

_$(3,0,1)$ʂA$y$ɐ

$y=0$

_$(3,0,1)$ʂA$z$ɐ

$z=1$

_$(3,0,2)$ʂA$x$ɐ

$x=3$

_$(3,0,2)$ʂA$y$ɐ

$y=0$

_$(3,0,2)$ʂA$z$ɐ

$z=2$

_$(3,0,3)$ʂA$x$ɐ

$x=3$

_$(3,0,3)$ʂA$y$ɐ

$y=0$

_$(3,0,3)$ʂA$z$ɐ

$z=3$

_$(3,1,-3)$ʂA$x$ɐ

$x=3$

_$(3,1,-3)$ʂA$y$ɐ

$y=1$

_$(3,1,-3)$ʂA$z$ɐ

$z=-3$

_$(3,1,-2)$ʂA$x$ɐ

$x=3$

_$(3,1,-2)$ʂA$y$ɐ

$y=1$

_$(3,1,-2)$ʂA$z$ɐ

$z=-2$

_$(3,1,-1)$ʂA$x$ɐ

$x=3$

_$(3,1,-1)$ʂA$y$ɐ

$y=1$

_$(3,1,-1)$ʂA$z$ɐ

$z=-1$

_$(3,1,0)$ʂA$x$ɐ

$x=3$

_$(3,1,0)$ʂA$y$ɐ

$y=1$

_$(3,1,0)$ʂA$z$ɐ

$z=0$

_$(3,1,1)$ʂA$x$ɐ

$x=3$

_$(3,1,1)$ʂA$y$ɐ

$y=1$

_$(3,1,1)$ʂA$z$ɐ

$z=1$

_$(3,1,2)$ʂA$x$ɐ

$x=3$

_$(3,1,2)$ʂA$y$ɐ

$y=1$

_$(3,1,2)$ʂA$z$ɐ

$z=2$

_$(3,1,3)$ʂA$x$ɐ

$x=3$

_$(3,1,3)$ʂA$y$ɐ

$y=1$

_$(3,1,3)$ʂA$z$ɐ

$z=3$

_$(3,2,-3)$ʂA$x$ɐ

$x=3$

_$(3,2,-3)$ʂA$y$ɐ

$y=2$

_$(3,2,-3)$ʂA$z$ɐ

$z=-3$

_$(3,2,-2)$ʂA$x$ɐ

$x=3$

_$(3,2,-2)$ʂA$y$ɐ

$y=2$

_$(3,2,-2)$ʂA$z$ɐ

$z=-2$

_$(3,2,-1)$ʂA$x$ɐ

$x=3$

_$(3,2,-1)$ʂA$y$ɐ

$y=2$

_$(3,2,-1)$ʂA$z$ɐ

$z=-1$

_$(3,2,0)$ʂA$x$ɐ

$x=3$

_$(3,2,0)$ʂA$y$ɐ

$y=2$

_$(3,2,0)$ʂA$z$ɐ

$z=0$

_$(3,2,1)$ʂA$x$ɐ

$x=3$

_$(3,2,1)$ʂA$y$ɐ

$y=2$

_$(3,2,1)$ʂA$z$ɐ

$z=1$

_$(3,2,2)$ʂA$x$ɐ

$x=3$

_$(3,2,2)$ʂA$y$ɐ

$y=2$

_$(3,2,2)$ʂA$z$ɐ

$z=2$

_$(3,2,3)$ʂA$x$ɐ

$x=3$

_$(3,2,3)$ʂA$y$ɐ

$y=2$

_$(3,2,3)$ʂA$z$ɐ

$z=3$

_$(3,3,-3)$ʂA$x$ɐ

$x=3$

_$(3,3,-3)$ʂA$y$ɐ

$y=3$

_$(3,3,-3)$ʂA$z$ɐ

$z=-3$

_$(3,3,-2)$ʂA$x$ɐ

$x=3$

_$(3,3,-2)$ʂA$y$ɐ

$y=3$

_$(3,3,-2)$ʂA$z$ɐ

$z=-2$

_$(3,3,-1)$ʂA$x$ɐ

$x=3$

_$(3,3,-1)$ʂA$y$ɐ

$y=3$

_$(3,3,-1)$ʂA$z$ɐ

$z=-1$

_$(3,3,0)$ʂA$x$ɐ

$x=3$

_$(3,3,0)$ʂA$y$ɐ

$y=3$

_$(3,3,0)$ʂA$z$ɐ

$z=0$

_$(3,3,1)$ʂA$x$ɐ

$x=3$

_$(3,3,1)$ʂA$y$ɐ

$y=3$

_$(3,3,1)$ʂA$z$ɐ

$z=1$

_$(3,3,2)$ʂA$x$ɐ

$x=3$

_$(3,3,2)$ʂA$y$ɐ

$y=3$

_$(3,3,2)$ʂA$z$ɐ

$z=2$

_$(3,3,3)$ʂA$x$ɐ

$x=3$

_$(3,3,3)$ʂA$y$ɐ

$y=3$

_$(3,3,3)$ʂA$z$ɐ

$z=3$



[Level3]



[Level4]


[Level5]


[Level6]


[Level7]




[EOF]

