[6,0][1,0][1,0][1,0] |
[5,0][1,0][6/5,0]* |
[4,0][1,0][3/2,0]* |
[3,0][1,0][2,0]* |
[1,0]* |
[3,1][7/3,0][1,0]* |
[2,1][7/2,0][1,0]* |
[1,1][5,0][1,0]* |
[3,1][8/3,0][1,0]* |
[1,0]* |
[2,1][2,0][1,0]* |
[2,1][9/2,0][1,0]* |
[1,0]* |
[3,0][1,0](-1,1,[1]) |
# |
[1,0]* |
[3,0][2,0]* |
[3,0](-1,4/3,[1]) |
[1,0]* |
[2,0][3,0]* |
[2,1][1/2,1][5,0]* |
[1,0]* |
[1,1][3,0]* |
[1,1][2,0]* |
[1,0]* |
[3,0][2,0]* |
[3,1][2/3,1][5,0]* |
[1,0]* |
[1,0]* |
[2,1][3/2,0]* |
[2,1](-1,1,[1]) |
[1,0]* |
[2,0][3,0]* |
[2,1][3/2,0]* |
[1,0]* |
[2,1][3/2,0]* |
[1,0]* |
[1,0]* |
[1,0]* |
# |
[1,0]* |
[3,0](-1,4/3,[1]) |
[1,0]* |
[2,2][1,0][3/2,0]* |
# |
[1,0]* |
[2,0](-1,5/2,[1]) |
[1,0]* |
[2,0](-1,5/2,[1]) |
[2,1][1/2,0](-1,4,[1]) |
# |
[1,0]* |
[1,1](-1,4,[1]) |
[1,0]* |
[1,1](-1,4,[1]) |
# |
[1,0]* |
[3,0](-1,5/3,[1]) |
[1,0]* |
[3,0](-1,5/3,[1]) |
[3,1][2/3,0](-1,4,[1]) |
# |
# |
[1,0]* |
[2,1](-1,1,[1]) |
[1,0]* |
[1,0]* |
# |
[1,0]* |
[2,0](-1,7/2,[1]) |
[1,0]* |
[2,0](-1,7/2,[1]) |
# |
[1,0]* |
[1,1][2,0]* |
[1,0]* |
# |
[1,0]* |
|
# |
[1,0]* |
[3,0](-1,1,[1]) |
# |
[1,2][4,0][1,0]* |
[1,2][4,0][1,0]* |
[1,3][2,0][1,0]* |
|
# |
[1,0]* |
[2,0](-1,2,[1]) |
# |
[1,0]* |
[2,0](-1,2,[1]) |
[1,0]* |
[2,0](-1,2,[1]) |
[2,1][1/2,0](-1,3,[1]) |
|
# |
[1,0]* |
[1,1](-1,3,[2]) |
# |
[1,0]* |
[1,1](-1,3,[2]) |
|
# |
[1,0]* |
[3,0](-1,1,[1]) |
# |
[1,0]* |
[3,0](-1,4/3,[1]) |
[1,0]* |
[3,0](-1,4/3,[1]) |
[3,1][2/3,0](-1,3,[1]) |
|
# |
[1,0]* |
[1,2][2,0]* |
[1,0]* |
# |
[1,0]* |
|
# |
[1,0]* |
[2,0](-1,5/2,[2]) |
[1,0]* |
# |
[1,0]* |
[2,0](-1,5/2,[2]) |
|
[1,0]* |
# |
[1,0]* |
[1,1](-1,1,[1]) |
# |
# |
|
[1,0]* |
# |
[1,0]* |
[1,1][3,0]* |
|
[1,0]* |
[1,1][3,0]* |
[1,2][1,0]* |
[1,0]* |
[1,2][1,0]* |
[1,1][3,0]* |
[1,0]* |
[1,2][1,0]* |
[1,2][1,0]* |
|
# |
[1,0]* |
[2,0](-1,3/2,[1]) |
|
# |
[1,0]* |
[2,0](-1,3/2,[1]) |
# |
[1,0]* |
[2,0](-1,3/2,[1]) |
[1,0]* |
[2,0](-1,3/2,[1]) |
[2,1][1/2,0](-1,2,[1]) |
|
# |
[1,0]* |
[1,1](-1,2,[2]) |
|
# |
[1,0]* |
[1,1](-1,2,[2]) |
|
# |
[1,0]* |
[2,1][3/2,0]* |
|
# |
[1,0]* |
[3,0](-2,1,[2, 1]) |
# |
[1,0]* |
[3,0](-1,1,[1]) |
[1,0]* |
[3,0](-1,1,[1]) |
[3,1][2/3,0](-1,2,[1]) |
|
[1,0]* |
[1,0]* |
# |
[1,0]* |
[1,1](-1,1,[1]) |
[1,0]* |
|
# |
|
# |
[1,0]* |
[2,0](-1,2,[1]) |
[1,0]* |
|
# |
[1,0]* |
[2,0](-1,3/2,[2]) |
|
[1,0]* |
|
[1,0]* |
# |
[1,0]* |
[1,0]* |
|
[1,0]* |
|
[1,0]* |
# |
[1,0]* |
[1,1](-1,2,[1]) |
|
[1,0]* |
# |
[1,0]* |
[1,1](-1,3,[1]) |
[1,0]* |
[1,1](-1,3,[1]) |
# |
[1,0]* |
[1,1](-1,3,[1]) |
[1,0]* |
[1,1](-1,3,[1]) |
[1,0]* |
# |
[1,0]* |
[1,1](-1,1,[1]) |
[1,0]* |
[1,1](-1,1,[1]) |
|
# |
[1,0]* |
[2,0](-1,1,[1]) |
|
# |
[1,0]* |
[2,0](-1,1,[1]) |
|
# |
[1,0]* |
[2,0](-1,1,[1]) |
# |
[1,0]* |
[2,0](-1,1,[1]) |
[1,0]* |
[2,0](-1,1,[1]) |
[2,1][1/2,0](-1,1,[1]) |
|
# |
[1,0]* |
[1,1](-1,2,[1]) |
|
# |
[1,0]* |
[1,1](-1,1,[2]) |
|
# |
[1,0]* |
[1,2][2,0]* |
|
[1,0]* |
# |
[1,0]* |
[2,1][3/2,0]* |
[1,1][3,0]* |
|
# |
[1,0]* |
[1,1][3,0]* |
# |
[1,0]* |
[2,1][3/2,0]* |
[1,0]* |
[3,0](-2,1,[2, 1]) |
[3,1][2/3,0](-1,1,[1]) |
|
[1,0]* |
[1,0]* |
|
[1,0]* |
# |
[1,0]* |
[1,0]* |
# |
|
# |
[1,0]* |
[2,0](-1,3/2,[1]) |
# |
|
# |
[1,0]* |
[2,0](-2,1,[2, 1]) |
|
# |
|
[1,0]* |
|
[1,0]* |
[1,0]* |
|
# |
|
[1,0]* |
|
# |
[1,0]* |
[1,1](-1,1,[1]) |
|
[1,0]* |
|
# |
[1,0]* |
[1,1](-1,2,[2]) |
[1,0]* |
# |
[1,0]* |
[1,1](-1,2,[2]) |
|
[1,0]* |
[1,0]* |
# |
[1,0]* |
[1,1](-1,2,[2]) |
# |
[1,0]* |
[1,1](-1,2,[2]) |
[1,0]* |
|
[1,0]* |
# |
[1,0]* |
[1,0]* |
[1,0]* |
# |
[1,0]* |
[1,0]* |
|
[1,0]* |
# |
[1,0]* |
[1,1][2,0]* |
|
# |
[1,0]* |
[1,1][2,0]* |
|
[1,0]* |
# |
[1,0]* |
[1,1][2,0]* |
|
# |
[1,0]* |
[1,1][2,0]* |
[1,0]* |
# |
[1,0]* |
[1,1][2,0]* |
[1,0]* |
[1,1][2,0]* |
[1,1][2,0]* |
|
[1,0]* |
# |
[1,0]* |
[1,1](-1,1,[2]) |
|
# |
[1,0]* |
[1,1](-1,1,[1]) |
|
[1,0]* |
# |
[1,0]* |
[1,1](-1,1,[1]) |
|
[1,0]* |
|
[1,0]* |
# |
[1,0]* |
[1,2][2,0]* |
[1,0]* |
[1,1](-1,2,[1]) |
|
[1,0]* |
[1,0]* |
# |
[1,0]* |
[1,1](-1,2,[1]) |
|
# |
[1,0]* |
[1,2][2,0]* |
[1,0]* |
# |
[1,0]* |
[2,1][3/2,0]* |
[1,1][3,0]* |
[1,0]* |
[1,1][3,0]* |
[2,1][3/2,0]* |
|
# |
# |
|
[1,0]* |
|
[1,0]* |
[1,0]* |
|
# |
[1,0]* |
[2,0](-1,1,[1]) |
|
# |
[1,0]* |
[1,1][2,0]* |
[1,1][2,0]* |
|
# |
|
# |
# |
|
# |
|
[1,0]* |
# |
[1,0]* |
[1,0]* |
|
# |
|
# |
[1,0]* |
[1,1](-1,2,[1]) |
[1,0]* |
|
# |
[1,0]* |
[1,1](-1,1,[2]) |
|
[1,0]* |
[1,0]* |
|
# |
[1,0]* |
[1,1](-1,1,[2]) |
|
# |
[1,0]* |
[1,1](-1,2,[1]) |
# |
|
[1,0]* |
|
[1,0]* |
[1,0]* |
[1,0]* |
|
[1,0]* |
[1,0]* |
|
[1,0]* |
|
[1,0]* |
# |
[1,0]* |
[1,1](-1,1,[1]) |
|
[1,0]* |
[1,0]* |
# |
[1,0]* |
[1,1](-1,1,[1]) |
|
[1,0]* |
|
[1,0]* |
# |
[1,0]* |
[1,1](-1,1,[1]) |
|
[1,0]* |
[1,0]* |
# |
[1,0]* |
[1,1](-1,1,[1]) |
[1,0]* |
|
[1,0]* |
# |
[1,0]* |
[1,1](-1,1,[1]) |
[1,0]* |
[1,0]* |
# |
[1,0]* |
[1,1](-1,1,[1]) |
[1,0]* |
[1,1](-1,1,[1]) |
|
[1,0]* |
|
# |
[1,0]* |
[1,1](-1,1,[1]) |
|
[1,0]* |
# |
[1,0]* |
[1,0]* |
|
[1,0]* |
|
[1,0]* |
# |
[1,0]* |
[1,0]* |
|
# |
|
[1,0]* |
|
[1,0]* |
# |
[1,0]* |
[1,1](-1,1,[1]) |
# |
[1,0]* |
[1,1](-1,1,[1]) |
|
[1,0]* |
[1,0]* |
|
# |
[1,0]* |
[1,1](-1,1,[1]) |
|
[1,0]* |
# |
[1,0]* |
[1,1](-1,1,[1]) |
[1,0]* |
|
[1,0]* |
# |
[1,0]* |
[1,2][2,0]* |
[1,0]* |
[1,1](-1,2,[1]) |
[1,0]* |
[1,0]* |
# |
[1,0]* |
[1,1](-1,2,[1]) |
[1,0]* |
[1,2][2,0]* |
|
# |
|
# |
# |
|
[1,0]* |
# |
[1,0]* |
[1,1][2,0]* |
|
[1,0]* |
[1,0]* |
# |
[1,0]* |
[1,1](-1,1,[1]) |
[1,0]* |
[1,1](-1,1,[1]) |
|
[1,0]* |
|
[1,0]* |
[1,0]* |
|
[1,0]* |
# |
[1,0]* |
[1,1](-1,1,[2]) |
# |
|
[1,0]* |
# |
[1,0]* |
[1,0]* |
|
# |
# |
|
[1,0]* |
# |
[1,0]* |
[1,0]* |
|
# |
[1,0]* |
[1,1](-1,1,[2]) |
|
# |
|
# |
# |
# |
|
# |
# |
|
# |
|
[1,0]* |
|
[1,0]* |
# |
[1,0]* |
[1,0]* |
|
[1,0]* |
[1,0]* |
|
[1,0]* |
# |
[1,0]* |
[1,0]* |
|
# |
|
[1,0]* |
|
[1,0]* |
# |
[1,0]* |
[1,0]* |
|
[1,0]* |
[1,0]* |
|
[1,0]* |
# |
[1,0]* |
[1,0]* |
# |
|
[1,0]* |
|
[1,0]* |
# |
[1,0]* |
[1,0]* |
[1,0]* |
[1,0]* |
|
[1,0]* |
# |
[1,0]* |
[1,0]* |
[1,0]* |
# |
[1,0]* |
[1,0]* |
|
# |
|
[1,0]* |
# |
[1,0]* |
[1,0]* |
|
[1,0]* |
|
[1,0]* |
[1,0]* |
|
# |
|
[1,0]* |
|
[1,0]* |
[1,0]* |
|
# |
|
[1,0]* |
|
[1,0]* |
# |
[1,0]* |
[1,0]* |
|
[1,0]* |
# |
[1,0]* |
[1,0]* |
|
# |
# |
|
[1,0]* |
# |
[1,0]* |
[1,0]* |
|
[1,0]* |
|
[1,0]* |
# |
[1,0]* |
[1,0]* |
# |
|
[1,0]* |
|
[1,0]* |
# |
[1,0]* |
[1,1](-1,1,[1]) |
# |
[1,0]* |
[1,1](-1,1,[1]) |
[1,0]* |
[1,0]* |
|
# |
[1,0]* |
[1,1](-1,1,[1]) |
[1,0]* |
# |
[1,0]* |
[1,1](-1,1,[1]) |
|
[1,0]* |
|
[1,0]* |
# |
[1,0]* |
[1,1](-1,1,[1]) |
|
[1,0]* |
[1,0]* |
|
[1,0]* |
# |
[1,0]* |
[1,0]* |
[1,0]* |
# |
[1,0]* |
[1,0]* |
|
# |
|
# |
# |
|
[1,0]* |
|
# |
[1,0]* |
[1,1](-1,1,[1]) |
|
[1,0]* |
|
[1,0]* |
[1,0]* |
|
[1,0]* |
|
[1,0]* |
[1,0]* |
|
[1,0]* |
# |
[1,0]* |
[1,1](-1,1,[1]) |
|
# |
|
[1,0]* |
|
[1,0]* |
[1,0]* |
|
# |
# |
|
[1,0]* |
|
[1,0]* |
[1,0]* |
|
# |
|
[1,0]* |
|
[1,0]* |
[1,0]* |
|
# |
# |
|
[1,0]* |
|
[1,0]* |
[1,0]* |
|
# |
|
[1,0]* |
|
[1,0]* |
[1,0]* |
# |
# |
|
[1,0]* |
|
[1,0]* |
[1,0]* |
[1,0]* |
|
[1,0]* |
[1,0]* |
|
[1,0]* |
|
[1,0]* |
[1,0]* |
|
# |
|
# |
# |
|
# |
|
# |
# |
|
# |
|
[1,0]* |
|
[1,0]* |
[1,0]* |
|
[1,0]* |
|
[1,0]* |
[1,0]* |
|
[1,0]* |
|
[1,0]* |
[1,0]* |
|
# |
|
[1,0]* |
|
[1,0]* |
[1,0]* |
|
# |
|
[1,0]* |
|
[1,0]* |
# |
[1,0]* |
[1,0]* |
|
[1,0]* |
# |
[1,0]* |
[1,0]* |
# |
# |
|
[1,0]* |
# |
[1,0]* |
[1,0]* |
[1,0]* |
|
[1,0]* |
# |
[1,0]* |
[1,0]* |
|
# |
|
[1,0]* |
|
[1,0]* |
# |
[1,0]* |
[1,0]* |
|
# |
# |
|
[1,0]* |
|
[1,0]* |
[1,0]* |
[1,0]* |
|
[1,0]* |
[1,0]* |
|
# |
|
[1,0]* |
# |
[1,0]* |
[1,0]* |
|
# |
|
# |
# |
|
# |
|
# |
# |
|
[1,0]* |
|
[1,0]* |
[1,0]* |
# |
[1,0]* |
[1,0]* |
|
# |
|
# |
# |
|
# |
|
# |
# |
|
# |
|
# |
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|
# |
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|
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|
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# |
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|
# |
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|
# |
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# |
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|
# |
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# |
# |
|
# |
|
# |
# |
|
# |
|
# |
# |
|
# |
|
# |
# |
|
# |
|
[1,0]* |
|
[1,0]* |
[1,0]* |
|
[1,0]* |
|
[1,0]* |
[1,0]* |
|
[1,0]* |
|
[1,0]* |
[1,0]* |
# |
|
[1,0]* |
|
[1,0]* |
[1,0]* |
|
# |
|
[1,0]* |
|
[1,0]* |
[1,0]* |
|
# |
|
# |
# |
# |
|
# |
# |
|
[1,0]* |
|
[1,0]* |
[1,0]* |
|
# |
|
[1,0]* |
[1,0]* |
|
[1,0]* |
[1,0]* |
|
# |
|
# |
# |
|
# |
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# |
# |
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# |
# |