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Lin PLL Algorithms - Speed Cube Database
0/21

Lin PLL

SQ1

Description

Number Of Cases:
21

Subsets

0/21
  • /3,0/1,0/0,-3/-1,0/-3,0/1,0/0,3/-1,0
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  • 1,0/0,-3/-1,0/3,0/1,0/0,3/-1,0/-3,0/
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  • /(3,3)/(0,3)/(1,1)/(-1,-4)/(-3,-3)/
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  • (1,0)/(5,-1)/(-5,1)/(3,0)/(5,-1)/(-5,1)/(-1,0)
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  • 1,0/-3,0/3,3/0,-3/2,0/-3,0/3,3/0,-3/
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  • /-3,0/3,3/0,-3/-2,0/-3,0/3,3/0,-3/-1,0
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  • /3,3/1,-2/2,2/-3,0/-3,-3/
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  • 1,0/-1,-1/-3,0/3,0/1,4/-3,0/3,0/2,-4/-3,0/0,1
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  • 1,0/3,-3/3,0/-3,0/0,3/-3,0/
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  • /3,-3/3,0/-3,0/0,3/-3,0/-1,0
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  • /-3,0/3,0/-3,0/0,-3/4,1/-1,2/-3,-3/
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  • 1,0/3,0/-3,0/3,0/0,3/2,5/1,4/3,3/-1,0
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  • /3,0/-3,-3/0,3/4,0/3,0/-3,-3/0,3/-1,0
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  • 1,0/3,0/3,3/3,0/5,0/0,3/3,3/0,3/
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  • /3,3/-3,0/3,3/-3,0/3,3/
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  • 1,0/3,3/-3,0/3,3/-3,0/3,3/
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  • /-3,3/3,-3/-2,0/0,3/0,-3/0,3/0,-3/-1,0
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  • 1,0/0,3/0,-3/0,3/0,-3/-1,0/-3,3/3,-3/
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  • 1,0/-3,3/3,-3/-4,0/0,3/0,-3/0,3/0,-3/
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  • /0,3/0,-3/0,3/0,-3/1,0/-3,3/3,-3/-1,0
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  • 1,0/3,0/-4,-1/0,-3/3,0/1,-2/0,3/0,3/-4,-1/0,1
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