Random Cubing Discussion

Am I the only one who first learnt the U perms with the solved edge facing me?

I know two Ua perms and two Ub perms that I use during speedsolves and all of them have the solved edge facing me. The only ones I know that don't always have the solved edge facing me are the 7 STM/9 HTM ones that I do intuitively for FMC.
 
Once again I gave up on CN, for good this time. I still, after 2 weeks or so, have problems solving on yellow. And if I do an average dual color neutral, solving on yellow kills my lookahead and gets me horrible times. Switching around is the biggest problem. Exclusively solving yellow is fine after a while, but doing both is hard.
I'm happy if I can get dual color neutral, and it seems like a goal that I can actually accomplish.
 
So that includes BLD commutators then? I suppose Roman must know many thousands of algorithms, considering how many different types of pieces he solves on 10BLD.
No, for me commutators are intuitive moves. Like entire solves, they are groups of groups of moves that are in the "whole 3x3 substep". My definition is incomplete, but I knew you were going to understand it anyway.
Am I the only one who first learnt the U perms with the solved edge facing me?
No, you aren't ;) I also did, but I've learnt the optimal algorithms instead of the 2-gen one.

...

What do you think about this J-perm: R' U' R F2 R' U R F' R' U' R F' R' U R F' ?
Credit to DGraciaRubik for the idea of a J-perm made by treating pairs like pieces, and for writing this quite simple algorithm:
(r' D' r) U (r' D r) U (r' D' r) U2 (r' D R)
On this thread.
I transformed it into the algorithm you see above using this tool.

Maybe this one be better: R' F' R D2 R' F R D' R' F' R D' R' F R D'
 
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No, for me commutators are intuitive moves. Like entire solves, they are groups of groups of moves that are in the "whole 3x3 substep". My definition is incomplete, but I knew you were going to understand it anyway.

No, you aren't ;) I also did, but I've learnt the optimal algorithms instead of the 2-gen one.

...

What do you think about this J-perm: R' U' R F2 R' U R F' R' U' R F' R' U R F' ?
Credit to DGraciaRubik for the idea of a J-perm made by treating pairs like pieces, and for writing this quite simple algorithm:
(r' D' r) U (r' D r) U (r' D' r) U2 (r' D R)
On this thread.
I transformed it into the algorithm you see above using this tool.

Maybe this one be better: R' F' R D2 R' F R D' R' F' R D' R' F R D'

That J perm is good but I think the existing one is so good people won't bother switching?.

Cool alg anyway.
 
I heard Moyu is going to make a new 100x100 cube, so I wanted to make a scrambler for it. I figure since TNoodle uses Java I should too. Is this a good start?

Code:
OneHundredByOneHundredByOneHundredCubeRandomStateScramblerFactory
 oneHundredByOneHundredByOneHundredCubeRandomStateScramblerFactory =
 new OneHundredByOneHundredByOneHundredCubeRandomStateScramblerFactory();
OneHundredByOneHundredByOneHundredCubeRandomStateScrambler
 oneHundredByOneHundredByOneHundredCubeRandomStateScrambler =
 oneHundredByOneHundredByOneHundredCubeRandomStateScramblerFactory
  .newOneHundredByOneHundredByOneHundredCubeRandomStateScrambler();
 
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I heard Moyu is going to make a new 100x100 cube, so I wanted to make a scrambler for it. I figure since TNoodle uses Java I should too. Is this a good start?

Code:
OneHundredByOneHundredByOneHundredCubeRandomStateScramblerFactory
 oneHundredByOneHundredByOneHundredCubeRandomStateScramblerFactory =
 new OneHundredByOneHundredByOneHundredCubeRandomStateScramblerFactory();
OneHundredByOneHundredByOneHundredCubeRandomStateScrambler
 oneHundredByOneHundredByOneHundredCubeRandomStateScrambler =
 oneHundredByOneHundredByOneHundredCubeRandomStateScramblerFactory
  .newOneHundredByOneHundredByOneHundredCubeRandomStateScrambler();

wow that is amazing can you write me another one in whitespace? ill give you 5 dollars and florian mod your 100x100 thanks
 
c88rlSS.png

1 2 3 4 5 6 7 8 9 10 11
38 13 14 15 16 17 18 19 20 21 22
23 24 25 26 27 28 29 30 31 32 33
34 35 36 37 12 39 40 41 42 43 44
45 46 47 48 0 50 51 52 53 54 55
56 57 58 59 86 61 62 63 64 65 66
67 68 69 70 71 72 73 74 75 76 77
78 79 80 81 82 83 84 85 60 87 88
89 90 91 92 93 94 95 96 97 98 99
100 101 102 103 104 105 106 107 108 109 110
111 112 113 114 115 116 117 118 120 119 49
fix the black pieces in position so they cant move. the 12 and 86 cant be solved in less than 6250 moves

and heres the optimal solutation

Code:
UUUURRDDDDDDDDRRUUUUUUUUUULLLLLLLLLDLDDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUUUULLLLLLLLLDLDDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUUUULLLLLLLLLDLDDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUUUULLLLLLLLLDLDDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUUUULLLLLLLLLDLDDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUUUULLLLLLLLLDLDDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUUUULLLLLLLLLDLDDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUUUULLLLLLLLLDLDDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUUUULLLLLLLLLDLDDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUUUULLLLLLLLLDLDDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUUUULLLLLLLLLDLDDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUUUULLLLLLLLLDLDDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUUUULLLLLLLLLDLDDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUUUULLLLLLLLLDLDDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUUUULLLLLLLLLDLDDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUUUULLLLLLLLLDLDDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUUUULLLLLLLLLDLDDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUUUULLLLLLLLLDLDDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUUUULLLLLLLLLDLDDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUUUULLLLLLLLLDLDDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUUUULLLLLLLLLDLDDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUUUULLLLLLLLLDLDDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUUUULLLLLLLLLDLDDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUUUULLLLLLLLLDLDDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUUUULLLLLLLLLDLDDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUUUULLLLLLLLLDLDDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUUUULLLLLLLLLDLDDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUUUULLLLLLLLLDLDDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUUUULLLLLLLLLDLDDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUUUULLLLLLLLLDLDDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUUUULLLLLLLLLDLDDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUUUULLLLLLLLLDLDDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUUUULLLLLLLLLDLDDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUUUULLLLLLLLLDLDDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUUUULLLLLLLLLDLDDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUUUULLLLLLLLLLDRURRRRRRRRRDDDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUUURURRRRRRRRRDDDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUUURURRRRRRRRRDDDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUUURURRRRRRRRRDDDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUUURURRRRRRRRRDDDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUUURURRRRRRRRRDDDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUUURURRRRRRRRRDDDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUUURURRRRRRRRRDDDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUUURURRRRRRRRRDDDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUUURURRRRRRRRRDDDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUUURURRRRRRRRRDDDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUUURURRRRRRRRRDDDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUUURURRRRRRRRRDDDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUUURURRRRRRRRRDDDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUUURURRRRRRRRRDDDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUUURURRRRRRRRRDDDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUUURURRRRRRRRRDDDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUUURURRRRRRRRRDDDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUUURURRRRRRRRRDDDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUUURURRRRRRRRRDDDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUUURURRRRRRRRRDDDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUUURURRRRRRRRRDDDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUUURURRRRRRRRRDDDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUUURURRRRRRRRRDDDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUUURURRRRRRRRRDDDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUUURURRRRRRRRRDDDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUUURURRRRRRRRRDDDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUUURURRRRRRRRRDDDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUUURURRRRRRRRRDDDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUUURURRRRRRRRRDDDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUUURURRRRRRRRRDDDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUUURURRRRRRRRRDDDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUUURURRRRRRRRRDDDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUUUURRRRRRRRRRDDDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUUUURRRRRRRRRRDDDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUUUURRRRRRRRRRDDDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUUUURRRRRRRRRRDDDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUUUURRRRRRRRRRDDDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUUUURRRRRRRRRRDDDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUUUURRRRRRRRRRDDDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUUUURRRRRRRRRRDDDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUUUURRRRRRRRRRDDDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUUUURRRRRRRRRRDDDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUUUURRRRRRRRRRDDDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUUUURRRRRRRRRRDDDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUUUURRRRRRRRRRDDDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUUUURRRRRRRRRRDDDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUUUURRRRRRRRRRDDDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUUUURRRRRRRRRRDDDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUUUURRRRRRRRRRDDDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUUUURRRRRRRRRRDDDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUUUURRRRRRRRRRDDDDDDDDDD


and heres the graph of the gods algorithm depth table

orfECXD.png
 
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c88rlSS.png

1 2 3 4 5 6 7 8 9 10 11
38 13 14 15 16 17 18 19 20 21 22
23 24 25 26 27 28 29 30 31 32 33
34 35 36 37 12 39 40 41 42 43 44
45 46 47 48 0 50 51 52 53 54 55
56 57 58 59 86 61 62 63 64 65 66
67 68 69 70 71 72 73 74 75 76 77
78 79 80 81 82 83 84 85 60 87 88
89 90 91 92 93 94 95 96 97 98 99
100 101 102 103 104 105 106 107 108 109 110
111 112 113 114 115 116 117 118 120 119 49
fix the black pieces in position so they cant move. the 12 and 86 cant be solved in less than 6250 moves

and heres the optimal solutation

Code:
UUUURRDDDDDDDDRRUUUUUUUUUULLLLLLLLLDLDDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUUUULLLLLLLLLDLDDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUUUULLLLLLLLLDLDDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUUUULLLLLLLLLDLDDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUUUULLLLLLLLLDLDDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUUUULLLLLLLLLDLDDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUUUULLLLLLLLLDLDDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUUUULLLLLLLLLDLDDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUUUULLLLLLLLLDLDDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUUUULLLLLLLLLDLDDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUUUULLLLLLLLLDLDDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUUUULLLLLLLLLDLDDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUUUULLLLLLLLLDLDDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUUUULLLLLLLLLDLDDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUUUULLLLLLLLLDLDDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUUUULLLLLLLLLDLDDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUUUULLLLLLLLLDLDDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUUUULLLLLLLLLDLDDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUUUULLLLLLLLLDLDDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUUUULLLLLLLLLDLDDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUUUULLLLLLLLLDLDDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUUUULLLLLLLLLDLDDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUUUULLLLLLLLLDLDDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUUUULLLLLLLLLDLDDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUUUULLLLLLLLLDLDDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUUUULLLLLLLLLDLDDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUUUULLLLLLLLLDLDDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUUUULLLLLLLLLDLDDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUUUULLLLLLLLLDLDDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUUUULLLLLLLLLDLDDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUUUULLLLLLLLLDLDDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUUUULLLLLLLLLDLDDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUUUULLLLLLLLLDLDDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUUUULLLLLLLLLDLDDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUUUULLLLLLLLLDLDDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUURRDDDDDDDDRRUUUUUUUUUULLLLLLLLLLDRURRRRRRRRRDDDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUUURURRRRRRRRRDDDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUUURURRRRRRRRRDDDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUUURURRRRRRRRRDDDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUUURURRRRRRRRRDDDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUUURURRRRRRRRRDDDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUUURURRRRRRRRRDDDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUUURURRRRRRRRRDDDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUUURURRRRRRRRRDDDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUUURURRRRRRRRRDDDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUUURURRRRRRRRRDDDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUUURURRRRRRRRRDDDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUUURURRRRRRRRRDDDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUUURURRRRRRRRRDDDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUUURURRRRRRRRRDDDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUUURURRRRRRRRRDDDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUUURURRRRRRRRRDDDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUUURURRRRRRRRRDDDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUUURURRRRRRRRRDDDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUUURURRRRRRRRRDDDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUUURURRRRRRRRRDDDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUUURURRRRRRRRRDDDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUUURURRRRRRRRRDDDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUUURURRRRRRRRRDDDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUUURURRRRRRRRRDDDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUUURURRRRRRRRRDDDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUUURURRRRRRRRRDDDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUUURURRRRRRRRRDDDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUUURURRRRRRRRRDDDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUUURURRRRRRRRRDDDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUUURURRRRRRRRRDDDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUUURURRRRRRRRRDDDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUUURURRRRRRRRRDDDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUUUURRRRRRRRRRDDDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUUUURRRRRRRRRRDDDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUUUURRRRRRRRRRDDDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUUUURRRRRRRRRRDDDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUUUURRRRRRRRRRDDDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUUUURRRRRRRRRRDDDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUUUURRRRRRRRRRDDDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUUUURRRRRRRRRRDDDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUUUURRRRRRRRRRDDDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUUUURRRRRRRRRRDDDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUUUURRRRRRRRRRDDDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUUUURRRRRRRRRRDDDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUUUURRRRRRRRRRDDDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUUUURRRRRRRRRRDDDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUUUURRRRRRRRRRDDDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUUUURRRRRRRRRRDDDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUUUURRRRRRRRRRDDDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUUUURRRRRRRRRRDDDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUULLDDDDDDDDLLUUUUUUUUUURRRRRRRRRRDDDDDDDDDD


and heres the graph of the gods algorithm depth table

orfECXD.png

o wow if you do the same snake type of thing using the 15x15 and use tiles 33 and 146 then gods number is 19940
 
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As of last night, I was ranked exactly 10000th in the world in 3x3 average. That's actually kind of cool, if it weren't for the fact that I don't do well at comps. (My global average is right about sub 20)
 
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what about this method:

make a side, make opposite side, permute bottom, permute top, E slice

or:

make bottom layer, make top layer, E slice
 
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