ThomasJE
Premium Member
I'm not sure whether this belongs in the OAQT or another sub-forum, so mods feel free to move this.
I currently use the Y perm for the adjacent corner swap (UFR + UBL) PLL for Ortega. So, I decided to find the optimal alg(s) for this case using this alg generator. Turns out the optimal number is 11 HTM and 13 QTM, and there are 24 cases.
This is my question:
Do/Would you use one of these optimal algs or a longer (turn count)/faster alg? And if you use a different one, what is that alg?
Here are the 24 optimal algs:
I currently use the Y perm for the adjacent corner swap (UFR + UBL) PLL for Ortega. So, I decided to find the optimal alg(s) for this case using this alg generator. Turns out the optimal number is 11 HTM and 13 QTM, and there are 24 cases.
This is my question:
Do/Would you use one of these optimal algs or a longer (turn count)/faster alg? And if you use a different one, what is that alg?
Here are the 24 optimal algs:
R F' R U R' U2 R' U' F' U F2 (11,13)
R F' R U2 F R' F' R' U2 R' F (11,13)
R F' U' R' U2 R' U R F' U F2 (11,13)
R F' U2 F' R' F' R U2 F R' F (11,13)
R U' F R U' R2 U' F' R' U F2 (11,13)
R U' F R2 U F' R' U' F2 U' F (11,13)
R U' R' U' F2 U' R U R' U F2 (11,13)
R U' R2 U' F' R' U F2 R U' F (11,13)
F' U F U R2 U F' U' F U' R2 (11,13)
F' U R' F' U F2 U R F U' R2 (11,13)
F' U R' F2 U' R F U R2 U R' (11,13)
F' U F2 U R F U' R2 F' U R' (11,13)
F' R U F U2 F U' F' R U' R2 (11,13)
F' R F' U' F U2 F U R U' R2 (11,13)
F' R F' U2 R' F R F U2 F R' (11,13)
F' R U2 R F R F' U2 R' F R' (11,13)
F2 U' F U R U2 R U' R' F R' (11,13)
F2 U' F R' U' R U2 R U F R' (11,13)
F2 U' R F U R2 U R' F' U R' (11,13)
F2 U' R U' R' U F2 U R U R' (11,13)
R2 U F' U F U' R2 U' F' U' F (11,13)
R2 U F' R' U' F2 U' F R U' F (11,13)
R2 U R' F U F' U2 F' U' R' F (11,13)
R2 U R' U' F' U2 F' U F R' F (11,13)
R F' R U2 F R' F' R' U2 R' F (11,13)
R F' U' R' U2 R' U R F' U F2 (11,13)
R F' U2 F' R' F' R U2 F R' F (11,13)
R U' F R U' R2 U' F' R' U F2 (11,13)
R U' F R2 U F' R' U' F2 U' F (11,13)
R U' R' U' F2 U' R U R' U F2 (11,13)
R U' R2 U' F' R' U F2 R U' F (11,13)
F' U F U R2 U F' U' F U' R2 (11,13)
F' U R' F' U F2 U R F U' R2 (11,13)
F' U R' F2 U' R F U R2 U R' (11,13)
F' U F2 U R F U' R2 F' U R' (11,13)
F' R U F U2 F U' F' R U' R2 (11,13)
F' R F' U' F U2 F U R U' R2 (11,13)
F' R F' U2 R' F R F U2 F R' (11,13)
F' R U2 R F R F' U2 R' F R' (11,13)
F2 U' F U R U2 R U' R' F R' (11,13)
F2 U' F R' U' R U2 R U F R' (11,13)
F2 U' R F U R2 U R' F' U R' (11,13)
F2 U' R U' R' U F2 U R U R' (11,13)
R2 U F' U F U' R2 U' F' U' F (11,13)
R2 U F' R' U' F2 U' F R U' F (11,13)
R2 U R' F U F' U2 F' U' R' F (11,13)
R2 U R' U' F' U2 F' U F R' F (11,13)
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