Sakarie
Veteran
Right now I'm trying to find and right down speed optimized corner three cycles, with UBR as buffer.
What I've noticed is that the worst cases are what Beyer/Hardwick calls Per Special and the Cyclic Shifts. If we corporate, could we find algorithms (not necessarily easy commutators) for them? There are a total of 16 possible Per Special, 6 with fixed buffer, and 48 (?) possible Cyclic shifts, 18 with fixed buffer. What algorithms do you use? (I don't know if these are the "real" name, but the only name I've heard.)
For Per Special I use the "school example":
UBR-DFR-UFL: U' R2 U R2 U F2 U' R2 U' R2 U F2
UBR-DBL-UFL: B2 U' L2 U L2 U B2 U' L2 U' L2 U
UBR-DFR-DBL: B2 D' R2 D R2 D B2 D' R2 D' R2 D
and the inverses of those.
I don't find them good enough, except for maybe the first one.
For cyclic shifts I use this:
UBR-RFU-BUL: L F' U2 F L' F' L U2 L' F
but changing L, F and U to what matches. What I don't do, for some reason, is cuberotating more than x', and if I do
UBR-RFU-FRD: B' D R2 D' B D B' R2 B D'
I really do the B-moves. I can't find another explanation (to why I don't do y alg y') than that I don't want to change to another "almost good enough alg". But what possibilities are there?
What I've noticed is that the worst cases are what Beyer/Hardwick calls Per Special and the Cyclic Shifts. If we corporate, could we find algorithms (not necessarily easy commutators) for them? There are a total of 16 possible Per Special, 6 with fixed buffer, and 48 (?) possible Cyclic shifts, 18 with fixed buffer. What algorithms do you use? (I don't know if these are the "real" name, but the only name I've heard.)
For Per Special I use the "school example":
UBR-DFR-UFL: U' R2 U R2 U F2 U' R2 U' R2 U F2
UBR-DBL-UFL: B2 U' L2 U L2 U B2 U' L2 U' L2 U
UBR-DFR-DBL: B2 D' R2 D R2 D B2 D' R2 D' R2 D
and the inverses of those.
I don't find them good enough, except for maybe the first one.
For cyclic shifts I use this:
UBR-RFU-BUL: L F' U2 F L' F' L U2 L' F
but changing L, F and U to what matches. What I don't do, for some reason, is cuberotating more than x', and if I do
UBR-RFU-FRD: B' D R2 D' B D B' R2 B D'
I really do the B-moves. I can't find another explanation (to why I don't do y alg y') than that I don't want to change to another "almost good enough alg". But what possibilities are there?