Ollie
Member
This was mostly for my benefit, but I have made some improvements to my original list of comms for wings. I've experimented with different algs for every case to find the fastest (and move-optimal if possible) alg for each cycle.
Clicky wicky woo
Improvements this time round:
1. Algs are now in commutator notation - saved so much time.
2. Comment section explains the trickier algs. It also explains why some of the faster algs are not move-optimal or vice versa and provides alternate algs.
3. The move-optimal column simply states whether the alg is move-optimal or not, obviously.
4. There are already a few lists for 3x3x3 edges out there that are much better than I could ever produce, so I've simply added a column that states if the 3-style alg can directly be applied to midges or 3x3x3 edges.
5. Because algs are now in commutator notation it also states whether cancellations need to be memorized to execute a cycle as fast as possible.
EDIT: You can now substitute the scheme for your own if you go to File -> Download as -> Excel file
Scrutinize at will, though I honestly think the vast majority are move-optimal and speed-optimal.
Clicky wicky woo
Improvements this time round:
1. Algs are now in commutator notation - saved so much time.
2. Comment section explains the trickier algs. It also explains why some of the faster algs are not move-optimal or vice versa and provides alternate algs.
3. The move-optimal column simply states whether the alg is move-optimal or not, obviously.
4. There are already a few lists for 3x3x3 edges out there that are much better than I could ever produce, so I've simply added a column that states if the 3-style alg can directly be applied to midges or 3x3x3 edges.
5. Because algs are now in commutator notation it also states whether cancellations need to be memorized to execute a cycle as fast as possible.
EDIT: You can now substitute the scheme for your own if you go to File -> Download as -> Excel file
Scrutinize at will, though I honestly think the vast majority are move-optimal and speed-optimal.
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