Discuss the Comm Case

I picked up _A -> _V -> _X which reads (_AXV) when turned onto a solved cube as [ L B :: B R' B', L2 ] -- now A_ -> _U -> _W which reads (_AWU) when turned onto a solved cube is simply D [ L B :: B R' B', L2 ] D' . This is only one move off from being optimal in outer block turn metric but has the same count in quarter-turn metric.

_A -> _M -> _T which reads (_ATM) when turned onto a solved cube has a clean setup into an A-perm: (_ATM) -1-> (_ATD) -2-> (_ABD); where the first move, "-1->" is F' and the second move, "-2->" is R'
 
Last edited:
I use Noah's but I execute it like [z' l':[R' U2 R, D2]]
I think this is pretty fast
 
UBL>RUF>FRD:
[z' R: [U2, R D' R']]
[U R2 U': [R' D' R, U2]] Neat and flows. Maybe a touch too long. Try it out
[y U2 R': [U', R' D R]] Pretty nice
[z' L2: [R' D2 R, U']]

UBL>FRD>RUF:
[z' R:[R D' R', U2]] Dan's is probably the best
[U2 F: [R U2 R', D]] no rotation. I like it.
[y U2 R': [R' D R, U']]
 
Jays in comm notation is [U R':[F, R U R U' R']] or [U R':[R U R U' R', F]]
 
Back
Top