that does the exact same thing as F R' F' r U R U' r' which is a good COLL.

the inverse of the common r U R' U' r' F R F' OLL for the T OCLL.

Your alg is a commutator.
There is much to learn.
 
Commutator I use in OLL.

A= D
B= R U R'

[D, R U R']

I can sub 1 easily (and I am really slow).
 
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that does the exact same thing as F R' F' r U R U' r' which is a good COLL.

the inverse of the common r U R' U' r' F R F' OLL for the T OCLL.

Your alg is a commutator.
There is much to learn.

Ah thanks. I don't have much knowledge of commutators, except for what they are.
I also use that first algorithm you showed, I didn't realize there were the same.
 
oll1_2.gif


S U F R2 U' R2 U' R2 U R2 f'

Air-jeff! :)
 
Anyone have a good OH alg for flipping 2 adjacent edges (on top preferably)

Doesn't matter if it's pure flip or not, just flipping 2 adjacent edges OH
 
Hey I just found some funny alg for flipping 2 corners while playing around. It shows the power of playing around with F2L pairs. The cool thing is that it's really easy, and almost optimal (if it weren't for the last U it IS optimal)

Divided in phases:
L R U2 R'
U' R U' R'
L'
U2 L U L' (U)

Makes: L R U2 R' U' R U' R' L' U2 L U L' U
 
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