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You can do this with a simple commutator. For the picture above. (Lower case denotes slice only)

F' [l' U2 l, u] F

Or in normal notation:

F' l' U2 l u l' U2 l u' F

Thank you so much! I am trying to learn cubing better, and I don't know all of the lingo, like commutator.
 
I currently use these two algs: F2 U L R' F2 L' R U F2 F2 U' L R' F2 L' R U' F2
for PLL edges (the second "look" of 2 look pll)
and i find that i often lock up and sorta lose control
any other algs that do the same thing?
 
I currently use these two algs: F2 U L R' F2 L' R U F2 F2 U' L R' F2 L' R U' F2
for PLL edges (the second "look" of 2 look pll)
and i find that i often lock up and sorta lose control
any other algs that do the same thing?

There are these:
R2 U R U R' U' R' U' R' U R'
and its inverse
R U' R U R U R U' R' U' R2

edit: ninja'd, but with the STM-optimal algs.

ALSO! Would anyone have a good COLL alg for Diag Pi? I currently use (R U D') (R U R' D) (R2 U' R' U' R2 U2' R) [y']
 
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2012-01-29_21-46-13_535.jpg

Anyone know the case to orient LL while inserting the f2l pair?
 
A perfect one that solves the cube...
But really A v perm like the new one but with more D x's y's then D' moves if someone would want to. I am not being demandful. and I would prefer to use my left ring finger as much as my entire right hand.
 
Anyone know the case to orient LL while inserting the f2l pair?

Just came up with this one:

F' R U2 L' U' L U2 R' U F

Started out as F' setup to a block comm:
F' [R d2 R', U'] F

Then replace the d2s with U2s.

EDIT: I like the inverse even more, but I don't know any other algs to compare it to: F' U' R U2 L' U L U2 R' F
 
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