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[Karthik]

Hi all!
I was just fiddling with my cube and found this interesting move.I dunno if someone already has an idea about this kinda move.

Here(In the pic) by doing(G=F) R2 U2 R' U2 R' U2 R' the G-R edge and O-G-R corner are joined.But in the process the R-O edge which is a part of the cross in the bottom layer is broken and remade.
I have never used moves in which I break the cross.So found it interesting.Would like to know what you guys feel.
Karthik
psont mind the bad resolution.The pic was taken with a mobile camera

 

[pjk]

"G-R edge and O-G-R corner are joined.But in the process the R-O edge which is a part of the cross in the bottom layer is broken and remade."

Can you explain that a little more. Not sure what you mean.

 

[Karthik]

I meant to say that normally when I solve I never break the cross I had made initially.But here it seems easier to join the G-R edge and the G-R-O corner by breaking an edge which is a part of the initial cross and remaking it later.
Hope this should clear the doubt.

 

[ExoCorsair]

Ah, you're referring to the pieces by their colors.

I'll toy around with the idea, and see if I come up with any comments.

 

[joey]

Yes, there are some times where its easier to break up the cross, check some F2L algs. There are others.

 

[pjk]

Ah, yeah. It sometimes makes it easier to do that.

 

[AvGalen]

The only ones I know are:
R U' R' F' L' U2 L F and its inverse
F' L' U2 L F R U R'
and those are not my favorite algs

 

[AvGalen]

I took another look at your situation and your alg and decided to write a keyhole-alg for it:
Setup: R2 U2 R' U2 R' U2 R' (your alg)
Solve: D U R' U' R D'

I also found two other algs that brake up the cross:
R U2 R U R' U R U2 R2 and its (mirrored) inverse
R' U2 R' U' R U' R' U2 R2