abunickabhi
Member
Any good algs for UF-LB-FR-LF-BD edge case?
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Aaah!I can't access Google in ChinaYou can find them here:
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CLL+1: An Advanced LL Method (Complete and fully generated!)
CLL+1 COLL+1 Around 10 years ago Thom Barlow (Kirjava) was talking about a new LL method. The idea is to solve CLL and a single edge in one algorithm. The second step would then just be an edge 3-cycle. For cross->F2l this means all that’s left is L3E. For ZZ or Petrus, this means all that’s...www.speedsolving.com
Aaah!I can't access Google in China
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OK then, I made this variant of the alg that does the same thing:My bad about the third one it actually is R U R2 U' l D'
use whatever alg you want but for me second one is faster than the first (0.95 vs 1.1)R' F R f' R' F R2 U R' U' R' F' R U R' S or R' U' F' R U R' U' R' F R2 U' R' U' R U R' U R for F perm?
I like the execution of the first one but I'm more consistent on the second one, everybody keeps telling me to switch but I don't know if I should.
R' F R f' R' F R2 U R' U' R' F' R U R' S or R' U' F' R U R' U' R' F R2 U' R' U' R U R' U R for F perm?
I like the execution of the first one but I'm more consistent on the second one, everybody keeps telling me to switch but I don't know if I should.
There's no canonical numbering for the ZBLL cases. (Until somewhat recently, SCDB's ZBLL numbering actually had gaps and duplicates in it; I think I reported most of those and they should be fixed now.) If you want us to know which case you're referring to, show us a picture or provide an alg.Does someone have a better RUF algorithm for ZBLL Pi 43?
If you want us to know which case you're referring to, show us a picture or provide an alg.
I think @N's-cvt is referring to this
R U R' U2 F' U F R U' R2 F R2 U R' U' F'Does someone have a better RUF algorithm for ZBLL Pi 43?