This is how you solve the Permutation of Last Layer (PLL) only using 6 algorithms as opposed to 21 algorithms that are required for Fridrich PLL. You need to apply two or less of the 6 algorithms t...
This is how you solve the Permutation of Last Layer (PLL) only using 6 algorithms as opposed to 21 algorithms that are required for Fridrich PLL. You need to apply two or less of the 6 algorithms to solve each case.
Algs in order: 1. x [(R' U R') D2] [(R U' R') D2] R2 2. R2 U [R U R' U'] (R' U') (R' U R') 3. [R U'] [R U] [R U] [R U'] R' U' R2 4. M2 U M2 U2 M2 U M2 5. M2 U M2 U M' U2 M2 U2 M' U2 6. x' [(R U' R') D (R U R')] u2 [(R' U R) D (R' U' R)]
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The first algorithm is the same as the "headlights" algorithm from his biginners method video ( R' F R' B2 ...) so you don´t have to learn this version.
I don´t think this is that difficult, only the second algorithm is a bit hard to learn.
just in case if anybody else has this problem, i figured it out just turn the upper side until the edges are aligned and then the M2 U M2 U2 M2 U M2 to invert the edges!
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I don´t think this is that difficult, only the second algorithm is a bit hard to learn.
is the question clear??
thanks!!