PLL
N and G pictures to come soon (once I relearn them).
| Group | Case | Picture | Algorithm |
|---|---|---|---|
| U permutations | n1 | ![]() |
(R’ U R’ U’) (R’ U’ R’) (U R U R2) |
| n2 | ![]() |
(R2 U’ R’ U’) (R U R) U (R U’ R) | |
| A permutations | n3 | ![]() |
x U R’ U L2 U’ R U L2 U2 |
| n4 | ![]() |
x U’ L U’ R2 U L’ U’ R2 U2 | |
| Z permutation | n5 | ![]() |
(U R’ U’) (R U’ R) (U R U’ R’ U R U R2 U’ R’ U) |
| H permutation | n6 | ![]() |
M2 U M2 U2 M2 U M2 |
| E permutation | n7 | ![]() |
(L U’ R) D2 (R’ U L’) (R U’) L D2 (L’ UR’) |
| T permutation | n8 | ![]() |
(R U R’ U’) (R’ F R2 U’ R’ U’) (R U l’) U’ |
| V permutation | n9 | ![]() |
(R’ U R’ U’) y x2 (R’ U R’ U’ R2) y (R’ F’ R) F l |
| F permutation | n10 | ![]() |
R’ U R U’ R2 y’ R’ U’ R U y x R U R’ U’ R2 B’ |
| R permutations | n11 | ![]() |
(R’ U2) (R U2′) (R’ F R U R’ U’ R’ F’ R2 U’) |
| n12 | ![]() |
L U2 L’ U x U R’ U’ L U R d’ l U’ R z’ | |
| J permutations | n13 | ![]() |
(R U2′) R’ U’ (R U2′) (L’ U R’ U’ L) |
| n14 | ![]() |
(R’ U2)(R U R’) U2 (L U’) (R U L’) (y2) L’ (R’ U2) (L U L’) U2 (R U’) L U |
|
| Y permutation | n15 | ![]() |
F (R U’ R’ U’) (R U R’ F’) (R U R’ U’ l’) (U R U’) |
G permutations*:
n16: LU’RU2L’UR’y’R’L’U2RLU
n17: U’y’L’R’U2LRyRU’LU2R’UL’
n18: R’UL’U2RU’Ly’RLU2R’L’U’
n19: Uy’LRU2L’R’yL’UR’U2LU’R
N permutations:
n20: R’UL’U2RU’LR’UL’U2RU’LU’
n21: U’LU’RU2L’UR’LU’RU2L’UR’
Note: E, G, N permutations will change in the near future after I relearn them.
Note: I usually execute M as rR’ (or L’l)
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