| EPLL
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| Information
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| Proposer(s):
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| Proposed:
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| Alt Names:
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Edges permutation of the last layer
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| Variants:
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Beginner EP
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| Subgroup:
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| No. Algs:
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4
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| Avg Moves:
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~8.2 STM
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| Purpose(s):
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Edges permutation of the last layer, abbrevaited EPLL, is the sub group of PLL where only the edges are permuted. EPLL is also used in many other methods, sometimes as a stand alone substep, like in COLL but also as a sub group, for example in ELL or ZBLL.
See also
EPLL algorithms
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Note that all of these algorithms assume that you are right-hand dominant and know the Western notation, where a lowercase letter means a double-layer turn and rotations are denoted by x, y, and z. (how to add algorithms)
Click on an algorithm (not the camera icon) to watch an animation of it.
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H Permutation
Speedsolving Algorithms
Note that the last two algorithms should only be used as Post-AUF tricks, as it saves having to do a U or U' after the PLL if necessary.
Optimal Algorithms
Ua Permutation
Speedsolving Algorithms
Optimal Algorithms
Ub Permutation
Speedsolving Algorithms
Optimal Algorithms
Z Permutation
Speedsolving Algorithms
Optimal Algorithms