Opposite-Cross ELL

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Not to be confused with OC(P)ELL

Opposite-Cross ELL
Proposer(s): Kristopher De Asis
Proposed: 2003
Alt Names: OCELL
No. Algs: 30
Avg Moves: 10.67 STM

Opposite Cross ELL, more commonly referred to as OCELL and sometimes referred to as Opp-Cross ELL, is a subset by Kristopher De Asis in which you solve for ELL while swapping the FD and BD edge permutation. This subset is useful in CFOP and even more useful in Roux and CFCE for cases in which the solver accidentally solves the cross step incorrectly by swapping the front and back cross pieces (FD and BD).

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