Vitaliy Sokolov
Member
- Joined
- Jan 21, 2021
- Messages
- 7
Hello all! After all 4LLL method and all 3LLL methods (2look OLL+PLL, LLEF/OCLL-EPP/CPLL (BLL), EOLL/СOLL/CPLL) i compile own simple 3-look layer (3LLL) method with fast recognition and simple algs (only 8 original algs, other 20 algs with sexy, Sune variation).
I named it Fork Last Layer (FLL), and develop full description (see attach). There is block-scheme.
Key technology this method - is EFLL substep - enhanced EOLL method for Dot, L-shape and Line (much easier, than LLEF) and i found many algs for OCLL with swapping 2 edges (i named is OCLL-OES ).
I found this method for myself, because the full PLL algorithms are too long and complex for my fingers (and my best 4LLL algs was 2-look LLEF+2-look L4C).
Edge Fork - is double state - 50% solving Edge and 50% solving with 2 opposite Edge Permutation.
EFLL - Edge Fork of the Last Layer
OCLL-EFP - Orient Corners of the Last Layer - Edge Fork Permutation
OCLL-EPP - Orient Corners of the Last Layer - Edge Permutation Preserved
OCLL- OES - Orient Corners of the Last Layer - Opposite Edge Swap
FLL pro:
I named it Fork Last Layer (FLL), and develop full description (see attach). There is block-scheme.
Key technology this method - is EFLL substep - enhanced EOLL method for Dot, L-shape and Line (much easier, than LLEF) and i found many algs for OCLL with swapping 2 edges (i named is OCLL-OES ).
I found this method for myself, because the full PLL algorithms are too long and complex for my fingers (and my best 4LLL algs was 2-look LLEF+2-look L4C).
Edge Fork - is double state - 50% solving Edge and 50% solving with 2 opposite Edge Permutation.
EFLL - Edge Fork of the Last Layer
OCLL-EFP - Orient Corners of the Last Layer - Edge Fork Permutation
OCLL-EPP - Orient Corners of the Last Layer - Edge Permutation Preserved
OCLL- OES - Orient Corners of the Last Layer - Opposite Edge Swap
FLL pro:
- Simple finger tricks (only 8 original algs, other 20 algs consist fast «sexy» and Sune variations);
- Simple recognition for all 3 steps;
- In 2/3 cases CPLL has short (9 moves) algorithms (A-perms);
- 1/12 probability CPLL skip.
- Cannot be extended to 2-look method;
- For Cross with adjacent color cases not have 2-look solving, only 3-look solving (but you can pre-look OCLL-EPP)
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