Algorithm Subsets (Alphabet Soup)
You’ve mastered CFOP. Now you want to learn more. Welcome to the alphabet soup of advanced subsets.
ZBLL (Zborowski-Bruchem Last Layer)
- What: Solves the ENTIRE Last Layer (OLL + PLL) in one step.
- Condition: Edges must already be oriented (Cross solved).
- Count: 493 Algorithms.
- Sanity Cost: High.
- Who uses it: Tymon Kolasiński, Yiheng Wang.
VLS (Valk Last Slot)
- What: Solves the last F2L pair AND the OLL in one step.
- Includes: Winter Variation (WV), Summer Variation (SV).
- Count: Hundreds.
- Usefulness: Moderate. Usually, just learning WV is enough.
OLLCP (OLL + Corner Permutation)
- What: Solves OLL while forcing a specific PLL (usually skipping diagonal swaps like Y-Perm or E-Perm).
- Count: ~300.
1-Look Last Layer (1LLL)
- What: Solve OLL and PLL in one step, regardless of edge orientation.
- Count: 3,915 Algorithms.
- Status: Impossible for humans to master completely. (Though some mad lads are trying).
Recommendation
Don’t try to learn ZBLL yet. Master COLL first. It’s the gateway drug to ZBLL.