- Algorithms
- F2L
F2L Algorithms
All 41 standard F2L cases plus the advanced set ranked by how often top solvers actually use them.
What makes this database different
Case definition
Mirrors are the same case. Rotations are not.
In the second pair the edge is misoriented and the solution becomes completely different.
We use BirdF2L codes - two letters like Jb or Mi because they are more descriptive and standardized than the old numbering system.
Ranked by real solves
Ordered by what top solvers actually use, separately for front and back slots.
Pro usage counts how often an algorithm appears in reconstructed solves by the world's fastest cubers, drawn from reco.nz and CubeRoot. Alongside it sits each algorithm's community vote count from SpeedCubeDB, so you can see where the crowd and the pros disagree.
A back-slot insert is a different job for your hands, so the two are counted apart. Left and right pool together (⇄ on by default); front and back do not (⇅ off). Both are toggles in the table.
- R U R' front-right 6923 uses
- L' U' L front-left 3930 uses
- R' U' R back-right 4111 uses
- L U L' back-left 1843 uses
A history graph traces each algorithm's popularity over time - the share of that year's solves that used it, rising as it catches on or fading as cubers move to something faster.
A method bar splits those uses by how people solve: CFOP is the grey baseline, and a fat coloured slice means ZB, ZZ or one-handed solvers favour the algorithm more than mainstream CFOP does.
- ZB
- ZZ
- One-handed
- CFOP baseline
Reductions
Algorithms that reduce into an easier case fold into one row.
Many algorithms open with a short trigger or a rotation that turns the case into an easier one, then finish it off. Those share a row, and their usage adds up.
A rotation lands the case in a different slot, so its chip is a toggle. Each side shows the most used algorithm for the slot the case ends up in, so flipping it changes which insert (and which hand) you get.
The ×4 and ×29 count the algorithms folded into each row. In the table the count appears when you hover the row - click it to unfold every algorithm it stands for, and again to fold them back.
Disturbs
The only page that flags which algorithms break another slot, and which one.
Solving the front-right slot, these algorithms would disturb:
Technique breakdown
See when an alg was used as VLS, ZBLS, or a multi-slot insert.
Most uses of an algorithm are a plain single-pair insert (grey). The colored slices show how often it was instead used inside a fancier last-slot technique - hover or tap the bar in the table for exact counts.
- ZBLS ZB Last Slot
- OLS Orient Last Slot
- WV Winter Variation
- VLS Valk Last Slot
- SV Summer Variation
- CLS Corners Last Slot
- MS Multi-slot
- Plain single-pair insert