ZBLL - Speedsolving.com Wiki
ZBLL is a step in many methods which involves solving the entire last layer in one step, assuming that the edges are already oriented. This is part of the ZB method, but it can be useful for any other method which lea...
Searching…
ZBLL is a step in many methods which involves solving the entire last layer in one step, assuming that the edges are already oriented. This is part of the ZB method, but it can be useful for any other method which lea...
ZB is currently the 3rd (or perhaps the 4th) most popular speedsolving method (the most popular being CFOP, Roux & ZZ). Because the method is efficient and has a low movecount, many professional speedcubers nowadays s...
Speedcubedb, short for "Speed Cube Database", is a website that was created by Gil Zussman that has a large database of algorithms for many speedcubing events and their subsets. The algorithms, as suggested by the com...
ZBLL trainer next A timer-like tool to learn and practice zbll algorithms. You can specify ZBLL cases & catigories to practice, recap forgotten ZBLLs, create presets to practise and learn. More info on the speedsolvin...
Sep 14, 2022 · Hi everyone, It seems like more and more people are interested in ZBLL, learning ZBLL, etc. Naturally, a very common question that comes up is "How do/should I recognize ZBLL?" so I finally got around t...
Nov 18, 2024 · So, I've finished learning full OLL and PLL and i think that ZB Method is the next step, but I'm having trouble finding ZBLS and ZBLL algorithms. I've looked to SpeedCubeDB but they do not offer ZBLS. C...
Apr 16, 2023 · When combined with ZBLL, there are 795 algorithms. Only a handful of cubers have learned ZBLS in its entirety. VHLS, a two-step method that first makes the last pair and then inserting it while orientin...
Oct 22, 2025 · On the 3x3, currently ZBLL is the only known practical system for achieving a 1-look last layer, but other experimental approaches such as 1-look 2-alg (such as M-CELL) may have potential.
Oct 6, 2025 · Permutation of the last layer algorithms for the CFOP speedsolving method.