Hall Method

Hall method Information about the method Proposer(s): Daylen Hall , Ethan Hayes Proposed: May 2023 Alt Names: none Variants: No. Steps: 3-5 No. Algs: Hall-a:788, Hall-b:162, Hall-c:52 Avg Moves: Purpose(s): Speedsolving

The Halls Method is a 2-4 look LSLL method made by Daylen Hall in 2023. It has a fairly good movecount. It uses a more CFOP approach making it decently fast while having a decent move count. The alternative is Hall-2 which has a more block building approach and slightly less moves but has worse algorithms.

The Steps

• 1. F2L-1-Solve your F2L with any method without the FRD pair.

Original (Hall-a)

• 2. OLTP-Orient the Last 10 Pieces (5 corners , 5 edges) with one algorithm.

• 3. PLTP-Permute the Last 10 Pieces (5 corners , 5 edges) with one algorithm.

Hall-b

• 2.Orient corners(23 algorithms)

• 3.CPEO-Solve the corners while orienting the edges.(123 algorithms)

• 4.L5EP- Solve the Last 5 Edges with one of 16 algorithms.

162Total Algorithms.

This has less algorithms and good recognition. I would consider this a great method until you’re ready for the full method.

4-Look

Hall-c

• 2.EO-(5 algorithms)

• 3.CO-(23 algorithms)

• 4.CP-(8 algorithms)

• 5.L5EP-(16 algorithms)

52 algorithms total

This is a good entry level variant

Hall-ZZ(ZZ-H)

ZZ-H is a ZZ variant that forces the 2-Gen set of PLTP.

Steps

• 1.F2L-1+EO.

• 2.HCP-Solve corner permutation.

• 3.CO-Orient the corners. This step is completely 2 gen.

• 4.PLTP-Solve the rest of the cube in 1 step. Because of 2Gen reduction the amount of algorithms goes from 453 to 76 and are entirely R and U moves.

102 total algs.

See Also

• Hall-4
• DZAS
• DLS Method
• Hall-2

External Links

• Daylen Hall’s Hall-a explanation
• Hall-a. VS. ZB by Daylen Hall