View source for Pseudo Roux-Fop

{{Method Infobox
|name=Pseudo Roux-Fop
|image=Iacob_Method.png
|proposers=[[Tarun]]
|year=2025
|anames=
|variants=
|steps=6
|algs=493 (using ZBLL)
|moves=55
|purpose=<sup></sup>

[[Speedsolving]]
}}


The '''Pseudo Roux-Fop''' method is a 3x3 speedsolving method developed by '''Tarun''' in 2025. It is designed for efficient solving with a blend of [[Roux]]-style blockbuilding and algorithmic last-layer techniques. The method typically averages around '''55 moves''' per solve and leverages both intuition and pre-learned algorithms, making it a hybrid between intuitive solving and full-algorithmic execution.

==Steps==

1. '''Pseudo First Block (Pseudo FB)'''
Build a 1x2x3 block on one side, but with the two corner pieces intentionally swapped. This pseudo version of the Roux-style first block sets up a unique solving structure.


2. '''RC (Remaining Cross)'''
Complete the rest of the cross by solving the remaining cross edges and two F2L edges, while maintaining the pseudo corner state. The result is a belt structure with two corners swapped, referred to as the '''RC''' stage.


3. '''Slot Solve (Corner Switch + F2L Pairs)'''
Use an intuitive algorithm to swap the two misoriented corners, solving two F2L pairs simultaneously. This is known as the '''Slot Solve''' step and transitions into a partially solved F2L.


4. '''Edge Orientation (EO)'''
Use a short algorithm to orient all last-layer edges in preparation for ZBLL.


5. '''Remaining F2L (RF2L)'''
Finish the last two F2L pairs after edge orientation. This completes the first two layers.


6. '''ZBLL'''
Apply a ZBLL algorithm to solve the last layer in one step. There are 493 algorithms in the full set, but subsets can be used for partial implementation.



==Overview==

Pseudo Roux-Fop is notable for its flexibility and combination of intuitive and algorithmic solving. It serves as a middle ground between [[CFOP]] and [[Roux]], benefiting solvers who enjoy both blockbuilding and last-layer efficiency. It emphasizes a pseudo-first-block structure and advanced last-layer techniques like [[ZBLL]].

==See Also==

[[Roux method]]

[[CFOP method]]

[[ZBLL]]


[[Category:3x3x3 methods]]
[[Category:3x3x3 speedsolving methods]]