The step is the final stage of the Roux method , a speedcubing technique that focuses on efficiency and "M" (middle slice) moves. LSE focuses on solving the six remaining edges (four on the top layer and two on the bottom) without disturbing the previously built side blocks. Structure of LSE
This ROUX LSE (Last Six Edges) collection of algorithms is based on Kian Mansour's recommendations. EO Edge Orientation. This is t... Dan's Cubing Cheat [Sheet] App LSE EO Algorithms - Cubing App Last Six Edges Edge Orientation (LSE EO) is a substep of the Roux method. Since LSE is the 4th step, the substeps are typically ca... CubingApp Last Six Edges - Roux Tutorial Edge Orientation (EO) The first 'step' of LSE is to orient all the edges — making the white and yellow edges face either upwards o... tutorial.rouxers.com Roux Method Guide by Kian - EO Edge orientation is the first step of roux last six edges (LSE). It is a very difficult concept to get used to, so below I show th... Google Last Six Edges - Roux Tutorial Edge Orientation (EO) The first 'step' of LSE is to orient all the edges — making the white and yellow edges face either upwards o... tutorial.rouxers.com Last Six Edges - Roux Tutorial All you need to do is make sure the white center is on bottom (if it's not, you just need to do an M2 to put white on bottom), the... tutorial.rouxers.com Roux Last Six Edges | PDF | Sports & Recreation - Scribd Roux LSE. All bad edges (6): M' U M' Direct: M' U M' U2 M U M U M' U M' Stinger (4): M2' Direct: M2 U' M' U M' Cradle (4): M' U2 M... Scribd Roux EOLR Algorithms (Edge Orientation Left/Right) - CubeRoot * UF UL: M' U M' U2 M' U' M. * UF UR: M' U2 M' U' M' U' M U' M. * UF UB: M' U M U M' U2 M U' M. * UL UB: U M' U' M' U M U' M' U' M... CubeRoot Roux Method 4C: Edge Permutation Feb 26, 2016 —
The LSE algorithm is a linear estimation technique used to estimate a set of parameters from a set of noisy measurements. The algorithm is based on minimizing the sum of the squared errors between the measured data and the estimated data.
: Solving the Upper-Left (UL) and Upper-Right (UR) edges to finalize the left and right faces.
Excellent for dedicated Roux solvers, but not for beginners.