Cube Lab

How to solve a 3×3 with Roux

A block-building speed method: two 1x2x3 blocks, corners, then the last six edges with only M and U. About 48 moves on average, few cube rotations. Practise each step in Cube Lab.

Before you start

If you cannot yet solve a 3×3, use the beginner method first. Roux is a different recipe from CFOP — layers are not the point; left and right blocks are.

Hold the first block on the left and the last layer on top (this guide uses orange left, white down, yellow up). Algorithms assume a face is Front — do not turn the cube in your hands mid-algorithm.

M is the slice between L and R, turning the same way as L. M' is the other way, M2 is 180°. Lowercase r means wide R (R plus M'). In Cube Lab: Moves → M, or the M key (Shift = M′). Full tables: cube notation reference.

2-look CMLL, not full Roux. Full CMLL is 42 cases. Here you orient with Sune, then permute with one cycle, so you only need a handful of algorithms. LSE is split into three short looks.

Roux overview

Four stages: First Block · Second Block · CMLL · LSE. Fewer moves than CFOP, fewer cube rotations.

Solved cube — colour map

FB (left 1x2x3) → SB (right 1x2x3) → CMLL (corners of the last layer) → LSE (last six edges with M and U).

RouxCFOP
Average moves~48~60
Cube rotationsVery fewMany
Algorithms to startA few (2-look CMLL)A few (4-look LL)
Full set later42 CMLL57 OLL + 21 PLL
Last stepM + U flowPLL recognition
Fits wellOne-handed, low movecountLookahead, stability
Watch the Roux overview in Cube Lab

1 · First Block (FB)

A 1x2x3 on the left in about 7–8 moves. Intuition, not a memorised path.

Left 1x2x3 — bottom two rows of L plus matching D

Pair a corner and edge into a square, then expand to the full left block. The top row of L and the whole M slice stay free — those pieces are for later.

During inspection, hunt for a pair that is already made. Colour neutrality (white or yellow on the bottom) finds those pairs faster.

Example pair insert (right)
U R U' R'
Practise First Block in Cube Lab

2 · Second Block (SB)

The matching 1x2x3 on the right, without breaking First Block.

Both 1x2x3 blocks done

Favour R, r (Rw), U. Avoid L and Lw — they smash the left block. Skip M while a Second Block piece still sits in the M slice.

Build a corner–edge pair on top (often FR / FU), then insert. Keyhole: turn U to set up the insert without ripping a pair you already placed on the right.

Insert into the right slot
U R U' R'
Wide R (r) trigger
Rw U Rw'
Watch Second Block inserts in Cube Lab

3 · CMLL — last-layer corners

Solve all four U corners. Ignore M-slice edges — they can scramble.

U corners solved — edges still free

Unlike CFOP OLL, CMLL does not care about edges, so the algorithms stay short. Full CMLL is 42 cases in seven groups (O, H, Pi, U, T, S, As, L). Start with 2-look.

Look 1 — orient: Sune until every U corner has yellow on top. Put an unoriented corner at front-left and repeat.

Look 2 — permute: cycle three corners with A-perm. If one corner is already correct, work from it. If none is, apply once and look again.

It will look scrambled in between. The blocks may break during Sune and then come back. Do not stop mid-algorithm. Edges staying wrong is expected — that is LSE.

Sune — orient corners
R U R' U R U2 R'
A-perm — 3-corner cycle
R' F R' B2 R F' R' B2 R2
Practise CMLL in Cube Lab

4 · LSE ① — edge orientation (4a)

Orient the last six edges with only M and U. Yellow or white should sit on U/D.

Edges oriented — UL / UR / M slice not placed yet

LSE (Last Six Edges) is Roux’s signature step. Read how many edges are “bad” (wrong orientation). Common shapes: arrow, line, L, dot. The arrow case is the one you will see most.

Keep the cube still. M is the middle slice — Moves → M, or press M (Shift = M′).

Arrow case (4a)
M' U M' U' M'
Line (4a)
M' U2 M' U2
Orient edges in Cube Lab

4 · LSE ② — UL and UR (4b)

Place the UL and UR edges so they match the left and right centres.

UL and UR in place — four M-slice edges left

Bring those two edges into the M slice with M and U, then drop them with M2 (or a short M/U cycle). AUF (a U turn) to line the sides up.

Later, EOLR combines 4a and 4b into one look. You do not need that yet.

Insert UL/UR with M2
M2 U M2
Cycle then insert
M' U2 M U2
Place UL/UR in Cube Lab

4 · LSE ③ — M slice

Solve the last four M-slice edges. The cube is solved.

Solved

Opposite edges swap with a single M2. A 4-cycle uses a short M/U sequence. Finish with an AUF if the top needs a U turn.

This is why Roux feels fast at the end: high TPS, no cube rotations, tiny patterns instead of 21 PLLs.

Opposite edges
M2
4-cycle
M' U2 M U2
Finish the M slice in Cube Lab

Practice path

Stuck?

If the left block is a mess, you likely used L, Lw, or M while a Second Block piece was still in the slice. Undo to the last stage that still looks like the diagram, then retry that step in the trainer.

If M demos do nothing, you are not on 3×3 — Roux is a 3×3 track. Open the trainer with the links above.

Need the first-solve recipe instead? How to solve a 3×3 (beginner). Prefer layers and lookahead? CFOP / 4-look. Physical cube colours do not match? Scan all six faces in Cube Lab — that opens beginner steps or Fast solve, not Roux.

After this page

When 2-look CMLL feels easy: learn full CMLL (42), then EOLR to merge LSE 4a and 4b. Colour neutrality (x2 / y) makes First Block faster. Roux is often the better one-handed method because of the M-slice finish.

FAQ

Is Roux better than CFOP?

Neither is universally better. Roux averages fewer moves and fewer rotations; CFOP has more learning resources and stronger lookahead culture. Try both after beginner.

Do I need full CMLL?

Not at first. This page uses 2-look CMLL (Sune then A-perm). Full CMLL is 42 cases after that feels easy.

Why do my blocks break during CMLL?

Sune opens the blocks on purpose and restores them. Finish the algorithm. Edges staying wrong is expected — that is LSE.

What should I practise first in Roux?

First Block until inspection finds a pair quickly, then Second Block without breaking the left, then 2-look CMLL, then LSE 4a/4b/4c in order.