The Gear Cube Steps


The Gear Cube will be solved layer by layer.

Note that this cube does not allow quarter turns, only half turns.

Step 1

The Corners of the First Layer

When the corners are fully solved, your cube will look like this:

No particular algorithm.

The placement of the pieces should remain intuitive.

Step 2

The Edges of the First Layer

When all the edges have been solved, your cube will look like this:

First, you will need to work on the Left-Back edges, then on the Front-Back edges.

In each case, you will need to make R moves to position the two edges with the white face up and aligned with the cube.


Left-Right - Case a

The edges are incorrectly oriented but correctly positioned

The algorithm allows you to orient them.

Left-Right - Case b

The edges are incorrectly oriented and incorrectly positioned

The algorithm allows you to orient them.

You can then apply the algorithm for case c.


Left-Right - Case c

The edges are incorrectly positioned (but correctly oriented)

The algorithm allows you to place them.

Front-Back - Case a

The edges are incorrectly oriented but correctly placed

The algorithm allows you to orient them.

Front-Back - Case b

The edges are incorrectly oriented and incorrectly placed

The algorithm allows you to orient them.

You can then apply the algorithm for case c.


Front-Back - Case c

The edges are incorrectly placed (but correctly oriented)

The algorithm allows you to place them.

Step 3

The centers of the 1st and 3rd layers

Once the centers have been processed, your cube will look like this:

The algorithm will swap the Up/Down centers.

Step 4

The 2nd and 3rd layers

Once the layers have been processed, your cube will look like this:

Simply make between 0 and 11 half-turns of the bottom layer (Dx move).

With a little experience, it is possible to make the half-turns in the opposite direction (Dx' move). The maximum number of half-turns can therefore be limited to 5.


Example 1 half-turn


Example 2 half-turns


Example 3 half-turns


Example 6 half-turns


Example 9 half-turns


Example 3 opposite half-turns


Your Gear Cube is solved.