How to solve the Skewb

The Skewb was inveted by Tony Durham and is quite different to the Rubik's cube. There are no centre pieces which do not move on this piece so to work out which side is opposite which you will have to examine the corner pieces. On top of that every twist will effect each of the six faces of the Skewb.

Notation

Notation Step 1 Step 2 Step 3


In a similar, but different, style to the Rubik's cube we label moves by the corner at the centre of the twist. For example, FLD means turn clockwise around the "front-left-down" corner. Take some time to understand how this works. The pictures below show the corner to turn around (in grey) and then what that looks like after it's performed.

FLD turn point of the Skewb

FLD = "front-left-down"

Result of FLD turn of the Skewb

Result

FRD turn point of the Skewb

FRD = "front-right-down"

Result of FRD turn of the Skewb

Result

BLD turn of the Skewb

BLD = "back-left-down"

Result of BLD turn of the Skewb

Result

FLD turn of the Skewb

BRD = "back-right-down"

Result of BRD turn of the Skewb

Result

Step 1

Notation Step 1 Step 2 Step 3


Aim of step 1 of how to solve the Skewb

Aim

Get the corners into place using intuition. You should be able to get three in place yourself and then the final corner may need rotating. Get this corner into the FLU position and use the following algorithm to rotate it clockwise.

Algorithm 1/2 of step 1 of how to solve the Skewb

Algorithm: FLD' BLD' FLD BLD

This algorithm will rotate it anti-clockwise:

Algorithm 2/2 of step 1 of how to solve the Skewb

Algorithm: FLD FRD FLD' FRD'

Step 2

Notation Step 1 Step 2 Step 3


Aim of step 2 of how to solve the Skewb

Aim

This step involves getting the large center pieces into place. Keep your solved face (in these pictures this is the White face) as the Up face. This algorithm will rotate the centers that are touching the FRD corner piece in a clockwise fashion.

Algorithm 1/2 of step 2 of how to solve the Skewb

Algorithm: FLD BLD FLD' BLD' BRD' BLD' BRD BLD

Alternatively to rotate the centre pieces around the FLD corner piece ant-clockwise use this algorithm:

Algorithm 2/2 of step 2 of how to solve the Skewb

Algorithm: FRD' BRD' FRD BRD BLD BRD BLD' BRD

Step 3

Notation Step 1 Step 2 Step 3


Aim of step 3 of how to solve the Skewb

Aim

Now to put the final corners into place and then you're done with this How to solve the Skewb guide! Keep your first solved face as the up face and use the following to move the corners. If you have two corners that have the same colour on the left/right/front/back side then put those two in the back! If not keep using this algorithm until some appear.

Algorithm of step 3 of how to solve the Skewb

Algorithm: FRD' BRD FRD BRD' FRD' BRD FRD BRD'

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