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Each sticker shows 4 ropes of different colors so that each rope connects 2 sides of the sticker, and each side has 2 ropes leading to it. All the stickers have the same rope pattern and are using the same 4 colors, though the color arrangement usually differs. In the initial state ropes of the same color are connected, giving a total of 16 closed paths, or 4 paths per color. Note that each cube face has the same 2×2 pattern.

The layout of the Tangle Cube was created in 2011 by Olivér Nagy and Walter Randelshofer. It is based on Patrick Hahn's idea to cover a Pocket Cube with tiles similar to the 'Rubik's Tangle'. Only one unique solution allows to cover the surface of a 2×2×2 cube.

'Rubik's Tangle' is a 2D tile puzzle invented by Ernö Rubik. There exist several variants of this puzzle, which all have very similar tiles:

*Rubik's Tangle*, the original version, was sold sold around 1990. The puzzle has 25 single sided cardboard
tiles, and the aim was simply to make a 5×5 square with matching edges. The 4 rope pieces on a tile can be colored
in 4! = 24 ways, and all these occur in a Tangle set. There is one duplicate piece to make the 25 tile set complete.
The original Tangle came in 4 flavours, each with a different duplicate piece. An additional puzzle could be created
by collecting all 4 sets, and trying to combine them into a 10×10 square. Unfortunately, the combined set of 100
tiles cannot be placed in a 10×10 square. The furthest are 99 tiles: a square with one corner tile missing and
one of the duplicate tiles is left.

*Rubik's Mini Tangle*, a simpler version, was also released around 1990 which was still made from single sided
cardboard but had only 9 tiles making a 3×3 square.

*Rubik's Tangle*, the final version, came out in 1995. It is made of 9 plastic tiles, which have the rope pattern
on both sides but with different color arrangements. Of course, the aim is again to build a 3×3 square.