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Nine sets of stickers with 6 stickers each distributed over a 3x3x3. The goal is to completely scramble this variant.

This 3x3x3 is stickered with 9 sets of 6 stickers each. Every edge and corner is stickered uniformly. Therefore orientation of this pieces is not visible.

The solved permutations of the cube show all nine colors on every of the six faces.

There are ten different stickering schemes which allow the puzzle to be solved under the conditions mentioned above. With the additional condition that no two faces shall be stickered with the same color there is only one stickering scheme. How many solved permutations there are for this case is so far unknown.

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Contributors

Thank you to the following people for their assistance in helping collect the information on this page: **Andreas Nortmann**.

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