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Minimal Permutations 4x4x4 (6 colours)
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A 4x4x4 restickered with 6 colours and 16 stickers each to achieve the smallest possible number of permutations.

This is a rather abstract sticker variant of the 4x4x4. It was born from the question: "If I use the stickers of a standard 4x4x4 and rearrange them how low can I reach with the number of permutations?" The creator made a whole series out of it with 4x4x4s using 3, 4, 6 and 8 colours and equally distributed amounts of stickers.
In this specific case stickers in 6 colours with 16 stickers each were distributed around the cube to make the number of permutations minimal. This variant has 394328924452089 permutations.



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This puzzle can be found in collections of these members:

Andreas Nortmann: Andreas' collection

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