In how many different ways can a cube be painted by using three different colors of paint?

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It is a harder question than 3^6 if you interpret it in the only interesting way possible: how many distinct (i.e. up to symmetry) ways are there to color a cube. Here's a paper: http://www.math.wayne.edu/~danf/talks/CF.pdf, and the answer is apparently 57.

Why? The answer is as always: 42

(ps. 3^6=729)

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