Weird math question regarding colors in faces
So I know that on a standard Rubik’s Cube, you cannot have a scramble such that all of the pieces on a given face are different
- 6 colors, 9 pieces to a face, not possible for all 9 pieces to be different colors
However, the megaminx got me thinking about this problem.
- 12 colors, 11 pieces to a face, might be possible for all 11 pieces to be a different color?
So I’m now wondering, is there a scramble for the megaminx such that each piece on each face is a different color?