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The Group D |
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There are 12 cubes, which exactly have the symmetries of this subgroup which is characterized as the largest subgroup of M which maps a long diagonal (here the URF-DLB diagonal) onto itself. All cubes are generated in 19 moves or less and are selfinverse. The next table gives the number of cubes up to M-symmetry which exactly
have D
If you are interested in a list of all optimal maneuvers for this subgroup, they are included in the file D3d.zip. |
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