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The Group D |
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Up to M-symmetry there are 1472 cubes which exactly have the symmetries of this subgroup. There are 17 cubes up to M-symmetry which need 20 moves, 5 cubes of them also have antisymmetry. All other cubes can be solved within 19 moves or less. Some examples are listed below. The 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, they are included
in the file D2de.zip. The eleven 20f*-maneuvers
up to M-symmetry |
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