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The use of innovative Hypermotion technology.

the group of symmetries of a regular hexagon). let D6 be the dihedral group with 12 elements(i.e.

Cited by 52 - nion group, Q8, of order 8 and D6 and D8, the dihedral groups of order 6 and 8 respectively, the electronic journal of combinatorics 20(2) (2013), #DS10v2.

In the group D6, let H be the subgroup where a^6=b^2=e abd ba^i for all i .

As before, any dihedral group problems should use our r, s notation.

Cited by 12 - paper, we prove that D2, D4, D6, D8, and D12 are the only dihedral groups that appear as the group of units of a ring of positive .