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Finite groups of small orders

No change in size, 19:52, 27 March 2009
4
* [[Cyclic group:Z4]]: This is a cyclic group of four elements. It is the smallest nontrivial non-simple group.
* [[Kleinfour-four group]]: This is the direct product of the cyclic group of order 2, with itself. It also occurs as the group of double transpositions in the symmetric group of order 4. It is the smallest non-cyclic elementary Abelian group.
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