Computation of Sha for groups of order \(8\) and \(p=2\).

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There are \(2\) non-abelian groups of order \(8\). There are \(1\) combination(s) of \(G, N\) where \(G\) is not abelian with nontrivial Sha:

• \((8,4)\) : \(4\).

max order of Sha : \(4\).

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NOTE: We excluded abelian groups for which we know the result exactly.