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Given the matrix A=[(-1,3,5),(1,-3,-5),(...

Given the matrix `A=[(-1,3,5),(1,-3,-5),(-1,3,5)]` and `X` be the solution set of the equation `A^x=A` where `x in N-{1}`. Evaluate `Pi((x^3+1)/(x^3-1))` where the continued product extends `AA x in X`

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