Question: number when m > n - 1. 8. We say that a positive integer n is super-perfect whenever o (o (n) ) = 2n. For

number when m > n - 1. 8. We say that a positive integer n is super-perfect whenever o (o (n) ) = 2n. For example, 16 is a super-perfect number since nun stung & at o (0(16)) = o(1 +2+4+8+ 16) = 0(31) = 1 +31 = 32. Find, with proof, a statement similar to Theorem 4.1 about super-perfect numbers. Fermat numbers

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