Ononot — Let f(n) = \text{gcd}(n^6-1, n^4-1). For how many integers n

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GCD & LCMhard

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Let $f(n) = \text{gcd}(n^6-1, n^4-1)$ . For how many integers $n$ in the range $1 \le n \le 10$ is $f(n) > 1$ ?