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Divisibilityhard
0:00.0

For a given integer nnn, let G(n)=gcd⁡(n12+n6+1,n4+n2+1)G(n) = \gcd(n^{12} + n^6 + 1, n^4 + n^2 + 1)G(n)=gcd(n12+n6+1,n4+n2+1). Which of the following is the set of all possible values of G(n)G(n)G(n) as nnn varies over all positive integers?