The question is to prove, by long polynomial division, that: $(2^{2^{(n+1)}}−1) | 2^{(Fn - 1)}−1$
$Fn = 2^{2^n}+1$
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The question is to prove, by long polynomial division, that: $(2^{2^{(n+1)}}−1) | 2^{(Fn - 1)}−1$
$Fn = 2^{2^n}+1$
