Prove that the great common factor between $2^{2n+1}-1$ and $2^{4m+2}+1$ is $1$, where $n$ and $m$ are positive numbers.
Prove that the great common factor between $2^{2n+1}-1$ and $2^{4m+2}+1$ is 1
nt.number-theoryanalytic-number-theoryalgebraic-number-theoryprime-numberscomputational-number-theory
C. Simon
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