If, in my past question, $(2^{2m+1}-1)(2^{4m+2}+1)\mid (2^{2n+1}-1)(2^{4n+2}+1)$, then what is the relationship between $m$ and $n$?
A question on divisibility 2
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elementary-number-theory
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0If $m=0$, $n$ arbitrary, the statement holds (left side is 5). – 2012-12-25