Difference between revisions of "2005 IMO Shortlist Problems/N1"

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Latest revision as of 04:52, 16 August 2011

Consider the sequence $a_1,a_2, . . .$ defined by $a_n=2^n+6^n+3^n-1$ for $n = 1,2, . . .$.

Determine all positive integers that are relatively prime to every term of the sequence.