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- Feb 14, 2012
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Show that $3^{2008}+4^{2009}$ can be written as product of two positive integers each of which is larger than $2009^{182}$
I do not know the solution but below could be a starting pointShow that $3^{2008}+4^{2009}$ can be written as product of two positive integers each of which is larger than $2009^{182}$