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Re:48th Mersenne prime found by jnotarstefano on Tuesday February 05, 2013 @01:42PM (#5172369)
This is in fact the consequence of a fact first proven by Euler: every even perfect number is of the form (2^(p-1)) * (2^p - 1) where 2^p - 1 is a prime. That is, it's p ones shifted left by p-1 zeroes.

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