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Suppose you are given an integer n of the form n = pq, where p and q are distinct, l-bit primes, with p = 2p'

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Suppose you are given an integer n of the form n = pq, where p and q are distinct, l-bit primes, with p = 2p' + 1 and q = 2q' + 1, where p' and q' are themselves prime. Suppose that you are also given an integer t such that gcd (.t,p'q') # 1. Show how to efficiently factor n

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