Blum-Blum-Shub Generator
Let p,q be two k/2 bit primes such that p = q = 3 mod 4 and define n = pq. Let QR(n) denote the set of quadratic residues modulo n.
A seed s0 is any element of QR(n)
si+1 = si2 mod M
then f (s0) = (z0 z1 ,…., zl )
where zi = si mod M
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