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How to find a square root of a perfect square but negative modulo a semiprime?
I might have found a factoring algorithm based on it. Usually if you want the square root of -49 or -121 you need the factorisation as -7 and -11 are never the answer. But what about the case of finding …
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Is it possible to build a pairing friendly elliptic curve having a given semiprime order without factorizing it?
everything is in the title, though I need having the embedding degree between 3 and 10 million.
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