Question: Exercise 5 (2 pts). Consider an RSA cryptosystem with two public keys (n.e) and (n, f) such that gcd (e. f) = I. Suppose that
Exercise 5 (2 pts). Consider an RSA cryptosystem with two public keys (n.e) and (n, f) such that gcd (e. f) = I. Suppose that a plaintext M is encrypted twice using these keys: . the ciphertext obtained with (ne) is C, = Me mod n; the ciphertext obtained with (n. J) is C-M mod n Th following four integers: e, f, c., and Cy (note that n is not used in thereovering). How can you recover ? en can be recovered fron the
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