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Let us assume CT and PT are discrete random variables which can take values from the domain of ciphertext and plaintext, respectively. Let us also

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Let us assume CT and PT are discrete random variables which can take values from the domain of ciphertext and plaintext, respectively. Let us also assume that C and M are arbitrary elements from the ciphertext and plaintext domains, respectively. Prove that for any cipher that offers perfect secrecy, it satisfies: Pr[CT = C | PT = M] = Pr[CT = C]

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