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What Is the Shared Key If Alice and Bob Use p=431p = 431

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What is the shared key if Alice and Bob use the Diffie-Hellman key exchange protocol with the prime p=431p = 431 , the primitive root a=79a = 79 of p=431p = 431 , with Alice choosing the secret integer k1=236k _ { 1 } = 236 and Bob choosing the secret integer k2=334k _ { 2 } = 334 ?

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