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The public exponent e in RSA can be chosen arbitrarily, subject to gcd(e, ?(N))-1. Popular choices of e include e 3 and e -216 +

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The public exponent e in RSA can be chosen arbitrarily, subject to gcd(e, ?(N))-1. Popular choices of e include e 3 and e -216 + 1. Explain why such e are preferable to a random value of the same length. Hint: Look at the algorithm for modular exponentiation

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