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To speed up RSA encryption, one may choose a very small encryption exponent. This exercise develops a small encryption exponent attack on RSA. Suppose Bob,

To speed up RSA encryption, one may choose a very small encryption exponent. This exercise develops a "small encryption exponent attack" on RSA. Suppose Bob, Bill, and Betty have RSA public keys with moduli image text in transcribed and image text in transcribed, and all three use encryption exponent 3. Assume that image text in transcribed is pairwise relatively prime. Suppose that Alice sends an encryption of the same message to Bob, Bill, and Betty; that is, Alice encodes her message as an integer image text in transcribed with image text in transcribed, and computes the three encrypted messages image text in transcribed, for image text in transcribed. Show how to recover Alice's message from these three encrypted messages.

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