Question: Based on cryptography (a) Break the RSA code whose enciphering key is (n, e)= (633262111, 1000001). Find the deciphering map and then decipher the message

Based on cryptography Based on cryptography (a) Break the RSA code whose enciphering key is

(a) Break the RSA code whose enciphering key is (n, e)= (633262111, 1000001). Find the deciphering map and then decipher the message AGSGKWKACBFVNQ under the assumption that the plaintext consists of 6-letter blocks in a 27-letter alphabet (A -Z have usual numerical equivalents 0- 25 and blank = 26), converted to an integer between 0 and 276-1 in the usual way, and the ciphertext consists of 7-letter blocks in the same alphabet. (b) Find the number of possible encryption exponents e

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