Break the RSA code whose key is $(n, e) = (8369428283, 1234567)$.
Find the deciphering key and then decipher the message under the assumption that the plaintext consists of 7-letter blocks in the alphabet, converted to an integer between 0 and 26^(7) −1 in the usual way, and the ciphertext consists of 8-letter blocks in the same alphabet.
The given answer was
CLAIMYOURPRIZE, but this doesn't match the one I got.
I converted the first 7-Letter block in
CLAIMYOURPRIZE and I also got the first 8-letter block of the encrypted message. Then in order for them to match the value of the private key (d) must be 2 and that is not possible