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1 . Assume you are encryption plaintext in an alphabet that has 3 5 letters, which we represent with the 0 to 3 4 .

1. Assume you are encryption plaintext in an alphabet that has 35 letters, which we represent with the 0 to 34. If we are going to encrypt a plaintext using the affine cipher, how many possible keys are there, that is, what is the size of the key space?
2. If an alphabet has 37 letters, what is the size of the key space using the affine cipher?
The next two problems are based on this Vigenre ciphertext.
JMEKMFGECXIPNZRENOMXJYUDXPMEKMFGEMSXEHZXUSEAIOPFHXTEONYSDEBYSTTXEOOFQIFOOLSGHICI MJAUEJWAAPFNRXTUZGQEQSYEESQAQSVEWDMHSTGIJYEUMULBKIELMZKFEHZXDZMDWGCOLMUDURICJCQM NTNZPTLNCXFCRNVJDTRMCPLHIWPDZRENOMXJYUDXPMEKMFGESLBETGIBCGTQFYTREHLIMWUHICIMJAUE JWAAPFNRXTUZGQEQSYVLJWEBISEAHRMJACZBYCDHCJPDSQWENJHZOCAJWLCMEYOSLPWDTTBRAHRTETGI DZLCPJRHSSGCEZWPYAMHXPRDMONOMWJDTDRUHISLUSELSTEBZWJNALISTCZRWLLTIT

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