Cracking an RSA with no padding and very small e I have a project wherein I have to crack a given cipher text encrypted using RSA and have been given N and e. Can someone suggest an RSA attack using a very small exponent e(here e=3) and no padding?
If there is no padding, then you can try the following:


You can run an exhaustive search on the possible plaintexts. No padding means no randomness; encryption is deterministic, so you can "try" plaintexts and see if one matches the encrypted value when encrypted.
Without padding, encryption of m is me mod n: the message m is interpreted as an integer, then raised to exponent e, and the result is reduced modulo n. If e = 3 and m is short, then m3 could be an integer which is smaller than n, in which case the modulo operation is a no-operation. In that case, you can just compute the cube root of the value you have (cube root for plain integers, not modular cube root).