RSA: Encrypting values bigger than the module Good morning!
This may be a stupid one, but still, I couldn't google the answer, so please consider answering it in 5 seconds and gaining a piece of rep :-)
I'm not doing well with mathematics, and there is a task for me to implement the RSA algorithm. In every paper I've seen, authors assume that the message $X$ encrypted is less than the module $N$, so that $X^e\quad mod\quad N$ allows to fully restore $X$ in the process of decryption.
However, I'm really keen to know what if my message is BIGGER than the module?
What's the right way to encrypt such a message?

Another possibility is to simply break up your message into bite-size pieces.
