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Ah I think of sort of get it!
The public key is used within a function by the person sending the message, and even someone that knew the function and the public key wouldn't be able to decrypt the message, because doing so would require knowledge of the original prime numbers which they couldn't work out unless a computer spend years factoring the public key.
My only other bit of confusion:
Yup, you got it. Even the solution to your confusion. Good encryption algorithms are set up so that even the smallest possible change in the input (a single flipped bit) will produce a completely different result. So yeah, if you have just a small set of exact possible messages that could be sent, you can find out which one it was by encrypting it yourself and comparing your result to what was sent. But there is a super easy protection against this - just add some random data to the end of the message before encrypting it. The more, the harder it will be to crack.
Well, you use "padding" to solve those things. Like if you type "hello", your implementation of the whole algorithm should do something like: take the string, add some random string that is tagged in some way, and then encrypt. At decryption, you get a string with some random stuff in it, but you filter the tag and return only the message. Like "hello" -> "[trash]kfkidkeb[/trash] hello", add and remove the "[trash]" block, before encryption and after decryption, respectively
The same word will be encrypted the same way each time, and that's actually the basis of one of the known attacks on LLMs like ChatGPT. They send responses back one "word" at a time, so someone who's snooping can easily figure out what it's saying from the encrypted messages. The exploit doesn't affect Bard because it sends larger chunks of text at a time.