This is Challenge 2 of Cryptopals challenges implemented in Rust language.
Context
Given two hex encoded strings of similar length we have to return xor of it.
XOR (or, Exclusive OR) is a binary operation (like AND, OR) on bits. XOR gives true/1 as when the two inputs differ, otherwise false/0:
| A | B |XOR(A^B)|
|-----|-----|--------|
| 0 | 0 | 0 |
| 0 | 1 | 1 |
| 1 | 0 | 1 |
| 1 | 1 | 0 |
So, theoretically you can convert hex to binary and xor them to get output, like:
10110011 ^ 01101011 = 11011000
To solve the challenge with Rust, we can make use of hex
crate to decode hex strings to bytes vec, zip the two vecs, then perform xor byte by byte to get XORed bytes. And finally encode xored bytes to hex:
use hex::{decode, encode};
pub fn fixed_xor(hex1: &str, hex2: &str) -> String {
let bytes1 = decode(hex1).unwrap();
let bytes2 = decode(hex2).unwrap();
let xor_bytes: Vec<u8> = bytes1
.iter()
.zip(bytes2.iter())
.map(|(&b1, &b2)| b1 ^ b2)
.collect();
encode(xor_bytes)
}
And we're done.
See the code on Github.
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