Fermat's Theorem, as you may have heard, is a theorem that states: "if a polynomial f(x) is a non-constant polynomial of degree n, then it has at most n distinct roots."
Or, as I like to call it: "The Unlikely Mathemagician's Guide to Not Being a Complete Failure in Algebra."
Meet Fermat, a mathemagician with a penchant for the obscure and prophets of numbers with a knack for being right.
Want to learn more about the proof? Click here to see it in action.