Collatz Conjecture is a sequence where you take a number, if its even you divide it by 2, and if it is odd you multiply it by 3 and add 1. You repeat this until the number eventually becomes one. It has not been proven that every number reaches one. This project visualizes Collatz Conjecture in either a square or a spiral, by showing how many iterations (n/2 or 3n+1) each number took to get to one. The pixels are arranged in a pattern (square or spiral), from 1 to what ever number you chose. The color of a pixel scales from red to blue, depending on how many iterations the pixel's number took to get to one. (Use Turbo Mode!)
