The Collatz Conjecture, or 3n+1, is known as one of the most famous unsolved math problem ever. The idea is you choose any number, and follow these specific rules: if the number is odd, you multiply by three and add one, hence the name, 3n+1. If you follow these steps, you eventually will find yourself back at one. So, the question is, is there a number that goes up to infinity and never comes back down to one? Or is there a number that creates a loop and comes back to itself? Mathematicians have found solutions to all numbers up to two to the sixty-eighth power or something like that. Share your thoughts by either loving the project if you think all numbers come back down to one, and favorite if you think there is a number that never comes down or a number that makes a loop. I really couldn't decide myself, so click both or neither if you are unsure. i know i'm a math nerd but whatever
