**IMPORTANT, THE INSTRUCTIONS AREN'T EXPLAINED IN THE GAME** This is a simulation that intends to prove the Monty Hall Problem. There are three doors, behind two of them a a goat, and behind one is a car. You choose a door, and then I reveal a different door. You are then given the choice to change your door to the remaining door. What do you do to maximize your probability of winning? Press space to play again, so you can see what the odds of winning are if you do or don't switch. ------------------------------------------------------------------------- All credits go to me for the project. I (obviously) made the art, as well as the code and the idea. Props to Monty Hall for inventing this mind boggling problem.
