The Monty Hall problem has annoyed me for a while. Not that I didn't understand it, the wiki page (http://en.wikipedia.org/wiki/Monty_Hall_problem) is quite extensive and explains it quite nicely, the problem is that I could never truely believe that by switching door, your chances of winning are 2/3 instead of 1/3 if you stick.
So I decided to test it.
And you know what, it's true!
Nothing complicated, it just generates a set of doors, sets a random door to be winner and then selects the 'chosen' door. Once the door has been chosen, a door is 'removed'. Then we look at whether switching would have resulted in a Win or a loss.
(True indicates switching would have won, whereas False indicates that staying would have won).
Welp. I guess that settles it then!