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                           $$$ The Monty Hall Problem $$$
                           ==============================
        
       In the Monty Hall game show, you can pick one of three doors. One
       door has a brand new car for a prize. The other two doors have
       worthless goats:
        
       +------+  +------+  +------+
       |      |  |      |  |      |
       |   1  |  |   2  |  |   3  |
       |      |  |      |  |      |
       |      |  |      |  |      |
       |      |  |      |  |      |
       +------+  +------+  +------+
       Say you pick Door #1.
        
       Before the door you choose is opened, another door with a goat is
       opened:
        
       +------+  +------+  +------+
       |      |  |      |  |  ((  |
       |   1  |  |   2  |  |  oo  |
       |      |  |      |  | /_/|_|
       |      |  |      |  |    | |
       |      |  |      |  |GOAT|||
       +------+  +------+  +------+
       You can choose to either open the door you originally picked, or
       switch to the other unopened door.
        
       It may seem like it doesn't matter if you switch or not, but your
       odds do improve if you switch doors! This program demonstrates the
       Monty Hall problem by letting you do repeated experiments.
        
 (DIR) Play the game!
        
       You can read an explanation of why switching is better at
 (TXT) Monty Hall Problem (Gopherpedia)
        
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