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Come join us and play Hackenbush for fun and (possible) profit. We will explain and demonstrate the game, then let players compete against each other for 1st, 2nd, and 3rd place. Stay afterwards and discuss the interesting theory and strategy behind the game (trust me, books have been written on this stuff!)
Hackenbush is a fun 2-player mathematical game where players take turns cutting (hacking) branches off of a tree. The player who makes the last valid move wins the game.
The game field consists of a network of blue and red branches connected to the ground. The game starts off with one of the players (randomly selected) picking whether they would like to go first or second, or whether they would like to be red or blue. The other player then gets to pick the remaining option (red/blue or first/second). The two players then alternate turns, cutting off their respective branches. Any part of the graph that becomes unsupported (i.e. not connected to any branches or the ground) during play is removed from the graph. The game continues until a player removes the final branch, winning the game.






















This is just a simple example, but you should be able to see the general idea. If you don't quite understand everything, fear not! more will be explained at the tournament. The game is very fun, but requires some strategy, so feel free to study the game a bit. Good luck!