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If you are good enough, is it possible for this game to go on forever? Heidi Burgiel, a mathematician at the Geometry Center in Minneapolis, showed that a certain sequence of tetrominos would, despite a player’s best efforts, result in their losing the game. Her theorem proves that if the player encounters alternating Z pieces, then whatever they do to rotate and stack them, the game will be lost after placement of at most 69,600 pieces.
Around the World in Eighty Games: From Tarot to Tic-Tac-Toe, Catan to Chutes and Ladders, a Mathematician Unlocks the Secrets of the World's Greatest Games
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