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The main challenge of combinatorial game theory is to handle combinatorialchaos, if one player knows the strategy better than his opponent, he is able todetermine the exact results of a game. If both players are qualifiedcompetitor, the result usually depends on the order when they take turns, whichhowever, may not be determined by a player casually. So, this research studieddifferent kinds of tic-tac-toe, assuming that a player always moves first,tried to figure out the winning or unbeatable strategy for the first player indifferent kinds of tic-tac-toe. It is titled "Move first, and becomeunbeatable", which also reflects the philosophy in life.

Move first, and become unbeatable: Strategy study of different Tic-tac-toe