= Silverman's game
{wiki=Silverman's_game}
Silverman's game is a mathematical game that serves as an example in game theory. It involves two players who take turns choosing numbers from a set of positive integers, with the goal of achieving a certain outcome or condition based on the numbers chosen. The rules of the game can vary, but generally, the game illustrates strategic decision-making, optimal play, and can showcase concepts such as Nash equilibria or minimax strategies.
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