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Player B Left Right Player A Top 17,17 18, 16 Bottom 16,18 x, x (a) For what values of x will this game have a (strictly) dominant strategy Nash equilibrium? (b) For what values of x will the dominant strategy Nash equilibrium be Pareto efficient? (c) For which values of x will (Bottom, Right) be a Nash equilibrium of this game? (d) Are there any values of x such that (Bottom, Right) is the only Nash equilibrium of the game? Explain your reasoning.

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