Question: Can a two-person game, in which each player has two actions, has infinitely many mixed strategy Nash equilibria? If yes, illustrate a game which has

Can a two-person game, in which each player has two actions, has infinitely many mixed strategy Nash equilibria? If yes, illustrate a game which has such a Nash equilibrium. If no, explain your argument. [Maximum word limit for this question is 80 words.]

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