Describe an equilibrium leading to that payoff

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For each of the following base games determine whether or not (2, 1) is an equilibrium payoff of the corresponding infinitely repeated game.

If it is an equilibrium payoff, describe an equilibrium leading to that payoff.

If not, justify your answer. In these games, Player I is the row player and Player II is the column player.

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Reference no: EM131332990

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