Finitely Repeated Game: Consider a two-period repeated game in which the stage game described below is played twice and the repeated-game payoffs are simply the sum of the payoffs in each of the two periods. Does there exist a subgame perfect reputational equilibrium for this finitely repeated game? If so, what is it?

SHOW YOUR WORK. Player 2 X Y Z A 1, 2 6, 0 0, 0 Player 1 B 0, 9 1, 1 0, 0 C 0, 0 0, 0 4, 5 Note: A reputational Nash equilibrium should be written in the following form: , in Stage 1 - (, ) in Stage 2; Anything other than (, ) in Stage 1 - (, ) in Stage 2