Player 1 Up Middle Down Left P1: $45 P2: $45 P1: $15 P2: $65 Pl: $62 P2: $0 Player 2 Middle P1: $43 P2: $43 P1: $57 P2:

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answerhappygod
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Player 1 Up Middle Down Left P1: $45 P2: $45 P1: $15 P2: $65 Pl: $62 P2: $0 Player 2 Middle P1: $43 P2: $43 P1: $57 P2:

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Player 1 Up Middle Down Left P1 45 P2 45 P1 15 P2 65 Pl 62 P2 0 Player 2 Middle P1 43 P2 43 P1 57 P2 1
Player 1 Up Middle Down Left P1 45 P2 45 P1 15 P2 65 Pl 62 P2 0 Player 2 Middle P1 43 P2 43 P1 57 P2 1 (32.82 KiB) Viewed 16 times
Player 1 Up Middle Down Left P1: $45 P2: $45 P1: $15 P2: $65 Pl: $62 P2: $0 Player 2 Middle P1: $43 P2: $43 P1: $57 P2: $2 PI: $83 P2: $0 Right P1: SO P2: $56 PI: SO P2: $68 P1: S1 P2: $1 Note: You do not need to include mixed strategy Nash equilibrium in your answer A. What are the Nash equilibrium to this game (if there are any)? B. Are any of the Nash equilibrium efficient? If yes, which one(s)? If any are inefficient, explain why 4
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