Contributing more than her own valuation is a strictly

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Problem: Consider the voluntary contribution to building a fence game discussed in class. Assume that v= v2=100  and C=150, and Select all that apply

A) Contributing more than her own valuation is a strictly dominated strategy for each player.

B) Each player donating 100 is a pure strategy Nash equilibrium in the game.

C) It is efficient to build the fence.

D) There are Nash equilibria in which the fence is not built.

Reference no: EM132435628

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