Describe an original social dilemma you observe in the real world -- i.e. a situation in which no one has an incentive to change what they're doing, but everyone would be better off if everyone changed what they were doing. Try to create two tables to present your dilemma as a 2×2 game. Your first table should be descriptive, Your second table should be a payoff matrix showing the payoffs for both players in each of the four situations Using your payoff matrix, describe the Nash equilibrium and the mutually preferred outcome.

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