You are sharing two doughnuts with your roommate. Each player maximizes his or her surplus by consuming more doughnuts, but each Of you prefers to eat your doughnuts with breakfast. Thus, total surplus is maximized if each person eats one doughnut for breakfast the next morning. Each player has the option to have a midnight snack. If your roommate has a midnight snack and you do not, he or she will eat both doughnuts and you will get none. If you have a midnight snack, you will eat both doughnuts and your roommate will get none. If both players choose to have a midnight snack. you will each have one doughnut at midnight, which is preferred to no doughnuts at all. What is the Nash equilibrium of this game? (hint: set up a payoff matrix) C) You will bc able to sustain cooperation O Onc Of you will eat thc doughnuts at midnight bec O Both of you will cat your doughnuts for breakfast O Both Of you will cat your doughnuts at midnight c it is difficult to coordinate