2. Costly Wars of Attrition ' marks total ; Consider the two- round War of Attrition Fame that we discussed in class . In each round , each player must simultaneously decide whether to quit or to Fight . The game is over when either player quits , Or after two rounds have taken place . If one player quits First , the other gets a benefit " . If both Fight in a round , then bath pay a cost { . In class . WE assumed that I _ & and we found all subgame perfect Nash Equilibria. Suppose now that the cost of fighting [ is greater than the benefit from winning " . so that I= " . Find all subgame perfect Nash equilibria for this Fallle