We have three voters, 1, 2, and 3. They must vote between options, Bill Clinton, George Bush, and Ross Perot. Their preferences are as follows: . Voter 1 prefers BC to GB to RP. . Voter 2 prefers RP to BC to GB. . Voter 3 prefers GB to RP to BC. The voting is by secret ballot, with each voter voting for one alternative. The outcome is determined by majority rule when possible; otherwise, the winner is whatever outcome player 1 preferred. 1. (2 pts) Write this game as a normal form. 2. (6 pts) Find the pure strategy Nash equilibria