Consider the following normal form: Player 1\ Player 2 Movie Theater Movie a,b 0,0 Theater 0,0 c,d N={1, 2} A i ={Movie, Theater} Each player chooses an action of either going to a movie or going to the theater. Player 1 prefers to see a movie with Player 2 over going to the theater with Player 2. Player 2 prefers to go to the theater with Player 1 over seeing a movie with Player 1. Players get a payoff of 0 if they end up at a different place than the other player. Which restrictions should a, b, c and d satisfy? 1 point a) > a>c, > b>d ; b) > a>d, < b a>c, < b