. Game 6 (four players; 1 chooses row, 2 chooses column, 3 chooses matrix, and 4 chooses table):. - Green table (G): Player 2 L R 1,2,3,4 1,0,3,1 Matrix A: Player 1 2, 1,2,3 3,0,1,2 Player 2 L R 2, 1, 1,5 0,1,2,1 Matrix B: Player 1 D 5,0, 1,2 2,1,0,1 - Yellow table (Y): Player 2 L R 2, 4, 2, 1 6,4,2,0 Matrix A: Player 1 5,4,3, 1 2,3,2,8 Player 2 L R 3,2,0,0 2,3,0,3 Matrix B: Player 1 U D 3,2,3,9 1,0,4,2 That is, the strategy sets of the players are given by $1 = {U, D), S2 = {L, R), S, = {A, B), and $4 = {G, Y}, respectively. 2 (a) Identify all pure strategy Nash equilibria of Game a. (b) Identify all pure strategy Nash equilibria of Game B