1.1 L R 2.1 2.2 r r 1,0 3,1 2, 1 1.0 Which of the following statements is true? (Here a description of the game: Player 1 moves first and at the initial decision node 1.1 chooses between & and R. Having observed Player 1's choice, Player 2 moves and chooses between / and r. Player 2's decision node following L is labeled 2.1, Player 2's decision node following R is labeled 2.2. After Player 2 chose the game ends with payoffs (1,0) if the path of play if (L, I), (3,1) if the path of play is (L, r), (2,1) if the path of play is (R, I) and (1,0) if the path of play is (R, r).) O (R, 1/) is a Nash equilibrium in which Player 2 makes the non-credible threat / at node 2.2. O (L,r/) is a Nash equilibrium in which Player 2 makes the non-credible threat / at node 2.1. O (R, 1/) is a Nash equilibrium in which Player 2 makes the non-credible threat / at node 2.1. O (L,r/) is a Nash equilibrium in which Player 2 makes the non-credible threat / at node 2.2. O None of the other alternatives is true