\f* Problem 3a: Identify the above game's pure strategy Nash Equilibrium or Nash Equilibria. * Problem 3b: Let g be the probability that Player 1 plays 'Left' and p be the probability that Player 2 plays 'Top'. Find the game's unique Mixed Strategy Nash Equilibrium. * Problem 3c: Which is larger, p or g? Why is this the case (no more than twc sentences)? * Problem 3d: Using compound probabilities, calculate the likelihood of each of the four possible outcomes at the Mixed-Strategy NE. * Problem 3e: What is the total probability of landing on an outcome characterized by coordination failure