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Ann (player 1) and Bob (player 2) play a simple game with incomplete information with 0 = {0',0"} .S1 = {a, b} , S2 = {c, d} and payoffs are as follows: A' C d a 4.0 2,1 b 3,1 1,0 C d a 1,1 0.0 b 0.1 2.0 Only Ann (player 1) knows the value of 0. Bob (player 2) does not. The probability of @ is 0.6 and everybody knows it. (a) Represent this situation as a Bayesian game. (b) Find the Bayesian Nash Equilibrium (or equilibria)