Given the two person general sum transferable utility game (A, B) where 82 49 41 /51 48 70 28 54 49 and B = 50 70 64 31 39 95/ 64 26 41/ A = a) Check whether there are any pure strategic equilibria points. If exist, determine whether these points are stable or not. b) Find safety levels of players. c) Determine the pure strategies which result in maximum total payoff. If they agree to play with these strategies, how do they share the total payoff, assuming that they are not aware of 'threat strategies' (disagreement strategies) and they ignorantly act on the basis of safety levels. d) Determine how the total payoff, mentioned in previous part, should be shared among the players, based on their threat strategies.