There are n players. Each player strategy is Si = {0, 1,2,3, ...., 100}. The target integer is defined to be 3/4 of the average strategy chosen, rounding down. all players choosing the target integer split a prize worth V>0( or, alternatively, each is given the prize with equal probability). If no one chooses the target integer, the prize is not awarded. Which pure strategies are rationalizable in this game