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Game theory question: Consider the 'guess-the-average' game, in which players (10 players) try to outguess one another. The player closest to one-third of the average of the guesses wins the game. 

a) Show that no pure strategy strictly dominates any other

b) Find a mixed strategy that strictly dominates 100

c) Show that 99 is not strictly dominated.

Reference no: EM131232526

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