N1

Two gamers announce a nonnegative integer equal to at most 200. If b1 + b2 < 200, where b is the number announced by player , then each gamer receives payoff of b . If b1 + b2 > 200 and b < b then player receives b and player receives 200 b ; if b1 + b2 > 100 and b1 = b2 then each player receives 100.

Illstruate how the game is dominance solvable and find outcomes surviving iterated elimination of dominated strategies