This document discusses a game theory case involving two players, A and B, who must choose between multiple options. Player A can choose between options A1, A2, and A3, while Player B can choose between B1 and B2. There is no saddle point, so the optimal strategies are calculated to be Player A choosing A1 with probability 5/19 and A2 with probability 14/19, while Player B chooses B1 with probability 6/19 and B2 with 13/19. The value of the game is determined to be 168/19.