We say that a strategy A of a player is weakly dominated by another strategyB (or equivalently, that Bweakly dominates A) if the payoff from playing B is greater than or equal to that from playing A for every strategy profile of the other players, and is strictly greater for at least one strategy profile of the other players. A strategy of a player is weakly dominant if it weakly dominates every one of his other strategies. For the simultaneous-move game depicted below, identify all the statements that are correct (there may be more than one!): Evelyn Left Right Select one or more: Select one or more: The game has a dominant strategy equilibrium (where both players play weakly or strictly dominant strategies). Evelyn has a weakly dominant strategy. Dan has no dominant strategies. p.097?" Dan has a strictly dominant strategy. E. The game has a Nash equilibrium. F. Evelyn has no dominant strategies. G. Evelyn has a strictly dominant strategy. H. Dan has a weakly dominant strategy