In a coordination game where two players choose between two strategies, if both players have a dominant strategy that leads to different outcomes, which of the following statements best describes the situation regarding Nash Equilibrium?

In a coordination game, a Nash Equilibrium occurs when both players choose strategies that they have no incentive to change, given the choice of the other player. If both players have a dominant strategy that leads to different outcomes, it means each player has a preferred choice that they will stick to, even if it doesn't match the other player's preference. For example, if Player A's dominant strategy is to choose "X" and Player B's dominant strategy is to choose "Y," they will each choose their strategies, resulting in a situation where neither has a reason to switch to the other's choice. However, this can create a mismatch and lead to an outcome that is not optimal for both. Therefore, in this case, there is no Nash Equilibrium since the players' choices do not align, leaving them potentially worse off than if they could coordinate their strategies.