 The reader may note that this game is a (multiple-move) equilibrium dilemma. The sole (weak) nash equilibrium results when Player One chooses \(\bD\) and Player Two chooses \(\bDu\), thereby achieving for themselves the inferior payoffs of \(P\) and \(P\). The game is not, however, a dominance PD. Indeed, there is no dominant move for either player. It is commonly believed that rational self-interested players will reach a nash equilibrium even when neither player has a dominant move. If so, the farmer's dilemma is still a dilemma.