In this episode, it is argued that it is not a reasonable goal for cooperative game theory to try to find a single privileged solution concept for bargaining games. Moreover, if it is a reasonable goal of cooperative game theory to try to find a single, unequivocal solution concept for bargaining games, then there would not be persisting and jutified irreconcilable variance in opinions about tradeoffs in agreement structure. To motivate this, theoretical convergence in quantum mechanics on the Schrödinger equation is discussed, and Nash, Kalai-Smordinsky, and Utilitarian solution concepts are raised.