 The second horn of the dilemma likewise is resolved. There is no reason to suspect that there is some kind of inadequacy in quantum mechanics if features such as chaos are emergent in the classical domain. Neither the generality nor the validity of quantum mechanics is in question. Nor does the complex, subtle emergent relationship between the quantum and classical domains imply that the two domains are nonoverlapping or disjoint. Rather, the overlap between the quantum and classical is partial and nontrivial. Quantum mechanics is universally applicable, but this in no way implies that it alone universally governs classical behavior. It contributes some of the necessary conditions for classical properties and behaviors, but no sufficient conditions. One indicator of this is that classical mechanics is formulated in terms of continuous trajectories of individual particles through spacetime, while quantum mechanics is formulated in terms of probabilities and wave functions. There are deep conceptual differences between the classical and the quantum.[13] This suggests that we should not expect individual continuous trajectories to result from quantum mechanics in contextually inappropriate limits nor that quantum mechanics should exhibit the full range of classical behaviors, contrary to Ford and others. Instead, we should expect that quantum probabilities recover the classical probabilities in the contextually appropriate situations and that there should be some interesting relationships between quantum and classical properties and behaviors. The interesting statistical regularities discovered in quantum chaology fit with this emergent, nontrival overlapping relationship nicely. 