Ideally, torsional patterns in rings should correlate well between experimental and calculated gas-phase geometries due to the steric constraints on the geometry. The correlation was Importantly, sampling ring torsion angles in isolation is inherently challenging, since such angles are strongly correlated with other torsion angles in the same ring. In the ETKDG method, such correlation is resolved through the distance geometry methods, refining distances between all atoms in the ring (and molecule) together. As such, the ring torsion data in this work is intended either for refining such distance geometry methods or as an initial effort to refine ring puckering distributions using Cremer-Pople schemes. The outlined work demonstrates the desire for additional methods based on quantum calculations where crystal structure constraints may not be suitable or data may not be prevalent due to experimental limitations. Using the example of ETKDG, 7 an alternative, quantum torsion distance geometry (QTDG), could be useful for gas-phase applications. Moreover, a QTDG method would no longer be constrained to structural preferences derived from what can be synthesized and crystallized. This allows for an increase in the capability of the method because a larger amount of data would be available for a more diverse representation of chemical space.