Chiral resolution by preferential crystallization from a racemic or scalemic solution occurs by selective crystallization of a single enantiomer as a homochiral solid phase, known as a conglomerate. However, there is a prevailing perception that stable homochiral crystals are quite rare and are estimated to form in only 5−10% of all chiral compounds. In this work, the prevalence rate of stable conglomerates is reexamined using dispersion-corrected density-functional theory calculations for a collection of homochiral and heterochiral crystal pairs. The homochiral crystal is found to be the thermodynamically stable phase for 19% of the examined compounds. This value represents a lower bound of the prevalence rate since our sample is necessarily biased because the comparison is limited to cases where a stable heterochiral phase exists and does not include molecules with no reported heterochiral phase. Even so, this lower bound is two to four times higher than the oftenquoted conglomerate prevalence rate, a value that is also based on (experimental) thermodynamic quantities. In addition, our results are used to reexamine Wallach's rule and the close-packing principle. It is concluded that the prevalence of stable conglomerates has been underestimated, and, provided thermodynamic equilibrium drives the crystallization process, preferential crystallization has a much wider scope of applicability than previously assumed.