The “XSAPT” method, which may be regarded either as an acronym for “XPol+SAPT” or for “extended” symmetry adapted perturbation theory (SAPT), was originally introduced by Jacobson and HerbertJacobson:2011, Herbert:2012 as a low-scaling, systematically-improvable method for intermolecular interactions that could be applicable to large systems. The idea was to replace the need for empirical parameters in the XPol method with on-the-fly evaluation of exchange-repulsion and dispersion interactions via pairwise-additive SAPT. Stated differently, XSAPT uses XPol to evaluate many-body (non-pairwise-additive) polarization effects, but then assumes that dispersion and exchange-repulsion interactions are pairwise additive, and evaluates them via pairwise SAPT0 or SAPT(KS) calculations. The method was significantly extended by Lao, Herbert, and co-workers,Lao:2012b, Lao:2013, Lao:2015, Lao:2018a, Lao:2018b, Carter-Fenk:2019, Liu:2019 with various approximations applied in place of the SAPT0 or SAPT(KS) dispersion terms, which are both the least accurate and most expensive contributions to second-order SAPT. An overview of XSAPT-based methods can be found in Ref. Lao:2015.