The reformulation of torsion angle scanning as wavefront propagation comes with several important benefits that we think are worth the increased computational cost. These benefits include improved symmetry of the potential surface, which is related to the calculation results being independent of any chosen scan direction or dimensional ordering. The resulting potential energy surfaces have fewer discontinuities compared to sequential scanning, and in typical cases lower-energy structures and potential minima can often be found. Multiple initial guesses can be naturally incorporated allowing the calculations to finish in reduced wall time given sufficient computing resources. This procedure also has a reduced tendency to get trapped in high-energy local minima, resulting in improved performance and reliability for challenging systems and generalized choices of dihedral angles.