Our core question motivating this paper was if the most common nonadiabatic dynamics methods would behave well in the long timescale regime. Based on the analysis of the excited-state population dynamics, we are glad to find out that all methods deliver similar results. We take this convergence as self-consistent evidence that they are doing a good job describing such dynamics. (Although, it could also be that all methods are delivering the same incorrect result, which is not likely.) Despite some appreciable quantitative differences, all converged simulations predicted that the bulk of the excited state population would decay within 10 ps. We should not overlook this agreement. None of these four methods were developed with the long timescale in mind. They could easily be unable to describe the dynamics.