In the context of absolutely localized PbE, the Goodpaster group has presented an extension for excited states, including coupled-cluster-type treatments . A state-averaged polarization of the active system was tested in that work in addition to the standard, ground-state polarization applied to the active subsystem before the linear-response (or EOM, in case of coupled cluster calculations) step. While this state-averaged polarization did not systematically improve the results for the examples studied in that work, an alternative correction term to the excitation energy, calculated as the difference between the supersystem TDDFT and the FDE-TDDFT excitation energy of the active system, turned out to be more promising. This, however, requires a mapping of the excitations from the active system to the supersystem.