We calculate and analyse S-wave resonances of helium up to an energy of-0.02 au applying the complex rotation technique. Rydkrg series converging to the hydrogenic thresholds of the Het ion are analysed by quantum defect theory. For moderately excited inner electrons the series converging to different thresholds begin to overlap resulting in perturbed Rydberg series. We find that approximate quantum numbers as well as propensity rules governing the decay of the resonances and the perturbation scheme of the Rydberg aeries prevail. With increasing excitation of the inner electran however, only series whose stiltes tend lo extreme interelectronic angles (cos0) = + I remain regular.