  Given the recent development of rotating black-bounce-Kerr spacetimes, for
both theoretical and observational purposes it becomes interesting to see
whether it might be possible to construct black-bounce variants of the entire
Kerr-Newman family. Specifically, herein we shall consider
black-bounce-Reissner-Nordstr\"om and black-bounce-Kerr-Newman spacetimes as
particularly simple and clean everywhere-regular black hole "mimickers" that
deviate from the Kerr-Newman family in a precisely controlled and minimal
manner, and smoothly interpolate between regular black holes and traversable
wormholes. While observationally the electric charges on astrophysical black
holes are likely to be extremely low, $|Q|/m \ll 1$, introducing any non-zero
electric charge has a significant theoretical impact. In particular, we verify
the existence of a Killing tensor (and associated Carter-like constant) but
without the full Killing tower of principal tensor and Killing-Yano tensor,
also we discuss how, assuming general relativity, the black-bounce-Kerr-Newman
solution requires an interesting, non-trivial matter/energy content.
