  A singularity-free and spherically symmetric transient black object whose
center remains always timelike, yet directly manifests a trapped region, has
been constructed and numerically implemented. The exterior geometry is shown to
be similar to that of a long-lived transient black hole, with a few subtle
differences. The large-scale global structure of the geometry is examined
through the construction of a conformal diagram, which exhibits no event
horizon and bears resemblance to that of a Minkowski spacetime. Since there is
no singularity within the geometry, the evolution of the exchange of
information between timelike observers, including those that fall through the
trapped region, can be directly explored. The dynamics of generic "standard"
communications, as well as entangled communications, is exhibited through both
t-versus-r and conformal spacetime diagrams.
