  A defining property of Hawking radiation is that states with very low
entanglement masquerade as highly mixed states; this property is captured by a
quantum computational phenomenon known as spoofing entanglement. Motivated by
the potential implications for black hole information and the emergence of
spacetime connectivity, as well as possible applications of spoofing
entanglement, we investigate the geometrization of two types of entanglement
spoofers in AdS/CFT: so-called EFI pairs and pseudoentangled state ensembles.
We show that (a strengthened version of) EFI pairs with a semiclassical bulk
dual have a Python's Lunch; the maximally mixed state over the pseudoentangled
state ensemble likewise features a Python's Lunch. Since a Python's Lunch must
lie behind an event horizon, we find that black holes are the exclusive
gravitational source of entanglement spoofing in the semiclassical limit.
Finally, we use an extant construction of holographic pseudorandom states to
yield a candidate example of a pseudoentangled state ensemble with a
semiclassical bulk dual.
