  It has been conjectured that the dual of the eternal black hole in AdS is two
entangled but disconnected CFTs. We show that the entanglement created by the
process of Hawking radiation creates several challenges for this conjecture.
The nature of fuzzball states suggests a different picture, where the dual to
two entangled CFTs is two entangled but disconnected spacetimes. We argue for a
process of `quick tunneling' where the Einstein-Rosen bridge of the eternal
hole tunnels rapidly into fuzzball states, preventing the existence of the
eternal hole as a semiclassical spacetime. The regions behind the horizon then
emerge only in the approximation of fuzzball complementarity, where one
considers the impact of probes with energy $E\gg T$.
