In many respects, the black hole interior is an uncharted territory. General relativity points to its
existence while quantum theory is still undecided. In this work, we take a figurative and literal
step towards the interior. Underlying this is the T\overline{T} deformation which was argued to be dual
to moving the boundary to a finite radius in the bulk. By a sequence of related deformations
on a boundary theory admitting a dual bulk description with black holes, we first move the
boundary to the horizon and then into the interior. We provide evidence for this by matching
the energy on either side of the duality in cases where the interior energy is computable and
discuss work in progress allowing one to compute interior correlation functions purely from
the boundary.