  We construct three-dimensional N=2 supersymmetric conformal field theories on
conic spaces. Built upon the fact that the partition function depends solely on
the Reeb vector of the Killing vector, we propose that holographic dual of
these theories are four-dimensional, supersymmetric charged topological black
holes. With the supersymmetry localization technique, we study conserved
supercharges, free energy, and Renyi entropy. At planar large N limit, we
demonstrate perfect agreement between the superconformal field theories and the
supersymmetric charged topological black holes.
