  Let Gamma < PSL_2(C) be discrete, cofinite volume, and noncocompact. We prove
that for all K > 1, there is a subgroup H < Gamma that is K-quasiconformally
conjugate to a discrete cocompact subgroup of PSL_2(R). Along with previous
work of Kahn and Markovic, this proves that every finite covolume Kleinian
group has a nearly Fuchsian surface subgroup.
