I'll discuss two-dimensional field theories that, while translationally invariant, are not Lorentz invariant. They have left (but not right) scaling symmetry. These theories have appeared in the context of AdS/CFT as holographic duals of warped AdS backgrounds in Topologically Massive Gravity, TsT deformations of exact string theory solutions and Kerr/CFT duality. I`ll show that, as in the usual CFT case, these global symmetries extended to an infinite dimensional algebra. Furthermore, I`ll explain that these symmetries are enough to show the existence of a Cardy-like formula for the asymptotic density of states. This purely field theoretic result matches calculations of the Bekenstein-Hawking entropy of black holes in the bulk dual, including Kerr Black Holes. Lastly I`ll discuss the background fields that couple to these theories and I`ll propose a framework for building a holographic dual systematically.