  The PH-Pfaffian topological order has been proposed as a candidate order for
the $\nu=5/2$ quantum Hall effect. The PH-Pfaffian liquid is known to be the
ground state in several coupled wire and coupled stripe constructions. No
translationally and rotationally invariant models with the PH-Pfaffian ground
state have been identified so far. By employing anyon condensation on top of a
topological order, allowed in an isotropic system, we argue that the
PH-Pfaffian order is possible in the presence of rotational and translational
symmetries.
