  We consider the modified gravity whose action represents itself as a sum of
the usual Einstein-Hilbert action and the gravitational Chern-Simons term and
show that the G\"{o}del metric solves the modified equations of motion, thus
proving that the closed timelike curves whose presence is characteristic for
the G\"{o}del solution are not forbidden in the case of the Chern-Simons
modified gravity as well.
