  In a recent publication [Phys. Rev. Lett. {\bf 124}, 178902] \"Ohberg and
Wright claim that in a chiral soliton model it is possible to realize a genuine
time crystal which corresponds to a periodic evolution of an inhomogeneous
probability density in the lowest energy state. We show that this result is
incorrect and present a solution which possesses lower energy with the
corresponding probability density that does not reveal any motion. It implies
that the authors' conclusion that a genuine time crystal can exist in the
system they consider is not true.
