  We argue by saying that due to conservation of energy ($\langle H\rangle_n
\rightleftharpoons \langle K.E\rangle_n + \langle P.E\rangle_n$) PT-symmetry
Hamiltonian $H = p^2 - (ix)^N$ is a highly ordered system. Further, it is found
that $\langle K.E\rangle_n \gg \langle P.E\rangle_n$.
