If you want an analogy to the quantum situation of a time clock spinning around you can think of the penny rolling in a funnel. https://www.youtube.com/watch?v=C2awnAeuFbc If there were no friction then the penny would never fall through the hole. It would reach a 'ground state', where it's as far down the funnel as its initial angular momentum will allow, and go no further but continue to whiz around. This is still not free energy and is not a quantum effect.
Keeping the ions moving once the material superconducts (reducing its "electromagnetic friction" to effectively nothing) requires very little, if any, energy. It can run entirely off its own inertia.
Counterexample, hydrogen atom with electron circling in lowest (boring ole unexcited ground) energy state. Classical theory says that electron will radiate and auger in leaving the world with nothing but a sea of neutrons, but quantum mechanically its in its lowest energy state.
Electron orbits are not terribly interesting. Yes the s orbital is really boring and the p d and f orbitals are much more interesting looking (talk to a chemist) but fundamentally a bunch of blah.
In comparison this time crystal is an exceedingly weird looking complicated configuration, which means it'll probably be much more interesting.