  We illustrate how non-relativistic quantum mechanics may be recovered from a
dynamical Weyl geometry on configuration space and an `ensemble' of
trajectories (or `worlds'). The theory, which is free of a physical
wavefunction, is presented starting from a classical `many-systems' action to
which a curvature term is added. In this manner the equations of equilibrium
de~Broglie-Bohm theory are recovered. However, na\"ively the set of solution
precludes solutions with non-zero angular momentum (a version of a problem
raised by Wallstrom). This is remedied by a slight extension of the action,
leaving the equations of motion unchanged.
