Abstract
A study is presented of elementary excitations of an unfrustrated system which can exhibit frozen magnetism without average long-range order. In three dimensions long-wavelength excitations are quasipropagating with linear dispersion and quadratic damping in accord with hydrodynamic speculations and computer studies, but high-energy modes may be localized. In lower dimensions the modes are overdamped even in a linearized equation-of-motion approximation.

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