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C) Random walk with two stochastic feedback controls. In contrast to (b), the levels of attraction TO and n change values in time. Each level persists for a time interval X; drawn from a distribution with an average value Ti oc i(. Each time the level changes, its new value is drawn from a uniform distribution. Perturbed by changing external stimuli, the system nevertheless remains within the bounds defined by A T even after many steps. We find that such dynamical mechanism based on a single characteristic time scale T\oc^ generates a 1 / / power spectrum over several decades.
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