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We investigate numerically the dynamical behavior of the mean field 3-spinspin glass model: we study equilibrium dynamics, and compute equilibrium timescales as a function of the system size V. We find that for increasing volumesthe time scales $\tau$ increase like $\ln \tau \propto V$. We also present anaccurate study of the equilibrium static properties of the system.Comment: 6 pages, 9 figure

The mean-field infinite range p = 3 spin glass: Equilibrium landscape and correlation time scales