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We study two models with n equivalent absorbing states that generalize theDomany-Kinzel cellular automaton and the contact process. Numericalinvestigations show that for n=2 both models belong to the same universalityclass as branching annihilating walks with an even number of offspring. Unlikepreviously known models, these models have no explicit parity conservation law.Comment: 8 pages, RevTeX, including 8 postscript figures, minor typos  correcte

Stochastic lattice models with several absorbing states