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This paper studies the regularity criterion of weak solutions to the micropolarfluid equations in three dimensions. Let (■u∈L2/2-γ(0,T;B^-γ∞,∞),■ω∈L^2(0,T;B^-1∞,∞)),it is showed that the weak solution(u,ω) is globally regular for the case 0 < γ < 2.