In this paper, we introduced the mildly version of the Hurewicz basis covering property, studied by Babinkostova, Kočinac, and Scheepers. A space X is said to have mildly-Hurewicz property if for each sequence hUn : n ∈ ωi of clopen covers of X there is a sequence hVn : n ∈ ωi such that for each n, Vn is a finite subset of Un and for each x ∈ X, x belongs to S Vn for all but finitely many n. Then we characterized mildly-Hurewicz property by mildly-Hurewicz Basis property and mildly-Hurewicz measure zero property for metrizable spaces. © 2022 Belgian Mathematical Society. All rights reserved.