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Klein bottle weak solenoidal space Σ(p,q,r) is a continuum obtained as the inverse limit of an inverse sequence, where each term is Klein bottle and each bonding map is finite-sheeted covering map over Klein bottle. In the present paper we determine and present all s-sheeted covering maps (with connected total space) over Σ(p,q,r), s in N, both pointed and unpointed case

Finite-sheeted covering maps over Klein bottle weakly solenoidal spaces