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We prove that any dendrite map for which the set of endpoints is closed andcountable fulfilled Sarnak M\"{o}bius disjointness. This extended a result byel Abdalaoui-Askri and Marzougui \cite{ela-GH}. We further notice that theSmital-Ruelle property can be extended to the class of dendrites with closedand countable endpoints.

A large class of dendrite maps for which M\"{o}bius disjointness property of Sarnak is fulfilled