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This paper deals with the existence of solutions of a class of contact meanfield games systems of first order. Cardaliaguet \cite{CAR} found a linkbetween the weak KAM theory for Hamiltonian systems and mean field gamessystems. We prove that there is still a connection between the weak KAM theoryfor contact Hamiltonian systems and contact mean field games systems. By theanalysis of properties of the Mather set for contact Hamiltonian systems, weprove the main existence result.

Existence of solutions to contact mean field games of first order