CF Open
CF Open

CF Open

Apprenez à connaitre en connaître plus sur le CrossFit, nos membres, notre univers à travers notre série de podcast CFM Live !<img 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j9r5fLT2nn9IQJLfdyeZzPHOpJicQHhsX/Brs+z06fc51CqN1tG/Tp9znWKNxIBvH52++p9Pv9cR+18vlp7Tz/xYgSj9r5fLT2nn68IEg1M5UhIxU1bAi/k+/fsJSQGqmQCQHKUTfzd+55uu55uu55uva+XwZdzzddzzddzzde08/AR3PN13PN13PN+VVlpp4WQiCxJSkjDPy/fv36suvyIkFvCgOYQG/qHtPD9FcCE92OVSoMopGQG/k+fPj0MJYJKKi+BmwhVC0XCiPCIHCWMzUT8nz58EVk147NZyZxxAUxL/ADeFNtHyfPnzZnJ0i2oqH

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