0P93 Lemma 7.1.24. Given x∈Xx\in X, c∈C(X)c\in C(X) and ζ\zeta a homotopy class of paths in XX, we have mf(c)±(f(ζ))=mc±(ζ)m_{f(c)}^{\pm}(f(\zeta))=m_{c}^{\pm}(\zeta) and mf(c)(f(ζ))=mc(ζ)m_{f(c)}(f(\zeta))=m_{c}(\zeta).