fact: Definition loop_susp_adjoint_nat_l `{Funext} (A A' B : pType) (f : A ->* loops B) (g : A' ->* A) : (loop_susp_adjoint A' B)^-1 (f o* g) ==* (loop_susp_adjoint A B)^-1 f o* fmap psusp g.
imports: Basics Types Pointed.Core Pointed.Loops Pointed.pTrunc Pointed.pEquiv Homotopy.Suspension Homotopy.Freudenthal Truncations WildCat