fact: Definition extendable_functor_coeq (n : nat) {B A f g B' A' f' g'} {h : B -> B'} {k : A -> A'} {p : k o f == f' o h} {q : k o g == g' o h} {C : Coeq f' g' -> Type} (ek : ExtendableAlong n k (C o coeq)) (eh : forall (u v : forall x : B', C (coeq (g' x))), ExtendableAlong n h (fun x => u x = v x)) : ExtendableAlong n (functor_coeq h k p q) C.
imports: HoTT.Basics HoTT.Types Equiv.PathSplit PathAny Cubical.DPath Cubical.DPathSquare Colimits.Coeq Colimits.MappingCylinder