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+
+Require Import Coq.Setoids.Setoid Coq.Classes.Morphisms.
+Definition f (v : option nat) := match v with
+ | Some k => Some k
+ | None => None
+ end.
+
+Axioms F G : (option nat -> option nat) -> Prop.
+Axiom FG : forall f, f None = None -> F f = G f.
+
+Axiom admit : forall {T}, T.
+
+Existing Instance eq_Reflexive.
+
+Global Instance foo (A := nat)
+ : Proper ((pointwise_relation _ eq)
+ ==> eq ==> forall_relation (fun _ => Basics.flip Basics.impl))
+ (@option_rect A (fun _ => Prop)) | 0.
+exact admit.
+Qed.
+
+Global Instance bar (A := nat)
+ : Proper ((pointwise_relation _ eq)
+ ==> eq ==> eq ==> Basics.flip Basics.impl)
+ (@option_rect A (fun _ => Prop)) | 0.
+exact admit.
+Qed.
+
+Goal forall k, option_rect (fun _ => Prop) (fun v : nat => v = v /\ F f) True k.
+Proof.
+ intro.
+ pose proof (_ : (Proper (_ ==> eq ==> _) and)).
+ setoid_rewrite (FG _ _); [ | reflexivity.. ].
+ Undo.
+ setoid_rewrite (FG _ eq_refl). (* Error: Tactic failure: setoid rewrite failed: Nothing to rewrite. in 8.5 *) Admitted. \ No newline at end of file