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+Require Setoid.
+
+Goal forall (P : Prop) (T : Type) (m m' : T) (T0 T1 : Type) (P2 : forall _ :
+Prop, Prop)
+ (P0 : Set) (x0 : P0) (P1 : forall (_ : P0) (_ : T), Prop)
+ (P3 : forall (_ : forall (_ : P0) (_ : T0) (_ : Prop), Prop) (_ :
+T) (_ : Prop), Prop)
+ (o : forall _ : P0, option T1)
+ (_ : P3
+ (fun (k : P0) (_ : T0) (_ : Prop) =>
+ match o k return Prop with
+ | Some _ => True
+ | None => False
+ end) m' P) (_ : P2 (P1 x0 m))
+ (_ : forall (f : forall (_ : P0) (_ : T0) (_ : Prop), Prop) (m1 m2
+: T)
+ (k : P0) (e : T0) (_ : P2 (P1 k m1)), iff (P3 f m2 P)
+(f k e (P3 f m1 P))), False.
+Proof.
+ intros ???????????? H0 H H1.
+ rewrite H1 in H0; eauto with nocore.
+ { lazymatch goal with
+ | H : match ?X with _ => _ end |- _
+ => first [ lazymatch goal with
+ | [ H' : context[X] |- _ ] => idtac H
+ end
+ | fail 1 "could not find" X ]
+ end.