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+Axiom proof_admitted : False.
+Tactic Notation "admit" := abstract case proof_admitted.
+Goal forall (T : Type) (p : prod (prod T T) bool) (Fm : Set) (f : Fm) (k :
+ forall _ : T, Fm),
+ @eq Fm
+ (k
+ match p return T with
+ | pair p0 swap => fst p0
+ end) f.
+ intros.
+ (* next statement failed in Bug 5486 *)
+ match goal with
+ | [ |- ?f (let (a, b) := ?d in @?e a b) = ?rhs ]
+ => pose (let (a, b) := d in e a b) as t0
+ end.