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+(* Revealed a missing re-consideration of postponed problems *)
+
+Module A.
+Inductive flat_type := Unit | Prod (A B : flat_type).
+Inductive exprf (op : flat_type -> flat_type -> Type) {var : Type} : flat_type
+-> Type :=
+| Op {t1 tR} (opc : op t1 tR) (args : exprf op t1) : exprf op tR.
+Inductive op : flat_type -> flat_type -> Type := .
+Arguments Op {_ _ _ _} _ _.
+Definition bound_op {var}
+ {src2 dst2}
+ (opc2 : op src2 dst2)
+ : forall (args2 : exprf op (var:=var) src2), Op opc2 args2 = Op opc2 args2
+ := match opc2 return (forall args2, Op opc2 args2 = Op opc2 args2) with end.
+End A.
+
+(* A shorter variant *)
+Module B.
+Inductive exprf (op : unit -> Type) : Type :=
+| A : exprf op
+| Op tR (opc : op tR) (args : exprf op) : exprf op.
+Inductive op : unit -> Type := .
+Definition bound_op (dst2 : unit) (opc2 : op dst2)
+ : forall (args2 : exprf op), Op op dst2 opc2 args2 = A op
+ := match opc2 in op h return (forall args2 : exprf ?[U], Op ?[V] ?[I] opc2 args2 = A op) with end.
+End B.