Definition repinj_bv (t: type): reptype' t -> reptype t :=
  fun v =>
  fold_reptype
  (match t as t' return (REPTYPE' t' -> REPTYPE t': Type)
   with
   | Tvoid
   | Tfunction _ _ _ => @id unit
   | Tint _ _ a => Vint
   | Tlong _ a => Vlong
   | Tfloat _ a => Vfloat
   | Tpointer _ a => pointer_val_val
   | Tarray t0 n a => fun _ => nil
   | Tstruct id a => fun _ => struct_default_val _
   | Tunion id a => fun _ => union_default_val _
   end (unfold_reptype' v)).Definition repinj_aux_s (id: ident) (a: attr) (F: ListType (map (fun it => reptype' (field_type (fst it) (co_members (get_co id))) -> reptype (field_type (fst it) (co_members (get_co id)))) (co_members (get_co id)))): reptype' (Tstruct id a) -> reptype (Tstruct id a) :=
  fun v => @fold_reptype (Tstruct id a) (compact_prod_map _ F (unfold_reptype' v)).Definition repinj_aux_u (id: ident) (a: attr) (F: ListType (map (fun it => reptype' (field_type (fst it) (co_members (get_co id))) -> reptype (field_type (fst it) (co_members (get_co id)))) (co_members (get_co id)))): reptype' (Tunion id a) -> reptype (Tunion id a) :=
  fun v => @fold_reptype (Tunion id a) (compact_sum_map _ F (unfold_reptype' v)).Definition repinj: forall t: type, reptype' t -> reptype t :=
  type_func (fun t => reptype' t -> reptype t)
  repinj_bv
  (fun t n a f v => @fold_reptype (Tarray t n a) (map f (unfold_reptype' v)))
  repinj_aux_s
  repinj_aux_u.

Lemma ptrofs_add_repr_0_r: forall i, Ptrofs.add i (Ptrofs.repr 0) = i.