Ltac semax_func_cons_ext_tc :=
  repeat match goal with
  | |- (forall x: (?A * ?B), _) =>
      intros [? ?];  match goal with a1:_ , a2:_ |- _ => revert a1 a2 end
  | |- forall x:?T, _ => let t := fresh "t" in set (t:=T); progress simpl in t; subst t
  | |- forall x, _ => intro
  end;
  normalize; simpl tc_option_val' .(*
Ltac semax_func_skipn :=
  repeat first [apply semax_func_nil'
                     | apply semax_func_skip1;
                       [clear; solve [auto with closed] | ]].
*)

Ltac semax_func_cons L :=
 repeat (apply semax_func_cons_ext_vacuous; [reflexivity | reflexivity | ]);
 first [apply semax_func_cons;
           [ reflexivity
           | repeat apply Forall_cons; try apply Forall_nil; try computable; reflexivity
           | unfold var_sizes_ok; repeat constructor; try (simpl; rep_omega)
           | reflexivity | precondition_closed | apply L
           | ]
        | eapply semax_func_cons_ext;
             [reflexivity | reflexivity | reflexivity | reflexivity | reflexivity
             | semax_func_cons_ext_tc | apply L |
             ]
        ];
 repeat (apply semax_func_cons_ext_vacuous; [reflexivity | reflexivity | ]);
 try apply semax_func_nil.Ltac semax_func_cons_ext :=
  eapply semax_func_cons_ext;
    [ reflexivity | reflexivity | reflexivity | reflexivity | reflexivity
    | semax_func_cons_ext_tc;
      try solve [apply typecheck_return_value; auto]
    | solve[ first [eapply semax_ext;
          [ (*repeat first [reflexivity | left; reflexivity | right]*) apply from_elements_In; reflexivity
          | apply compute_funspecs_norepeat_e; reflexivity
          | reflexivity
          | reflexivity ]]]
      || fail "Try 'eapply semax_func_cons_ext.'"
              "To solve [semax_external] judgments, do 'eapply semax_ext.'"
              "Make sure that the Espec declared using 'Existing Instance'
               is defined as 'add_funspecs NullExtension.Espec Gprog.'"
    |
    ].

Lemma force_val_sem_cast_neutral_isptr: forall v, isptr v -> Some (force_val (sem_cast_pointer v)) = Some v.