Definition Jspec := @OK_spec (Concurrent_Espec unit CS ext_link).Definition init_m : { m | Genv.init_mem prog = Some m } :=
    match Genv.init_mem prog as y return (y <> None -> {m : mem | y = Some m}) with
    | Some m => fun _ => exist _ m eq_refl
    | None => fun H => (fun Heq => False_rect _ (H Heq)) eq_refl
    end init_mem_not_none.Definition initial_state (n : nat) (sch : schedule) : cm_state :=
    (proj1_sig init_m,
     (nil, sch,
      let spr := semax_prog_rule'
                   (Concurrent_Espec unit CS ext_link) V G prog
                   (proj1_sig init_m) 0 all_safe (proj2_sig init_m) in
      let q : corestate := projT1 (projT2 spr) in
      let jm : juicy_mem := proj1_sig (snd (projT2 (projT2 spr)) n tt) in
      @OrdinalPool.mk LocksAndResources (ClightSemanticsForMachines.Clight_newSem (globalenv prog))
        (pos.mkPos (le_n 1))
        (* (fun _ => Kresume q Vundef) *)
        (fun _ => Krun q)
        (fun _ => m_phi jm)
        (addressFiniteMap.AMap.empty _)
     )
    ).

Theorem initial_invariant n sch : state_invariant Jspec G n (initial_state n sch).