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cleanup code
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216
src/base/Form.ml
216
src/base/Form.ml
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@ -47,22 +47,6 @@ let view (t : T.t) : T.t view =
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(try view_id_ uc_id args with Not_a_th_term -> B_atom t)
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| _ -> B_atom t
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(* TODO
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let and_l st l =
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match flatten_id id_and true l with
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| [] -> T.true_ st
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| l when List.exists T.is_false l -> T.false_ st
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| [ x ] -> x
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| args -> T.app_fun st Funs.and_ (CCArray.of_list args)
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let or_l st l =
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match flatten_id id_or false l with
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| [] -> T.false_ st
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| l when List.exists T.is_true l -> T.true_ st
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| [ x ] -> x
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| args -> T.app_fun st Funs.or_ (CCArray.of_list args)
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*)
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let c_and tst : Term.t =
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let bool = Term.bool tst in
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Uconst.uconst_of_id' tst id_and [ bool; bool ] bool
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@ -151,203 +135,3 @@ let mk_of_view tst = function
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| B_not _ | B_and _ | B_or _ | B_imply _ ->
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Error.errorf "non boolean value in boolean connective"
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*)
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(*
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module T = Base_types.Term
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module Ty = Base_types.Ty
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module Fun = Base_types.Fun
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module Value = Base_types.Value
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open Sidekick_th_bool_static
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exception Not_a_th_term
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let id_and = ID.make "and"
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let id_or = ID.make "or"
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let id_imply = ID.make "=>"
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let view_id fid args =
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if ID.equal fid id_and then
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B_and (CCArray.to_iter args)
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else if ID.equal fid id_or then
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B_or (CCArray.to_iter args)
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else if ID.equal fid id_imply && CCArray.length args >= 2 then (
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(* conclusion is stored last *)
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let len = CCArray.length args in
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B_imply
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(Iter.of_array args |> Iter.take (len - 1), CCArray.get args (len - 1))
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) else
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raise_notrace Not_a_th_term
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let view_as_bool (t : T.t) : (T.t, _) bool_view =
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match T.view t with
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| Bool b -> B_bool b
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| Not u -> B_not u
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| Eq (a, b) when Ty.is_bool (T.ty a) -> B_equiv (a, b)
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| Ite (a, b, c) -> B_ite (a, b, c)
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| App_fun ({ fun_id; _ }, args) ->
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(try view_id fun_id args with Not_a_th_term -> B_atom t)
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| _ -> B_atom t
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module Funs = struct
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let get_ty _ _ = Ty.bool ()
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let abs ~self _a =
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match T.view self with
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| Not u -> u, false
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| _ -> self, true
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(* no congruence closure for boolean terms *)
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let relevant _id _ _ = false
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let eval id args =
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let open Value in
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match view_id id args with
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| B_bool b -> Value.bool b
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| B_not (V_bool b) -> Value.bool (not b)
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| B_and a when Iter.for_all Value.is_true a -> Value.true_
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| B_and a when Iter.exists Value.is_false a -> Value.false_
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| B_or a when Iter.exists Value.is_true a -> Value.true_
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| B_or a when Iter.for_all Value.is_false a -> Value.false_
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| B_imply (_, V_bool true) -> Value.true_
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| B_imply (a, _) when Iter.exists Value.is_false a -> Value.true_
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| B_imply (a, b) when Iter.for_all Value.is_true a && Value.is_false b ->
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Value.false_
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| B_ite (a, b, c) ->
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if Value.is_true a then
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b
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else if Value.is_false a then
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c
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else
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Error.errorf "non boolean value %a in ite" Value.pp a
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| B_equiv (a, b) | B_eq (a, b) -> Value.bool (Value.equal a b)
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| B_xor (a, b) | B_neq (a, b) -> Value.bool (not (Value.equal a b))
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| B_atom v -> v
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| B_opaque_bool t -> Error.errorf "cannot evaluate opaque bool %a" pp t
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| B_not _ | B_and _ | B_or _ | B_imply _ ->
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Error.errorf "non boolean value in boolean connective"
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let mk_fun ?(do_cc = false) id : Fun.t =
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{
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fun_id = id;
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fun_view =
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Fun_def { pp = None; abs; ty = get_ty; relevant; do_cc; eval = eval id };
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}
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let and_ = mk_fun id_and
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let or_ = mk_fun id_or
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let imply = mk_fun id_imply
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let ite = T.ite
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end
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let as_id id (t : T.t) : T.t array option =
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match T.view t with
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| App_fun ({ fun_id; _ }, args) when ID.equal id fun_id -> Some args
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| _ -> None
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(* flatten terms of the given ID *)
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let flatten_id op sign (l : T.t list) : T.t list =
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CCList.flat_map
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(fun t ->
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match as_id op t with
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| Some args -> CCArray.to_list args
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| None when (sign && T.is_true t) || ((not sign) && T.is_false t) ->
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[] (* idempotent *)
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| None -> [ t ])
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l
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let and_l st l =
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match flatten_id id_and true l with
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| [] -> T.true_ st
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| l when List.exists T.is_false l -> T.false_ st
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| [ x ] -> x
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| args -> T.app_fun st Funs.and_ (CCArray.of_list args)
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let or_l st l =
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match flatten_id id_or false l with
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| [] -> T.false_ st
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| l when List.exists T.is_true l -> T.true_ st
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| [ x ] -> x
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| args -> T.app_fun st Funs.or_ (CCArray.of_list args)
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let and_ st a b = and_l st [ a; b ]
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let or_ st a b = or_l st [ a; b ]
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let and_a st a = and_l st (CCArray.to_list a)
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let or_a st a = or_l st (CCArray.to_list a)
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let eq = T.eq
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let not_ = T.not_
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let ite st a b c =
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match T.view a with
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| T.Bool ba ->
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if ba then
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b
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else
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c
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| _ -> T.ite st a b c
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let equiv st a b =
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if T.equal a b then
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T.true_ st
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else if T.is_true a then
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b
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else if T.is_true b then
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a
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else if T.is_false a then
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not_ st b
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else if T.is_false b then
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not_ st a
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else
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T.eq st a b
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let neq st a b = not_ st @@ eq st a b
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let imply_a st xs y =
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if Array.length xs = 0 then
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y
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else
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T.app_fun st Funs.imply (CCArray.append xs [| y |])
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let imply_l st xs y =
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match xs with
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| [] -> y
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| _ -> imply_a st (CCArray.of_list xs) y
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let imply st a b = imply_a st [| a |] b
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let xor st a b = not_ st (equiv st a b)
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let distinct_l tst l =
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match l with
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| [] | [ _ ] -> T.true_ tst
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| l ->
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(* turn into [and_{i<j} t_i != t_j] *)
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let cs = CCList.diagonal l |> List.map (fun (a, b) -> neq tst a b) in
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and_l tst cs
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let mk_bool st = function
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| B_bool b -> T.bool st b
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| B_atom t -> t
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| B_and l -> and_a st l
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| B_or l -> or_a st l
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| B_imply (a, b) -> imply_a st a b
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| B_ite (a, b, c) -> ite st a b c
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| B_equiv (a, b) -> equiv st a b
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| B_xor (a, b) -> not_ st (equiv st a b)
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| B_eq (a, b) -> T.eq st a b
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| B_neq (a, b) -> not_ st (T.eq st a b)
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| B_not t -> not_ st t
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| B_opaque_bool t -> t
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module Gensym = struct
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type t = { tst: T.store; mutable fresh: int }
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let create tst : t = { tst; fresh = 0 }
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let fresh_term (self : t) ~pre (ty : Ty.t) : T.t =
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let name = Printf.sprintf "_tseitin_%s%d" pre self.fresh in
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self.fresh <- 1 + self.fresh;
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let id = ID.make name in
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T.const self.tst @@ Fun.mk_undef_const id ty
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end
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*)
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