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(** THIS FILE WAS AUTOMATICALLY GENERATED BY AENEAS *)
(** [polonius_list] *)
Require Import Primitives.
Import Primitives.
Require Import Coq.ZArith.ZArith.
Require Import List.
Import ListNotations.
Local Open Scope Primitives_scope.
Module PoloniusList.
(** [polonius_list::List]
Source: 'src/polonius_list.rs', lines 3:0-3:16 *)
Inductive List_t (T : Type) :=
| List_Cons : T -> List_t T -> List_t T
| List_Nil : List_t T
.
Arguments List_Cons { _ }.
Arguments List_Nil { _ }.
(** [polonius_list::get_list_at_x]:
Source: 'src/polonius_list.rs', lines 13:0-13:76 *)
Fixpoint get_list_at_x
(ls : List_t u32) (x : u32) :
result ((List_t u32) * (List_t u32 -> result (List_t u32)))
:=
match ls with
| List_Cons hd tl =>
if hd s= x
then
let back_'a := fun (ret : List_t u32) => Return ret in
Return (List_Cons hd tl, back_'a)
else (
p <- get_list_at_x tl x;
let (l, get_list_at_x_back) := p in
let back_'a :=
fun (ret : List_t u32) =>
tl1 <- get_list_at_x_back ret; Return (List_Cons hd tl1) in
Return (l, back_'a))
| List_Nil =>
let back_'a := fun (ret : List_t u32) => Return ret in
Return (List_Nil, back_'a)
end
.
End PoloniusList.
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