ligo/src/test/test_helpers.ml

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open! Trace
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type test_case = unit Alcotest.test_case
type test =
| Test_suite of (string * test list)
| Test of test_case
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let rec error_pp out (e : error) =
let open JSON_string_utils in
let message =
let opt = e |> member "message" |> string in
let msg = Option.unopt ~default:"" opt in
if msg = ""
then ""
else ": " ^ msg in
let error_code =
let error_code = e |> member "error_code" in
match error_code with
| `Null -> ""
| _ -> " (" ^ (J.to_string error_code) ^ ")" in
let title =
let opt = e |> member "title" |> string in
Option.unopt ~default:"" opt in
let data =
let data = e |> member "data" in
match data with
| `Null -> ""
| _ -> " " ^ (J.to_string data) ^ "\n" in
let infos =
let infos = e |> member "infos" in
match infos with
| `Null -> ""
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| `List lst -> Format.asprintf "@[<v2>%a@]" PP_helpers.(list_sep error_pp (tag "@,")) lst
| _ -> " " ^ (J.to_string infos) ^ "\n" in
Format.fprintf out "%s%s%s.\n%s%s" title error_code message data infos
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let test name f =
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Test (
Alcotest.test_case name `Quick @@ fun () ->
let result =
trace (fun () -> error (thunk "running test") (thunk name) ()) @@
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f () in
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match result with
| Ok ((), annotations) -> ignore annotations; ()
| Error err ->
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Format.printf "Errors : {\n%a}\n%!" error_pp (err ()) ;
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raise Alcotest.Test_error
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)
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let test_suite name lst = Test_suite (name , lst)
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open Ast_simplified.Combinators
let expect ?options program entry_point input expecter =
let%bind result =
let run_error =
let title () = "expect run" in
let content () = Format.asprintf "Entry_point: %s" entry_point in
error title content in
trace run_error @@
Ligo.Run.run_simplityped ~debug_michelson:true ?options program entry_point input in
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expecter result
let expect_eq ?options program entry_point input expected =
let expecter = fun result ->
let expect_error =
let title () = "expect result" in
let content () = Format.asprintf "Expected %a, got %a"
Ast_simplified.PP.expression expected
Ast_simplified.PP.expression result in
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error title content in
trace expect_error @@
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Ast_simplified.Misc.assert_value_eq (expected , result) in
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expect ?options program entry_point input expecter
let expect_evaluate program entry_point expecter =
let error =
let title () = "expect evaluate" in
let content () = Format.asprintf "Entry_point: %s" entry_point in
error title content in
trace error @@
let%bind result = Ligo.Run.evaluate_simplityped program entry_point in
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expecter result
let expect_eq_evaluate program entry_point expected =
let expecter = fun result ->
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Ast_simplified.Misc.assert_value_eq (expected , result) in
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expect_evaluate program entry_point expecter
let expect_n_aux ?options lst program entry_point make_input make_expecter =
let aux n =
let input = make_input n in
let expecter = make_expecter n in
trace (simple_error ("expect_n " ^ (string_of_int n))) @@
let result = expect ?options program entry_point input expecter in
result
in
let%bind _ = bind_map_list aux lst in
ok ()
let expect_eq_n_aux ?options lst program entry_point make_input make_expected =
let aux n =
let input = make_input n in
let expected = make_expected n in
trace (simple_error ("expect_eq_n " ^ (string_of_int n))) @@
let result = expect_eq ?options program entry_point input expected in
result
in
let%bind _ = bind_map_list aux lst in
ok ()
let expect_eq_n ?options = expect_eq_n_aux ?options [0 ; 1 ; 2 ; 42 ; 163 ; -1]
let expect_eq_n_pos ?options = expect_eq_n_aux ?options [0 ; 1 ; 2 ; 42 ; 163]
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let expect_eq_n_strict_pos ?options = expect_eq_n_aux ?options [2 ; 42 ; 163]
let expect_eq_n_pos_small ?options = expect_eq_n_aux ?options [0 ; 1 ; 2 ; 10]
let expect_eq_n_strict_pos_small ?options = expect_eq_n_aux ?options [1 ; 2 ; 10]
let expect_eq_n_pos_mid = expect_eq_n_aux [0 ; 1 ; 2 ; 10 ; 33]
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let expect_n_pos_small ?options = expect_n_aux ?options [0 ; 2 ; 10]
let expect_n_strict_pos_small ?options = expect_n_aux ?options [2 ; 10]
let expect_eq_b program entry_point make_expected =
let aux b =
let input = e_bool b in
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let expected = make_expected b in
expect_eq program entry_point input expected
in
let%bind _ = bind_map_list aux [false ; true] in
ok ()
let expect_eq_n_int a b c =
expect_eq_n a b e_int (fun n -> e_int (c n))
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let expect_eq_b_bool a b c =
let open Ast_simplified.Combinators in
expect_eq_b a b (fun bool -> e_bool (c bool))