open Format module Fixture = Fixture type ast_row = | Uuidv4 of string * ast_row | Name of string * ast_row | Int of string * int * int * ast_row | Increment of string * ast_row | Const of string * string * ast_row | List of string * string list * ast_row | Foreign of string * string * string * ast_row (* parent, row, child_name, row *) | End [@@deriving show, eq] type ast_table = (** In hindsight, this could've been represented as a list of tables instead using separated_list function TODO: Rewrite this to use a list of tables instead of a tree *) | Table of string * int * ast_row * ast_table | End [@@deriving show, eq] let rec print_row = function | Uuidv4 (s, r) -> printf "UUIDv4(%s)," s; print_row r | List (s, l, r) -> printf "List(%s, %s)," s (String.concat ", " l); print_row r | Increment (s, r) -> printf "Increment(%s)," s; print_row r | Const (s, v, r) -> printf "Const(%s, %s)," s v; print_row r | Foreign (p, r, c, next_row) -> printf "Foreign(%s.%s, %s)," p r c; print_row next_row | Int (s, min, max, r) -> printf "Int(%s, %d, %d)," s min max; print_row r | Name (s, r) -> printf "Name(%s)," s; print_row r | End -> printf "\n" let rec print = function | Table (s, amount, r, t) -> printf "%s (%d):" s amount; print_row r; print t | End -> printf "\n" (* AST to Fixtures *) type ast_row_relation = | PColumn of Fixture.t | CColumn of (string * string * (Fixture.compiled list -> Fixture.t)) type ast_table_relation = | PTable of string * int * Fixture.t list | CTable of (string * string) list * string * int * (Fixture.compiled -> Fixture.compiled list -> Fixture.t list) (** parent (name, referenced id), row, child_name, fixture builder given a parent name and list of options *) let table_name = function | PTable (n,_,_) -> n | CTable (_,c,_,_) -> c let rec ast_row_to_fixtures = function | Uuidv4 (s, r) -> PColumn (Fixture.Uuidv4 s) :: ast_row_to_fixtures r | Foreign (p, r, c, next_row) -> CColumn (p, r, fun l -> Fixture.Foreign (c, l)) :: ast_row_to_fixtures next_row | Name (s, r) -> PColumn (Fixture.Name s) :: ast_row_to_fixtures r | Int (s, min, max, r) -> PColumn (Fixture.Int (s, min, max)) :: ast_row_to_fixtures r | Const (s, v, r) -> PColumn (Fixture.Const (s, v)) :: ast_row_to_fixtures r | List (s, l, r) -> PColumn (Fixture.List (s, l)) :: ast_row_to_fixtures r | Increment (s, r) -> PColumn (Fixture.Increment s) :: ast_row_to_fixtures r | End -> [] let extend_table_with_row table row = (** This function is magic, but essentially it takes a table and a column and extends the table. For columns where we reference a parent table, we need to be able to resolve that parent in order to know the fixtures, thus we need to instead build a function that takes the generated values for a parent and adds the rows. For that, we constructuct a function that takes a parent name and a list of options and applies it to the correct location. For understanding this kind of technique, look up contravariant functors *) match row with | PColumn r -> (match table with | PTable (n, amount, l) -> PTable (n, amount, r :: l) | CTable (parents,c, amount, f) -> CTable (parents, c, amount, fun p l -> r :: f p l) ) | CColumn (p,pr, f) -> (match table with | PTable (n, amount, l_p) -> CTable ([(p,pr)], n, amount, fun p' l -> if p' = Fixture.String p then f l :: l_p else [] ) | CTable (parents,c, amount, resolve_parents) -> let new_resolver = fun (requested_parent : Fixture.compiled) l -> if requested_parent = Fixture.String p then [f l] else resolve_parents requested_parent l in CTable ((p,pr) :: parents, c, amount, new_resolver) ) let ast_table_to_table name amount rows = (** Convert an AST table to a Fixture table that we can more easily work with for feeding the generated data as input into fixtures that depend on the generated data from other fixtures *) List.fold_left extend_table_with_row (PTable (name, amount, [])) rows let rec ast_table_to_tables ast = (** Convert an AST table to a list of Fixture tables, so once data has been generated it can be used as input for the next entry *) match ast with | Table (name, amount, r, t) -> ast_table_to_table name amount (ast_row_to_fixtures r) :: ast_table_to_tables t | End -> [] let%test "ast_table_to_tables" = let purchase = Table ("purchase", 5, Uuidv4 ("id", Name ("name", End)), End) in let ast = Table ("user", 2, Uuidv4 ("id", Name ("name", End)), purchase) in let tables = ast_table_to_tables ast in List.length tables == 2 let generated_fixtures = ref (Hashtbl.create 10) (** Used to not regenerate a different fixture for the same table. Also theoretically speeds up the compilation process by not generating the same fixture twice. I do not know what kind of monstrosity of a fixture you'd need for it to matter, but neat regardless. *) let collect_results result_list = (** Collect the results of a list of results into a single result *) let rec collect_results' = function | [] -> Ok [] | (Ok l) :: tl -> (match collect_results' tl with | Ok l' -> Ok (l @ l') | Error e -> Error e ) | (Error e) :: _ -> Error e in collect_results' result_list let rec resolve_fixtures tables name = (* Verify if we have already generated fixtures for this table *) let maybe_fixtures = Hashtbl.find_opt !generated_fixtures name in match maybe_fixtures with | Some fixtures -> (name, fixtures) | None -> let maybe_table = List.find_opt (fun tbl -> table_name tbl = name) tables in match maybe_table with | Some (PTable (n, amount, l)) -> let resolved = (n, Fixture.compile l ~amount) in (* store the generated fixtures for this table *) Hashtbl.add !generated_fixtures name (snd resolved); resolved | Some (CTable (parents, c, amount, create_fixtures)) -> ( resolve_along_with_parents tables name amount parents c create_fixtures ) | None -> failwith ("Could not find table " ^ name) and resolve_along_with_parents tables name amount parents c create_fixtures = let maybe_parents_fixtures = parents |> List.map (fun (p,pr) -> (Fixture.String p,pr, resolve_fixtures tables p |> snd)) |> List.map (fun (p,pr,parent_fixtures) -> ( Fixture.find_entries_for_header parent_fixtures pr |> Result.map (fun ids -> create_fixtures p ids)) ) |> collect_results in (* store the generated fixtures for this table *) match maybe_parents_fixtures with | Ok parents_fixtures -> let compiled = Fixture.compile ~amount parents_fixtures in Hashtbl.add !generated_fixtures name compiled; (c, compiled) | Error e -> failwith e let%test "resolve_fixtures" = let tables = [ PTable ("user", 1, [Fixture.Uuidv4 "id"; Fixture.Uuidv4 "uuid"]); CTable ([("user", "id")], "posts", 1, fun _ ids -> [Fixture.Foreign ("user_id", ids)]) ] in let (_, user_fixtures) = resolve_fixtures tables "user" in let (_, purchase_fixtures) = resolve_fixtures tables "posts" in match (user_fixtures,purchase_fixtures) with | ([[Fixture.String "id";_];[u;_]], [[Fixture.String "user_id"]; [v]]) -> v = u | _ -> false let show_tables tables = let show_table = function | PTable (n,_,_) -> n | CTable (_,c,_,_) -> c in tables |> List.map show_table |> String.concat "\n" let compile ast = let tables = ast_table_to_tables ast in let resolve_fixtures' = function | PTable (n, amount, l) -> let (n,_,resolved) = (n, amount, Fixture.compile l ~amount) in Hashtbl.add !generated_fixtures n resolved; (n,resolved) | CTable (parents,c, amount, create_fixtures) -> let (c, resolved) = resolve_along_with_parents tables c amount parents c create_fixtures in Hashtbl.add !generated_fixtures c resolved; (c,resolved) in let result = List.map resolve_fixtures' tables in result