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open StdLabels
type 'a selection =
| Path of 'a
| Point of ('a * Path.Point.t)
type t = int selection
let find_selection
: int selection -> Outline.t list -> Outline.t selection option
= fun selection paths ->
match selection with
| Path id -> Option.map (fun p -> Path p) (Outline.find paths id)
| Point (id, pt) -> Option.map (fun p -> Point (p, pt)) (Outline.find paths id)
let threshold = 20.
let get_from_paths
: (float * float) -> Outline.t list -> float * (Gg.v2 * Outline.t * Path.Point.t * Path.Point.t) option
= fun position outlines ->
let point = Gg.V2.of_tuple position in
(* If the user click on a curve, select it *)
List.fold_left outlines
~init:(threshold, None)
~f:(fun (dist, selection) outline ->
match Path.Fixed.distance point outline.Outline.path with
| Some { closest_point ; distance; p0; p1 ; ratio} when distance < dist ->
ratio, Some (closest_point, outline, p0, p1)
| _ -> dist, selection
)
let select_path
: Outline.t -> t
= fun outline -> Path outline.Outline.id
let select_point
: Outline.t -> Gg.v2 -> t
= fun outline v2_point ->
let point' = ref None in
let dist = ref threshold in
Path.Fixed.iter
outline.Outline.path
~f:(fun p ->
let open Gg.V2 in
let new_dist = norm ((Path.Point.get_coord p) - v2_point) in
match (new_dist < !dist) with
| false -> ()
| true ->
dist:= new_dist;
point' := Some p
);
match !point' with
| Some point ->
Point (outline.Outline.id, point)
| None ->
Path (outline.Outline.id)
(*
(* If the point does not exists, find the exact point on the curve *)
let coord = Gg.V2.to_tuple v2_point in
begin match get_from_paths coord [path] with
| _, None -> Path (Path.Fixed.id path)
| f, Some (point, path, p0, p1) ->
let point' = Path.Point.mix f point p0 p1 in
Point (Path.Fixed.id path, point')
end
*)
|
