[−][src]Constant game::pregame::built_info::BUILT_TIME_UTC
pub const BUILT_TIME_UTC: &str = "Fri, 23 Oct 2020 17:55:25 +0000";
The built-time in RFC2822, UTC
+
[−][src]Constant game::pregame::built_info::BUILT_TIME_UTC
pub const BUILT_TIME_UTC: &str = "Fri, 23 Oct 2020 17:56:42 +0000";
The built-time in RFC2822, UTC
[−][src]Struct geom::polygon::Polygon
pub struct Polygon {
+ 
[−][src]Struct geom::polygon::Polygon
pub struct Polygon {
points: Vec<Pt2D>,
indices: Vec<u16>,
rings: Option<Vec<Ring>>,
@@ -8,24 +8,24 @@
rings: Option<Vec<Ring>>If the polygon has holes, explicitly store all the rings (the one outer and all of the inner) so they can later be used to generate outlines and such. If the polygon has no holes, then this will just be None, since the points form a ring.
-Implementations
impl Polygon[src]
pub fn buggy_new(orig_pts: Vec<Pt2D>) -> Polygon[src]
pub fn with_holes(outer: Ring, inner: Vec<Ring>) -> Polygon[src]
pub fn from_geojson(raw: &Vec<Vec<Vec<f64>>>) -> Polygon[src]
pub fn precomputed(points: Vec<Pt2D>, indices: Vec<usize>) -> Polygon[src]
pub fn from_triangle(tri: &Triangle) -> Polygon[src]
pub fn triangles(&self) -> Vec<Triangle>[src]
pub fn raw_for_rendering(&self) -> (&Vec<Pt2D>, &Vec<u16>)[src]
pub fn contains_pt(&self, pt: Pt2D) -> bool[src]
pub fn get_bounds(&self) -> Bounds[src]
fn transform<F: Fn(&Pt2D) -> Pt2D>(&self, f: F) -> Polygon[src]
pub fn translate(&self, dx: f64, dy: f64) -> Polygon[src]
pub fn scale(&self, factor: f64) -> Polygon[src]
pub fn rotate(&self, angle: Angle) -> Polygon[src]
pub fn rotate_around(&self, angle: Angle, pivot: Pt2D) -> Polygon[src]
pub fn points(&self) -> &Vec<Pt2D>[src]
The order of these points depends on the constructor! The first and last point may or may +
Implementations
impl Polygon[src]
pub fn buggy_new(orig_pts: Vec<Pt2D>) -> Polygon[src]
pub fn with_holes(outer: Ring, inner: Vec<Ring>) -> Polygon[src]
pub fn from_geojson(raw: &Vec<Vec<Vec<f64>>>) -> Polygon[src]
pub fn precomputed(points: Vec<Pt2D>, indices: Vec<usize>) -> Polygon[src]
pub fn from_triangle(tri: &Triangle) -> Polygon[src]
pub fn triangles(&self) -> Vec<Triangle>[src]
pub fn raw_for_rendering(&self) -> (&Vec<Pt2D>, &Vec<u16>)[src]
pub fn contains_pt(&self, pt: Pt2D) -> bool[src]
pub fn get_bounds(&self) -> Bounds[src]
fn transform<F: Fn(&Pt2D) -> Pt2D>(&self, f: F) -> Polygon[src]
pub fn translate(&self, dx: f64, dy: f64) -> Polygon[src]
pub fn scale(&self, factor: f64) -> Polygon[src]
pub fn rotate(&self, angle: Angle) -> Polygon[src]
pub fn rotate_around(&self, angle: Angle, pivot: Pt2D) -> Polygon[src]
pub fn points(&self) -> &Vec<Pt2D>[src]
The order of these points depends on the constructor! The first and last point may or may not match. Polygons constructed from PolyLines will have a very weird order.
-pub fn into_points(self) -> Vec<Pt2D>[src]
pub fn into_ring(self) -> Ring[src]
pub fn center(&self) -> Pt2D[src]
pub fn rectangle(width: f64, height: f64) -> Polygon[src]
Top-left at the origin. Doesn't take Distance, because this is usually pixels, actually.
-pub fn rectangle_centered(
center: Pt2D,
width: Distance,
height: Distance
) -> Polygon[src]
center: Pt2D,
width: Distance,
height: Distance
) -> Polygon
pub fn rectangle_two_corners(pt1: Pt2D, pt2: Pt2D) -> Option<Polygon>[src]
pub fn rounded_rectangle(w: f64, h: f64, r: Option<f64>) -> Polygon[src]
Top-left at the origin. Doesn't take Distance, because this is usually pixels, actually. +
pub fn into_points(self) -> Vec<Pt2D>[src]
pub fn into_ring(self) -> Ring[src]
pub fn center(&self) -> Pt2D[src]
pub fn rectangle(width: f64, height: f64) -> Polygon[src]
Top-left at the origin. Doesn't take Distance, because this is usually pixels, actually.
+pub fn rectangle_centered(
center: Pt2D,
width: Distance,
height: Distance
) -> Polygon[src]
center: Pt2D,
width: Distance,
height: Distance
) -> Polygon
pub fn rectangle_two_corners(pt1: Pt2D, pt2: Pt2D) -> Option<Polygon>[src]
pub fn rounded_rectangle(w: f64, h: f64, r: Option<f64>) -> Polygon[src]
Top-left at the origin. Doesn't take Distance, because this is usually pixels, actually. If radius is None, be as round as possible
-pub fn union(self, other: Polygon) -> Polygon[src]
pub fn union_all(list: Vec<Polygon>) -> Polygon[src]
pub fn intersection(&self, other: &Polygon) -> Vec<Polygon>[src]
pub fn convex_hull(list: Vec<Polygon>) -> Polygon[src]
pub fn polylabel(&self) -> Pt2D[src]
pub fn to_outline(&self, thickness: Distance) -> Result<Polygon, String>[src]
Creates the outline around the polygon, with the thickness half straddling the polygon and +
pub fn union(self, other: Polygon) -> Polygon[src]
pub fn union_all(list: Vec<Polygon>) -> Polygon[src]
pub fn intersection(&self, other: &Polygon) -> Vec<Polygon>[src]
pub fn convex_hull(list: Vec<Polygon>) -> Polygon[src]
pub fn polylabel(&self) -> Pt2D[src]
pub fn to_outline(&self, thickness: Distance) -> Result<Polygon, String>[src]
Creates the outline around the polygon, with the thickness half straddling the polygon and half of it just outside. Only works for polygons that're formed from rings. Those made from PolyLines won't work, for example.
pub fn strip_rings(&self) -> Polygon[src]
Remove the internal rings used for to_outline. This is fine to do if the polygon is being added to some larger piece of geometry that won't need an outline.
pub fn area(&self) -> f64[src]
Usually m^2, unless the polygon is in screen-space
pub fn clip_polyline(&self, input: &PolyLine) -> Option<Vec<Pt2D>>[src]
Doesn't handle multiple crossings in and out.
-pub fn clip_ring(&self, input: &Ring) -> Option<Vec<Pt2D>>[src]
Trait Implementations
impl Clone for Polygon[src]
fn clone(&self) -> Polygon[src]
Returns a copy of the value. Read more
+pub fn clip_ring(&self, input: &Ring) -> Option<Vec<Pt2D>>[src]
Trait Implementations
impl Clone for Polygon[src]
fn clone(&self) -> Polygon[src]
Returns a copy of the value. Read more
fn clone_from(&mut self, source: &Self)1.0.0[src]
Performs copy-assignment from source. Read more
impl Debug for Polygon[src]
fn fmt(&self, f: &mut Formatter<'_>) -> Result[src]
Formats the value using the given formatter. Read more
-impl<'de> Deserialize<'de> for Polygon[src]
fn deserialize<__D>(__deserializer: __D) -> Result<Self, __D::Error> where
__D: Deserializer<'de>, [src]
__D: Deserializer<'de>,
Deserialize this value from the given Serde deserializer. Read more
+impl Debug for Polygon[src]
fn fmt(&self, f: &mut Formatter<'_>) -> Result[src]
Formats the value using the given formatter. Read more
+impl<'de> Deserialize<'de> for Polygon[src]
fn deserialize<__D>(__deserializer: __D) -> Result<Self, __D::Error> where
__D: Deserializer<'de>, [src]
__D: Deserializer<'de>,
Deserialize this value from the given Serde deserializer. Read more
impl Display for Polygon[src]
fn fmt(&self, f: &mut Formatter<'_>) -> Result[src]
Formats the value using the given formatter. Read more
-impl Serialize for Polygon[src]
fn serialize<__S>(&self, __serializer: __S) -> Result<__S::Ok, __S::Error> where
__S: Serializer, [src]
__S: Serializer,
Serialize this value into the given Serde serializer. Read more
+impl Serialize for Polygon[src]
Auto Trait Implementations
impl RefUnwindSafe for Polygon
impl Send for Polygon
impl Sync for Polygon
impl Unpin for Polygon
impl UnwindSafe for Polygon
Blanket Implementations
impl<T> Any for T where
T: 'static + ?Sized, [src]
T: 'static + ?Sized,
impl<T> Borrow<T> for T where
T: ?Sized, [src]
T: ?Sized,
impl<T> BorrowMut<T> for T where
T: ?Sized, [src]
T: ?Sized,
fn borrow_mut(&mut self) -> &mut T[src]
Mutably borrows from an owned value. Read more
diff --git a/rustdoc/geom/struct.Polygon.html b/rustdoc/geom/struct.Polygon.html index 543fd964c3..cf525a784c 100644 --- a/rustdoc/geom/struct.Polygon.html +++ b/rustdoc/geom/struct.Polygon.html @@ -1,5 +1,5 @@[−][src]Struct geom::Polygon
pub struct Polygon {
+ 
[−][src]Struct geom::Polygon
pub struct Polygon {
points: Vec<Pt2D>,
indices: Vec<u16>,
rings: Option<Vec<Ring>>,
@@ -8,24 +8,24 @@
rings: Option<Vec<Ring>>If the polygon has holes, explicitly store all the rings (the one outer and all of the inner) so they can later be used to generate outlines and such. If the polygon has no holes, then this will just be None, since the points form a ring.
-Implementations
impl Polygon[src]
pub fn buggy_new(orig_pts: Vec<Pt2D>) -> Polygon[src]
pub fn with_holes(outer: Ring, inner: Vec<Ring>) -> Polygon[src]
pub fn from_geojson(raw: &Vec<Vec<Vec<f64>>>) -> Polygon[src]
pub fn precomputed(points: Vec<Pt2D>, indices: Vec<usize>) -> Polygon[src]
pub fn from_triangle(tri: &Triangle) -> Polygon[src]
pub fn triangles(&self) -> Vec<Triangle>[src]
pub fn raw_for_rendering(&self) -> (&Vec<Pt2D>, &Vec<u16>)[src]
pub fn contains_pt(&self, pt: Pt2D) -> bool[src]
pub fn get_bounds(&self) -> Bounds[src]
fn transform<F: Fn(&Pt2D) -> Pt2D>(&self, f: F) -> Polygon[src]
pub fn translate(&self, dx: f64, dy: f64) -> Polygon[src]
pub fn scale(&self, factor: f64) -> Polygon[src]
pub fn rotate(&self, angle: Angle) -> Polygon[src]
pub fn rotate_around(&self, angle: Angle, pivot: Pt2D) -> Polygon[src]
pub fn points(&self) -> &Vec<Pt2D>[src]
The order of these points depends on the constructor! The first and last point may or may +
Implementations
impl Polygon[src]
pub fn buggy_new(orig_pts: Vec<Pt2D>) -> Polygon[src]
pub fn with_holes(outer: Ring, inner: Vec<Ring>) -> Polygon[src]
pub fn from_geojson(raw: &Vec<Vec<Vec<f64>>>) -> Polygon[src]
pub fn precomputed(points: Vec<Pt2D>, indices: Vec<usize>) -> Polygon[src]
pub fn from_triangle(tri: &Triangle) -> Polygon[src]
pub fn triangles(&self) -> Vec<Triangle>[src]
pub fn raw_for_rendering(&self) -> (&Vec<Pt2D>, &Vec<u16>)[src]
pub fn contains_pt(&self, pt: Pt2D) -> bool[src]
pub fn get_bounds(&self) -> Bounds[src]
fn transform<F: Fn(&Pt2D) -> Pt2D>(&self, f: F) -> Polygon[src]
pub fn translate(&self, dx: f64, dy: f64) -> Polygon[src]
pub fn scale(&self, factor: f64) -> Polygon[src]
pub fn rotate(&self, angle: Angle) -> Polygon[src]
pub fn rotate_around(&self, angle: Angle, pivot: Pt2D) -> Polygon[src]
pub fn points(&self) -> &Vec<Pt2D>[src]
The order of these points depends on the constructor! The first and last point may or may not match. Polygons constructed from PolyLines will have a very weird order.
-pub fn into_points(self) -> Vec<Pt2D>[src]
pub fn into_ring(self) -> Ring[src]
pub fn center(&self) -> Pt2D[src]
pub fn rectangle(width: f64, height: f64) -> Polygon[src]
Top-left at the origin. Doesn't take Distance, because this is usually pixels, actually.
-pub fn rectangle_centered(
center: Pt2D,
width: Distance,
height: Distance
) -> Polygon[src]
center: Pt2D,
width: Distance,
height: Distance
) -> Polygon
pub fn rectangle_two_corners(pt1: Pt2D, pt2: Pt2D) -> Option<Polygon>[src]
pub fn rounded_rectangle(w: f64, h: f64, r: Option<f64>) -> Polygon[src]
Top-left at the origin. Doesn't take Distance, because this is usually pixels, actually. +
pub fn into_points(self) -> Vec<Pt2D>[src]
pub fn into_ring(self) -> Ring[src]
pub fn center(&self) -> Pt2D[src]
pub fn rectangle(width: f64, height: f64) -> Polygon[src]
Top-left at the origin. Doesn't take Distance, because this is usually pixels, actually.
+pub fn rectangle_centered(
center: Pt2D,
width: Distance,
height: Distance
) -> Polygon[src]
center: Pt2D,
width: Distance,
height: Distance
) -> Polygon
pub fn rectangle_two_corners(pt1: Pt2D, pt2: Pt2D) -> Option<Polygon>[src]
pub fn rounded_rectangle(w: f64, h: f64, r: Option<f64>) -> Polygon[src]
Top-left at the origin. Doesn't take Distance, because this is usually pixels, actually. If radius is None, be as round as possible
-pub fn union(self, other: Polygon) -> Polygon[src]
pub fn union_all(list: Vec<Polygon>) -> Polygon[src]
pub fn intersection(&self, other: &Polygon) -> Vec<Polygon>[src]
pub fn convex_hull(list: Vec<Polygon>) -> Polygon[src]
pub fn polylabel(&self) -> Pt2D[src]
pub fn to_outline(&self, thickness: Distance) -> Result<Polygon, String>[src]
Creates the outline around the polygon, with the thickness half straddling the polygon and +
pub fn union(self, other: Polygon) -> Polygon[src]
pub fn union_all(list: Vec<Polygon>) -> Polygon[src]
pub fn intersection(&self, other: &Polygon) -> Vec<Polygon>[src]
pub fn convex_hull(list: Vec<Polygon>) -> Polygon[src]
pub fn polylabel(&self) -> Pt2D[src]
pub fn to_outline(&self, thickness: Distance) -> Result<Polygon, String>[src]
Creates the outline around the polygon, with the thickness half straddling the polygon and half of it just outside. Only works for polygons that're formed from rings. Those made from PolyLines won't work, for example.
pub fn strip_rings(&self) -> Polygon[src]
Remove the internal rings used for to_outline. This is fine to do if the polygon is being added to some larger piece of geometry that won't need an outline.
pub fn area(&self) -> f64[src]
Usually m^2, unless the polygon is in screen-space
pub fn clip_polyline(&self, input: &PolyLine) -> Option<Vec<Pt2D>>[src]
Doesn't handle multiple crossings in and out.
-pub fn clip_ring(&self, input: &Ring) -> Option<Vec<Pt2D>>[src]
Trait Implementations
impl Clone for Polygon[src]
fn clone(&self) -> Polygon[src]
Returns a copy of the value. Read more
+pub fn clip_ring(&self, input: &Ring) -> Option<Vec<Pt2D>>[src]
Trait Implementations
impl Clone for Polygon[src]
fn clone(&self) -> Polygon[src]
Returns a copy of the value. Read more
fn clone_from(&mut self, source: &Self)1.0.0[src]
Performs copy-assignment from source. Read more
impl Debug for Polygon[src]
fn fmt(&self, f: &mut Formatter<'_>) -> Result[src]
Formats the value using the given formatter. Read more
-impl<'de> Deserialize<'de> for Polygon[src]
fn deserialize<__D>(__deserializer: __D) -> Result<Self, __D::Error> where
__D: Deserializer<'de>, [src]
__D: Deserializer<'de>,
Deserialize this value from the given Serde deserializer. Read more
+impl Debug for Polygon[src]
fn fmt(&self, f: &mut Formatter<'_>) -> Result[src]
Formats the value using the given formatter. Read more
+impl<'de> Deserialize<'de> for Polygon[src]
fn deserialize<__D>(__deserializer: __D) -> Result<Self, __D::Error> where
__D: Deserializer<'de>, [src]
__D: Deserializer<'de>,
Deserialize this value from the given Serde deserializer. Read more
impl Display for Polygon[src]
fn fmt(&self, f: &mut Formatter<'_>) -> Result[src]
Formats the value using the given formatter. Read more
-impl Serialize for Polygon[src]
fn serialize<__S>(&self, __serializer: __S) -> Result<__S::Ok, __S::Error> where
__S: Serializer, [src]
__S: Serializer,
Serialize this value into the given Serde serializer. Read more
+impl Serialize for Polygon[src]
Auto Trait Implementations
impl RefUnwindSafe for Polygon
impl Send for Polygon
impl Sync for Polygon
impl Unpin for Polygon
impl UnwindSafe for Polygon
Blanket Implementations
impl<T> Any for T where
T: 'static + ?Sized, [src]
T: 'static + ?Sized,
impl<T> Borrow<T> for T where
T: ?Sized, [src]
T: ?Sized,
impl<T> BorrowMut<T> for T where
T: ?Sized, [src]
T: ?Sized,
fn borrow_mut(&mut self) -> &mut T[src]
Mutably borrows from an owned value. Read more
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Use for…",0,[[],["angle",3]]],[0,"bounds","","",null,null],[3,"Bounds","geom::bounds","Represents a rectangular boundary of `Pt2D` points.",null,null],[12,"min_x","","",1,null],[12,"min_y","","",1,null],[12,"max_x","","",1,null],[12,"max_y","","",1,null],[3,"GPSBounds","","Represents a rectangular boundary of `LonLat` points.…",null,null],[12,"min_lon","","",2,null],[12,"min_lat","","",2,null],[12,"max_lon","","",2,null],[12,"max_lat","","",2,null],[11,"new","geom","A boundary including no points.",1,[[],["bounds",3]]],[11,"from","","Create a boundary covering some points.",1,[[["vec",3]],["bounds",3]]],[11,"update","","Update the boundary to include this point.",1,[[["pt2d",3]]]],[11,"union","","Unions two boundaries.",1,[[["bounds",3]]]],[11,"contains","","True if the point is within the boundary.",1,[[["pt2d",3]]]],[11,"as_bbox","","Converts the boundary to the format used by `aabb_quadtree`.",1,[[],["rect",3]]],[11,"get_rectangle","","Creates a rectangle covering this boundary.",1,[[],["polygon",3]]],[11,"width","","The width of this boundary.",1,[[]]],[11,"height","","The height of this boundary.",1,[[]]],[11,"center","","The center point of this boundary.",1,[[],["pt2d",3]]],[11,"new","","A boundary including no points.",2,[[],["gpsbounds",3]]],[11,"from","","Create a boundary covering some points.",2,[[["vec",3],["lonlat",3]],["gpsbounds",3]]],[11,"update","","Update the boundary to include this point.",2,[[["lonlat",3]]]],[11,"contains","","True if the point is within the boundary.",2,[[["lonlat",3]]]],[11,"get_max_world_pt","","The bottom-right corner of the boundary, in map-space.",2,[[],["pt2d",3]]],[11,"to_bounds","","Converts the boundary to map-space.",2,[[],["bounds",3]]],[11,"try_convert","","Convert all points to map-space, failing if any points are…",2,[[["vec",3]],[["option",4],["vec",3]]]],[11,"convert","","Convert all points to map-space. The points may be outside…",2,[[["vec",3]],[["pt2d",3],["vec",3]]]],[11,"convert_back","","Convert map-space points back to `LonLat`s. This is only…",2,[[["vec",3]],[["vec",3],["lonlat",3]]]],[0,"circle","","",null,null],[3,"Circle","geom::circle","A circle, defined by a center and radius.",null,null],[12,"center","","",3,null],[12,"radius","","",3,null],[17,"TRIANGLES_PER_CIRCLE","","",null,null],[11,"new","geom","Creates a circle.",3,[[["pt2d",3],["distance",3]],["circle",3]]],[11,"contains_pt","","True if the point is inside the circle.",3,[[["pt2d",3]]]],[11,"get_bounds","","Get the boundary containing this circle.",3,[[],["bounds",3]]],[11,"to_polygon","","Renders the circle as a polygon.",3,[[],["polygon",3]]],[11,"to_partial_polygon","","Renders some percent, between [0, 1], of the circle as a…",3,[[],["polygon",3]]],[11,"to_ring","","Returns the ring around the circle.",3,[[],["ring",3]]],[11,"to_outline","","Creates an outline around the circle, strictly contained…",3,[[["distance",3]],[["result",4],["string",3],["polygon",3]]]],[0,"distance","","",null,null],[3,"Distance","geom::distance","A distance, in meters. Can be negative.",null,null],[12,"0","","",4,null],[18,"ZERO","geom","",4,null],[11,"meters","","Creates a distance in meters.",4,[[],["distance",3]]],[11,"const_meters","","",4,[[],["distance",3]]],[11,"inches","","Creates a distance in inches.",4,[[],["distance",3]]],[11,"miles","","Creates a distance in miles.",4,[[],["distance",3]]],[11,"centimeters","","Creates a distance in centimeters.",4,[[],["distance",3]]],[11,"abs","","Returns the absolute value of this distance.",4,[[],["distance",3]]],[11,"sqrt","","Returns the square root of this distance.",4,[[],["distance",3]]],[11,"inner_meters","","Returns the distance in meters. Prefer to work with…",4,[[]]],[11,"to_string","","Describes the distance according to formatting rules.",4,[[["unitfmt",3]],["string",3]]],[11,"max","","Returns the largest of the two inputs.",4,[[["distance",3]],["distance",3]]],[11,"min","","Returns the smallest of the two inputs.",4,[[["distance",3]],["distance",3]]],[0,"duration","","",null,null],[3,"Duration","geom::duration","A duration, in seconds. Can be negative.",null,null],[12,"0","","",5,null],[18,"ZERO","geom","",5,null],[18,"EPSILON","","",5,null],[11,"seconds","","Creates a duration in seconds.",5,[[],["duration",3]]],[11,"minutes","","Creates a duration in minutes.",5,[[],["duration",3]]],[11,"hours","","Creates a duration in hours.",5,[[],["duration",3]]],[11,"f64_minutes","","Creates a duration in minutes.",5,[[],["duration",3]]],[11,"const_seconds","","",5,[[],["duration",3]]],[11,"to_u64","","",5,[[]]],[11,"from_u64","","",5,[[],["duration",3]]],[11,"inner_seconds","","Returns the duration in seconds. Prefer working in…",5,[[]]],[11,"get_parts","","Splits the duration into (hours, minutes, seconds,…",5,[[]]],[11,"parse","","Parses a duration such as \\\"3:00\\\" to `Duration::minutes(3)`.",5,[[],[["box",3],["duration",3],["result",4]]]],[11,"epsilon_eq","","If two durations are within this amount, they\'ll print as…",5,[[["duration",3]]]],[11,"realtime_elapsed","","Returns the duration elapsed from this moment in real time.",5,[[["instant",6]],["duration",3]]],[11,"round_up","","Rounds a duration up to the nearest whole number multiple.",5,[[["duration",3]],["duration",3]]],[11,"num_minutes_rounded_up","","Returns the duration as a number of minutes, rounded up.",5,[[]]],[11,"make_intervals_for_max","","Returns (rounded max, the boundaries in number of minutes)",5,[[]]],[0,"find_closest","","",null,null],[3,"FindClosest","geom::find_closest","A quad-tree to quickly find the closest points to some…",null,null],[12,"geometries","","",6,null],[12,"quadtree","","",6,null],[5,"pts_to_line_string","","",null,[[["vec",3]],["linestring",3]]],[11,"new","geom","Creates the quad-tree, limited to points contained in the…",6,[[["bounds",3]],["findclosest",3]]],[11,"add","","Add an object to the quadtree, remembering some key…",6,[[["vec",3]]]],[11,"all_close_pts","","For every object within some distance of a query point,…",6,[[["pt2d",3],["distance",3]],["vec",3]]],[11,"closest_pt","","Finds the closest point on the existing geometry to the…",6,[[["pt2d",3],["distance",3]],["option",4]]],[0,"gps","","",null,null],[3,"LonLat","geom::gps","Represents a (longitude, latitude) point.",null,null],[12,"longitude","","",7,null],[12,"latitude","","",7,null],[11,"new","geom","Note the order of arguments!",7,[[],["lonlat",3]]],[11,"x","","Returns the longitude of this point.",7,[[]]],[11,"y","","Returns the latitude of this point.",7,[[]]],[11,"gps_dist","","Returns the Haversine distance to another point.",7,[[["lonlat",3]],["distance",3]]],[11,"fast_dist","","Pretty meaningless units, for comparing distances very…",7,[[["lonlat",3]],["notnan",3]]],[11,"read_osmosis_polygon","","Parses a file in the…",7,[[["string",3]],[["vec",3],["result",4],["box",3]]]],[0,"line","","",null,null],[3,"Line","geom::line","A line segment.",null,null],[12,"0","","",9,null],[12,"1","","",9,null],[3,"InfiniteLine","","",null,null],[12,"0","","",8,null],[12,"1","","",8,null],[5,"is_counter_clockwise","","",null,[[["pt2d",3]]]],[11,"new","geom","Creates a line segment between two points. None if the…",9,[[["pt2d",3]],[["line",3],["option",4]]]],[11,"must_new","","Equivalent to `Line::new(pt1, pt2).unwrap()`. Use this to…",9,[[["pt2d",3]],["line",3]]],[11,"infinite","","Returns an infinite line passing through this line\'s two…",9,[[],["infiniteline",3]]],[11,"pt1","","Returns the first point in this line segment.",9,[[],["pt2d",3]]],[11,"pt2","","Returns the second point in this line segment.",9,[[],["pt2d",3]]],[11,"points","","Returns the two points in this line segment.",9,[[],[["pt2d",3],["vec",3]]]],[11,"to_polyline","","Returns a polyline containing these two points.",9,[[],["polyline",3]]],[11,"make_polygons","","Returns a thick line segment.",9,[[["distance",3]],["polygon",3]]],[11,"length","","Length of the line segment",9,[[],["distance",3]]],[11,"intersection","","If two line segments intersect -- including endpoints --…",9,[[["line",3]],[["pt2d",3],["option",4]]]],[11,"crosses","","Determine if two line segments intersect, but more so than…",9,[[["line",3]]]],[11,"intersection_infinite","","If the line segment intersects with an infinite line --…",9,[[["infiniteline",3]],[["pt2d",3],["option",4]]]],[11,"shift_right","","Perpendicularly shifts the line over to the right. Width…",9,[[["distance",3]],["line",3]]],[11,"shift_left","","Perpendicularly shifts the line over to the left. Width…",9,[[["distance",3]],["line",3]]],[11,"shift_either_direction","","Perpendicularly shifts the line to the right if positive…",9,[[["distance",3]],["line",3]]],[11,"reverse","","Returns a reversed line segment",9,[[],["line",3]]],[11,"angle","","The angle of the line segment, from the first to the…",9,[[],["angle",3]]],[11,"dist_along","","Returns a point along the line segment, unless the…",9,[[["distance",3]],[["pt2d",3],["option",4]]]],[11,"must_dist_along","","Equivalent to `self.dist_along(dist).unwrap()`. Use this…",9,[[["distance",3]],["pt2d",3]]],[11,"unbounded_dist_along","","",9,[[["distance",3]],["pt2d",3]]],[11,"unbounded_percent_along","","",9,[[],["pt2d",3]]],[11,"percent_along","","",9,[[],[["pt2d",3],["option",4]]]],[11,"slice","","",9,[[["distance",3]],[["line",3],["option",4]]]],[11,"middle","","",9,[[],[["pt2d",3],["option",4]]]],[11,"contains_pt","","",9,[[["pt2d",3]]]],[11,"dist_along_of_point","","",9,[[["pt2d",3]],[["option",4],["distance",3]]]],[11,"percent_along_of_point","","",9,[[["pt2d",3]],["option",4]]],[11,"project_pt","","",9,[[["pt2d",3]],["pt2d",3]]],[11,"intersection","","Fails for parallel lines.",8,[[["infiniteline",3]],[["pt2d",3],["option",4]]]],[0,"percent","","",null,null],[3,"Percent","geom::percent","Most of the time, [0, 1]. But some callers may go outside…",null,null],[12,"0","","",10,null],[11,"inner","geom","",10,[[]]],[11,"int","","",10,[[],["percent",3]]],[0,"polygon","","",null,null],[3,"Polygon","geom::polygon","",null,null],[12,"points","","",11,null],[12,"indices","","Groups of three indices make up the triangles",11,null],[12,"rings","","If the polygon has holes, explicitly store all the rings…",11,null],[3,"Triangle","","",null,null],[12,"pt1","","",12,null],[12,"pt2","","",12,null],[12,"pt3","","",12,null],[5,"to_geo","","",null,[[["vec",3]],["polygon",3]]],[5,"from_geo","","",null,[[["polygon",3]],["polygon",3]]],[5,"from_multi","","",null,[[["multipolygon",3]],[["vec",3],["polygon",3]]]],[5,"downsize","","",null,[[["vec",3]],["vec",3]]],[11,"buggy_new","geom","",11,[[["pt2d",3],["vec",3]],["polygon",3]]],[11,"with_holes","","",11,[[["vec",3],["ring",3]],["polygon",3]]],[11,"from_geojson","","",11,[[["vec",3]],["polygon",3]]],[11,"precomputed","","",11,[[["pt2d",3],["vec",3],["vec",3]],["polygon",3]]],[11,"from_triangle","","",11,[[["triangle",3]],["polygon",3]]],[11,"triangles","","",11,[[],[["vec",3],["triangle",3]]]],[11,"raw_for_rendering","","",11,[[]]],[11,"contains_pt","","",11,[[["pt2d",3]]]],[11,"get_bounds","","",11,[[],["bounds",3]]],[11,"transform","","",11,[[["fn",8]],["polygon",3]]],[11,"translate","","",11,[[],["polygon",3]]],[11,"scale","","",11,[[],["polygon",3]]],[11,"rotate","","",11,[[["angle",3]],["polygon",3]]],[11,"rotate_around","","",11,[[["angle",3],["pt2d",3]],["polygon",3]]],[11,"points","","The order of these points depends on the constructor! The…",11,[[],["vec",3]]],[11,"into_points","","",11,[[],[["pt2d",3],["vec",3]]]],[11,"into_ring","","",11,[[],["ring",3]]],[11,"center","","",11,[[],["pt2d",3]]],[11,"rectangle","","Top-left at the origin. Doesn\'t take Distance, because…",11,[[],["polygon",3]]],[11,"rectangle_centered","","",11,[[["pt2d",3],["distance",3]],["polygon",3]]],[11,"rectangle_two_corners","","",11,[[["pt2d",3]],[["option",4],["polygon",3]]]],[11,"rounded_rectangle","","Top-left at the origin. Doesn\'t take Distance, because…",11,[[["option",4]],["polygon",3]]],[11,"union","","",11,[[["polygon",3]],["polygon",3]]],[11,"union_all","","",11,[[["vec",3],["polygon",3]],["polygon",3]]],[11,"intersection","","",11,[[["polygon",3]],[["vec",3],["polygon",3]]]],[11,"convex_hull","","",11,[[["vec",3],["polygon",3]],["polygon",3]]],[11,"polylabel","","",11,[[],["pt2d",3]]],[11,"to_outline","","Creates the outline around the polygon, with the thickness…",11,[[["distance",3]],[["result",4],["string",3],["polygon",3]]]],[11,"strip_rings","","Remove the internal rings used for to_outline. This is…",11,[[],["polygon",3]]],[11,"area","","Usually m^2, unless the polygon is in screen-space",11,[[]]],[11,"clip_polyline","","Doesn\'t handle multiple crossings in and out.",11,[[["polyline",3]],[["option",4],["vec",3]]]],[11,"clip_ring","","",11,[[["ring",3]],[["option",4],["vec",3]]]],[11,"new","","",12,[[["pt2d",3]],["triangle",3]]],[11,"contains_pt","","",12,[[["pt2d",3]]]],[0,"polyline","","",null,null],[3,"PolyLine","geom::polyline","",null,null],[12,"pts","","",13,null],[12,"length","","",13,null],[4,"ArrowCap","","",null,null],[13,"Triangle","","",21,null],[5,"fix_angles","","",null,[[["polyline",3],["polyline",3]],[["result",4],["string",3],["polyline",3]]]],[5,"to_set","","",null,[[]]],[17,"MITER_THRESHOLD","","",null,null],[11,"new","geom","",13,[[["pt2d",3],["vec",3]],[["result",4],["string",3],["polyline",3]]]],[11,"must_new","","",13,[[["pt2d",3],["vec",3]],["polyline",3]]],[11,"unchecked_new","","Doesn\'t check for duplicates. Use at your own risk.",13,[[["pt2d",3],["vec",3]],["polyline",3]]],[11,"deduping_new","","First dedupes adjacent points",13,[[["pt2d",3],["vec",3]],[["result",4],["string",3],["polyline",3]]]],[11,"to_thick_boundary","","",13,[[["distance",3]],[["option",4],["polygon",3]]]],[11,"reversed","","",13,[[],["polyline",3]]],[11,"extend","","",13,[[["polyline",3]],[["result",4],["string",3],["polyline",3]]]],[11,"must_extend","","",13,[[["polyline",3]],["polyline",3]]],[11,"must_push","","",13,[[["pt2d",3]],["polyline",3]]],[11,"append","","One or both args might be empty.",13,[[["pt2d",3],["vec",3]],[["result",4],["string",3],["vec",3]]]],[11,"points","","",13,[[],["vec",3]]],[11,"into_points","","",13,[[],[["pt2d",3],["vec",3]]]],[11,"lines","","",13,[[]]],[11,"length","","",13,[[],["distance",3]]],[11,"slice","","Returns the excess distance left over from the end",13,[[["distance",3]],[["result",4],["string",3]]]],[11,"exact_slice","","No excess leftover distance allowed.",13,[[["distance",3]],["polyline",3]]],[11,"maybe_exact_slice","","",13,[[["distance",3]],[["result",4],["string",3],["polyline",3]]]],[11,"first_half","","",13,[[],["polyline",3]]],[11,"second_half","","",13,[[],["polyline",3]]],[11,"dist_along","","",13,[[["distance",3]],[["string",3],["result",4]]]],[11,"must_dist_along","","",13,[[["distance",3]]]],[11,"middle","","",13,[[],["pt2d",3]]],[11,"first_pt","","",13,[[],["pt2d",3]]],[11,"last_pt","","",13,[[],["pt2d",3]]],[11,"first_line","","",13,[[],["line",3]]],[11,"last_line","","",13,[[],["line",3]]],[11,"shift_right","","",13,[[["distance",3]],[["result",4],["string",3],["polyline",3]]]],[11,"must_shift_right","","",13,[[["distance",3]],["polyline",3]]],[11,"shift_left","","",13,[[["distance",3]],[["result",4],["string",3],["polyline",3]]]],[11,"must_shift_left","","",13,[[["distance",3]],["polyline",3]]],[11,"shift_with_corrections","","",13,[[["distance",3]],[["result",4],["string",3],["polyline",3]]]],[11,"shift_with_sharp_angles","","",13,[[["distance",3]],[["pt2d",3],["vec",3]]]],[11,"make_polygons","","",13,[[["distance",3]],["polygon",3]]],[11,"make_polygons_with_miter_threshold","","",13,[[["distance",3]],["polygon",3]]],[11,"exact_dashed_polygons","","",13,[[["distance",3]],[["vec",3],["polygon",3]]]],[11,"dashed_lines","","Don\'t draw the dashes too close to the ends.",13,[[["distance",3]],[["vec",3],["polygon",3]]]],[11,"make_arrow","","",13,[[["arrowcap",4],["distance",3]],["polygon",3]]],[11,"make_double_arrow","","",13,[[["arrowcap",4],["distance",3]],["polygon",3]]],[11,"dashed_arrow","","",13,[[["arrowcap",4],["distance",3]],[["vec",3],["polygon",3]]]],[11,"intersection","","Also return the angle of the line where the hit was found",13,[[["polyline",3]],["option",4]]],[11,"intersection_infinite","","",13,[[["infiniteline",3]],[["pt2d",3],["option",4]]]],[11,"get_slice_ending_at","","Panics if the pt is not on the polyline. 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This helps ensure…",null,[[]]],[0,"angle","","",null,null],[3,"Angle","geom::angle","An angle, stored in radians.",null,null],[12,"0","","",0,null],[18,"ZERO","geom","",0,null],[11,"new_rads","","",0,[[],["angle",3]]],[11,"degrees","","Create an angle in degrees.",0,[[],["angle",3]]],[11,"opposite","","Invert the direction of this angle.",0,[[],["angle",3]]],[11,"invert_y","","",0,[[],["angle",3]]],[11,"rotate_degs","","Rotates this angle by some degrees.",0,[[],["angle",3]]],[11,"normalized_radians","","Returns [0, 2pi)",0,[[]]],[11,"normalized_degrees","","Returns [0, 360)",0,[[]]],[11,"shortest_rotation_towards","","Logically this returns [-180, 180], but keep in mind when…",0,[[["angle",3]],["angle",3]]],[11,"approx_eq","","True if this angle is within some degrees of another,…",0,[[["angle",3]]]],[11,"reorient","","I don\'t know how to describe what this does. Use for…",0,[[],["angle",3]]],[0,"bounds","","",null,null],[3,"Bounds","geom::bounds","Represents a rectangular boundary of `Pt2D` points.",null,null],[12,"min_x","","",1,null],[12,"min_y","","",1,null],[12,"max_x","","",1,null],[12,"max_y","","",1,null],[3,"GPSBounds","","Represents a rectangular boundary of `LonLat` points.…",null,null],[12,"min_lon","","",2,null],[12,"min_lat","","",2,null],[12,"max_lon","","",2,null],[12,"max_lat","","",2,null],[11,"new","geom","A boundary including no points.",1,[[],["bounds",3]]],[11,"from","","Create a boundary covering some points.",1,[[["vec",3]],["bounds",3]]],[11,"update","","Update the boundary to include this point.",1,[[["pt2d",3]]]],[11,"union","","Unions two boundaries.",1,[[["bounds",3]]]],[11,"contains","","True if the point is within the boundary.",1,[[["pt2d",3]]]],[11,"as_bbox","","Converts the boundary to the format used by `aabb_quadtree`.",1,[[],["rect",3]]],[11,"get_rectangle","","Creates a rectangle covering this boundary.",1,[[],["polygon",3]]],[11,"width","","The width of this boundary.",1,[[]]],[11,"height","","The height of this boundary.",1,[[]]],[11,"center","","The center point of this boundary.",1,[[],["pt2d",3]]],[11,"new","","A boundary including no points.",2,[[],["gpsbounds",3]]],[11,"from","","Create a boundary covering some points.",2,[[["lonlat",3],["vec",3]],["gpsbounds",3]]],[11,"update","","Update the boundary to include this point.",2,[[["lonlat",3]]]],[11,"contains","","True if the point is within the boundary.",2,[[["lonlat",3]]]],[11,"get_max_world_pt","","The bottom-right corner of the boundary, in map-space.",2,[[],["pt2d",3]]],[11,"to_bounds","","Converts the boundary to map-space.",2,[[],["bounds",3]]],[11,"try_convert","","Convert all points to map-space, failing if any points are…",2,[[["vec",3]],[["option",4],["vec",3]]]],[11,"convert","","Convert all points to map-space. The points may be outside…",2,[[["vec",3]],[["pt2d",3],["vec",3]]]],[11,"convert_back","","Convert map-space points back to `LonLat`s. This is only…",2,[[["vec",3]],[["lonlat",3],["vec",3]]]],[0,"circle","","",null,null],[3,"Circle","geom::circle","A circle, defined by a center and radius.",null,null],[12,"center","","",3,null],[12,"radius","","",3,null],[17,"TRIANGLES_PER_CIRCLE","","",null,null],[11,"new","geom","Creates a circle.",3,[[["pt2d",3],["distance",3]],["circle",3]]],[11,"contains_pt","","True if the point is inside the circle.",3,[[["pt2d",3]]]],[11,"get_bounds","","Get the boundary containing this circle.",3,[[],["bounds",3]]],[11,"to_polygon","","Renders the circle as a polygon.",3,[[],["polygon",3]]],[11,"to_partial_polygon","","Renders some percent, between [0, 1], of the circle as a…",3,[[],["polygon",3]]],[11,"to_ring","","Returns the ring around the circle.",3,[[],["ring",3]]],[11,"to_outline","","Creates an outline around the circle, strictly contained…",3,[[["distance",3]],[["result",4],["polygon",3],["string",3]]]],[0,"distance","","",null,null],[3,"Distance","geom::distance","A distance, in meters. Can be negative.",null,null],[12,"0","","",4,null],[18,"ZERO","geom","",4,null],[11,"meters","","Creates a distance in meters.",4,[[],["distance",3]]],[11,"const_meters","","",4,[[],["distance",3]]],[11,"inches","","Creates a distance in inches.",4,[[],["distance",3]]],[11,"miles","","Creates a distance in miles.",4,[[],["distance",3]]],[11,"centimeters","","Creates a distance in centimeters.",4,[[],["distance",3]]],[11,"abs","","Returns the absolute value of this distance.",4,[[],["distance",3]]],[11,"sqrt","","Returns the square root of this distance.",4,[[],["distance",3]]],[11,"inner_meters","","Returns the distance in meters. Prefer to work with…",4,[[]]],[11,"to_string","","Describes the distance according to formatting rules.",4,[[["unitfmt",3]],["string",3]]],[11,"max","","Returns the largest of the two inputs.",4,[[["distance",3]],["distance",3]]],[11,"min","","Returns the smallest of the two inputs.",4,[[["distance",3]],["distance",3]]],[0,"duration","","",null,null],[3,"Duration","geom::duration","A duration, in seconds. Can be negative.",null,null],[12,"0","","",5,null],[18,"ZERO","geom","",5,null],[18,"EPSILON","","",5,null],[11,"seconds","","Creates a duration in seconds.",5,[[],["duration",3]]],[11,"minutes","","Creates a duration in minutes.",5,[[],["duration",3]]],[11,"hours","","Creates a duration in hours.",5,[[],["duration",3]]],[11,"f64_minutes","","Creates a duration in minutes.",5,[[],["duration",3]]],[11,"const_seconds","","",5,[[],["duration",3]]],[11,"to_u64","","",5,[[]]],[11,"from_u64","","",5,[[],["duration",3]]],[11,"inner_seconds","","Returns the duration in seconds. Prefer working in…",5,[[]]],[11,"get_parts","","Splits the duration into (hours, minutes, seconds,…",5,[[]]],[11,"parse","","Parses a duration such as \\\"3:00\\\" to `Duration::minutes(3)`.",5,[[],[["duration",3],["result",4],["box",3]]]],[11,"epsilon_eq","","If two durations are within this amount, they\'ll print as…",5,[[["duration",3]]]],[11,"realtime_elapsed","","Returns the duration elapsed from this moment in real time.",5,[[["instant",6]],["duration",3]]],[11,"round_up","","Rounds a duration up to the nearest whole number multiple.",5,[[["duration",3]],["duration",3]]],[11,"num_minutes_rounded_up","","Returns the duration as a number of minutes, rounded up.",5,[[]]],[11,"make_intervals_for_max","","Returns (rounded max, the boundaries in number of minutes)",5,[[]]],[0,"find_closest","","",null,null],[3,"FindClosest","geom::find_closest","A quad-tree to quickly find the closest points to some…",null,null],[12,"geometries","","",6,null],[12,"quadtree","","",6,null],[5,"pts_to_line_string","","",null,[[["vec",3]],["linestring",3]]],[11,"new","geom","Creates the quad-tree, limited to points contained in the…",6,[[["bounds",3]],["findclosest",3]]],[11,"add","","Add an object to the quadtree, remembering some key…",6,[[["vec",3]]]],[11,"all_close_pts","","For every object within some distance of a query point,…",6,[[["pt2d",3],["distance",3]],["vec",3]]],[11,"closest_pt","","Finds the closest point on the existing geometry to the…",6,[[["pt2d",3],["distance",3]],["option",4]]],[0,"gps","","",null,null],[3,"LonLat","geom::gps","Represents a (longitude, latitude) point.",null,null],[12,"longitude","","",7,null],[12,"latitude","","",7,null],[11,"new","geom","Note the order of arguments!",7,[[],["lonlat",3]]],[11,"x","","Returns the longitude of this point.",7,[[]]],[11,"y","","Returns the latitude of this point.",7,[[]]],[11,"gps_dist","","Returns the Haversine distance to another point.",7,[[["lonlat",3]],["distance",3]]],[11,"fast_dist","","Pretty meaningless units, for comparing distances very…",7,[[["lonlat",3]],["notnan",3]]],[11,"read_osmosis_polygon","","Parses a file in the…",7,[[["string",3]],[["vec",3],["box",3],["result",4]]]],[0,"line","","",null,null],[3,"Line","geom::line","A line segment.",null,null],[12,"0","","",9,null],[12,"1","","",9,null],[3,"InfiniteLine","","",null,null],[12,"0","","",8,null],[12,"1","","",8,null],[5,"is_counter_clockwise","","",null,[[["pt2d",3]]]],[11,"new","geom","Creates a line segment between two points. None if the…",9,[[["pt2d",3]],[["line",3],["option",4]]]],[11,"must_new","","Equivalent to `Line::new(pt1, pt2).unwrap()`. Use this to…",9,[[["pt2d",3]],["line",3]]],[11,"infinite","","Returns an infinite line passing through this line\'s two…",9,[[],["infiniteline",3]]],[11,"pt1","","Returns the first point in this line segment.",9,[[],["pt2d",3]]],[11,"pt2","","Returns the second point in this line segment.",9,[[],["pt2d",3]]],[11,"points","","Returns the two points in this line segment.",9,[[],[["pt2d",3],["vec",3]]]],[11,"to_polyline","","Returns a polyline containing these two points.",9,[[],["polyline",3]]],[11,"make_polygons","","Returns a thick line segment.",9,[[["distance",3]],["polygon",3]]],[11,"length","","Length of the line segment",9,[[],["distance",3]]],[11,"intersection","","If two line segments intersect -- including endpoints --…",9,[[["line",3]],[["pt2d",3],["option",4]]]],[11,"crosses","","Determine if two line segments intersect, but more so than…",9,[[["line",3]]]],[11,"intersection_infinite","","If the line segment intersects with an infinite line --…",9,[[["infiniteline",3]],[["pt2d",3],["option",4]]]],[11,"shift_right","","Perpendicularly shifts the line over to the right. Width…",9,[[["distance",3]],["line",3]]],[11,"shift_left","","Perpendicularly shifts the line over to the left. Width…",9,[[["distance",3]],["line",3]]],[11,"shift_either_direction","","Perpendicularly shifts the line to the right if positive…",9,[[["distance",3]],["line",3]]],[11,"reverse","","Returns a reversed line segment",9,[[],["line",3]]],[11,"angle","","The angle of the line segment, from the first to the…",9,[[],["angle",3]]],[11,"dist_along","","Returns a point along the line segment, unless the…",9,[[["distance",3]],[["pt2d",3],["option",4]]]],[11,"must_dist_along","","Equivalent to `self.dist_along(dist).unwrap()`. Use this…",9,[[["distance",3]],["pt2d",3]]],[11,"unbounded_dist_along","","",9,[[["distance",3]],["pt2d",3]]],[11,"unbounded_percent_along","","",9,[[],["pt2d",3]]],[11,"percent_along","","",9,[[],[["pt2d",3],["option",4]]]],[11,"slice","","",9,[[["distance",3]],[["line",3],["option",4]]]],[11,"middle","","",9,[[],[["pt2d",3],["option",4]]]],[11,"contains_pt","","",9,[[["pt2d",3]]]],[11,"dist_along_of_point","","",9,[[["pt2d",3]],[["distance",3],["option",4]]]],[11,"percent_along_of_point","","",9,[[["pt2d",3]],["option",4]]],[11,"project_pt","","",9,[[["pt2d",3]],["pt2d",3]]],[11,"intersection","","Fails for parallel lines.",8,[[["infiniteline",3]],[["pt2d",3],["option",4]]]],[0,"percent","","",null,null],[3,"Percent","geom::percent","Most of the time, [0, 1]. But some callers may go outside…",null,null],[12,"0","","",10,null],[11,"inner","geom","",10,[[]]],[11,"int","","",10,[[],["percent",3]]],[0,"polygon","","",null,null],[3,"Polygon","geom::polygon","",null,null],[12,"points","","",11,null],[12,"indices","","Groups of three indices make up the triangles",11,null],[12,"rings","","If the polygon has holes, explicitly store all the rings…",11,null],[3,"Triangle","","",null,null],[12,"pt1","","",12,null],[12,"pt2","","",12,null],[12,"pt3","","",12,null],[5,"to_geo","","",null,[[["vec",3]],["polygon",3]]],[5,"from_geo","","",null,[[["polygon",3]],["polygon",3]]],[5,"from_multi","","",null,[[["multipolygon",3]],[["polygon",3],["vec",3]]]],[5,"downsize","","",null,[[["vec",3]],["vec",3]]],[11,"buggy_new","geom","",11,[[["pt2d",3],["vec",3]],["polygon",3]]],[11,"with_holes","","",11,[[["vec",3],["ring",3]],["polygon",3]]],[11,"from_geojson","","",11,[[["vec",3]],["polygon",3]]],[11,"precomputed","","",11,[[["pt2d",3],["vec",3],["vec",3]],["polygon",3]]],[11,"from_triangle","","",11,[[["triangle",3]],["polygon",3]]],[11,"triangles","","",11,[[],[["triangle",3],["vec",3]]]],[11,"raw_for_rendering","","",11,[[]]],[11,"contains_pt","","",11,[[["pt2d",3]]]],[11,"get_bounds","","",11,[[],["bounds",3]]],[11,"transform","","",11,[[["fn",8]],["polygon",3]]],[11,"translate","","",11,[[],["polygon",3]]],[11,"scale","","",11,[[],["polygon",3]]],[11,"rotate","","",11,[[["angle",3]],["polygon",3]]],[11,"rotate_around","","",11,[[["pt2d",3],["angle",3]],["polygon",3]]],[11,"points","","The order of these points depends on the constructor! The…",11,[[],["vec",3]]],[11,"into_points","","",11,[[],[["pt2d",3],["vec",3]]]],[11,"into_ring","","",11,[[],["ring",3]]],[11,"center","","",11,[[],["pt2d",3]]],[11,"rectangle","","Top-left at the origin. Doesn\'t take Distance, because…",11,[[],["polygon",3]]],[11,"rectangle_centered","","",11,[[["pt2d",3],["distance",3]],["polygon",3]]],[11,"rectangle_two_corners","","",11,[[["pt2d",3]],[["polygon",3],["option",4]]]],[11,"rounded_rectangle","","Top-left at the origin. Doesn\'t take Distance, because…",11,[[["option",4]],["polygon",3]]],[11,"union","","",11,[[["polygon",3]],["polygon",3]]],[11,"union_all","","",11,[[["polygon",3],["vec",3]],["polygon",3]]],[11,"intersection","","",11,[[["polygon",3]],[["polygon",3],["vec",3]]]],[11,"convex_hull","","",11,[[["polygon",3],["vec",3]],["polygon",3]]],[11,"polylabel","","",11,[[],["pt2d",3]]],[11,"to_outline","","Creates the outline around the polygon, with the thickness…",11,[[["distance",3]],[["result",4],["polygon",3],["string",3]]]],[11,"strip_rings","","Remove the internal rings used for to_outline. This is…",11,[[],["polygon",3]]],[11,"area","","Usually m^2, unless the polygon is in screen-space",11,[[]]],[11,"clip_polyline","","Doesn\'t handle multiple crossings in and out.",11,[[["polyline",3]],[["option",4],["vec",3]]]],[11,"clip_ring","","",11,[[["ring",3]],[["option",4],["vec",3]]]],[11,"new","","",12,[[["pt2d",3]],["triangle",3]]],[11,"contains_pt","","",12,[[["pt2d",3]]]],[0,"polyline","","",null,null],[3,"PolyLine","geom::polyline","",null,null],[12,"pts","","",13,null],[12,"length","","",13,null],[4,"ArrowCap","","",null,null],[13,"Triangle","","",21,null],[5,"fix_angles","","",null,[[["polyline",3],["polyline",3]],[["result",4],["polyline",3],["string",3]]]],[5,"to_set","","",null,[[]]],[17,"MITER_THRESHOLD","","",null,null],[11,"new","geom","",13,[[["pt2d",3],["vec",3]],[["result",4],["polyline",3],["string",3]]]],[11,"must_new","","",13,[[["pt2d",3],["vec",3]],["polyline",3]]],[11,"unchecked_new","","Doesn\'t check for duplicates. Use at your own risk.",13,[[["pt2d",3],["vec",3]],["polyline",3]]],[11,"deduping_new","","First dedupes adjacent points",13,[[["pt2d",3],["vec",3]],[["result",4],["polyline",3],["string",3]]]],[11,"to_thick_boundary","","",13,[[["distance",3]],[["polygon",3],["option",4]]]],[11,"reversed","","",13,[[],["polyline",3]]],[11,"extend","","",13,[[["polyline",3]],[["result",4],["polyline",3],["string",3]]]],[11,"must_extend","","",13,[[["polyline",3]],["polyline",3]]],[11,"must_push","","",13,[[["pt2d",3]],["polyline",3]]],[11,"append","","One or both args might be empty.",13,[[["pt2d",3],["vec",3]],[["string",3],["vec",3],["result",4]]]],[11,"points","","",13,[[],["vec",3]]],[11,"into_points","","",13,[[],[["pt2d",3],["vec",3]]]],[11,"lines","","",13,[[]]],[11,"length","","",13,[[],["distance",3]]],[11,"slice","","Returns the excess distance left over from the end",13,[[["distance",3]],[["string",3],["result",4]]]],[11,"exact_slice","","No excess leftover distance allowed.",13,[[["distance",3]],["polyline",3]]],[11,"maybe_exact_slice","","",13,[[["distance",3]],[["result",4],["polyline",3],["string",3]]]],[11,"first_half","","",13,[[],["polyline",3]]],[11,"second_half","","",13,[[],["polyline",3]]],[11,"dist_along","","",13,[[["distance",3]],[["string",3],["result",4]]]],[11,"must_dist_along","","",13,[[["distance",3]]]],[11,"middle","","",13,[[],["pt2d",3]]],[11,"first_pt","","",13,[[],["pt2d",3]]],[11,"last_pt","","",13,[[],["pt2d",3]]],[11,"first_line","","",13,[[],["line",3]]],[11,"last_line","","",13,[[],["line",3]]],[11,"shift_right","","",13,[[["distance",3]],[["result",4],["polyline",3],["string",3]]]],[11,"must_shift_right","","",13,[[["distance",3]],["polyline",3]]],[11,"shift_left","","",13,[[["distance",3]],[["result",4],["polyline",3],["string",3]]]],[11,"must_shift_left","","",13,[[["distance",3]],["polyline",3]]],[11,"shift_with_corrections","","",13,[[["distance",3]],[["result",4],["polyline",3],["string",3]]]],[11,"shift_with_sharp_angles","","",13,[[["distance",3]],[["pt2d",3],["vec",3]]]],[11,"make_polygons","","",13,[[["distance",3]],["polygon",3]]],[11,"make_polygons_with_miter_threshold","","",13,[[["distance",3]],["polygon",3]]],[11,"exact_dashed_polygons","","",13,[[["distance",3]],[["polygon",3],["vec",3]]]],[11,"dashed_lines","","Don\'t draw the dashes too close to the ends.",13,[[["distance",3]],[["polygon",3],["vec",3]]]],[11,"make_arrow","","",13,[[["distance",3],["arrowcap",4]],["polygon",3]]],[11,"make_double_arrow","","",13,[[["distance",3],["arrowcap",4]],["polygon",3]]],[11,"dashed_arrow","","",13,[[["distance",3],["arrowcap",4]],[["polygon",3],["vec",3]]]],[11,"intersection","","Also return the angle of the line where the hit was found",13,[[["polyline",3]],["option",4]]],[11,"intersection_infinite","","",13,[[["infiniteline",3]],[["pt2d",3],["option",4]]]],[11,"get_slice_ending_at","","Panics if the pt is not on the polyline. 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}'); addSearchOptions(searchIndex);initSearch(searchIndex); \ No newline at end of file diff --git a/rustdoc/src/game/home/runner/work/abstreet/abstreet/target/debug/build/game-e788b46a21eaee2a/out/built.rs.html b/rustdoc/src/game/home/runner/work/abstreet/abstreet/target/debug/build/game-e788b46a21eaee2a/out/built.rs.html index f568313d90..c98dd845e7 100644 --- a/rustdoc/src/game/home/runner/work/abstreet/abstreet/target/debug/build/game-e788b46a21eaee2a/out/built.rs.html +++ b/rustdoc/src/game/home/runner/work/abstreet/abstreet/target/debug/build/game-e788b46a21eaee2a/out/built.rs.html @@ -112,7 +112,7 @@ /// The output of `rustdoc -V` pub const RUSTDOC_VERSION: &str = "rustdoc 1.47.0 (18bf6b4f0 2020-10-07)"; /// The built-time in RFC2822, UTC -pub const BUILT_TIME_UTC: &str = "Fri, 23 Oct 2020 17:55:25 +0000"; +pub const BUILT_TIME_UTC: &str = "Fri, 23 Oct 2020 17:56:42 +0000"; /// The target architecture, given by `cfg!(target_arch)`. pub const CFG_TARGET_ARCH: &str = "x86_64"; /// The endianness, given by `cfg!(target_endian)`. diff --git a/rustdoc/src/geom/polygon.rs.html b/rustdoc/src/geom/polygon.rs.html index 1a260aca01..18514c1442 100644 --- a/rustdoc/src/geom/polygon.rs.html +++ b/rustdoc/src/geom/polygon.rs.html @@ -503,7 +503,6 @@ use geo::algorithm::area::Area; use geo::algorithm::convex_hull::ConvexHull; use geo_booleanop::boolean::BooleanOp; -use geo::algorithm::intersects::Intersects; use serde::{Deserialize, Serialize}; use crate::{Angle, Bounds, Distance, HashablePt2D, PolyLine, Pt2D, Ring}; @@ -801,8 +800,7 @@ } pub fn polylabel(&self) -> Pt2D { - let polygon: geo::Polygon<_> = to_geo(&self.points()); - let pt = polylabel::polylabel(&polygon, &1.0).unwrap(); + let pt = polylabel::polylabel(&to_geo(&self.points()), &1.0).unwrap(); Pt2D::new(pt.x(), pt.y()) } @@ -814,7 +812,9 @@ Ok(Polygon::union_all( rings.iter().map(|r| r.to_outline(thickness)).collect(), )) - } else { Ring::new(self.points.clone()).map(|r| r.to_outline(thickness)) } + } else { + Ring::new(self.points.clone()).map(|r| r.to_outline(thickness)) + } } /// Remove the internal rings used for to_outline. This is fine to do if the polygon is being