initSidebarItems({"constant":[["EPSILON_DIST",""]],"enum":[["ArrowCap",""],["Statistic",""]],"fn":[["deserialize_f64","Deserializes a trimmed `f64` from an `i32`."],["serialize_f64","Serializes a trimmed `f64` as an `i32` to save space."],["trim_f64","Reduce the precision of an f64. This helps ensure serialization is idempotent (everything is exacly the same before and after saving/loading). Ideally we’d use some kind of proper fixed-precision type instead of f64."]],"mod":[["angle",""],["bounds",""],["circle",""],["distance",""],["duration",""],["find_closest",""],["gps",""],["line",""],["percent",""],["polygon",""],["polyline",""],["pt",""],["ring",""],["speed",""],["stats",""],["time",""]],"struct":[["Angle","An angle, stored in radians."],["Bounds","Represents a rectangular boundary of `Pt2D` points."],["Circle","A circle, defined by a center and radius."],["CornerRadii",""],["Distance","A distance, in meters. Can be negative."],["Duration","A duration, in seconds. Can be negative."],["FindClosest","A quad-tree to quickly find the closest points to some polylines."],["GPSBounds","Represents a rectangular boundary of `LonLat` points. After building one of these, `LonLat`s can be transformed into `Pt2D`s, treating the top-left of the boundary as (0, 0), and growing to the right and down (screen-drawing order, not Cartesian) in meters."],["HashablePt2D","This represents world space, NOT LonLat."],["Histogram",""],["InfiniteLine",""],["Line","A line segment."],["LonLat","Represents a (longitude, latitude) point."],["Percent","Most of the time, [0, 1]. But some callers may go outside this range."],["PolyLine",""],["Polygon",""],["Pt2D","This represents world-space in meters."],["Ring","Maybe a misnomer, but like a PolyLine, but closed."],["Speed","In meters per second. Can be negative."],["Time","In seconds since midnight. Can’t be negative."],["Triangle",""],["UnitFmt","Specifies how to stringify different geom objects."]],"trait":[["HgramValue",""]]});
