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Any triangulation method called on the back-end\n never exceeds this number of vertices.\n This can be used to initialize buffers that fit the chunk size.","sig":null,"attributes":[]},{"kind":"Trait","id":{"krate":0,"index":80},"span":{"file_name":[47,104,111,109,101,47,98,114,97,100,47,46,99,97,114,103,111,47,114,101,103,105,115,116,114,121,47,115,114,99,47,103,105,116,104,117,98,46,99,111,109,45,49,101,99,99,54,50,57,57,100,98,57,101,99,56,50,51,47,112,105,115,116,111,110,50,100,45,103,114,97,112,104,105,99,115,45,48,46,50,54,46,48,47,46,47,115,114,99,47,103,114,97,112,104,105,99,115,46,114,115],"byte_start":6488,"byte_end":6496,"line_start":36,"line_end":36,"column_start":11,"column_end":19},"name":"Graphics","qualname":"::graphics::Graphics","value":"Graphics: 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color.","sig":null,"attributes":[]},{"kind":"Method","id":{"krate":0,"index":90},"span":{"file_name":[47,104,111,109,101,47,98,114,97,100,47,46,99,97,114,103,111,47,114,101,103,105,115,116,114,121,47,115,114,99,47,103,105,116,104,117,98,46,99,111,109,45,49,101,99,99,54,50,57,57,100,98,57,101,99,56,50,51,47,112,105,115,116,111,110,50,100,45,103,114,97,112,104,105,99,115,45,48,46,50,54,46,48,47,46,47,115,114,99,47,103,114,97,112,104,105,99,115,46,114,115],"byte_start":9381,"byte_end":9392,"line_start":108,"line_end":108,"column_start":8,"column_end":19},"name":"tri_list_uv","qualname":"::graphics::Graphics::tri_list_uv","value":"fn <F> (&mut self, draw_state: &DrawState, color: &[f32; 4], texture: &<Self as Graphics>::Texture, f: F) -> ()","parent":{"krate":0,"index":80},"children":[],"decl_id":null,"docs":" Renders list of 2d triangles using a color and a 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rectangle.","sig":null,"attributes":[{"value":"inline(always)","span":{"file_name":[47,104,111,109,101,47,98,114,97,100,47,46,99,97,114,103,111,47,114,101,103,105,115,116,114,121,47,115,114,99,47,103,105,116,104,117,98,46,99,111,109,45,49,101,99,99,54,50,57,57,100,98,57,101,99,56,50,51,47,112,105,115,116,111,110,50,100,45,103,114,97,112,104,105,99,115,45,48,46,50,54,46,48,47,46,47,115,114,99,47,103,114,97,112,104,105,99,115,46,114,115],"byte_start":9822,"byte_end":9839,"line_start":120,"line_end":120,"column_start":5,"column_end":22}}]},{"kind":"Method","id":{"krate":0,"index":94},"span":{"file_name":[47,104,111,109,101,47,98,114,97,100,47,46,99,97,114,103,111,47,114,101,103,105,115,116,114,121,47,115,114,99,47,103,105,116,104,117,98,46,99,111,109,45,49,101,99,99,54,50,57,57,100,98,57,101,99,56,50,51,47,112,105,115,116,111,110,50,100,45,103,114,97,112,104,105,99,115,45,48,46,50,54,46,48,47,46,47,115,114,99,47,103,114,97,112,104,105,99,115,46,114,115],"byte_start":10413,"byte_end":10420,"line_start":135,"line_end":135,"column_start":8,"column_end":15},"name":"polygon","qualname":"::graphics::Graphics::polygon","value":"fn (&mut self, p: &Polygon, polygon: types::Polygon, draw_state: &DrawState, transform: Matrix2d) -> ()","parent":{"krate":0,"index":80},"children":[],"decl_id":null,"docs":" Draws a polygon.","sig":null,"attributes":[{"value":"inline(always)","span":{"file_name":[47,104,111,109,101,47,98,114,97,100,47,46,99,97,114,103,111,47,114,101,103,105,115,116,114,121,47,115,114,99,47,103,105,116,104,117,98,46,99,111,109,45,49,101,99,99,54,50,57,57,100,98,57,101,99,56,50,51,47,112,105,115,116,111,110,50,100,45,103,114,97,112,104,105,99,115,45,48,46,50,54,46,48,47,46,47,115,114,99,47,103,114,97,112,104,105,99,115,46,114,115],"byte_start":10388,"byte_end":10405,"line_start":134,"line_end":134,"column_start":5,"column_end":22}}]},{"kind":"Method","id":{"krate":0,"index":96},"span":{"file_name":[47,104,111,109,101,47,98,114,97,100,47,46,99,97,114,103,111,47,114,101,103,105,115,116,114,121,47,115,114,99,47,103,105,116,104,117,98,46,99,111,109,45,49,101,99,99,54,50,57,57,100,98,57,101,99,56,50,51,47,112,105,115,116,111,110,50,100,45,103,114,97,112,104,105,99,115,45,48,46,50,54,46,48,47,46,47,115,114,99,47,103,114,97,112,104,105,99,115,46,114,115],"byte_start":10887,"byte_end":10905,"line_start":149,"line_end":149,"column_start":8,"column_end":26},"name":"polygon_tween_lerp","qualname":"::graphics::Graphics::polygon_tween_lerp","value":"fn (&mut self, p: &Polygon, polygons: types::Polygons, tween_factor: Scalar, draw_state: &DrawState, transform: Matrix2d) -> ()","parent":{"krate":0,"index":80},"children":[],"decl_id":null,"docs":" Draws a tweened polygon using linear interpolation.","sig":null,"attributes":[{"value":"inline(always)","span":{"file_name":[47,104,111,109,101,47,98,114,97,100,47,46,99,97,114,103,111,47,114,101,103,105,115,116,114,121,47,115,114,99,47,103,105,116,104,117,98,46,99,111,109,45,49,101,99,99,54,50,57,57,100,98,57,101,99,56,50,51,47,112,105,115,116,111,110,50,100,45,103,114,97,112,104,105,99,115,45,48,46,50,54,46,48,47,46,47,115,114,99,47,103,114,97,112,104,105,99,115,46,114,115],"byte_start":10862,"byte_end":10879,"line_start":148,"line_end":148,"column_start":5,"column_end":22}}]},{"kind":"Method","id":{"krate":0,"index":98},"span":{"file_name":[47,104,111,109,101,47,98,114,97,100,47,46,99,97,114,103,111,47,114,101,103,105,115,116,114,121,47,115,114,99,47,103,105,116,104,117,98,46,99,111,109,45,49,101,99,99,54,50,57,57,100,98,57,101,99,56,50,51,47,112,105,115,116,111,110,50,100,45,103,114,97,112,104,105,99,115,45,48,46,50,54,46,48,47,46,47,115,114,99,47,103,114,97,112,104,105,99,115,46,114,115],"byte_start":11440,"byte_end":11445,"line_start":164,"line_end":164,"column_start":8,"column_end":13},"name":"image","qualname":"::graphics::Graphics::image","value":"fn 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<R> (&mut self, c: &CircleArc, rectangle: R, draw_state: &DrawState, transform: Matrix2d) -> ()","parent":{"krate":0,"index":80},"children":[],"decl_id":null,"docs":" Draws circle 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vector.\n","sig":null,"attributes":[{"value":"inline(always)","span":{"file_name":[47,104,111,109,101,47,98,114,97,100,47,46,99,97,114,103,111,47,114,101,103,105,115,116,114,121,47,115,114,99,47,103,105,116,104,117,98,46,99,111,109,45,49,101,99,99,54,50,57,57,100,98,57,101,99,56,50,51,47,112,105,115,116,111,110,50,100,45,103,114,97,112,104,105,99,115,45,48,46,50,54,46,48,47,46,47,115,114,99,47,109,97,116,104,46,114,115],"byte_start":95926,"byte_end":95943,"line_start":152,"line_end":152,"column_start":1,"column_end":18}}]},{"kind":"Function","id":{"krate":0,"index":962},"span":{"file_name":[47,104,111,109,101,47,98,114,97,100,47,46,99,97,114,103,111,47,114,101,103,105,115,116,114,121,47,115,114,99,47,103,105,116,104,117,98,46,99,111,109,45,49,101,99,99,54,50,57,57,100,98,57,101,99,56,50,51,47,112,105,115,116,111,110,50,100,45,103,114,97,112,104,105,99,115,45,48,46,50,54,46,48,47,46,47,115,114,99,47,109,97,116,104,46,114,115],"byte_start":96800,"byte_end":96818,"line_start":175,"line_end":175,"column_start":8,"column_end":26},"name":"least_separation_4","qualname":"::math::least_separation_4","value":"fn <T> (sep1: Vec2d<T>, sep2: Vec2d<T>, sep3: Vec2d<T>, sep4: Vec2d<T>) -> Vec2d<T>","parent":null,"children":[],"decl_id":null,"docs":" Returns the least separation out of four.\n Each seperation can be computed using `separation` function.\n The separation returned can be used\n to solve collision of rectangles.\n","sig":null,"attributes":[{"value":"inline(always)","span":{"file_name":[47,104,111,109,101,47,98,114,97,100,47,46,99,97,114,103,111,47,114,101,103,105,115,116,114,121,47,115,114,99,47,103,105,116,104,117,98,46,99,111,109,45,49,101,99,99,54,50,57,57,100,98,57,101,99,56,50,51,47,112,105,115,116,111,110,50,100,45,103,114,97,112,104,105,99,115,45,48,46,50,54,46,48,47,46,47,115,114,99,47,109,97,116,104,46,114,115],"byte_start":96775,"byte_end":96792,"line_start":174,"line_end":174,"column_start":1,"column_end":18}}]},{"kind":"Function","id":{"krate":0,"index":964},"span":{"file_name":[47,104,111,109,101,47,98,114,97,100,47,46,99,97,114,103,111,47,114,101,103,105,115,116,114,121,47,115,114,99,47,103,105,116,104,117,98,46,99,111,109,45,49,101,99,99,54,50,57,57,100,98,57,101,99,56,50,51,47,112,105,115,116,111,110,50,100,45,103,114,97,112,104,105,99,115,45,48,46,50,54,46,48,47,46,47,115,114,99,47,109,97,116,104,46,114,115],"byte_start":97717,"byte_end":97733,"line_start":204,"line_end":204,"column_start":8,"column_end":24},"name":"margin_rectangle","qualname":"::math::margin_rectangle","value":"fn <T> (rect: Rectangle<T>, m: T) -> Rectangle<T>","parent":null,"children":[],"decl_id":null,"docs":" Shrinks a rectangle by a factor on all sides.\n","sig":null,"attributes":[{"value":"inline(always)","span":{"file_name":[47,104,111,109,101,47,98,114,97,100,47,46,99,97,114,103,111,47,114,101,103,105,115,116,114,121,47,115,114,99,47,103,105,116,104,117,98,46,99,111,109,45,49,101,99,99,54,50,57,57,100,98,57,101,99,56,50,51,47,112,105,115,116,111,110,50,100,45,103,114,97,112,104,105,99,115,45,48,46,50,54,46,48,47,46,47,115,114,99,47,109,97,116,104,46,114,115],"byte_start":97692,"byte_end":97709,"line_start":203,"line_end":203,"column_start":1,"column_end":18}}]},{"kind":"Function","id":{"krate":0,"index":972},"span":{"file_name":[47,104,111,109,101,47,98,114,97,100,47,46,99,97,114,103,111,47,114,101,103,105,115,116,114,121,47,115,114,99,47,103,105,116,104,117,98,46,99,111,109,45,49,101,99,99,54,50,57,57,100,98,57,101,99,56,50,51,47,112,105,115,116,111,110,50,100,45,103,114,97,112,104,105,99,115,45,48,46,50,54,46,48,47,46,47,115,114,99,47,109,97,116,104,46,114,115],"byte_start":98366,"byte_end":98384,"line_start":229,"line_end":229,"column_start":8,"column_end":26},"name":"relative_rectangle","qualname":"::math::relative_rectangle","value":"fn <T> (rect: Rectangle<T>, v: Vec2d<T>) -> Rectangle<T>","parent":null,"children":[],"decl_id":null,"docs":" Computes a relative rectangle using the rectangle as a tile.\n","sig":null,"attributes":[{"value":"inline(always)","span":{"file_name":[47,104,111,109,101,47,98,114,97,100,47,46,99,97,114,103,111,47,114,101,103,105,115,116,114,121,47,115,114,99,47,103,105,116,104,117,98,46,99,111,109,45,49,101,99,99,54,50,57,57,100,98,57,101,99,56,50,51,47,112,105,115,116,111,110,50,100,45,103,114,97,112,104,105,99,115,45,48,46,50,54,46,48,47,46,47,115,114,99,47,109,97,116,104,46,114,115],"byte_start":98341,"byte_end":98358,"line_start":228,"line_end":228,"column_start":1,"column_end":18}}]},{"kind":"Function","id":{"krate":0,"index":974},"span":{"file_name":[47,104,111,109,101,47,98,114,97,100,47,46,99,97,114,103,111,47,114,101,103,105,115,116,114,121,47,115,114,99,47,103,105,116,104,117,98,46,99,111,109,45,49,101,99,99,54,50,57,57,100,98,57,101,99,56,50,51,47,112,105,115,116,111,110,50,100,45,103,114,97,112,104,105,99,115,45,48,46,50,54,46,48,47,46,47,115,114,99,47,109,97,116,104,46,114,115],"byte_start":98716,"byte_end":98733,"line_start":239,"line_end":239,"column_start":8,"column_end":25},"name":"overlap_rectangle","qualname":"::math::overlap_rectangle","value":"fn <T> (a: Rectangle<T>, b: Rectangle<T>) -> Option<Rectangle<T>>","parent":null,"children":[],"decl_id":null,"docs":" Computes overlap between two rectangles.\n The area of the overlapping rectangle is positive.\n A shared edge or corner is not considered overlap.\n","sig":null,"attributes":[{"value":"inline(always)","span":{"file_name":[47,104,111,109,101,47,98,114,97,100,47,46,99,97,114,103,111,47,114,101,103,105,115,116,114,121,47,115,114,99,47,103,105,116,104,117,98,46,99,111,109,45,49,101,99,99,54,50,57,57,100,98,57,101,99,56,50,51,47,112,105,115,116,111,110,50,100,45,103,114,97,112,104,105,99,115,45,48,46,50,54,46,48,47,46,47,115,114,99,47,109,97,116,104,46,114,115],"byte_start":98691,"byte_end":98708,"line_start":238,"line_end":238,"column_start":1,"column_end":18}}]},{"kind":"Function","id":{"krate":0,"index":980},"span":{"file_name":[47,104,111,109,101,47,98,114,97,100,47,46,99,97,114,103,111,47,114,101,103,105,115,116,114,121,47,115,114,99,47,103,105,116,104,117,98,46,99,111,109,45,49,101,99,99,54,50,57,57,100,98,57,101,99,56,50,51,47,112,105,115,116,111,110,50,100,45,103,114,97,112,104,105,99,115,45,48,46,50,54,46,48,47,46,47,115,114,99,47,109,97,116,104,46,114,115],"byte_start":100089,"byte_end":100114,"line_start":291,"line_end":291,"column_start":8,"column_end":33},"name":"relative_source_rectangle","qualname":"::math::relative_source_rectangle","value":"fn <T> (rect: SourceRectangle<T>, x: T, y: T) -> SourceRectangle<T>","parent":null,"children":[],"decl_id":null,"docs":" Computes a relative source rectangle using\n the source rectangle as a tile.\n","sig":null,"attributes":[{"value":"inline(always)","span":{"file_name":[47,104,111,109,101,47,98,114,97,100,47,46,99,97,114,103,111,47,114,101,103,105,115,116,114,121,47,115,114,99,47,103,105,116,104,117,98,46,99,111,109,45,49,101,99,99,54,50,57,57,100,98,57,101,99,56,50,51,47,112,105,115,116,111,110,50,100,45,103,114,97,112,104,105,99,115,45,48,46,50,54,46,48,47,46,47,115,114,99,47,109,97,116,104,46,114,115],"byte_start":100064,"byte_end":100081,"line_start":290,"line_end":290,"column_start":1,"column_end":18}}]},{"kind":"Function","id":{"krate":0,"index":982},"span":{"file_name":[47,104,111,109,101,47,98,114,97,100,47,46,99,97,114,103,111,47,114,101,103,105,115,116,114,121,47,115,114,99,47,103,105,116,104,117,98,46,99,111,109,45,49,101,99,99,54,50,57,57,100,98,57,101,99,56,50,51,47,112,105,115,116,111,110,50,100,45,103,114,97,112,104,105,99,115,45,48,46,50,54,46,48,47,46,47,115,114,99,47,109,97,116,104,46,114,115],"byte_start":100404,"byte_end":100418,"line_start":301,"line_end":301,"column_start":8,"column_end":22},"name":"modular_offset","qualname":"::math::modular_offset","value":"fn <T> (n: &T, i: &T, off: &T) -> T","parent":null,"children":[],"decl_id":null,"docs":" Computes modular offset safely for numbers.\n","sig":null,"attributes":[{"value":"inline(always)","span":{"file_name":[47,104,111,109,101,47,98,114,97,100,47,46,99,97,114,103,111,47,114,101,103,105,115,116,114,121,47,115,114,99,47,103,105,116,104,117,98,46,99,111,109,45,49,101,99,99,54,50,57,57,100,98,57,101,99,56,50,51,47,112,105,115,116,111,110,50,100,45,103,114,97,112,104,105,99,115,45,48,46,50,54,46,48,47,46,47,115,114,99,47,109,97,116,104,46,114,115],"byte_start":100379,"byte_end":100396,"line_start":300,"line_end":300,"column_start":1,"column_end":18}}]},{"kind":"Function","id":{"krate":0,"index":984},"span":{"file_name":[47,104,111,109,101,47,98,114,97,100,47,46,99,97,114,103,111,47,114,101,103,105,115,116,114,121,47,115,114,99,47,103,105,116,104,117,98,46,99,111,109,45,49,101,99,99,54,50,57,57,100,98,57,101,99,56,50,51,47,112,105,115,116,111,110,50,100,45,103,114,97,112,104,105,99,115,45,48,46,50,54,46,48,47,46,47,115,114,99,47,109,97,116,104,46,114,115],"byte_start":101442,"byte_end":101455,"line_start":327,"line_end":327,"column_start":8,"column_end":21},"name":"area_centroid","qualname":"::math::area_centroid","value":"fn <T> (polygon: Polygon<T>) -> (Area<T>, Vec2d<T>)","parent":null,"children":[],"decl_id":null,"docs":" Computes the area and centroid of a simple polygon.","sig":null,"attributes":[]},{"kind":"Function","id":{"krate":0,"index":992},"span":{"file_name":[47,104,111,109,101,47,98,114,97,100,47,46,99,97,114,103,111,47,114,101,103,105,115,116,114,121,47,115,114,99,47,103,105,116,104,117,98,46,99,111,109,45,49,101,99,99,54,50,57,57,100,98,57,101,99,56,50,51,47,112,105,115,116,111,110,50,100,45,103,114,97,112,104,105,99,115,45,48,46,50,54,46,48,47,46,47,115,114,99,47,109,97,116,104,46,114,115],"byte_start":102396,"byte_end":102400,"line_start":360,"line_end":360,"column_start":8,"column_end":12},"name":"area","qualname":"::math::area","value":"fn <T> (polygon: Polygon<T>) -> T","parent":null,"children":[],"decl_id":null,"docs":" Computes area of a simple polygon.","sig":null,"attributes":[{"value":"inline(always)","span":{"file_name":[47,104,111,109,101,47,98,114,97,100,47,46,99,97,114,103,111,47,114,101,103,105,115,116,114,121,47,115,114,99,47,103,105,116,104,117,98,46,99,111,109,45,49,101,99,99,54,50,57,57,100,98,57,101,99,56,50,51,47,112,105,115,116,111,110,50,100,45,103,114,97,112,104,105,99,115,45,48,46,50,54,46,48,47,46,47,115,114,99,47,109,97,116,104,46,114,115],"byte_start":102371,"byte_end":102388,"line_start":359,"line_end":359,"column_start":1,"column_end":18}}]},{"kind":"Function","id":{"krate":0,"index":994},"span":{"file_name":[47,104,111,109,101,47,98,114,97,100,47,46,99,97,114,103,111,47,114,101,103,105,115,116,114,121,47,115,114,99,47,103,105,116,104,117,98,46,99,111,109,45,49,101,99,99,54,50,57,57,100,98,57,101,99,56,50,51,47,112,105,115,116,111,110,50,100,45,103,114,97,112,104,105,99,115,45,48,46,50,54,46,48,47,46,47,115,114,99,47,109,97,116,104,46,114,115],"byte_start":102637,"byte_end":102645,"line_start":371,"line_end":371,"column_start":8,"column_end":16},"name":"centroid","qualname":"::math::centroid","value":"fn <T> (polygon: Polygon<T>) -> Vec2d<T>","parent":null,"children":[],"decl_id":null,"docs":" Computes centroid of a simple polygon.","sig":null,"attributes":[{"value":"inline(always)","span":{"file_name":[47,104,111,109,101,47,98,114,97,100,47,46,99,97,114,103,111,47,114,101,103,105,115,116,114,121,47,115,114,99,47,103,105,116,104,117,98,46,99,111,109,45,49,101,99,99,54,50,57,57,100,98,57,101,99,56,50,51,47,112,105,115,116,111,110,50,100,45,103,114,97,112,104,105,99,115,45,48,46,50,54,46,48,47,46,47,115,114,99,47,109,97,116,104,46,114,115],"byte_start":102612,"byte_end":102629,"line_start":370,"line_end":370,"column_start":1,"column_end":18}}]},{"kind":"Function","id":{"krate":0,"index":996},"span":{"file_name":[47,104,111,109,101,47,98,114,97,100,47,46,99,97,114,103,111,47,114,101,103,105,115,116,114,121,47,115,114,99,47,103,105,116,104,117,98,46,99,111,109,45,49,101,99,99,54,50,57,57,100,98,57,101,99,56,50,51,47,112,105,115,116,111,110,50,100,45,103,114,97,112,104,105,99,115,45,48,46,50,54,46,48,47,46,47,115,114,99,47,109,97,116,104,46,114,115],"byte_start":103039,"byte_end":103048,"line_start":384,"line_end":384,"column_start":8,"column_end":17},"name":"line_side","qualname":"::math::line_side","value":"fn <T> (line: Line<T>, v: Vec2d<T>) -> T","parent":null,"children":[],"decl_id":null,"docs":" Returns a number that tells which side it is relative to a line.","sig":null,"attributes":[{"value":"inline(always)","span":{"file_name":[47,104,111,109,101,47,98,114,97,100,47,46,99,97,114,103,111,47,114,101,103,105,115,116,114,121,47,115,114,99,47,103,105,116,104,117,98,46,99,111,109,45,49,101,99,99,54,50,57,57,100,98,57,101,99,56,50,51,47,112,105,115,116,111,110,50,100,45,103,114,97,112,104,105,99,115,45,48,46,50,54,46,48,47,46,47,115,114,99,47,109,97,116,104,46,114,115],"byte_start":103014,"byte_end":103031,"line_start":383,"line_end":383,"column_start":1,"column_end":18}}]},{"kind":"Function","id":{"krate":0,"index":998},"span":{"file_name":[47,104,111,109,101,47,98,114,97,100,47,46,99,97,114,103,111,47,114,101,103,105,115,116,114,121,47,115,114,99,47,103,105,116,104,117,98,46,99,111,109,45,49,101,99,99,54,50,57,57,100,98,57,101,99,56,50,51,47,112,105,115,116,111,110,50,100,45,103,114,97,112,104,105,99,115,45,48,46,50,54,46,48,47,46,47,115,114,99,47,109,97,116,104,46,114,115],"byte_start":103470,"byte_end":103485,"line_start":397,"line_end":397,"column_start":8,"column_end":23},"name":"inside_triangle","qualname":"::math::inside_triangle","value":"fn <T> (triangle: Triangle<T>, v: Vec2d<T>) -> bool","parent":null,"children":[],"decl_id":null,"docs":" Returns true if point is inside triangle.","sig":null,"attributes":[]},{"kind":"Function","id":{"krate":0,"index":1002},"span":{"file_name":[47,104,111,109,101,47,98,114,97,100,47,46,99,97,114,103,111,47,114,101,103,105,115,116,114,121,47,115,114,99,47,103,105,116,104,117,98,46,99,111,109,45,49,101,99,99,54,50,57,57,100,98,57,101,99,56,50,51,47,112,105,115,116,111,110,50,100,45,103,114,97,112,104,105,99,115,45,48,46,50,54,46,48,47,46,47,115,114,99,47,109,97,116,104,46,114,115],"byte_start":104442,"byte_end":104455,"line_start":430,"line_end":430,"column_start":8,"column_end":21},"name":"triangle_face","qualname":"::math::triangle_face","value":"fn <T> (triangle: Triangle<T>) -> bool","parent":null,"children":[],"decl_id":null,"docs":" Returns true if triangle is 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