HexReg

The diameter of the inner circle of this regular hexagon. The shorter diameter from the centre of a side to the centre of the opposite side.

The diameter of the outer circle of this regular hexagon. The longer diameter length from a vertex to the opposite vertex. This lenght is twice the length of the hexagon side.

Mirror, reflection transformation of HexReg across the Y axis, returns a HexReg.

Mirror, reflection transformation of a HexReg across the X axis, returns a HexReg.

Prolign 2d transformations, similar transformations that retain alignment with the axes.

The radius of the inner circle of this regular hexagon. The shorter radius from the centre of the hexagon to the centre of a side.

The radius of the outer circle of this regular hexagon. The longer radius length from the centre of the Hexagon to a vertex. Also the length of the hexagon side.

Reflect 2D geometric transformation across a line, line segment or ray on a HexReg, returns a HexReg. The Return type will be narrowed in sub traits / classes.

Uniform scaling against both X and Y axes transformation on a HexReg returning a HexReg. Use the xyScale method for differential scaling. The return type of this method will be narrowed further in descendant traits / classes.

Translate geometric transformation on a HexReg returns a HexReg. The return type of this method will be narrowed further in most descendant traits / classes. The exceptions being those classes where the centring of the geometry at the origin is part of the type.

A Hexagon has 6 vertices.

Returns the X component of the vertex of the given number. Will throw an exception if the vertex index is out of range.

Returns the Y component of the vertex of the given number. Will throw an exception if the vertex index is out of range.

The centre of the bounding rectangle. consider also using cenDefault.

Currently throws, not sure if that is the correct behaviour. Creates a bounding rectangle for a collection of 2d points

The width of the BoundingRect of this object.

This canEqual override allow the comparison of Shapes.

The centre of this geometric / graphical element. The centre will not change if the object type is capable of being rotated and is rotated. The cenDefault on other bounded elements may move relative to points on the object when the object is rotated.

The default centre of this object is the centre. The centre will not change if the object type is capable of being rotated and is rotated.

The centre point of this Polygon. The default centre for Polygons is the centre of the bounding rectangle.

The X component of the centre.

The Y component of the centre.

Creates a PolygonCompound graphic that is active with a simple 1 colour fill and has a draw graphic for the Polygon. The default values for the draw area line width of 2 and a colour of Black.

foreachs over the sides or edges of the Polygon These are of type LineSeg.

Insert vertex.

Insert vertices before the specified insertion vertex.

Map this collection of data elements to PolygonLike class of type BB.

Determines if the parameter point lies inside this Polygon.

XY scaling 2D geometric transformation on a Polygon returns a Polygon. This allows different scaling factors across X and Y dimensions. The return type will be narrowed in some, but not all descendant Polygon types.

The centre or half way point of side 0 of this polygon. Side 0 starts at the vertex v0 and ends at the vertex v1. This can be thought of as vertex 0.5.

The X component of the centre or half way point of side 0 of this polygon.

The Y component of the centre or half way point of side 0 of this polygon.

The centre or half way point of side 1 of this polygon. Side 1 starts at the v1 vertex and ends at the v2 vertex. This can be thought of as vertex 1.5

The X component of the centre or half way point of side 1 of this polygon.

The Y component of the centre or half way point of side 1 of this polygon.

The centre or half way point of side 2 of this polygon. Side 2 starts at the v2 vertex and ends at the v3 vertex. This can be thought of as vertex 2.5.

The X component of the centre or half way point of side 2 of this polygon.

The Y component of the centre or half way point of side 2 of this polygon.

The centre or half way point of side 3 of this polygon.

The X component of the centre or half way point of side 3 of this polygon.

The Y component of the centre or half way point of side 3 of this polygon.

The centre or half way point of side 5 of this polygon. Side 5 starts at the v4 vertex and ends at the v5 vertex. This can be thought of as vertex 4.5.

The X component of the centre or half way point of side 5 of this polygon. Side 5 starts at the v4 vertex and ends at the v5 vertex. This can be thought of as vertex 4.5.

The Y component of the centre or half way point of side 5 of this polygon. Side 5 starts at the v4 vertex and ends at the v5 vertex. This can be thought of as vertex 4.5.

The centre or half way point of side 5 of this polygon. Side 5 starts at the v5 vertex and ends at the v6 vertex. This can be thought of as vertex 5.5.

The X component of the centre or half way point of side 6 of this polygon.

The Y component of the centre or half way point of side 5 of this polygon.

Shear 2D geometric transformation along the X Axis on a Polygon, returns a Polygon. The return type will be narrowed in some but not all sub classes and traits.

Shear 2D geometric transformation along the Y Axis on a Polygon, returns a Polygon. The return type will be narrowed in sub classes and traits.

Intended to be a multiple parameter comprehensive Show method. Intended to be paralleled by showT method on ShowT type class instances.

Intended to be a multiple parameter comprehensive Show method. Intended to be paralleled by showT method on ShowT type class instances.

Polygon side 0 from vertex 0 to vertex 1.

Polygon side 1 from vertex 1 to vertex 2.

Polygon side 2 from vertex 2 to vertex 3.

foreachs over the sides or edges of the Polygon These are of type LineSeg.

maps with a integer counter over the sides or edges of the Polygon These are of type LineSeg.

maps with a integer counter over the sides or edges of the Polygon These are of type LineSeg.

maps over the sides or edges of the Polygon These are of type LineSeg.

Translate geometric transformation on a Polygon returns a Polygon. The return type of this method will be narrowed further in most descendant traits / classes. The exceptions being those classes where the centring of the geometry at the origin is part of the type.

Show with decimal precision of 0 places.

Show with decimal precision of 1 place padding with a zero if necessary.

Show with decimal precision of 2 places padding with zeros if necessary.

Show with decimal precision of 3 places padding with zeros if necessary.

Vertex v0, will throw on a 0 vertices polygon.

The X component of vertex v0, will throw on a 0 vertices polygon.

The Y component of vertex v1, will throw on a 0 vertices polygon.

The v1 Vertex. The default convention is for the vertices to be numbered in a clockwise direction with the 0 vertex at or immediately clockwise from 12 o'clock.

The X component of the v1 vertex. The default convention is for the vertices to be numbered in a clockwise direction with the 0 vertex at or immediately clockwise from 12 o'clock.

The Y component of the v1 vertex. The default convention is for the vertices to be numbered in a clockwise direction with the 0 vertex at or immediately clockwise from 12 o'clock.

The v2 vertex. The default convention is for the vertices to be numbered in a clockwise direction with the 0 vertex at or immediately clockwise from 12 o'clock.

The X component of the v2 vertex. The default convention is for the vertices to be numbered in a clockwise direction with the 0 vertex at or immediately clockwise from 12 o'clock.

The Y component of the v2 vertex. The default convention is for the vertices to be numbered in a clockwise direction with the 0 vertex at or immediately clockwise from 12 o'clock.

The 4th Vertex. The default convention is for the vertices to be numbered in a clockwise direction with the 1st vertex immediately clockwise from 12 o'clock.

The X component of vertex 3. The default convention is for the vertices to be numbered in a clockwise direction with the vertex 0 immediately clockwise from 12 o'clock.

The Y component of the 4th Vertex. The default convention is for the vertices to be numbered in a clockwise direction with the 1st vertex immediately clockwise from 12 o'clock.

Vertex 4. The default convention is for the vertices to be numbered in a clockwise direction with the vertex 0 immediately clockwise from 12 o'clock.

The X component of the vertex 4.

The Y component of the vertex 4.

Vertex 5. The default convention is for the vertices to be numbered in a clockwise direction with the vertex 0 immediately clockwise from 12 o'clock.

The X component of the 6th Vertex.

The last vertex. The default convention places this just anti clockwise of 12 oclock.

Returns the vertex of the given index. If the index is out of range, it will just circle round the vertices, so for a triangle -1 gives v2, -2 gives v1, 3 gives v0, 4 gives v1 etc. It will not throw unlike the unsafeVert method.

flatMap to an immutable Arr.

This method should be overridden in final classes.

flatMap with index to an immutable Arr.

Checks this polygon has at least 3 vertices.

This method does nothing if the vertNum < 2. Foreach vertex applies the side effecting function to the previous vertex with each vertex. The previous vertex to the first vertex is the last vertex of the PolygonLike. Note the function signature (previous, vertex) => U follows the foreach based convention of putting the collection element 2nd or last as seen for example in fold methods'(accumulator, element) => B signature.

A function that takes a 2D geometric transformation on a Pt2 as a parameter and performs the transformation on all the vertices returning a new transformed Polygon

The Y component of the 6th Vertex.