ChessBoard

The active tiles without any PaintElems.

flatMaps over each r row coordinate number.

maps over each r row coordinate number.

Foreach grid Row r coordinate.

The bottom most point in the grid where the value of y is minimum.

The centre of the hex grid in terms of c column coordinates.

The centre point as a Vec2. Not sure why this id implemented here.

The TCenOrSep coordinate centre of this tile grid.

Gives the default view in terms of SqCoord focus and scaling of this square grid system.

Fills all the tiles with the same given parameter Colour. Not sure how useful this method is.

Gives a flat projection of SqCoords to Pt2s. For a simple singular SqGrid system this is all that is required to translate between grid coordinates and standard 2 dimensional space. For multi grids it provides a simple way to display all the tiles in the grid system, but a more complex projection may be required for fully meaningful display representation. For Example world grid systems and multi layer square tile games will require their own specialist projections.

foldLefts over each row number.

Height of the tile grid system from furthest tile edge or vertex to furthest tile edge or vertex.

Gives the index into the backing Array for the given SqCen.

Gives the index into an Arr / Array of Tile data from its tile SqCen. Use sideIndex and vertIndex methods to access Side and Vertex Arr / Array data.

The left most point in the grid where x is minimum.

The TSep tile side, with the lowest C column coordinate. This places it on the left most points of the grid.

Maps over the SqCen hex centre tile coordinates. B is used rather than A as a type parameter, as this method maps from SqCen => B, corresponding to the standard Scala map function of A => B.

New Square tile data grid for this Square grid system.

Creates a new SqCenBuffLayer. A [[SqCen] square tile centre corresponding Arr of empty ArrayBuffers of the given or inferred type.

New Square tile centre data Square grid.

The number of Rows of vertices.

Number of rows of tiles.

The centre of the hex grid in terms of r row coordinates.

The right most point in the grid where the value of x is maximum.

The TSep tile side, with the highest C column coordinate. This places it on the right most points of the grid.

foreach Hex side's coordinate HSide, calls the effectual function.

Boolean. True if the specified hex centre exists in this hex grid.

Boolean. True if the SqCen hex centre exists in this hex grid.

Finds step from StartSqCen to target fromSqCen.

Finds step from Start SqCen to target from SqCen.

Finds step from Start SqCen to target from SqCen.

Finds the end from an SqStepLike.

The number of tiles in each tile row.

The top most point in the grid where the value of y is maximum.

The top or highest separator row, r coordinate.

Width of the tile grid system from furthest tile edge or vertex to furthest tile edge or vertex.

The centre of this grid in the X axis. this will be equal to the cCen Int value.

The centre of this grid in the y axis. For SqGrids this will be equal to the cCen Int value, but this is not the case for HGrids.

C coordinates match 1 to 1 to x coordinates for square grids.

The bottom or lowest tile centre row, r coordinate.

The minimum or lowest tile centre column c coordinate in the whole tile grid. This is called c rather than x because in hex grids HGrids there is not a 1 to 1 ratio from column coordinate to the x value in a Pt2.

the Maximum or highest tile centre column c coordinate in the whole tile grid. This is called c rather than x because in hex grids HGrids there is not a 1 to 1 ratio from column coordinate to the x value in a Pt2.

The total number of tile centres in this tile Grid system.

The top or highest tile centre row, r coordinate.