It is reflexive: for any instance x of type Any, x.equals(x) should return true.
It is symmetric: for any instances x and y of type Any, x.equals(y) should return true if and only if y.equals(x) returns true.
It is transitive: for any instances x, y, and z of type Any if x.equals(y) returns true and y.equals(z) returns true, then x.equals(z) should return true.
If you override this method, you should verify that your implementation remains an equivalence relation. Additionally, when overriding this method it is usually necessary to override hashCode to ensure that objects which are "equal" (o1.equals(o2) returns true) hash to the same scala.Int. (o1.hashCode.equals(o2.hashCode)).
Value parameters
that
the object to compare against this object for equality.
Attributes
Returns
true if the receiver object is equivalent to the argument; false otherwise.
Gives a flat projection of HCoords to Pt2s. For a simple singular HGrid 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.
Gives a flat projection of HCoords to Pt2s. For a simple singular HGrid 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.
flatMaps from all hex tile centre coordinates to an Arr of type ArrT. The elements of this array can not be accessed from this grid class as the TileGrid structure is lost in the flatMap operation.
flatMaps from all hex tile centre coordinates to an Arr of type ArrT. The elements of this array can not be accessed from this grid class as the TileGrid structure is lost in the flatMap operation.
H cost for A* path finding. To move 1 tile has a cost 2. This is because the G cost or actual cost is the sum of the terrain cost of tile of departure and the tile of arrival.
H cost for A* path finding. To move 1 tile has a cost 2. This is because the G cost or actual cost is the sum of the terrain cost of tile of departure and the tile of arrival.
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 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 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.
flatMaps from all hex tile centre coordinates to an Arr of type ArrT. The normal flatMap functions is only applied if the condtion of the first function is true.
flatMaps from all hex tile centre coordinates to an Arr of type ArrT. The normal flatMap functions is only applied if the condtion of the first function is true.
Maps each Hcen to an element of type B, only if the predicate function on the HCen is true. Collects the true cases. In some cases this will be easier and more efficient than employing the optMap method.
Maps each Hcen to an element of type B, only if the predicate function on the HCen is true. Collects the true cases. In some cases this will be easier and more efficient than employing the optMap method.
Gives the index into an Arr / Array of Tile data from its tile HCen. Use sideIndex and vertIndex methods to access Side and Vertex Arr / Array SeqSpec data.
Gives the index into an Arr / Array of Tile data from its tile HCen. Use sideIndex and vertIndex methods to access Side and Vertex Arr / Array SeqSpec data.
Maps over the HCen hex centre tile coordinates. B is used rather than A as a type parameter, as this method maps from HCen => B, corresponding to the standard Scala map function of A => B.
Maps over the HCen hex centre tile coordinates. B is used rather than A as a type parameter, as this method maps from HCen => B, corresponding to the standard Scala map function of A => B.
Maps each HCen of this hex grid system to an HCenPair. The first part of the pair is just the HCen, the second part of the pair is produced by the parameter function.
Maps each HCen of this hex grid system to an HCenPair. The first part of the pair is just the HCen, the second part of the pair is produced by the parameter function.
Maps from all hex tile centre coordinates to an Arr of type ArrT. The elements of this array can not be accessed from this grid class as the TileGrid structure is lost in the flatMap operation.
Maps from all hex tile centre coordinates to an Arr of type ArrT. The elements of this array can not be accessed from this grid class as the TileGrid structure is lost in the flatMap operation.
The end (or by default right) column number of the hex coordinate row. So note that for the purposes of this method 2, 2 is not considered to be in the same row as 2, 1 and 2, 3, although they have the same c number. Similarly Cen 2, 2 is not considered to be in the same row as sides 2, 0 and 2, 6.
The end (or by default right) column number of the hex coordinate row. So note that for the purposes of this method 2, 2 is not considered to be in the same row as 2, 1 and 2, 3, although they have the same c number. Similarly Cen 2, 2 is not considered to be in the same row as sides 2, 0 and 2, 6.
Gives the index into an Arr / Array of Tile data from its tile HSep. Use arrIndex and vertIndex methods to access tile centre and Vertex Arr / Array data.
Gives the index into an Arr / Array of Tile data from its tile HSep. Use arrIndex and vertIndex methods to access tile centre and Vertex Arr / Array data.
This property determines if the type can be used with Multiple syntax.
This property determines if the type can be used with Multiple syntax.
MyObj * 7
. for describing sequences succinctly. This is not desirable for some types such as numerical and mathematical vector types as this could be confusing 3 * 4 should resolve to an Int of value 12, not a Multiple(3, 4).
Gives the index into an Arr / Array of side data from its tile HVert. Use arrIndex and vertIndex methods to access tile centre and side Arr / Array data.
Gives the index into an Arr / Array of side data from its tile HVert. Use arrIndex and vertIndex methods to access tile centre and side Arr / Array data.
Gives the index into an Arr / Array of Tile data from its tile HVert. Use arrIndex and sideArrIndex methods to access tile centre and side Arr / Array data.
Gives the index into an Arr / Array of Tile data from its tile HVert. Use arrIndex and sideArrIndex methods to access tile centre and side Arr / Array data.
Number of rows of tile centres. This will be different to the number of rows of sides and and will be different to the number of rows of vertices for HexGrids.
Number of rows of tile centres. This will be different to the number of rows of sides and and will be different to the number of rows of vertices for HexGrids.