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Module:Location map/data/Western Union

< Module:Location map


Location map of Western Union
name Western Union
x 131.579*( cos( $1*pi/180 )*sin( ($2-10)*pi/180 ) ) * ( ((1 + sin( $1*pi/180 )*sin( 52*pi/180 ) + cos( $1*pi/180 )*cos( 52*pi/180 )*cos( ($2-10)*pi/180 ) ) *0.5)^ -0.5) - (-36.388)
y 55.11 - 153.610*( cos( 52* pi/180)*sin( $1*pi/180 ) - sin( 52*pi/180 )*cos( $1*pi/180 )*cos( ($2-10)*pi/180 ) ) * ( ((1 + sin( $1*pi/180 )*sin( 52*pi/180 ) + cos( $1*pi/180 )*cos( 52*pi/180 )*cos( ($2-10)*pi/180 ) ) *0.5)^ -0.5)
image Western Union.svg
400x400px


Module:Location map/data/Western Union is a location map definition used to overlay markers and labels on an equirectangular projection map of Western Union. The markers are placed by latitude and longitude coordinates on the default map or a similar map image.

Usage

These definitions are used by the following templates when invoked with parameter "Western Union":

Map definition

  • name = Western Union
    Name used in the default map caption
  • x = 131.579*( cos( $1*pi/180 )*sin( ($2-10)*pi/180 ) ) * ( ((1 + sin( $1*pi/180 )*sin( 52*pi/180 ) + cos( $1*pi/180 )*cos( 52*pi/180 )*cos( ($2-10)*pi/180 ) ) *0.5)^ -0.5) - (-36.388)
    An expression to calculate a location on the map via its longitude; evaluates as 0 along the left edge and 100 along the right edge
  • y = 55.11 - 153.610*( cos( 52* pi/180)*sin( $1*pi/180 ) - sin( 52*pi/180 )*cos( $1*pi/180 )*cos( ($2-10)*pi/180 ) ) * ( ((1 + sin( $1*pi/180 )*sin( 52*pi/180 ) + cos( $1*pi/180 )*cos( 52*pi/180 )*cos( ($2-10)*pi/180 ) ) *0.5)^ -0.5)
    An expression to calculate a location on the map via its latitude; evaluates as 0 along the top edge and 100 along the bottom edge



See also

Location map templates

Creating new map definitions

return {
	name  = 'Western Union',
	y = '55.11 - 153.610*( cos( 52* pi/180)*sin( $1*pi/180 ) - sin( 52*pi/180 )*cos( $1*pi/180 )*cos( ($2-10)*pi/180 ) ) * ( ((1 + sin( $1*pi/180 )*sin( 52*pi/180 ) + cos( $1*pi/180 )*cos( 52*pi/180 )*cos( ($2-10)*pi/180 ) ) *0.5)^ -0.5)',
	x = '131.579*( cos( $1*pi/180 )*sin( ($2-10)*pi/180 ) ) * ( ((1 + sin( $1*pi/180 )*sin( 52*pi/180 ) + cos( $1*pi/180 )*cos( 52*pi/180 )*cos( ($2-10)*pi/180 ) ) *0.5)^ -0.5) - (-36.388)',
	image = 'Western Union.svg',
}
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