[Proj] Equations for graduated equidistant cylindrical

[Michael Ossipoff]

This may not be worded in the most customary way.

The origin of map co-ordinates is the intersection of the equator with the 
west edge of the map.

"Lon" means longitude in degrees east from the west edge of the map.

"Lat" means latitude, positive or negative,  in degrees.

X is a function only of Lon.

Y is a function only of Lat.

X(Long) = R*Lon*(pi/180).

Each latitude band is bounded by two consecutive parallels of the uniform 
graticule.

Y(0) = 0

Within any latitude band bounded by Lat1 and Lat2, where |Lat2| > |Lat1|,

Y(Lat) = Y(Lat1) + R*(Lat - Lat1)*(pi/180)*sqr(sec(Lat1)*sec(Lat2)).


Projections, including graduated equidistant cylindrical, can be defined 
completely by a verbal description in ordinary English, but I was asked for 
equations for the graduated equidistant cylindrical.

Michael Ossipoff