Rand Stats

Geo::Coordinates::UTM

zef:kjpye
Revision history for Geo::Coordinates::UTM

0.3.1  2022-05-21T14:13:18+10:00
	- Pull ellipsoid code back in from Geo::Ellipsoids (nameing conflict)

0.3.0  2022-05-18T17:06:32+10:00
	- Add support for Geo::Geometry objects, including lines and polygons
	- Split ellipsoids out into Geo::Ellipsoids

0.1.0 Thu Sep 11 00:35:48 2014
	- original perl6 version based on perl 5 version 0.11

Revision history for perl 5 version on which this versions is closely based:

0.01  Wed Sep 27 12:37:38 2000
	- original version; created by h2xs 1.19
        - All functions translated from original C code

0.02  Thu May 1 10:07:59 2003
        - Fixed error in utm_to_latlon translation if coords
           within S. Hemisphere 

0.03  Mon Jan 26 11:05:22 2004
        - Fixed "Unrecognized escape \Q passed through" error 

0.04  Tue Mar 23 18:41:13 2004
	- Added ellipsoid_info
	- Added ellipsoid_name
	- Code tidy up
0.05  Fri Oct 15 14:40:35 2004
        - Minor bug fix for Latitude >72 degrees North
0.06  Tue Feb 27 16:55:05 2007
        - Addition of MGRS conversion
0.07  Wed Dec 05 16:18:22 2007
	- Addition of new ellipsoids
	- Refinement of MGRS calculations
	- Addition of latlon_to_utm_force_zone 
0.08  Thu Dec 06 17:15:03 2007
	- Refinement of MGRS calculations
0.09  Mon May 17 16:30:32 2010
	- Patched mgrs_to_utm to handle short MGRS strings
0.10 Mon Mar 25 19:05:12 2013
	- fixed error in Everest Pakistan ellipsoid axis
	- Added Arc 1950 ellipsoid
	- patched MGRS calculations for S. Hemisphere
	- Added MGRS tests
0.11 Tue May 21 13:26:14 2013
	- Added NAD27 and NAD83 ellipsoids
	
First Perl6 version
0.2.0 Mon Jul 10 13:29:16 2017
	- Converted syntax to Perl 6
	- Renamed all functions with embedded underscores to use dashes to better fit Perl6 ecosystem
	- Removed _force_zone variants
	- Added optional named argument "zone" to replace _force_zone variants
	- Cache those parts of the calculations dependent only on current ellipsoid
	- Update documentation to match code
	- Rewrote description of Mercator projection