Rayne Jade
Marauder
- Joined
- Jun 4, 2006
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- WoF 2011 is coming :)
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- GloryHound Irregulars
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- Rayne Jade Blackmoore
We shall see how useful these are to the population...
[br]Click to enlarge[/br]
[br]Click to enlarge[/br]
These are the same style distance charts you would find in the back of your Rand McNally Road Atlas (or for you Europeans, Michilin).
If anyone is interested, this is how I did it:
I am very familier with most of the common map projections used in cartography. I am in the military now, so I chose what I use the most - Military Grid Reference System (MGRS). While the programming for the world of EU may be complex, the map is not. I took the gamble and assumed that Calypso is round, but the coordinates of the TPs were simply Easting and Northing without any relation to the natural spherical shape of a planet. I used my handheld GPS and chose a 100,000 meter grid square along the equator that would have no value for declination. In this case I used:
21N UA (In case anyone wishes to try this for themselves)
Then it was just a matter of entering in all the known TPs as waypoints. I then could show distance and bearing between any two waypoints and viola! I tested the GPS calculations using the old standby, Pythagorian:
Distance = the square root of (change in Easting squared) + (change in Northing squared).
It seemed to be dead on accurate so I went with it. Not exactly sure what these measurements can be used for, but here they are and I hope they help someone out there!
Good luck all
[br]Click to enlarge[/br]
[br]Click to enlarge[/br]
These are the same style distance charts you would find in the back of your Rand McNally Road Atlas (or for you Europeans, Michilin).
If anyone is interested, this is how I did it:
I am very familier with most of the common map projections used in cartography. I am in the military now, so I chose what I use the most - Military Grid Reference System (MGRS). While the programming for the world of EU may be complex, the map is not. I took the gamble and assumed that Calypso is round, but the coordinates of the TPs were simply Easting and Northing without any relation to the natural spherical shape of a planet. I used my handheld GPS and chose a 100,000 meter grid square along the equator that would have no value for declination. In this case I used:
21N UA (In case anyone wishes to try this for themselves)
Then it was just a matter of entering in all the known TPs as waypoints. I then could show distance and bearing between any two waypoints and viola! I tested the GPS calculations using the old standby, Pythagorian:
Distance = the square root of (change in Easting squared) + (change in Northing squared).
It seemed to be dead on accurate so I went with it. Not exactly sure what these measurements can be used for, but here they are and I hope they help someone out there!
Good luck all
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