Calculating LSD converion to GPS CoordinatesHow can I specify a spatial reference system which has a north...

Invariance of results when scaling explanatory variables in logistic regression, is there a proof?

Giant Toughroad SLR 2 for 200 miles in two days, will it make it?

The One-Electron Universe postulate is true - what simple change can I make to change the whole universe?

Java - What do constructor type arguments mean when placed *before* the type?

Can a Bard use an arcane focus?

Books on the History of math research at European universities

Perfect riffle shuffles

Is there an Impartial Brexit Deal comparison site?

Female=gender counterpart?

How to check participants in at events?

What does the "3am" section means in manpages?

Simulating a probability of 1 of 2^N with less than N random bits

Is there a problem with hiding "forgot password" until it's needed?

Blender - show edges angles “direction”

What is the term when two people sing in harmony, but they aren't singing the same notes?

Have I saved too much for retirement so far?

When is separating the total wavefunction into a space part and a spin part possible?

Can I create an upright 7-foot × 5-foot wall with the Minor Illusion spell?

Is it possible to build a CPA Secure encryption scheme which remains secure even when the encryption of secret key is given?

What is the opposite of 'gravitas'?

For airliners, what prevents wing strikes on landing in bad weather?

What should I use for Mishna study?

Is it okay / does it make sense for another player to join a running game of Munchkin?

How to deal with or prevent idle in the test team?



Calculating LSD converion to GPS Coordinates


How can I specify a spatial reference system which has a north pole different than the standard north pole?How to calculate midpoint given north/south latitude and east/west longitude?How to identify township range and section from longitude and latitudeCalculating “travelled distance” of a GPS track without including “stops”How to convert distance into latitude + longitudeEquations to convert from global cartesian coordinates to geographic coordinatesVincenty's formulae to calculate in MySQL and PHPPlotting latitude and longitude coordinates (from Bing Maps) in ArcGISGPS coordinates to XYZ on relative gridCoordinates of csv file not showing in required location













0















I am working on an app for my Fire Department to help us convert from our Legal Land Description (LSD) system to GPS coordinates. We will use these coordinates to show a point on a Google Maps interface to make responding to Fire Calls a little easier.



Currently there are some free tools such as https://www.lsdfinder.com/map that we use, but they have a limit of 20 lookup per day, and I would like to figure this out for as many people as possible down the line as well.





Some Information



This is a Canadian based system and will only be used to calculate GPS coordinates in our area, but the premise should be editable to other areas. Since our area is quite large, but fully contained within the Third Meridian, we only need to calculate from West of the Third. This sets our starting position at 49.0000°, -106.0000°.



Lets break down what the LSD means.



First lets take a look at an example LSD. It is structured like so: SE 1-15-15 W3. Breaking down what those numbers mean, we get the following (in order)



SE/SW/NE/NW - The QUARTER of the section within the RANGE and TOWNSHIP, split into 4 quadrants. We calculate this last.
1-36 - This is the SECTION inside the RANGE and TOWNSHIP. SECTIONS are 6 x 6 running from bottom left to right, then switching directions as they go up
1-?? = This is the TOWNSHIP, or direction moving NORTH or SOUTH. This is the first calculation and gives your LONGITUDE from the 49° mark.
1-?? = This is the RANGE, or direction moving EAST or WEST. This is the second calculation and gives your LATITUDE from the -106° mark


Here we are going straight up in a line NORTH using our TOWNSHIP from 1 to 17.



SE-1-01-1 W3 = 49.003363° -106.011008° [49° 00' 12" N, 106° 1' 40" W / 13U 426058E 5428322N]
SE-1-02-1 W3 = 49.090753° -106.010953° [49° 05' 27" N, 106° 1' 39" W / 13U 426191E 5438037N]
SE-1-03-1 W3 = 49.178087° -106.010949° [49° 11' 41" N, 106° 1' 39" W / 13U 426321E 5447745N]
SE-1-04-1 W3 = 49.265416° -106.010951° [49° 16' 55" N, 106° 1' 39" W / 13U 426451E 5457453N]
SE-1-05-1 W3 = 49.352749° -106.010938° [49° 21' 10" N, 106° 1' 39" W / 13U 426582E 5467162N]
SE-1-06-1 W3 = 49.440101° -106.010959° [49° 26' 24" N, 106° 1' 39" W / 13U 426710E 5476873N]
.... ETC ....
SE 1-14-1 W3 = 50.138980° -106.010563° [NOT CALCULATED / 13U 427786E 5554572N]
SE 1-15-1 W3 = 50.226380° -106.010505° [NOT CALCULATED / 13U 427921E 5564290N]
SE 1-16-1 W3 = 50.313640° -106.010515° [NOT CALCULATED / 13U 428052E 5573992N]
SE 1-17-1 W3 = 50.401041° -106.010490° [NOT CALCULATED / 13U 428186E 5583710N]


As you can see, we have an average increase of LATITUDE by 0.08735 for every additional TOWNSHIP, the third item on the LSD, and that's pretty easy to calculate. But the LONGITUDE is also changing here very slightly. This isn't much, and may be accounted for later, but keep it in mind as it does alter our projections the farther north we move.



Now lets compare the difference in the LATITUDE only first, to see how I got that value



01). 49.003363 - 49 = 0.003363 - 0.003363 = 0.000000 / 0 =  0.0000000000000000
02). 49.090753 - 49 = 0.090753 - 0.003363 = 0.087390 / 1 = 0.0873900000000000
03). 49.178087 - 49 = 0.178087 - 0.003363 = 0.174724 / 2 = 0.0873620000000000 (0.0000280000000000 OR 0.03% less added than 2)
04). 49.265416 - 49 = 0.265416 - 0.003363 = 0.262053 / 3 = 0.0873510000000000 (0.0000390000000000 OR 0.04% less added than 2)
05). 49.352749 - 49 = 0.352749 - 0.003363 = 0.349386 / 4 = 0.0873465000000000 (0.0000435000000000 OR 0.05% less added than 2)
06). 49.440101 - 49 = 0.440101 - 0.003363 = 0.436738 / 5 = 0.0873476000000000 (0.0000424000000000 OR 0.05% less added than 2)
07). 49.527416 - 49 = 0.527416 - 0.003363 = 0.524053 / 6 = 0.0873422666666667 (0.0000477333333333 OR 0.05% less added than 2)
08). 49.614772 - 49 = 0.614772 - 0.003363 = 0.611409 / 7 = 0.0873441428571429 (0.0000458571428571 OR 0.05% less added than 2)
09). 49.702143 - 49 = 0.702143 - 0.003363 = 0.698780 / 8 = 0.0873475000000000 (0.0000425000000000 OR 0.05% less added than 2)
10). 49.789486 - 49 = 0.789486 - 0.003363 = 0.786123 / 9 = 0.0873470000000000 (0.0000430000000000 OR 0.05% less added than 2)
11). 49.876836 - 49 = 0.876836 - 0.003363 = 0.873473 / 10 = 0.0873473000000000 (0.0000427000000000 OR 0.05% less added than 2)
12). 49.964191 - 49 = 0.964191 - 0.003363 = 0.960828 / 11 = 0.0873480000000000 (0.0000420000000000 OR 0.05% less added than 2)
13). 50.051597 - 49 = 1.051597 - 0.003363 = 1.048234 / 12 = 0.0873528333333333 (0.0000371666666667 OR 0.04% less added than 2)
14). 50.138980 - 49 = 1.138980 - 0.003363 = 1.135617 / 13 = 0.0873551538461538 (0.0000348461538462 OR 0.04% less added than 2)
15). 50.226380 - 49 = 1.226380 - 0.003363 = 1.223017 / 14 = 0.0873583571428571 (0.0000316428571429 OR 0.04% less added than 2)
16). 50.313640 - 49 = 1.313640 - 0.003363 = 1.310277 / 15 = 0.0873518000000000 (0.0000382000000000 OR 0.04% less added than 2)
17). 50.401041 - 49 = 1.401041 - 0.003363 = 1.397678 / 16 = 0.0873548750000000 (0.0000351250000000 OR 0.04% less added than 2)


Using our value to calculate LATITUDE (Add (0.08735 * (TOWNSHIP - 1)) + 0.003363 to the 49°) we get the following values, which are within 0.0001°. More than comfortable with this value



SE-1-01-1 W3 = 49.0034°
SE-1-02-1 W3 = 49.0907°
SE-1-03-1 W3 = 49.1781°
.... ETC ....
SE-1-06-1 W3 = 49.4401°
SE-1-07-1 W3 = 49.5275°


We will also compare the difference in the LONGITUDE since they have a minor variations like so



01). 106.011008 - 106 = 0.011008 - 0.011008 = -0.000000 Difference
02). 106.010953 - 106 = 0.010953 - 0.011008 = -0.000055 Difference [-0.000055 different than 1]
03). 106.010949 - 106 = 0.010949 - 0.011008 = -0.000059 Difference [-0.000004 different than 2]
04). 106.010951 - 106 = 0.010951 - 0.011008 = -0.000057 Difference [ 0.000002 different than 3]
05). 106.010938 - 106 = 0.010938 - 0.011008 = -0.000070 Difference [-0.000013 different than 4]
.... ETC .....
14). 106.010563 - 106 = 0.010563 - 0.011008 = -0.000445 Difference [-0.000099 different than 13]
15). 106.010505 - 106 = 0.010505 - 0.011008 = -0.000503 Difference [-0.000058 different than 14]
16). 106.010515 - 106 = 0.010515 - 0.011008 = -0.000493 Difference [ 0.000010 different than 15]
17). 106.010490 - 106 = 0.010490 - 0.011008 = -0.000518 Difference [-0.000025 different then 16]


We have a reliable NORTH to SOUTH or TOWNSHIP calculation now. This will give us a fairly accurate LATITUDE reading, and moving west we can average on a correction of 0.0000326 * TOWNSHIP follow the slight curve of the earth.



Now lets move west with LONGITUDES



SE 1-1-01 W3 = 49.003363° -106.011008° [49° 00' 12" N, 106° 1' 40" W / 13U 426058E 5428322N]
SE 1-1-02 W3 = 49.003507° -106.146230° [NOT CALCULATED / 13U 416169E 5428479N] 0.000144
SE 1-1-03 W3 = 49.003540° -106.279948° [NOT CALCULATED / 13U 406389E 5428639N] 0.000033
SE 1-1-04 W3 = 49.003654° -106.412969° [NOT CALCULATED / 13U 396661E 5428824N] 0.000114
SE 1-1-05 W3 = 49.003549° -106.546689° [NOT CALCULATED / 13U 386881E 5429003N] -0.000105
SE 1-1-06 W3 = 49.003557° -106.679919° [NOT CALCULATED / 13U 377138E 5429211N] 0.000008
SE 1-1-07 W3 = 49.003586° -106.813429° [NOT CALCULATED / 13U 367374E 5429439N] 0.000029
SE 1-1-08 W3 = 49.003633° -106.947331° [NOT CALCULATED / 13U 357581E 5429687N] 0.000047
SE 1-1-09 W3 = 49.003647° -107.080852° [NOT CALCULATED / 13U 347817E 5429947N] 0.000014
SE 1-1-10 W3 = 49.003733° -107.214384° [NOT CALCULATED / 13U 338052E 5430233N] 0.000086
SE 1-1-11 W3 = 49.003689° -107.347738° [NOT CALCULATED / 13U 328300E 5430522N] -0.000044


If we can compare the difference in the LONGITUDE only first, noticing that the LATITUDE also has a small variation to it, we get the following



01). 106.011008 - 106.011008 = 0.000000 / 0 = 0.0000000000000000
02). 106.146230 - 106.011008 = 0.135222 / 1 = 0.1352220000000000 - 0.011008 = 0.1242140000000000
03). 106.279948 - 106.011008 = 0.268940 / 2 = 0.1344700000000000 - 0.011008 = 0.1234620000000000
04). 106.412969 - 106.011008 = 0.401961 / 3 = 0.1339870000000000 - 0.011008 = 0.1229790000000000
.... ETC .....
10). 107.214384 - 106.011008 = 1.203376 / 9 = 0.1337084444444444 - 0.011008 = 0.1227004444444444
11). 107.347738 - 106.011008 = 1.336730 / 10 = 0.133673000000000 - 0.011008 = 0.1226650000000000


By adding all of the variables up and averaging them our I get the following values for moving west a RANGE (Should be roughly 9.6km)



$longitude_multiplier = 0.1366567395943563;
$longitude_additional = 0.011008;
$longitude = (((($range - 1) * $longitude_multiplier) + 106) + $longitude_additional);


This gets me somewhat CLOSE, but since I cannot accurately find the percent I need to move north while moving west, and west, while moving north, this has been quite troublesome to calculate.



With my system I am getting the following:



Calculated position for SE-1-13-16 W3
50.0521°, -108.0609°


While the real position is:



SE-1-13-16 W3
50.051496° -108.058235°


As you can see, they are CLOSE, but not close enough.
Does anyone have input on this?










share|improve this question









New contributor




Kaboom is a new contributor to this site. Take care in asking for clarification, commenting, and answering.
Check out our Code of Conduct.

























    0















    I am working on an app for my Fire Department to help us convert from our Legal Land Description (LSD) system to GPS coordinates. We will use these coordinates to show a point on a Google Maps interface to make responding to Fire Calls a little easier.



    Currently there are some free tools such as https://www.lsdfinder.com/map that we use, but they have a limit of 20 lookup per day, and I would like to figure this out for as many people as possible down the line as well.





    Some Information



    This is a Canadian based system and will only be used to calculate GPS coordinates in our area, but the premise should be editable to other areas. Since our area is quite large, but fully contained within the Third Meridian, we only need to calculate from West of the Third. This sets our starting position at 49.0000°, -106.0000°.



    Lets break down what the LSD means.



    First lets take a look at an example LSD. It is structured like so: SE 1-15-15 W3. Breaking down what those numbers mean, we get the following (in order)



    SE/SW/NE/NW - The QUARTER of the section within the RANGE and TOWNSHIP, split into 4 quadrants. We calculate this last.
    1-36 - This is the SECTION inside the RANGE and TOWNSHIP. SECTIONS are 6 x 6 running from bottom left to right, then switching directions as they go up
    1-?? = This is the TOWNSHIP, or direction moving NORTH or SOUTH. This is the first calculation and gives your LONGITUDE from the 49° mark.
    1-?? = This is the RANGE, or direction moving EAST or WEST. This is the second calculation and gives your LATITUDE from the -106° mark


    Here we are going straight up in a line NORTH using our TOWNSHIP from 1 to 17.



    SE-1-01-1 W3 = 49.003363° -106.011008° [49° 00' 12" N, 106° 1' 40" W / 13U 426058E 5428322N]
    SE-1-02-1 W3 = 49.090753° -106.010953° [49° 05' 27" N, 106° 1' 39" W / 13U 426191E 5438037N]
    SE-1-03-1 W3 = 49.178087° -106.010949° [49° 11' 41" N, 106° 1' 39" W / 13U 426321E 5447745N]
    SE-1-04-1 W3 = 49.265416° -106.010951° [49° 16' 55" N, 106° 1' 39" W / 13U 426451E 5457453N]
    SE-1-05-1 W3 = 49.352749° -106.010938° [49° 21' 10" N, 106° 1' 39" W / 13U 426582E 5467162N]
    SE-1-06-1 W3 = 49.440101° -106.010959° [49° 26' 24" N, 106° 1' 39" W / 13U 426710E 5476873N]
    .... ETC ....
    SE 1-14-1 W3 = 50.138980° -106.010563° [NOT CALCULATED / 13U 427786E 5554572N]
    SE 1-15-1 W3 = 50.226380° -106.010505° [NOT CALCULATED / 13U 427921E 5564290N]
    SE 1-16-1 W3 = 50.313640° -106.010515° [NOT CALCULATED / 13U 428052E 5573992N]
    SE 1-17-1 W3 = 50.401041° -106.010490° [NOT CALCULATED / 13U 428186E 5583710N]


    As you can see, we have an average increase of LATITUDE by 0.08735 for every additional TOWNSHIP, the third item on the LSD, and that's pretty easy to calculate. But the LONGITUDE is also changing here very slightly. This isn't much, and may be accounted for later, but keep it in mind as it does alter our projections the farther north we move.



    Now lets compare the difference in the LATITUDE only first, to see how I got that value



    01). 49.003363 - 49 = 0.003363 - 0.003363 = 0.000000 / 0 =  0.0000000000000000
    02). 49.090753 - 49 = 0.090753 - 0.003363 = 0.087390 / 1 = 0.0873900000000000
    03). 49.178087 - 49 = 0.178087 - 0.003363 = 0.174724 / 2 = 0.0873620000000000 (0.0000280000000000 OR 0.03% less added than 2)
    04). 49.265416 - 49 = 0.265416 - 0.003363 = 0.262053 / 3 = 0.0873510000000000 (0.0000390000000000 OR 0.04% less added than 2)
    05). 49.352749 - 49 = 0.352749 - 0.003363 = 0.349386 / 4 = 0.0873465000000000 (0.0000435000000000 OR 0.05% less added than 2)
    06). 49.440101 - 49 = 0.440101 - 0.003363 = 0.436738 / 5 = 0.0873476000000000 (0.0000424000000000 OR 0.05% less added than 2)
    07). 49.527416 - 49 = 0.527416 - 0.003363 = 0.524053 / 6 = 0.0873422666666667 (0.0000477333333333 OR 0.05% less added than 2)
    08). 49.614772 - 49 = 0.614772 - 0.003363 = 0.611409 / 7 = 0.0873441428571429 (0.0000458571428571 OR 0.05% less added than 2)
    09). 49.702143 - 49 = 0.702143 - 0.003363 = 0.698780 / 8 = 0.0873475000000000 (0.0000425000000000 OR 0.05% less added than 2)
    10). 49.789486 - 49 = 0.789486 - 0.003363 = 0.786123 / 9 = 0.0873470000000000 (0.0000430000000000 OR 0.05% less added than 2)
    11). 49.876836 - 49 = 0.876836 - 0.003363 = 0.873473 / 10 = 0.0873473000000000 (0.0000427000000000 OR 0.05% less added than 2)
    12). 49.964191 - 49 = 0.964191 - 0.003363 = 0.960828 / 11 = 0.0873480000000000 (0.0000420000000000 OR 0.05% less added than 2)
    13). 50.051597 - 49 = 1.051597 - 0.003363 = 1.048234 / 12 = 0.0873528333333333 (0.0000371666666667 OR 0.04% less added than 2)
    14). 50.138980 - 49 = 1.138980 - 0.003363 = 1.135617 / 13 = 0.0873551538461538 (0.0000348461538462 OR 0.04% less added than 2)
    15). 50.226380 - 49 = 1.226380 - 0.003363 = 1.223017 / 14 = 0.0873583571428571 (0.0000316428571429 OR 0.04% less added than 2)
    16). 50.313640 - 49 = 1.313640 - 0.003363 = 1.310277 / 15 = 0.0873518000000000 (0.0000382000000000 OR 0.04% less added than 2)
    17). 50.401041 - 49 = 1.401041 - 0.003363 = 1.397678 / 16 = 0.0873548750000000 (0.0000351250000000 OR 0.04% less added than 2)


    Using our value to calculate LATITUDE (Add (0.08735 * (TOWNSHIP - 1)) + 0.003363 to the 49°) we get the following values, which are within 0.0001°. More than comfortable with this value



    SE-1-01-1 W3 = 49.0034°
    SE-1-02-1 W3 = 49.0907°
    SE-1-03-1 W3 = 49.1781°
    .... ETC ....
    SE-1-06-1 W3 = 49.4401°
    SE-1-07-1 W3 = 49.5275°


    We will also compare the difference in the LONGITUDE since they have a minor variations like so



    01). 106.011008 - 106 = 0.011008 - 0.011008 = -0.000000 Difference
    02). 106.010953 - 106 = 0.010953 - 0.011008 = -0.000055 Difference [-0.000055 different than 1]
    03). 106.010949 - 106 = 0.010949 - 0.011008 = -0.000059 Difference [-0.000004 different than 2]
    04). 106.010951 - 106 = 0.010951 - 0.011008 = -0.000057 Difference [ 0.000002 different than 3]
    05). 106.010938 - 106 = 0.010938 - 0.011008 = -0.000070 Difference [-0.000013 different than 4]
    .... ETC .....
    14). 106.010563 - 106 = 0.010563 - 0.011008 = -0.000445 Difference [-0.000099 different than 13]
    15). 106.010505 - 106 = 0.010505 - 0.011008 = -0.000503 Difference [-0.000058 different than 14]
    16). 106.010515 - 106 = 0.010515 - 0.011008 = -0.000493 Difference [ 0.000010 different than 15]
    17). 106.010490 - 106 = 0.010490 - 0.011008 = -0.000518 Difference [-0.000025 different then 16]


    We have a reliable NORTH to SOUTH or TOWNSHIP calculation now. This will give us a fairly accurate LATITUDE reading, and moving west we can average on a correction of 0.0000326 * TOWNSHIP follow the slight curve of the earth.



    Now lets move west with LONGITUDES



    SE 1-1-01 W3 = 49.003363° -106.011008° [49° 00' 12" N, 106° 1' 40" W / 13U 426058E 5428322N]
    SE 1-1-02 W3 = 49.003507° -106.146230° [NOT CALCULATED / 13U 416169E 5428479N] 0.000144
    SE 1-1-03 W3 = 49.003540° -106.279948° [NOT CALCULATED / 13U 406389E 5428639N] 0.000033
    SE 1-1-04 W3 = 49.003654° -106.412969° [NOT CALCULATED / 13U 396661E 5428824N] 0.000114
    SE 1-1-05 W3 = 49.003549° -106.546689° [NOT CALCULATED / 13U 386881E 5429003N] -0.000105
    SE 1-1-06 W3 = 49.003557° -106.679919° [NOT CALCULATED / 13U 377138E 5429211N] 0.000008
    SE 1-1-07 W3 = 49.003586° -106.813429° [NOT CALCULATED / 13U 367374E 5429439N] 0.000029
    SE 1-1-08 W3 = 49.003633° -106.947331° [NOT CALCULATED / 13U 357581E 5429687N] 0.000047
    SE 1-1-09 W3 = 49.003647° -107.080852° [NOT CALCULATED / 13U 347817E 5429947N] 0.000014
    SE 1-1-10 W3 = 49.003733° -107.214384° [NOT CALCULATED / 13U 338052E 5430233N] 0.000086
    SE 1-1-11 W3 = 49.003689° -107.347738° [NOT CALCULATED / 13U 328300E 5430522N] -0.000044


    If we can compare the difference in the LONGITUDE only first, noticing that the LATITUDE also has a small variation to it, we get the following



    01). 106.011008 - 106.011008 = 0.000000 / 0 = 0.0000000000000000
    02). 106.146230 - 106.011008 = 0.135222 / 1 = 0.1352220000000000 - 0.011008 = 0.1242140000000000
    03). 106.279948 - 106.011008 = 0.268940 / 2 = 0.1344700000000000 - 0.011008 = 0.1234620000000000
    04). 106.412969 - 106.011008 = 0.401961 / 3 = 0.1339870000000000 - 0.011008 = 0.1229790000000000
    .... ETC .....
    10). 107.214384 - 106.011008 = 1.203376 / 9 = 0.1337084444444444 - 0.011008 = 0.1227004444444444
    11). 107.347738 - 106.011008 = 1.336730 / 10 = 0.133673000000000 - 0.011008 = 0.1226650000000000


    By adding all of the variables up and averaging them our I get the following values for moving west a RANGE (Should be roughly 9.6km)



    $longitude_multiplier = 0.1366567395943563;
    $longitude_additional = 0.011008;
    $longitude = (((($range - 1) * $longitude_multiplier) + 106) + $longitude_additional);


    This gets me somewhat CLOSE, but since I cannot accurately find the percent I need to move north while moving west, and west, while moving north, this has been quite troublesome to calculate.



    With my system I am getting the following:



    Calculated position for SE-1-13-16 W3
    50.0521°, -108.0609°


    While the real position is:



    SE-1-13-16 W3
    50.051496° -108.058235°


    As you can see, they are CLOSE, but not close enough.
    Does anyone have input on this?










    share|improve this question









    New contributor




    Kaboom is a new contributor to this site. Take care in asking for clarification, commenting, and answering.
    Check out our Code of Conduct.























      0












      0








      0








      I am working on an app for my Fire Department to help us convert from our Legal Land Description (LSD) system to GPS coordinates. We will use these coordinates to show a point on a Google Maps interface to make responding to Fire Calls a little easier.



      Currently there are some free tools such as https://www.lsdfinder.com/map that we use, but they have a limit of 20 lookup per day, and I would like to figure this out for as many people as possible down the line as well.





      Some Information



      This is a Canadian based system and will only be used to calculate GPS coordinates in our area, but the premise should be editable to other areas. Since our area is quite large, but fully contained within the Third Meridian, we only need to calculate from West of the Third. This sets our starting position at 49.0000°, -106.0000°.



      Lets break down what the LSD means.



      First lets take a look at an example LSD. It is structured like so: SE 1-15-15 W3. Breaking down what those numbers mean, we get the following (in order)



      SE/SW/NE/NW - The QUARTER of the section within the RANGE and TOWNSHIP, split into 4 quadrants. We calculate this last.
      1-36 - This is the SECTION inside the RANGE and TOWNSHIP. SECTIONS are 6 x 6 running from bottom left to right, then switching directions as they go up
      1-?? = This is the TOWNSHIP, or direction moving NORTH or SOUTH. This is the first calculation and gives your LONGITUDE from the 49° mark.
      1-?? = This is the RANGE, or direction moving EAST or WEST. This is the second calculation and gives your LATITUDE from the -106° mark


      Here we are going straight up in a line NORTH using our TOWNSHIP from 1 to 17.



      SE-1-01-1 W3 = 49.003363° -106.011008° [49° 00' 12" N, 106° 1' 40" W / 13U 426058E 5428322N]
      SE-1-02-1 W3 = 49.090753° -106.010953° [49° 05' 27" N, 106° 1' 39" W / 13U 426191E 5438037N]
      SE-1-03-1 W3 = 49.178087° -106.010949° [49° 11' 41" N, 106° 1' 39" W / 13U 426321E 5447745N]
      SE-1-04-1 W3 = 49.265416° -106.010951° [49° 16' 55" N, 106° 1' 39" W / 13U 426451E 5457453N]
      SE-1-05-1 W3 = 49.352749° -106.010938° [49° 21' 10" N, 106° 1' 39" W / 13U 426582E 5467162N]
      SE-1-06-1 W3 = 49.440101° -106.010959° [49° 26' 24" N, 106° 1' 39" W / 13U 426710E 5476873N]
      .... ETC ....
      SE 1-14-1 W3 = 50.138980° -106.010563° [NOT CALCULATED / 13U 427786E 5554572N]
      SE 1-15-1 W3 = 50.226380° -106.010505° [NOT CALCULATED / 13U 427921E 5564290N]
      SE 1-16-1 W3 = 50.313640° -106.010515° [NOT CALCULATED / 13U 428052E 5573992N]
      SE 1-17-1 W3 = 50.401041° -106.010490° [NOT CALCULATED / 13U 428186E 5583710N]


      As you can see, we have an average increase of LATITUDE by 0.08735 for every additional TOWNSHIP, the third item on the LSD, and that's pretty easy to calculate. But the LONGITUDE is also changing here very slightly. This isn't much, and may be accounted for later, but keep it in mind as it does alter our projections the farther north we move.



      Now lets compare the difference in the LATITUDE only first, to see how I got that value



      01). 49.003363 - 49 = 0.003363 - 0.003363 = 0.000000 / 0 =  0.0000000000000000
      02). 49.090753 - 49 = 0.090753 - 0.003363 = 0.087390 / 1 = 0.0873900000000000
      03). 49.178087 - 49 = 0.178087 - 0.003363 = 0.174724 / 2 = 0.0873620000000000 (0.0000280000000000 OR 0.03% less added than 2)
      04). 49.265416 - 49 = 0.265416 - 0.003363 = 0.262053 / 3 = 0.0873510000000000 (0.0000390000000000 OR 0.04% less added than 2)
      05). 49.352749 - 49 = 0.352749 - 0.003363 = 0.349386 / 4 = 0.0873465000000000 (0.0000435000000000 OR 0.05% less added than 2)
      06). 49.440101 - 49 = 0.440101 - 0.003363 = 0.436738 / 5 = 0.0873476000000000 (0.0000424000000000 OR 0.05% less added than 2)
      07). 49.527416 - 49 = 0.527416 - 0.003363 = 0.524053 / 6 = 0.0873422666666667 (0.0000477333333333 OR 0.05% less added than 2)
      08). 49.614772 - 49 = 0.614772 - 0.003363 = 0.611409 / 7 = 0.0873441428571429 (0.0000458571428571 OR 0.05% less added than 2)
      09). 49.702143 - 49 = 0.702143 - 0.003363 = 0.698780 / 8 = 0.0873475000000000 (0.0000425000000000 OR 0.05% less added than 2)
      10). 49.789486 - 49 = 0.789486 - 0.003363 = 0.786123 / 9 = 0.0873470000000000 (0.0000430000000000 OR 0.05% less added than 2)
      11). 49.876836 - 49 = 0.876836 - 0.003363 = 0.873473 / 10 = 0.0873473000000000 (0.0000427000000000 OR 0.05% less added than 2)
      12). 49.964191 - 49 = 0.964191 - 0.003363 = 0.960828 / 11 = 0.0873480000000000 (0.0000420000000000 OR 0.05% less added than 2)
      13). 50.051597 - 49 = 1.051597 - 0.003363 = 1.048234 / 12 = 0.0873528333333333 (0.0000371666666667 OR 0.04% less added than 2)
      14). 50.138980 - 49 = 1.138980 - 0.003363 = 1.135617 / 13 = 0.0873551538461538 (0.0000348461538462 OR 0.04% less added than 2)
      15). 50.226380 - 49 = 1.226380 - 0.003363 = 1.223017 / 14 = 0.0873583571428571 (0.0000316428571429 OR 0.04% less added than 2)
      16). 50.313640 - 49 = 1.313640 - 0.003363 = 1.310277 / 15 = 0.0873518000000000 (0.0000382000000000 OR 0.04% less added than 2)
      17). 50.401041 - 49 = 1.401041 - 0.003363 = 1.397678 / 16 = 0.0873548750000000 (0.0000351250000000 OR 0.04% less added than 2)


      Using our value to calculate LATITUDE (Add (0.08735 * (TOWNSHIP - 1)) + 0.003363 to the 49°) we get the following values, which are within 0.0001°. More than comfortable with this value



      SE-1-01-1 W3 = 49.0034°
      SE-1-02-1 W3 = 49.0907°
      SE-1-03-1 W3 = 49.1781°
      .... ETC ....
      SE-1-06-1 W3 = 49.4401°
      SE-1-07-1 W3 = 49.5275°


      We will also compare the difference in the LONGITUDE since they have a minor variations like so



      01). 106.011008 - 106 = 0.011008 - 0.011008 = -0.000000 Difference
      02). 106.010953 - 106 = 0.010953 - 0.011008 = -0.000055 Difference [-0.000055 different than 1]
      03). 106.010949 - 106 = 0.010949 - 0.011008 = -0.000059 Difference [-0.000004 different than 2]
      04). 106.010951 - 106 = 0.010951 - 0.011008 = -0.000057 Difference [ 0.000002 different than 3]
      05). 106.010938 - 106 = 0.010938 - 0.011008 = -0.000070 Difference [-0.000013 different than 4]
      .... ETC .....
      14). 106.010563 - 106 = 0.010563 - 0.011008 = -0.000445 Difference [-0.000099 different than 13]
      15). 106.010505 - 106 = 0.010505 - 0.011008 = -0.000503 Difference [-0.000058 different than 14]
      16). 106.010515 - 106 = 0.010515 - 0.011008 = -0.000493 Difference [ 0.000010 different than 15]
      17). 106.010490 - 106 = 0.010490 - 0.011008 = -0.000518 Difference [-0.000025 different then 16]


      We have a reliable NORTH to SOUTH or TOWNSHIP calculation now. This will give us a fairly accurate LATITUDE reading, and moving west we can average on a correction of 0.0000326 * TOWNSHIP follow the slight curve of the earth.



      Now lets move west with LONGITUDES



      SE 1-1-01 W3 = 49.003363° -106.011008° [49° 00' 12" N, 106° 1' 40" W / 13U 426058E 5428322N]
      SE 1-1-02 W3 = 49.003507° -106.146230° [NOT CALCULATED / 13U 416169E 5428479N] 0.000144
      SE 1-1-03 W3 = 49.003540° -106.279948° [NOT CALCULATED / 13U 406389E 5428639N] 0.000033
      SE 1-1-04 W3 = 49.003654° -106.412969° [NOT CALCULATED / 13U 396661E 5428824N] 0.000114
      SE 1-1-05 W3 = 49.003549° -106.546689° [NOT CALCULATED / 13U 386881E 5429003N] -0.000105
      SE 1-1-06 W3 = 49.003557° -106.679919° [NOT CALCULATED / 13U 377138E 5429211N] 0.000008
      SE 1-1-07 W3 = 49.003586° -106.813429° [NOT CALCULATED / 13U 367374E 5429439N] 0.000029
      SE 1-1-08 W3 = 49.003633° -106.947331° [NOT CALCULATED / 13U 357581E 5429687N] 0.000047
      SE 1-1-09 W3 = 49.003647° -107.080852° [NOT CALCULATED / 13U 347817E 5429947N] 0.000014
      SE 1-1-10 W3 = 49.003733° -107.214384° [NOT CALCULATED / 13U 338052E 5430233N] 0.000086
      SE 1-1-11 W3 = 49.003689° -107.347738° [NOT CALCULATED / 13U 328300E 5430522N] -0.000044


      If we can compare the difference in the LONGITUDE only first, noticing that the LATITUDE also has a small variation to it, we get the following



      01). 106.011008 - 106.011008 = 0.000000 / 0 = 0.0000000000000000
      02). 106.146230 - 106.011008 = 0.135222 / 1 = 0.1352220000000000 - 0.011008 = 0.1242140000000000
      03). 106.279948 - 106.011008 = 0.268940 / 2 = 0.1344700000000000 - 0.011008 = 0.1234620000000000
      04). 106.412969 - 106.011008 = 0.401961 / 3 = 0.1339870000000000 - 0.011008 = 0.1229790000000000
      .... ETC .....
      10). 107.214384 - 106.011008 = 1.203376 / 9 = 0.1337084444444444 - 0.011008 = 0.1227004444444444
      11). 107.347738 - 106.011008 = 1.336730 / 10 = 0.133673000000000 - 0.011008 = 0.1226650000000000


      By adding all of the variables up and averaging them our I get the following values for moving west a RANGE (Should be roughly 9.6km)



      $longitude_multiplier = 0.1366567395943563;
      $longitude_additional = 0.011008;
      $longitude = (((($range - 1) * $longitude_multiplier) + 106) + $longitude_additional);


      This gets me somewhat CLOSE, but since I cannot accurately find the percent I need to move north while moving west, and west, while moving north, this has been quite troublesome to calculate.



      With my system I am getting the following:



      Calculated position for SE-1-13-16 W3
      50.0521°, -108.0609°


      While the real position is:



      SE-1-13-16 W3
      50.051496° -108.058235°


      As you can see, they are CLOSE, but not close enough.
      Does anyone have input on this?










      share|improve this question









      New contributor




      Kaboom is a new contributor to this site. Take care in asking for clarification, commenting, and answering.
      Check out our Code of Conduct.












      I am working on an app for my Fire Department to help us convert from our Legal Land Description (LSD) system to GPS coordinates. We will use these coordinates to show a point on a Google Maps interface to make responding to Fire Calls a little easier.



      Currently there are some free tools such as https://www.lsdfinder.com/map that we use, but they have a limit of 20 lookup per day, and I would like to figure this out for as many people as possible down the line as well.





      Some Information



      This is a Canadian based system and will only be used to calculate GPS coordinates in our area, but the premise should be editable to other areas. Since our area is quite large, but fully contained within the Third Meridian, we only need to calculate from West of the Third. This sets our starting position at 49.0000°, -106.0000°.



      Lets break down what the LSD means.



      First lets take a look at an example LSD. It is structured like so: SE 1-15-15 W3. Breaking down what those numbers mean, we get the following (in order)



      SE/SW/NE/NW - The QUARTER of the section within the RANGE and TOWNSHIP, split into 4 quadrants. We calculate this last.
      1-36 - This is the SECTION inside the RANGE and TOWNSHIP. SECTIONS are 6 x 6 running from bottom left to right, then switching directions as they go up
      1-?? = This is the TOWNSHIP, or direction moving NORTH or SOUTH. This is the first calculation and gives your LONGITUDE from the 49° mark.
      1-?? = This is the RANGE, or direction moving EAST or WEST. This is the second calculation and gives your LATITUDE from the -106° mark


      Here we are going straight up in a line NORTH using our TOWNSHIP from 1 to 17.



      SE-1-01-1 W3 = 49.003363° -106.011008° [49° 00' 12" N, 106° 1' 40" W / 13U 426058E 5428322N]
      SE-1-02-1 W3 = 49.090753° -106.010953° [49° 05' 27" N, 106° 1' 39" W / 13U 426191E 5438037N]
      SE-1-03-1 W3 = 49.178087° -106.010949° [49° 11' 41" N, 106° 1' 39" W / 13U 426321E 5447745N]
      SE-1-04-1 W3 = 49.265416° -106.010951° [49° 16' 55" N, 106° 1' 39" W / 13U 426451E 5457453N]
      SE-1-05-1 W3 = 49.352749° -106.010938° [49° 21' 10" N, 106° 1' 39" W / 13U 426582E 5467162N]
      SE-1-06-1 W3 = 49.440101° -106.010959° [49° 26' 24" N, 106° 1' 39" W / 13U 426710E 5476873N]
      .... ETC ....
      SE 1-14-1 W3 = 50.138980° -106.010563° [NOT CALCULATED / 13U 427786E 5554572N]
      SE 1-15-1 W3 = 50.226380° -106.010505° [NOT CALCULATED / 13U 427921E 5564290N]
      SE 1-16-1 W3 = 50.313640° -106.010515° [NOT CALCULATED / 13U 428052E 5573992N]
      SE 1-17-1 W3 = 50.401041° -106.010490° [NOT CALCULATED / 13U 428186E 5583710N]


      As you can see, we have an average increase of LATITUDE by 0.08735 for every additional TOWNSHIP, the third item on the LSD, and that's pretty easy to calculate. But the LONGITUDE is also changing here very slightly. This isn't much, and may be accounted for later, but keep it in mind as it does alter our projections the farther north we move.



      Now lets compare the difference in the LATITUDE only first, to see how I got that value



      01). 49.003363 - 49 = 0.003363 - 0.003363 = 0.000000 / 0 =  0.0000000000000000
      02). 49.090753 - 49 = 0.090753 - 0.003363 = 0.087390 / 1 = 0.0873900000000000
      03). 49.178087 - 49 = 0.178087 - 0.003363 = 0.174724 / 2 = 0.0873620000000000 (0.0000280000000000 OR 0.03% less added than 2)
      04). 49.265416 - 49 = 0.265416 - 0.003363 = 0.262053 / 3 = 0.0873510000000000 (0.0000390000000000 OR 0.04% less added than 2)
      05). 49.352749 - 49 = 0.352749 - 0.003363 = 0.349386 / 4 = 0.0873465000000000 (0.0000435000000000 OR 0.05% less added than 2)
      06). 49.440101 - 49 = 0.440101 - 0.003363 = 0.436738 / 5 = 0.0873476000000000 (0.0000424000000000 OR 0.05% less added than 2)
      07). 49.527416 - 49 = 0.527416 - 0.003363 = 0.524053 / 6 = 0.0873422666666667 (0.0000477333333333 OR 0.05% less added than 2)
      08). 49.614772 - 49 = 0.614772 - 0.003363 = 0.611409 / 7 = 0.0873441428571429 (0.0000458571428571 OR 0.05% less added than 2)
      09). 49.702143 - 49 = 0.702143 - 0.003363 = 0.698780 / 8 = 0.0873475000000000 (0.0000425000000000 OR 0.05% less added than 2)
      10). 49.789486 - 49 = 0.789486 - 0.003363 = 0.786123 / 9 = 0.0873470000000000 (0.0000430000000000 OR 0.05% less added than 2)
      11). 49.876836 - 49 = 0.876836 - 0.003363 = 0.873473 / 10 = 0.0873473000000000 (0.0000427000000000 OR 0.05% less added than 2)
      12). 49.964191 - 49 = 0.964191 - 0.003363 = 0.960828 / 11 = 0.0873480000000000 (0.0000420000000000 OR 0.05% less added than 2)
      13). 50.051597 - 49 = 1.051597 - 0.003363 = 1.048234 / 12 = 0.0873528333333333 (0.0000371666666667 OR 0.04% less added than 2)
      14). 50.138980 - 49 = 1.138980 - 0.003363 = 1.135617 / 13 = 0.0873551538461538 (0.0000348461538462 OR 0.04% less added than 2)
      15). 50.226380 - 49 = 1.226380 - 0.003363 = 1.223017 / 14 = 0.0873583571428571 (0.0000316428571429 OR 0.04% less added than 2)
      16). 50.313640 - 49 = 1.313640 - 0.003363 = 1.310277 / 15 = 0.0873518000000000 (0.0000382000000000 OR 0.04% less added than 2)
      17). 50.401041 - 49 = 1.401041 - 0.003363 = 1.397678 / 16 = 0.0873548750000000 (0.0000351250000000 OR 0.04% less added than 2)


      Using our value to calculate LATITUDE (Add (0.08735 * (TOWNSHIP - 1)) + 0.003363 to the 49°) we get the following values, which are within 0.0001°. More than comfortable with this value



      SE-1-01-1 W3 = 49.0034°
      SE-1-02-1 W3 = 49.0907°
      SE-1-03-1 W3 = 49.1781°
      .... ETC ....
      SE-1-06-1 W3 = 49.4401°
      SE-1-07-1 W3 = 49.5275°


      We will also compare the difference in the LONGITUDE since they have a minor variations like so



      01). 106.011008 - 106 = 0.011008 - 0.011008 = -0.000000 Difference
      02). 106.010953 - 106 = 0.010953 - 0.011008 = -0.000055 Difference [-0.000055 different than 1]
      03). 106.010949 - 106 = 0.010949 - 0.011008 = -0.000059 Difference [-0.000004 different than 2]
      04). 106.010951 - 106 = 0.010951 - 0.011008 = -0.000057 Difference [ 0.000002 different than 3]
      05). 106.010938 - 106 = 0.010938 - 0.011008 = -0.000070 Difference [-0.000013 different than 4]
      .... ETC .....
      14). 106.010563 - 106 = 0.010563 - 0.011008 = -0.000445 Difference [-0.000099 different than 13]
      15). 106.010505 - 106 = 0.010505 - 0.011008 = -0.000503 Difference [-0.000058 different than 14]
      16). 106.010515 - 106 = 0.010515 - 0.011008 = -0.000493 Difference [ 0.000010 different than 15]
      17). 106.010490 - 106 = 0.010490 - 0.011008 = -0.000518 Difference [-0.000025 different then 16]


      We have a reliable NORTH to SOUTH or TOWNSHIP calculation now. This will give us a fairly accurate LATITUDE reading, and moving west we can average on a correction of 0.0000326 * TOWNSHIP follow the slight curve of the earth.



      Now lets move west with LONGITUDES



      SE 1-1-01 W3 = 49.003363° -106.011008° [49° 00' 12" N, 106° 1' 40" W / 13U 426058E 5428322N]
      SE 1-1-02 W3 = 49.003507° -106.146230° [NOT CALCULATED / 13U 416169E 5428479N] 0.000144
      SE 1-1-03 W3 = 49.003540° -106.279948° [NOT CALCULATED / 13U 406389E 5428639N] 0.000033
      SE 1-1-04 W3 = 49.003654° -106.412969° [NOT CALCULATED / 13U 396661E 5428824N] 0.000114
      SE 1-1-05 W3 = 49.003549° -106.546689° [NOT CALCULATED / 13U 386881E 5429003N] -0.000105
      SE 1-1-06 W3 = 49.003557° -106.679919° [NOT CALCULATED / 13U 377138E 5429211N] 0.000008
      SE 1-1-07 W3 = 49.003586° -106.813429° [NOT CALCULATED / 13U 367374E 5429439N] 0.000029
      SE 1-1-08 W3 = 49.003633° -106.947331° [NOT CALCULATED / 13U 357581E 5429687N] 0.000047
      SE 1-1-09 W3 = 49.003647° -107.080852° [NOT CALCULATED / 13U 347817E 5429947N] 0.000014
      SE 1-1-10 W3 = 49.003733° -107.214384° [NOT CALCULATED / 13U 338052E 5430233N] 0.000086
      SE 1-1-11 W3 = 49.003689° -107.347738° [NOT CALCULATED / 13U 328300E 5430522N] -0.000044


      If we can compare the difference in the LONGITUDE only first, noticing that the LATITUDE also has a small variation to it, we get the following



      01). 106.011008 - 106.011008 = 0.000000 / 0 = 0.0000000000000000
      02). 106.146230 - 106.011008 = 0.135222 / 1 = 0.1352220000000000 - 0.011008 = 0.1242140000000000
      03). 106.279948 - 106.011008 = 0.268940 / 2 = 0.1344700000000000 - 0.011008 = 0.1234620000000000
      04). 106.412969 - 106.011008 = 0.401961 / 3 = 0.1339870000000000 - 0.011008 = 0.1229790000000000
      .... ETC .....
      10). 107.214384 - 106.011008 = 1.203376 / 9 = 0.1337084444444444 - 0.011008 = 0.1227004444444444
      11). 107.347738 - 106.011008 = 1.336730 / 10 = 0.133673000000000 - 0.011008 = 0.1226650000000000


      By adding all of the variables up and averaging them our I get the following values for moving west a RANGE (Should be roughly 9.6km)



      $longitude_multiplier = 0.1366567395943563;
      $longitude_additional = 0.011008;
      $longitude = (((($range - 1) * $longitude_multiplier) + 106) + $longitude_additional);


      This gets me somewhat CLOSE, but since I cannot accurately find the percent I need to move north while moving west, and west, while moving north, this has been quite troublesome to calculate.



      With my system I am getting the following:



      Calculated position for SE-1-13-16 W3
      50.0521°, -108.0609°


      While the real position is:



      SE-1-13-16 W3
      50.051496° -108.058235°


      As you can see, they are CLOSE, but not close enough.
      Does anyone have input on this?







      coordinate-system gps geolocation license legal-description






      share|improve this question









      New contributor




      Kaboom is a new contributor to this site. Take care in asking for clarification, commenting, and answering.
      Check out our Code of Conduct.











      share|improve this question









      New contributor




      Kaboom is a new contributor to this site. Take care in asking for clarification, commenting, and answering.
      Check out our Code of Conduct.









      share|improve this question




      share|improve this question








      edited 2 mins ago









      Vince

      14.8k32749




      14.8k32749






      New contributor




      Kaboom is a new contributor to this site. Take care in asking for clarification, commenting, and answering.
      Check out our Code of Conduct.









      asked 1 hour ago









      KaboomKaboom

      1011




      1011




      New contributor




      Kaboom is a new contributor to this site. Take care in asking for clarification, commenting, and answering.
      Check out our Code of Conduct.





      New contributor





      Kaboom is a new contributor to this site. Take care in asking for clarification, commenting, and answering.
      Check out our Code of Conduct.






      Kaboom is a new contributor to this site. Take care in asking for clarification, commenting, and answering.
      Check out our Code of Conduct.






















          0






          active

          oldest

          votes











          Your Answer








          StackExchange.ready(function() {
          var channelOptions = {
          tags: "".split(" "),
          id: "79"
          };
          initTagRenderer("".split(" "), "".split(" "), channelOptions);

          StackExchange.using("externalEditor", function() {
          // Have to fire editor after snippets, if snippets enabled
          if (StackExchange.settings.snippets.snippetsEnabled) {
          StackExchange.using("snippets", function() {
          createEditor();
          });
          }
          else {
          createEditor();
          }
          });

          function createEditor() {
          StackExchange.prepareEditor({
          heartbeatType: 'answer',
          autoActivateHeartbeat: false,
          convertImagesToLinks: false,
          noModals: true,
          showLowRepImageUploadWarning: true,
          reputationToPostImages: null,
          bindNavPrevention: true,
          postfix: "",
          imageUploader: {
          brandingHtml: "Powered by u003ca class="icon-imgur-white" href="https://imgur.com/"u003eu003c/au003e",
          contentPolicyHtml: "User contributions licensed under u003ca href="https://creativecommons.org/licenses/by-sa/3.0/"u003ecc by-sa 3.0 with attribution requiredu003c/au003e u003ca href="https://stackoverflow.com/legal/content-policy"u003e(content policy)u003c/au003e",
          allowUrls: true
          },
          onDemand: true,
          discardSelector: ".discard-answer"
          ,immediatelyShowMarkdownHelp:true
          });


          }
          });






          Kaboom is a new contributor. Be nice, and check out our Code of Conduct.










          draft saved

          draft discarded


















          StackExchange.ready(
          function () {
          StackExchange.openid.initPostLogin('.new-post-login', 'https%3a%2f%2fgis.stackexchange.com%2fquestions%2f316661%2fcalculating-lsd-converion-to-gps-coordinates%23new-answer', 'question_page');
          }
          );

          Post as a guest















          Required, but never shown

























          0






          active

          oldest

          votes








          0






          active

          oldest

          votes









          active

          oldest

          votes






          active

          oldest

          votes








          Kaboom is a new contributor. Be nice, and check out our Code of Conduct.










          draft saved

          draft discarded


















          Kaboom is a new contributor. Be nice, and check out our Code of Conduct.













          Kaboom is a new contributor. Be nice, and check out our Code of Conduct.












          Kaboom is a new contributor. Be nice, and check out our Code of Conduct.
















          Thanks for contributing an answer to Geographic Information Systems Stack Exchange!


          • Please be sure to answer the question. Provide details and share your research!

          But avoid



          • Asking for help, clarification, or responding to other answers.

          • Making statements based on opinion; back them up with references or personal experience.


          To learn more, see our tips on writing great answers.




          draft saved


          draft discarded














          StackExchange.ready(
          function () {
          StackExchange.openid.initPostLogin('.new-post-login', 'https%3a%2f%2fgis.stackexchange.com%2fquestions%2f316661%2fcalculating-lsd-converion-to-gps-coordinates%23new-answer', 'question_page');
          }
          );

          Post as a guest















          Required, but never shown





















































          Required, but never shown














          Required, but never shown












          Required, but never shown







          Required, but never shown

































          Required, but never shown














          Required, but never shown












          Required, but never shown







          Required, but never shown







          Popular posts from this blog

          (145452) 2005 RN43 Классификация | Примечания | Ссылки |...

          Щит и меч (фильм) Содержание Названия серий | Сюжет |...

          Энтрерриос (город) Содержание История | Географическое...