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  1. Calculate the straight line distance (as the crow flies) between cities or any two points on earth. Use your location to know any distance from where you are.

    • Driving Directions

      Driving Directions with Google Maps. Even if you are using a...

    • Converter

      GPS coordinates converter. This tool is all about GPS...

    • Radius

      Assessing straight line distances and draw circles on a map....

    • Satellite

      Google Maps Satellite. How to get and share the Google Maps...

    • API

      Anyone can then access those coordinates either via a...

    • Street View

      Google Maps Street View. Here are the steps to get and share...

    • Terms

      Without prejudice to gps-coordinates.net's other rights...

    • Geolocation

      Next, open Safari, visit a website requesting your location...

  2. Map Distance Calculator is a tool calculate the map distance bewteen any two locations. The distance will be shown on a map with the a stright line distance and the driving distance.

  3. Konwerter online do wszystkich systemów współrzędnych | UTM, WGS... |z mapą. Tutaj możesz przekonwertować najczęściej używane współrzędne na inne formaty. Działa to we wszystkich kierunkach i z wszystkimi ważnymi wartościami. Poprawne wartości dla danego systemu można znaleźć, przesuwając kursor myszy nad przykładami ...

  4. Tool to convert GPS coordinates to UTM and UTM coordinates to GPS (latitude, longitude) using the Universal Transverse Mercator system.

  5. You can calculate the length of a path, running route, fence, border, or the perimeter of any object that appears on a google map. The distance calculator will then display a measurement of the length in feet, meters, miles and kilometers.

  6. Calculate the distance between two addresses. This calculator will find the straight-line (great circle) distance between two locations of any kind: street addresses, city names, ZIP codes, etc. (The coordinates of the locations are provided by the Google Geocoding API.)

  7. 4 kwi 2014 · Given two points $(E_1,N_1)$, $(E_2,N_2)$ in the same zone is it the true that the distance "over the Earth" between the two points is well approximated by the euclidean distance between the easting-northing coordinates?

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