coordinates of the buildings are present as geographic coordinates, UTM coordinates and Gauss Kruger coordinates. Geographical coordinates in degree notation are particularly suitable well for searches with Google Earth. Here is as an example an Internet URL with coordinates from the "Geo Data German Houses", which can represent the location of Killet Software Ing.-GbR point-exactly: "http://maps.google.com/maps?t=k&ll=51.397363,6.450883&spn=0.002

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coordinates of the buildings are present as geographic coordinates, UTM coordinates and Gauss Kruger coordinates. Geographical coordinates in degree notation are particularly suitable well for searches with Google Earth. Here is as an example an Internet URL with coordinates from the "Geo Data German Houses", which can represent the location of Killet Software Ing.-GbR point-exactly: "http://maps.google.com/maps?t=k&ll=51.397363,6.450883&spn=0.002

geo correlation, search, proximity, postal code, coordinates, wgs84, municipality key, houses, geo coordinates, latitude, geo reference, etrs89, geo data

coordinates of the buildings are present as geographic coordinates and UTM coordinates. Geographical coordinates in degree notation are particularly suitable well for searches with Google Earth. Here is as an example an Internet URL with coordinates from the "Geo Data International Houses", which can represent the location of Killet Software Ing.-GbR point-exactly: "http://maps.google.com/maps?t=k&ll=51.397363,6.450883&spn=0.002,0.002". The first

geo correlation, search, proximity, postal code, coordinates, wgs84, municipality key, houses, geo coordinates, latitude, geo reference, etrs89, geo data

coordinates of the buildings are present as geographic coordinates and UTM coordinates. Geographical coordinates in degree notation are particularly suitable well for searches with Google Earth. Here is as an example an Internet URL with coordinates from the "Geo Data International Houses", which can represent the location of Killet Software Ing.-GbR point-exactly: "http://maps.google.com/maps?t=k&ll=51.397363,6.450883&spn=0.002,0.002". The first

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coordinate transformations between international and national coordinate systems with or without geodetic datum change. Transformations between State-Plane-Coordinates (NAD83, NAD27, Transverse Mercator, Lambert, Soldner-Cassini, Mercator, EOV, Krovak, LV95, Pulkovo-Gauss-Krueger, Gauss-Boaga,...), UTM-Coordinates, Geographical- and 3d-Cartesian-Coordinates. Manual input and File-Import/Export (ASCII). If the geodetic datum of Start- and Targetsystem

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coordinates in both reference systems. For the computation at least three identical points must be present. In practice you will be anxious to use more identical points than those three necessities. The program supports upto 10.000 identical points. Cartesian coordinates or geographical coordinates with ellipsoidal height using the ellipsoid dimensions are suitable. Identical measuring points of higher order can be usually inquired or referred by

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