20250924
10222400
1.0
FALSE
Gebaede_Thueringen
002
https://www.arcgis.com/sharing/rest/content/items/6b59a35fe0344eeeb09588b248b4efa6/info/thumbnail/thumbnail1758704044497.png
Projected
GCS_WGS_1984
Linear Unit: Meter (1.000000)
WGS_1984_Web_Mercator_Auxiliary_Sphere
<ProjectedCoordinateSystem xsi:type='typens:ProjectedCoordinateSystem' xmlns:xsi='http://www.w3.org/2001/XMLSchema-instance' xmlns:xs='http://www.w3.org/2001/XMLSchema' xmlns:typens='http://www.esri.com/schemas/ArcGIS/3.5.0'><WKT>PROJCS["WGS_1984_Web_Mercator_Auxiliary_Sphere",GEOGCS["GCS_WGS_1984",DATUM["D_WGS_1984",SPHEROID["WGS_1984",6378137.0,298.257223563]],PRIMEM["Greenwich",0.0],UNIT["Degree",0.0174532925199433]],PROJECTION["Mercator_Auxiliary_Sphere"],PARAMETER["False_Easting",0.0],PARAMETER["False_Northing",0.0],PARAMETER["Central_Meridian",0.0],PARAMETER["Standard_Parallel_1",0.0],PARAMETER["Auxiliary_Sphere_Type",0.0],UNIT["Meter",1.0],AUTHORITY["EPSG",3857]]</WKT><XOrigin>-20037700</XOrigin><YOrigin>-30241100</YOrigin><XYScale>10000</XYScale><ZOrigin>-100000</ZOrigin><ZScale>10000</ZScale><MOrigin>-100000</MOrigin><MScale>10000</MScale><XYTolerance>0.001</XYTolerance><ZTolerance>0.001</ZTolerance><MTolerance>0.001</MTolerance><HighPrecision>true</HighPrecision><WKID>102100</WKID><LatestWKID>3857</LatestWKID></ProjectedCoordinateSystem>
20250924
10222400
20250924
10222400
Esri ArcGIS 13.5.3.57366
Gebaede_Thueringen
<div style='font-family:"Avenir Next W01", "Avenir Next W00", "Avenir Next", Avenir, "Helvetica Neue", sans-serif; font-size:16px;'>Hausumringe auf Grundlage des ALKIS mit Informationen zu Gebäudefunktion und AGS.</div><div style='font-family:"Avenir Next W01", "Avenir Next W00", "Avenir Next", Avenir, "Helvetica Neue", sans-serif; font-size:16px;'><br /></div><div style='font-family:"Avenir Next W01", "Avenir Next W00", "Avenir Next", Avenir, "Helvetica Neue", sans-serif; font-size:16px;'><div style='font-family:inherit; margin:0px; padding:0px;'><b>Quelle</b>: Datensatz <a href='https://geoportal.thueringen.de/gdi-th/download-offene-geodaten' target='_blank' rel='nofollow ugc noopener noreferrer'>Hausumringe Thüringen</a> von Geoportal Th</div><div style='font-family:inherit; margin:0px; padding:0px;'><br /></div><div style='font-family:inherit; margin:0px; padding:0px;'><b>Verarbeitungsprozesse</b>: SHP Datei in ArcGIS Pro von UTM ETRS89 nach WebMercator WGS84 projiziert und als Feature Service in ArcGIS Online veröffentlicht.</div></div>
Open Data
Deutschland
Thüringen
Germany
DE
Gebäude
building footprints
people
Infrastruktur
Hausumringe
esri_de
Gebäudeumrisse Thüringen mit Gebäudefunktion. Stand: 04.2025
GDI-Th
<span style='font-family:"Avenir Next W01", "Avenir Next W00", "Avenir Next", Avenir, "Helvetica Neue", sans-serif; font-size:16px;'>Für die Nutzung digitaler Geobasisdaten und frei zugänglicher Geodatendienste des TLVermGeo, gelten die Nutzungsbedingungen nach der </span><a href='https://www.govdata.de/dl-de/by-2-0' style='color:rgb(0, 121, 193); text-decoration-line:none; font-family:"Avenir Next W01", "Avenir Next W00", "Avenir Next", Avenir, "Helvetica Neue", sans-serif; font-size:16px;' target='_blank' rel='nofollow ugc noopener noreferrer'>Datenlizenz Deutschland - Namensnennung, Version 2.0</a><span style='font-family:"Avenir Next W01", "Avenir Next W00", "Avenir Next", Avenir, "Helvetica Neue", sans-serif; font-size:16px;'> unter Verwendung des Quellenvermerks: „© <b>GDI-Th</b>“</span>
File Geodatabase Feature Class
dataset
EPSG
6.18.3(9.3.1.2)
0
Simple
FALSE
0
TRUE
FALSE
Gebaede_Thueringen
Feature Class
0
OBJECTID
OBJECTID
OID
4
0
0
Internal feature number.
Esri
Sequential unique whole numbers that are automatically generated.
Shape
Shape
Geometry
0
0
0
Feature geometry.
Esri
Coordinates defining the features.
AGS
AGS
String
8
0
0
OI
OI
String
20
0
0
GFK
GFK
String
50
0
0
Shape_Length
Shape_Length
Double
8
0
0
Length of feature in internal units.
Esri
Positive real numbers that are automatically generated.
Shape_Area
Shape_Area
Double
8
0
0
Area of feature in internal units squared.
Esri
Positive real numbers that are automatically generated.
20250924
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