20131203 15455500 1.0 FALSE dhm25_lv95 002 2479986.900912 2865036.900912 1073962.998995 1302012.998995 1 Projected GCS_CH1903+ Linear Unit: Meter (1.000000) CH1903+_LV95 <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/2.8.0'><WKT>PROJCS[&quot;CH1903+_LV95&quot;,GEOGCS[&quot;GCS_CH1903+&quot;,DATUM[&quot;D_CH1903+&quot;,SPHEROID[&quot;Bessel_1841&quot;,6377397.155,299.1528128]],PRIMEM[&quot;Greenwich&quot;,0.0],UNIT[&quot;Degree&quot;,0.0174532925199433]],PROJECTION[&quot;Hotine_Oblique_Mercator_Azimuth_Center&quot;],PARAMETER[&quot;False_Easting&quot;,2600000.0],PARAMETER[&quot;False_Northing&quot;,1200000.0],PARAMETER[&quot;Scale_Factor&quot;,1.0],PARAMETER[&quot;Azimuth&quot;,90.0],PARAMETER[&quot;Longitude_Of_Center&quot;,7.439583333333333],PARAMETER[&quot;Latitude_Of_Center&quot;,46.95240555555556],UNIT[&quot;Meter&quot;,1.0],AUTHORITY[&quot;EPSG&quot;,2056]]</WKT><XOrigin>-27386400</XOrigin><YOrigin>-32067900</YOrigin><XYScale>140996569.55187955</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>2056</WKID><LatestWKID>2056</LatestWKID></ProjectedCoordinateSystem> 20220301 11082800 20220301 11082800 Esri ArcGIS 12.8.3.29751 dhm25_lv95 1 5.835636 10.979812 47.870027 45.766675 Modèle numérique de terrain résolution 25m de swisstopo altimétrie Modèle numérique de terrain résolution 25m de swisstopo swisstopo Jeu de données raster de géodatabase fichier dataset Pixel 9122 15402 25.000000 25.000000 32 1 Upper Left FALSE LZ77 1 pixel codes FGDBR TRUE row and column 25.000000 25.000000 20220301 EPSG 4.5(8.1.0) 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