| | 6498 | <entry> |
| | 6499 | <name>Saarland DEM Shaded Relief</name> |
| | 6500 | <name lang="de">Saarland DGM Höhenschummerung</name> |
| | 6501 | <id>Saarland-DGM-shaded-relief</id> |
| | 6502 | <category>elevation</category> |
| | 6503 | <type>wms</type> |
| | 6504 | <url><![CDATA[https://geoportal.saarland.de/owsproxy/00000000000000000000000000000000/f9406651c1de911d4ddf11f0d5abc43d?FORMAT=image/png&TRANSPARENT=TRUE&VERSION=1.1.1&SERVICE=WMS&REQUEST=GetMap&LAYERS=sl_shaded_relief_2025&STYLES=&SRS={proj}&WIDTH={width}&HEIGHT={height}&BBOX={bbox}]]></url> |
| | 6505 | <min-zoom>10</min-zoom> |
| | 6506 | <projections> |
| | 6507 | <code>EPSG:4326</code> |
| | 6508 | <code>EPSG:25832</code> |
| | 6509 | <code>EPSG:25833</code> |
| | 6510 | <code>EPSG:31466</code> |
| | 6511 | <code>EPSG:31467</code> |
| | 6512 | <code>EPSG:31468</code> |
| | 6513 | <code>EPSG:4258</code> |
| | 6514 | <code>EPSG:3034</code> |
| | 6515 | <code>EPSG:3857</code> |
| | 6516 | </projections> |
| | 6517 | <attribution-text mandatory="true">© GeoBasis DE/LVGL-SL (2025)</attribution-text> |
| | 6518 | <attribution-url>https://www.saarland.de/lvgl/DE/home</attribution-url> |
| | 6519 | <date>2025-07-10</date> |
| | 6520 | <country-code>DE</country-code> |
| | 6521 | <permission-ref>https://wiki.openstreetmap.org/wiki/DE:Permissions/DGM_Shaded_Relief_Saarland</permission-ref> |
| | 6522 | <description lang="de">Höhenschummerung aus dem digitalen Geländemodell des Saarlandes</description> |
| | 6523 | <description lang="en">Shaded relief from the Saarland digital elevation model</description> |
| | 6524 | 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