Changes between Version 433 and Version 434 of Maps/Germany


Ignore:
Timestamp:
2026-02-15T17:32:14+01:00 (5 days ago)
Author:
anonymous
Comment:

add Brandenburg hillshade

Legend:

Unmodified
Added
Removed
Modified

  • Maps/Germany

    v433 v434  
    162162        <point lat="53.29918" lon="14.19271"/><point lat="53.31765" lon="14.19248"/><point lat="53.31779" lon="14.22278"/>
    163163        <point lat="53.33522" lon="14.22258"/><point lat="53.33533" lon="14.24936"/><point lat="53.44498" lon="14.24812"/>
     164      </shape>
     165    </bounds>
     166    <country-code>DE</country-code>
     167    <terms-of-use-url>https://geobasis-bb.de/lgb/de/agnb/</terms-of-use-url>
     168    <valid-georeference>true</valid-georeference>
     169  </entry>
     170  <entry>
     171    <name>Brandenburg GeoBasis-DE/LGB (2026): DGM 1m hillshade</name>
     172    <name lang="de">Brandenburg GeoBasis-DE/LGB (2026): DGM 1m Schummerung</name>
     173    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</icon>
     174    <id>Brandenburg-DGM-1m-hillshade</id>
     175    <category>elevation</category>
     176    <type>wms</type>
     177    <url><![CDATA[https://isk.geobasis-bb.de/mapproxy/dgm/service/wms?FORMAT=image/png&TRANSPARENT=TRUE&VERSION=1.3.0&SERVICE=WMS&REQUEST=GetMap&LAYERS=dgmshade&STYLES=&CRS={proj}&WIDTH={width}&HEIGHT={height}&BBOX={bbox}]]></url>
     178    <min-zoom>8</min-zoom>
     179    <max-zoom>20</max-zoom>
     180    <permission-ref>https://wiki.openstreetmap.org/wiki/Brandenburg/Geoportal</permission-ref>
     181    <attribution-text>GeoBasis-DE/LGB 2026 / Digitales Geländemodell 1m Bodenauflösung</attribution-text>
     182    <projections>
     183      <code>EPSG:25833</code>
     184      <code>EPSG:25832</code>
     185      <code>EPSG:4326</code>
     186      <code>EPSG:4258</code>
     187      <code>EPSG:3034</code>
     188      <code>EPSG:3035</code>
     189      <code>EPSG:3045</code>
     190      <code>EPSG:3857</code>
     191      <code>EPSG:4839</code>
     192      <code>EPSG:5650</code>
     193    </projections>
     194    <bounds min-lat="51.3531" min-lon="11.2326" max-lat="53.5672" max-lon="14.7958">
     195      <!-- Each WMS service has its own bounds -->
     196      <shape>
     197        <point lat="52.4961" lon="12.1419"/><point lat="52.5671" lon="12.1371"/><point lat="52.5675" lon="12.1666"/>
     198        <point lat="52.6388" lon="12.1639"/><point lat="52.6413" lon="12.2216"/><point lat="52.6780" lon="12.2188"/>
     199        <point lat="52.6772" lon="12.1893"/><point lat="52.7836" lon="12.1824"/><point lat="52.7844" lon="12.2126"/>
     200        <point lat="52.8027" lon="12.2113"/><point lat="52.8035" lon="12.2415"/><point lat="52.8222" lon="12.2408"/>
     201        <point lat="52.8210" lon="12.2095"/><point lat="52.8388" lon="12.2085"/><point lat="52.8380" lon="12.1790"/>
     202        <point lat="52.8558" lon="12.1780"/><point lat="52.8558" lon="12.1481"/><point lat="52.8372" lon="12.1498"/>
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