== Imagery with coverage within Germany only (except cities) ==

See [[wiki:/Maps/Germany Cities]] for imagery of German cities.

{{{
#!maps
<?xml version="1.0" encoding="UTF-8" standalone="yes"?>
<imagery xmlns="http://josm.openstreetmap.de/maps-1.0">
  <!--only for Germany (except cities)-->
  <entry>
    <name>Brandenburg GeoBasis-DE/LGB (2025): DOP20c</name>
    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    <id>Brandenburg-DOP20c</id>
    <category>photo</category>
    <date>2023</date>
    <type>wms</type>
    <url><![CDATA[https://isk.geobasis-bb.de/mapproxy/dop20c/service/wms?FORMAT=image/png&TRANSPARENT=TRUE&VERSION=1.3.0&SERVICE=WMS&REQUEST=GetMap&LAYERS=bebb_dop20c&STYLES=&CRS={proj}&WIDTH={width}&HEIGHT={height}&BBOX={bbox}]]></url>
    <min-zoom>8</min-zoom>
    <max-zoom>20</max-zoom>
    <permission-ref>https://wiki.openstreetmap.org/wiki/Brandenburg/Geoportal</permission-ref>
    <attribution-text>GeoBasis-DE/LGB 2024 / Digitale farbige Orthophotos aktuell</attribution-text>
    <projections>
      <code>EPSG:25833</code>
      <code>EPSG:25832</code>
      <code>EPSG:4326</code>
      <code>EPSG:4258</code>
      <code>EPSG:3034</code>
      <code>EPSG:3035</code>
      <code>EPSG:3045</code>
      <code>EPSG:3857</code>
      <code>EPSG:4839</code>
      <code>EPSG:5650</code>
    </projections>
    <bounds min-lat="51.3522" min-lon="11.2614" max-lat="53.56695" max-lon="14.79951">
      <!-- Each WMS service has its own bounds -->
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    <name>Brandenburg GeoBasis-DE/LGB (2025): DGM 1m</name>
    <name lang="de">Brandenburg GeoBasis-DE/LGB (2025): DGM 1m</name>
    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RxOkfPEVlw4exDs7trHmmstZHeiHy6s4aJqG/+YtfP3a63+MHXJg/34WfzKVJ1QJVVEo03X2xUXjP3YMjz3zNJWVlRRs3U4LWSFH0xhn9iPF7cTu9fVEqQodDUZWfiNz/Usa6+8vp/SDj1ntZ2X4qFHntIbk5GRefOcdtHUbuKP29NQeHXjQGshyl53jUS1YfvDAaQGpxpqqqrx8730M3PIbyy11PPKQYP5dJgYhYQE+stdQouuMMFkIkWSuNFlZ6rIz6mgeM6ZN4x8PPsjj07/leG4uv3z1NRXZOciBAYy46Sa69r3sjwvhZqamsuDjTygtKeWS/n0Zc++9+Pn5eXbX3fdw2Q8/8Zvqor/BTEvFQK6u8VxtJUOMFkabrQRLMlVCp/jWGhLiJTJes2ILC6Pyumu45603zol4mzduZN914xgkyRiRcAjhC9XahCBAkphkq0C1Wuhy43ieeetNgoODmzYGMzJ46557uXFfOjup5fbPNNZOl7h0UyAysMrloKPByHRHLZOsgT6D9+W6Kv5lDWJOx9a8uGYVJpPprGs/F2/v746p1281NTU8fGkPJpXVMN1Ry31Wj8vbhWCq3cYgo5kar0s+TlbYo7vo+pYDvU5iyxQj7XUTm6KaEzPmWq7991P4nZIdIoTgw9dfZ+uCn0gwmRmdnkGprtFGMXJUU0lUDGhAsa4RLsusdDlIkA3kCJ25YYHMWr+OhISEk14Dl4stmzfzy9RpNNuzj8vLqljVwsbE/+rsXSVh/Maf5rLCD846qoTnZOxT3UTKCj293oBcXWOp086YgED2PnIfDzz77N8HkJceeZQ+388lxWXnGpMfzbzG4EJnHavdDoYYLSxw1tHHaOYBawAGJDbqTro+7aBVN/jhZZnm+y3EywZ2mw3oHdtjaNcWh9WK02zi519+4YEKG51tJwX0DtXlsRWQ6GwwckxTcQFxckNfWrXQmRTqT6s2bTDrAouqIheX0KOknE4ulRSDneQxKsPu11n7uYwyy48ExcAe1UVL2cDDtnKayQo2ICImmteq7D6iTbPbGGW2sj4xjkdWryAsLOyCAbngEG55eTnZK1ZxlSThEvjA0IF5wf6MroJIL5EGGy1sdju5zGhmgGxm/6syx8bZmTBNo3SfnQ3zJfI3SERu30nYjt2ESjJu4JOacjoHN2swbw+DCRXBDrcLFx4H4hCThWUuOyPreZuDJJk+hSUkFlfQ2WCkRNfJ0FWq22lUDhVMHKfhqpL4/BGFS/f70UxRSNPcNJNlZjtreTsglL2qi8tNVt5p3ZrluXmMLCoH4B8Wfz6w1/DwsXw+fWYyk6d9+tfH1N9+6t/cUlTGDJed2y0nVdYfYyPprEjc6ChgpcvB037BFOoazWWFaXYb91sD6GwwUrvAwLtrahlyt8aYl3RkE1Sna+RnShQWweodGn03m5tYvES2rhGpaQwxWZCA681+p/VrqxhZnlhDy2FGOreVGNlNxxghqDokM/d9qF5i4krZCrInIcOKxEO2Cv7rH0qYJJOra8jAzceLWTd8KAcXLKaD3YlVkuhqMLJXdRGyYTNH0tNp3a7dX+c6KSoqomRdCpIEVknyqaCbrWYyEuO5PdcTc/7V7SRDc3Nc17i/ppzrzX6sdznR8ORx3VAdgPJOIB8OMfLtUzLp+yE0CnoOF4waoNBKaXrfjDX7Ee+VTbFNpCJFywrDuhroMRAqqgQzpsKDI+GrcSZ6LAvmStmKC8FSl529qhuLJNFWMfKpw8ZrddVsczsRQNzxQkx5+dTdcRsVeNTbK01WVrsdDCwsZfaLL/+1J+Ttx5/gjvJqvnLU8oQ1CIA6wHrPnQQtW06c12bz9yaXdTUYGWKyYEUiUJKY6aglVJYZbrTgJ0lcp/vDRshL0fhRdbFfdbPR7eRZP7MvS/C0yOFZ1ii88z/xvZ2lcyz0MZrpYzQzSFbQzJ7vn8jJ+sxu48vAcNI1N9earETLCgmKgV2qi1xdJV420HP7Lo7278ueIf0ZtG4zMvAPsz/fOmoZtGU7S+f/yFVjb/jzT0hOdjZi63aOaCq9DGafOrhnxCDUmBgGZ+X4ZEmYLDPMZKGNYiBIknEj6GAw8rnDRqJsYKfqQkFigdMjtAMliatMVv7tF8TD1kBMkkSl0CnRNU74a+uEwH6K99ZW7+8Tz7I1FQMSvQxm3gkIZZzZzwfsNw4bdiH4ze2xaWIUhTfrquhlNGEXgnKvF6Czwcher3GbbHeycdYcbvx8GuuT4gFoqXhcm6aqGn794EPsdvufD8j7T/6LGytqSHE7GG7yZGPsbBnHFe+8xfYfF9BR1X1u8DbKyZDvAdXFGreDN+uqGWQ0EyHL6N6F/OLyvMgWt8cHtF11ESsryN50IhVPstoJ7Wmr6vTFPcp0nQztZHzlV+8YhbqGjiBcltnqdqIi2OR2IPAkJKxyO4iUFTRv8sIdlgAeqqlgtrOWw97xjEhU1ou39MkvZMuWLQz++H12BHrk5p1Wf2Y7axl1MIPPLoB1/S5ADqenE7JrL7847dxq9izokMlIi/88gdnfH8vRY76+O1UXXbwx+Bqh01Yx0lUx8ZxfMG0VI8d1jS4GI4c1Fad3V5/Y50uddqIVTwSyQNcwIJHi9gS8jusa2ZpGrhegfF1lt3rSel/v7Veo6+hAuFdj+8XpIFE2UKhrJCkGvnXYaOs1SNO9Ns0XgWE84xfMftXdIC5/Iu1nmEtl8Vdf07Z3b2KnPMdRowETEndYAljnrCNo2cpGfVhSU/7/8wGksUE+e3oyPcoqCZNlEhQDJbrOkasvZ8j4caxavJjexSermcp1jSCvsN+ouiDAn44Go8+6nmqvIVV1M8dZS4JXePczmtmluuhoMBIkyT7n5Ga3k0Ld488t0jXKhUaB9+9yobPO7cSFIEtTiZYVJtdW0sFgwI0gVJbpZzSz3u2gu9GMvyRRI3RuNvvzam01r9ZVUaprFHnH85MkNsvC5z3uYjDxq+o5dSYkzPkehWXA7bejP/kYxbJErKzQ3mCkVW4+i6a8esaA2EUDZPfOncTvTeWopnK1yYpTCOa2SeDhaVM9bGbJMjp4hxVA/SDt/ubhBNerB3EieNIvCBmY7BdMnGwgVfVoY0tddm4we/KA64Sgv9HMEJOZK0xWfnLaEUCyYqRaCH522T2ySpKZ6ajlZ5ede62BPGANpI1ipFzXUfDk+T5oDeQ/tgo2up2sczu4zmzlRf9gnvcL5iFrYANAevXoyQ4v6+tsMLLVfdKd3rWqhqysLI+m9eQkiu6aQDWCDorH4dlv/Wbmfjrtjz8hc6a8Qr/KaoabLAhgVlQzXvxlsc8PpRYX+zSfg6rbp7JqQFTv3g20IsUbibvMaEYB7rD4s0118om9hjstAb7FHfcSKViS6WUw0UyW6WIwMdDoSe8cYjRzQHXzbkAo7RQjEy3+yECMVw0u03WElxG2Vgx0MXiE9jN+DX1cSYrBdwL9JZnRt9zC9uAAnxxx12On3UvK2bt5s++717/5GkfGjcEuBH6SRITThe27GQ3CuhcdkM0pKXTad5BgSUYG5keG8+CiBYR6c3OFEFBysuw3xe3gMm+GX6rVxNgnHsetqvX48il2ja7xT0sAT1iDqKgnRI9YGxqG/YxmYmSFUEnGKkl8Yrcx2nuaLjN6gmUNvAmnxEyMksd+CZFk1rtO7vpkxUCRd14FUG02/Dp2OMm2FBOpXrliAmoONpQTN037hPQbr6fKS7FBGcf46TwF/HkJ9RXvfUCfKhsasCghlpvmzSYm+WQd/LFjx4gqr6hHYJ1QL3Hy27amy6XdUDXtZHTvFB673qvVRCsKmfpJuGpCgtEbS0xA0M9o5mm/IOJkBf0U1dft3c8FCPR6CdY19focNJ00xYK9KrlvfXW1XHXP3T7ZMcRkZoNXWQCozTx62prGf/ox7tdeZFdEKHYh6L5qPbO9yRwX9YSsWrKEXnsPsEeGJUP6MXHVMpK8gR1fcGjLVlrWelTXUl0nqN78pks6eYjkBUSrd/xPtH0Wk09oFusngeve7VJyNPW06OCxeuAC5Okqdd4+GnDU+7w0KAApKtLX74S2ZJckqqMjmySIQUgMGDOa1OYRPsAq6q/h+PFGS64vu+duxqbuxvHZB4R+/B5XjR938YW6vaSUgutH0WXFLzwxfx7BjXg2D27bRqJXZtRnV5lGhS7XXeuLpHkA0wg+JXNRahZ+GtEAeg8ZxCGDTIAkk1bP1kjX3D4D0IUgXVXxP+G+cTuJ8o5vDQ/HPzLytLh7cVQLutVzy5/q/rYaDEiSREjXLr55khSDbw3xxaWkNRGiVYxGeo0bR/vrRvlodVFOyIl27R3/4O5336HNpd2a7FOak0OYlyA7VRc9jZ4dn5aUQJ+BA9E0zVfFWilOsjOfUO3axXcKfKFQoGe//hzys6DUy7cC2Op2kuH9O011k6q5fEpDnq76ZElwixYYIk6C7faObWrdCucpyXpyPUhOgDvm8Ums0T0nYYTRwlKvARtfWsHeLVvPPRr4R9khTTWlxubj3YpXMwEwdOqALMs4nU4fkSp03QfeCRdLfJu2FAYFNlCXbQji27ah0Og5eZGywiHNjVMIinSNLF1FRZCja2xxuygROhvdTvoazD6DLiIxAb1e8sQJpqPHx1LtcJwm8FUvM7V42Wbny/qQ6WV5zWSFct2TFmSRJMoPHzlnQMQ5GCYX9WoNxZvC85vb5WNXxyVoM/IKX+zE3+X2aT6h9ViWQwii4mIpCvTHJU5WWNX6WTFbrdR6AeluMLHD7WKus453A0LJUN187ajFLgT3WAJY6rRTI3SfkVmo68S0aoU1LJRaLz1OxEq0oCBOTdRpLis+TcusnpRRkT0u9aWr9jSYfF4BvaDwYpLw4gFit9vxr67x8e9BRo9/a1t8NEOvucYHSIDX8VYhGp6QMqETFR9PtZ8VB8JX9OO0eMYJDAv3EeRWiz8TLP4ESzIxikKJrlGsa4wwWbjXGsBV9eoF8zWV0IgIYpKTKPHu+BNeAiUkGPmUtKNIWfHZPa7yct/nN//7KZbpns10ucnKWm/Osin/+EW9S+WiAbJ/714SyyoRQG29He5ITsLorWQqzc0lQPMQtUrXCasXvyiWITYxET0wEKcQhHhPj/CWGnfr1ZMcvaHloiK4yezPf7xWdnU9DeiE+losdAxmM1Ft2vis8EDv2uTgYIIiwn0n5wQgOV65VJV90qhL7tSJ4zFRPite9cq3DnkF7Nq58+8HyO5Va7hEExxQ3XT1OhMP6xrtrjx5S0NpXp5PhohTYhnlwcHExMaiBwWiIPmsbP8WHlfLJYMGUuwleJ2XgFmahl145FW50NnmdaOX6TqF3tNUI3TcQie5fXtKAzzRxJayh51Jfn7Et2lDXj2gW8gy+V7glOJiyuudkktGDPcpFf2NZja7ncRVVbNn7bq/HyDlhw97HHJuJyO8LCOlWSijbrnlJCD5+b7dqZwSbqoLDsJisaBERGCQIN5LNP/oaADCoqKo8cqREzaKEVjrdaVvdDup9QK2XXUS7QVUAgpz84iKisLurSlP8mapyAH+9LxqJGn1zE4Tku+vsJJyMjMzfc/+8eLzLDd6SHaZ0cw6L9uq3Ln7zwPkXLQsIQS1Xm1Dw8OudEBv3Qqr9SQ/LyssIqIeoRooBJEtPEIyItzjC/KyLFMrT6GNv78/eNXo5vX4/HFd4z17NVmaynbVUydSIXTf6WshK2SlpyNJEkp8rI8t2RA0T0ygfZcu5IeGNhpGbVFZRfaRk1pUUGgoSod2qF4tMkZROKapRGcd49ChQ3+fE7J961Y65h3nqKbSwcuufpMEQ++8o6Hgr6wi4AS+pyAS3qG9jzUdiwjzsTVL714euyIrC8Wbp+sneSz5Ba466oRgjMmPbgYjVklipdvO+HqJDpcaTD4enzBkCDXeU1QWEU5iu3bIsozxFGv9hLquCIHzFC1q3GOPss7r9b3B7McCVx298gpYPGPmnwPIuejOK6d/TzeHmx2qy1cuvDmmBZePvq5BP61eZru1HqMsyaoAABk5SURBVCJuBOFdPAWZAwYOZFW057TkXNKR+IGewsl9a9fRsp5W1tVg4glrEGPNfrxnr+GopvKcXzA3m/0b1IqESDItHE4qKioY/chDbEyI85zEbl18HuqIjh0buEQiZJlSrwzSTymR6D1mNEfiPDWFoZKMBQmEoHrbdp8X4g+1Q3Rd18/0XNM06vbsRfEKaQMSJbpGZK+ep6WGur2A2IUnpOoL6wYGcKm3Vt1qtXLra6+wcey1BD/7H5+G9ltKSqPlxzGywocBodxpafril39W1fH9tGmYTCau+f4bDj37FO3+86+TDsHHH2OTdJJWrRUDR7zuEVFy+qWV7a8b5XOfXG/2I1NT6XY4i5XLlnEWWukXDMjZBlm3fDk9j+ZSrGu097KrhX4mJj5/+u0+WlWVN9yqkSCfBEvr1qXB9RM9LruMuz77lJ7Dhnr65+TQobyyyQwT+1k2XpyAoiXLKSoqIrljR66Z9CiJXU/WjSS2a0dxy7h6gBh9sXut+PQiojtfepFl3jhJpKwQLyt0qqll08xZZ6OldjEAOeMgm2fMpLNbI1SWaa8Y0YDq5CRi4uIaalF1dRi8qaBHNLfPkgYIHzTgjGuY8fyLjLM1XvwigAxN5Wy8YFx6Jo/ddnuTYdXwbl0p8TKD+qmo1pLS0y7YNBqNdLl+tE8FPmFohh46Qm5u7l8HSGVlJVLqwQaCcGOglRe+++a0vrm5uTSv9QBiq2c45vtbSbzyiibnT922jbYpmxtcgLYxLIjJ/kZ0oETXqBI6diF8oPzksjPZaWsAkr8QJKWmsX7t2kbnueuVKSw1npwjzlunEpdfyJ7dp6u1E99+i41x0Q0+G5F9nO8//viPBURVVWdT40z/8COG5Bc1+Kxi8ECiExNP63v0wAHi3Z4dFV/PQi+4tAut2jWef2yz2dj2whQ6VttOBoWEIOTeidz86hSOopOnazSXPaVnwvtvf4c23P7BexTUE9TlQkdUV7OiCbYSHhVJddvWPvbXx+ucbF5nJ3ff/tP6GwwGrnh+Mns4SRs/oHr7jkZL2Ww2G5IkVV8wILIsl1VUVDT67MCKlUTW03y2NQvj2n890Wjfwzt3kuiVG729mphdCPwvb/o+k9fvvY+e23c1DGKZDAz7512069GDQ34WKoVOK8WISZIQQI6m0n/MGK64/TZyY06qs6tcDt6wV7PnUNMlZne9+AKzNOdpbEs/frzR/gPGjSW7b+8GMmzIsTzmz513Wt+ysjJkWS6+YEAkSSpq7JLi7Vu30irveANvbUG/PrQ7JYp4ohVmZDbQrACWxLRgxJ3/aEq7o2Dbb6dd0+FoGUdwaCjh4eEUyhJ1QiB7zRqBoFiC1j17YDKZ0JudzJjfb3BStSWCO+8KabLusOuwodg6dWgQrQTQ8443SZ/7p3/HV4EWH3tMqraRtnz56bGi0lJUVS24YEBcLld+Y+XKcz/+mOE1dp9gXdy5HQ99/GHT6nN5w1OWo2uEXTeqgSV/ysmkWvHUYIyvLvW9sDUp4QQrpdTlQhUNBbzDZCIgyJNnbDyRfAFEd5Xxa1bLDcP2smTRd02u89WFP/KtteHlOpaCwiZB9A8N4YHp3/IObp+PLS7jaAOXC3gqh202W84FA1JYWLjv6NGj6ilyhaq9qQRIEk4h+L5lFDd/Ma1J4gKIeoDYhWB2q5ZMfOmFJvtv2rSJyR+F8PpOhY49JHI0FbcEbb2u/JqaGiSXmwhZptIrK3QBRqeT0iIPZ7AFB1MpdFajsSQrmFq1I5JeQY9WP5Gdnd3ovMHNmzNp5vd8Z5J90qFVUQn79+9vcq1tBw3k5Y0prOx9KSktIvDPOsasaQ1zso4cOeIoKSk5eDFOyJHU1NQGwmjV4sVYcnJZEhbMouEDeHTFMhLbtDljrMTktUEqhM53rRN4c8niJituKyoqyDnwPJe02o9sFvQbfSs/duvEpgk30evWm32xlRBVJc7r1xJALYI4SWa7l2X0nnAbz5plot97i50H0vnXm80QUjDxYZvYlvJmk+vtMGQw9y5fwoy4FuxSXQSVlFJwJOOMdIrs0J5/LfuFiQf3cltRLo8/M7mhvD1woBrIuhjulfCrr746X9RrJYWFIjsjUzidTnEube+ePWKUf5B4pFVb8d4DDwmXy3XG/h+8fbtQs0KEmmkVm1fcLTRNO73PSy+LqQFh4mBYlPg8MEysCWkhdodGicNh0WJ8z16Njnvs2DHx5YfXCDXTKuoy2opFP88769p3L/xZvHDNtWLGBx+IC2kDBw7M9ypiF966dOly7EIWU15aKrLS0s6p7+wZHwp7RkuhZlpF3t5Roqam5rQ+qqqKKzpfIl7xDxGHw6LFpwFh4tvAcLEppIWYHxQh3o1PFj/Pa5zYKSkpIn3zCKFmWsW2FaNFeXm5+DNax44dz+l0nJO3t6ampuL3XBNRW1vLt998Qm7uIRLPodRr395dDO70LUapmFqtO3LERwR4I4Y2m420tDRmz57NLSMup3d+IfOcJwVtqubGX5J5z17DVTY7B197i6/f/+A0y3ngwIHsPDoel0ime+sUfpzz1hnXtHHjRr777E4mTpxIRkbG79rQNpsNh8NRdC59z6mCSgjx6549e7r27t37vBZSVlZGVWUFVbnPsi4nCnNQf5rFDKN16zaNLtpVMplmSWm4SaaE9wk0WHnkttupzcikoqyMULdKR6ebrjU1pGtukrwySMNzt8k9lgCyNJXX66p4OgcqXn2bWV99S6G/FWExExgSQkCnTjw15WW+npbOHVd+y3UDNvDrr7/S99QLlvfsYfumL8g8/CstmpkYP34KrVq1+l2A7Ny5E6fTueFc+irneELkNm3aXNe3b1/T+SwkODiYwqJyOsalENXMScuILQSIWezbs5IadzciIk7e17tm8SP077AYXQrncNV/addxMK88/gQ3LF1DSvZRqK7GVlPD3jobPQ1m4mQD/pLMJQYTy112inSda8xW9qlurjJZ+cVlJ19zk1hTS0BxKRm5OdyQX0z5wTRqO3dkxFW3sm7Dfjq33MBve2po3eFan5LhcrnYuuImxgzLJTkpju6dTWzZE0TPnn1+FyCzZ8+2LVy48A0g82JFFkMHDRqU93t4Z15enli+fLlYtWqV+Pnnn8WXH40V7qwIsXbFh74+yxZ/JlyZzYWaFSa2b/pECCGE2+0W93S6RKwPaSF2hUaJRcHNxMrg5uJQWLTYGRopWisGsTakhTgcFi2e8QsW481+4nBYtJjiHyL6BASJvaFRYmdopPghKELMCIoQO0MjxZygCLEvNEo8OXacEEKIDRtSRNH+vsKZlSC++Oy/vvVs2bJF2A53EItmXiuqqqouWH707ds3Dwi8aCwLqMjNzS2pra2NOdttPae2kJAQdLWKmJgOdOrUiePHe7Du17u5tPNqVPV+9u/fQ/eW05CpZU/eJHoOeMDjwp/+PSMKiqnzs7Ldz0qSrRZJ09kU2Yxjkc2J3L+fWJcn6S1UlokQnpvshhjNHO7djRl1dqLyjhPudGGXJH5EUCtZ2GGrZffqNezcuo0BAwbywbv9ePD67+jVdhWzZ0disVgozZ5KcK9ElJB7CQoK4ujRo3z84RvExSfy8CP/Oq8frrHZbBQVFRUANRcTEGpqauasXLmy85gxY85pNXV1dWzZOJ/2kV9yefsdaIRxfH9PXIYRLFnnYkj338jafT9W5yHCotPJrhxLp14nr6coy8+n15uv027s9XSuqaaoqIiwsDCuSUwk7eBBpCuvQXN5yq1DJZlySSJDU+mgGGmharyxfm2jt54W5+Xxy6fTSGjpKdiccNfTbEg5zKAua4mNOI7RYMevSx5vf9sVTZ4Dtun0bJ/OWw9nIjCQ+dtm1m4LJztPMHxwS0wBvRkw6Oom6bB06VKtqqpq9rnSWTqPzR531VVXbVuyZMkZLzLfmPILxblLuKzjTlqEHEKT4nCrZnQCcbiMBFmLMJALoqHW9u3yWwgKicFZV0BufjWKwZ9Hn5za4J72E+2NRx/jqu/nkaq5UfCckqOaigvBrWZ/DkeEUfPcf7jptltP++5XX32FbluMw6XQsX0MCbEmLNJOWgRu81LEiiY1Q9HzEHIzKuuSOHQshLKqAK66LIW9mZfQOTmDXelx+AeEs2lfb+6+58EmL8654oorClauXNkTyL/YSQ65aWlpuWe6fbOyspKfF87AXZdK8+AMUgsfJ9u9kF0F71Np/p6Q1kvZmPlfht0ejk4gSGZq3D3JrRjMdYMPc33fL7h52HzCAwsZesV9jYKRnZ2NsnU7VkkiRXNhRMKApxb9sK5Rouu0KS1nz5y51NScziVGjRrFlt8y+eeYVLq32U+Y9TcMBoVfD47Arl8CkpnjJRGMnBjDkNtj2XzkEboOms7lYz5j/tY3UAMm89IX19IxqZid+1zce9/DTYJRWlpKZmZm9rmCcc5a1onmdDrLLBbLyEGDBjV614XFYqFn72EcO/QjLaI7ERT7InFxcbRs2ZLg4GAUReHAvhT+9Y/fsFok8useoMY4majkiWSX9uFg3hVs2JVAvx4mVLkd0dEtG4yflZXFhw88xK37D6EheN9iYJSGL4tQTk4mw1FHFx3iSsp4fstGRt94YwPWtXfvXjolHmLdzo4ct92IKXQC/s0mENT8StLzerFuR2sSogp54KZM4uOTiUq4jpYtW2IwGOjUqROxsbEMGzacNVvCCAptQ+s2XZqk13vvvWdbunTpk6qqpvMHNSU5Ofno2VwfNTU1wuFwNPjM6XSKOdOfEbVHkoUjq6uYPes7oarqOWkpOTk54vmnnhJ3dusu9oVFi8Nh0WJqt57i4etGi7SwaLE4uJmYExQhPm/TUbx2z31iY2ikOBwWLRbEJop7R14lsjIzz8+zUF4u5s54WbiyYkTuzr7iy6lPiKysrPMaw+12izZt2hzjPG/LON/fKRKKokjBwcEDe/bsaWyqk8lkanCMc3NzWTT7dm4augDJ0JK00ucYfsX404RubW0tBw4cYMOGDSyYPYe5n3/GV2+9zZYvvqbf5m2Mq6zFAOwJ8qfzB+9ycPUaehaVUikEBgkSHE7kiXewp7iQdoUlRLo1eucXsnHpUpYsW8aOrVspKCzEFBRIcHBwk1edW61W2nbox9otJtrHbaG03I2oW4zN3Z6IZtHnRKhvvvnGuWLFirdqamo2ng+Bpd9xSozJycmHDxw4kNAYjz+1paWl8emHk3j7yTSyK8cTkfi0716puro6Zs+YybGtWzGUlhNaV0d8dQ1hRSWE1tQ2+kNimy1G4t96lQHjx/Nat57cVFBChubGT5KJlRVWjB/N+MlP88awy7mntOq0HXdMUzliNHA8PBQpPpbgdm2J7dGdAcOGEdPIHe7zZr6Eo3o7zRIewmw2M3To0LO+s6ZptG/fPufIkSPtAPsfeUIAdKPR6JQkaVD//v3PisiiH1+nX7ciQgJBCX+W5pGe1NClixbx9eNP0mfBYgbsT6d9bh7uvOMkVFYT7lYxnAJGnRDMjwih93tvM2D8eFbOn0/kvAVscTkwSZ6r/hSgRFXpNvEuLhl1NZ9sTKFFeSX1i59DZJlkAV3rHHQpKKbd/oMErl7HhkWLWJeSQiWC1vXu+G3boT+6oQMDBw4ksZFcgcbap59+Wrd69eq3bDZbynnLhN8jSGpra3dmZGTcNHbs2BZB3uhck4GmXw+xfqtGaIg/ie0nYLFYWL96DRue/Df/PHIM4XaTOWwQVfdP5M0d2xnr1BqofhqwNiSAnGuu5KGF80nw/uTEghdepvvRHGa3S6J9RRWqLvjGCHeWVbHSbmPIjTdy+V13ssJp50BxEUmVVacleAO8pzlxA/2qaumYlU1dykZ+SjtItxHDMRgMyLJMdHT0OdOmvLycO+6442heXt7tgM6f2DqNGDGi8GzCTdf101znd/cfKA6FRYuVEdHi55enCLfbLR699TaxvHmcOOwV2ofCosWMzpeKryc9IcpLSnzfdzgcYvJ994tlMQnijb4DxK8bN4mZQRFiVrNo8cKjj4n5UfHih4Q24odPp/m+U1lZKT57+hnxedceIs07/ol/j8XEiw/ffVd8eP+D4st2ncXhsGixLzxGvHH3Pb/LTXLzzTeXWCyWAfwVLS4u7qNvv/227nwWvHTRYjG3ZWuRGhYlpv7zbuF0OsWjN98iVkYn+og0t3M3Mf+lKaKqslIIIYTNZhNL5/0gHh09Roxu3VbMDY8Uc9p0FKnbtouNK1aKH4IixJy4JHHo0CEx87kXxP7wGLEkNkl8c9+DYv2qVcLtdvu0py+ffEp827pDA+AfGzBI7N+/X6Tu3i1e6dFHHA6LFtMTWostmzefFxjLly93xcfH/8Bf2AxxcXF70tPTz3nRL975T3EoLFp8FZckigsLxXP33y82RbYUh8OixdIW8eK1seNF7jFPPOzggQPi4/seEP+9pJtYHNJCHAjzRASXxCWJDXPmCiGEWDFvnlgR3FzMjWsl8vLyhKqq4qsJd/oIviM6UXwxcKh46447xf5duzwRz+MFYvb9D4qVMZ5NkB4WLZ4eMkzs27dPpO3eLT6LTRRpYdHihfM4JcXFxaJly5YZwAX9uuSFliOoubm5144fP/74uV7aZaz0/KKbIz4Wg8mEed1GmrvczAuwUDDpQZ7+YS6xLT0G4exnn+PyeT9xTV4RbWUFIxKH/K24//U4A270/HZiTWkZQZKMo6aKirIyFEXh+vffZXMvT/l2kMPJoNR0rl20gjV3TGT96jVEREVy09SPiZnxNbsS45GAO/em8cWkx0ls357qzh09iXeNJFo3pVWNGzeu6Pjx4+MA218JCEBOdnb2P2644YaisyTKewBRPFMaJZny8nKal5QxM9BKv/ff5a5TfrmnTbduzHTU+lJ5UlpE4PfWq1z38IMnEygqqwiUJcy6oCjDE24ICQ3lys+nsa5Da59UlYHE7Fw2zp17Mplh8GCuXr2c7UMHeurhDx9l165dmGM8Qlw/x0320EMPVaSnp7/udrsvuJTqohTsVFVVrd6zZ88bjzzySMXZ+loiW6ABgccLQAhyRg7nurkzGTxm9GmZJwuXLqWL0cQBg8yKwf24ZsUvDL3pxobjVVVhwnOnY0a9Iv7IuFhu+eVnVl3Wg2PexLddQkMPaXgDUEBIMONmfMv8Ab05aJRJSkpC9xq1xsCzhzCmTp1au2TJknlFRUUf8HdrcXFxHz/77LOVZ+K1mQcOiM9bxIq0sGjx/l0TG9XKZn79tegTFy9eTWojvp1wp0jdtKnJ8b676VZxOCxa7AmNEq+MuLLRPss+/kS8d2lPsSi4mfiqVXvx8qRJwmaznab9FRQUeORc/0FiW2ik+PSll88oN2bNmlUXFxe3jItc739RW3R09IeTJ0+uONOL/DjlVbGmeaxIaRYjvnryXz6/l67rYv26dWLWe++L9F27zypIq6qqxDderehwWLR4KbG1qKhoeuqtCxaKr+66W7zYb6C4ok8fsWjRotPU8m9ffFksDo0UH17aU1RXVzc51g8//OCIjY1dw0W4+/jPOClTH3300fJTX7YBcRYtEjOuuFosC48ST/e6TDz/2CSxZs2a81Iz33j8cV8u1uGwaLEtNFJ88tR/fpf9UFNTI95/bJKYH99KzExoLTYt/KnJvp9//rktLi5uJZ5C4P8ZLSYm5rGRI0cW2+32MxJi344dYuF/3xNLP556XvHrHVu2imeSWjcw8g6HRYtpHbuK1H37znmc9evXi6sHDxZdmjUXz0TFif8Ou0LsXbu2SSP3qaeeqoiNjZ3+t2ZTTbXw8PDru3fvfjw3N/eiJ57dN2CQSD8FDJ/1PfLq8xrL5XKJkpKS00IG9VtlZaUYOXJkcUxMzOQ/kmZ/KMplZWULdu7cObhfv34Hly1bdtEuBKmqqiKmqqbJxSvZuef1G4lGo5GIiAia8l7v2LFD9OnTJ3/Lli3j8vPzX/0fC4i3Hc7Jyelx3333LZowYULpufzo19man58fJcGBNFbXpQFR7dv5qncvpDmdTp588smK66+/PiU9Pb1LZWVlCv+bWnBw8Ijk5OTM+fPnuy6UZR3NyBDTnnxKXBvR3Meqrm/VWnw86QmRn5d3wSxx/fr1Wvv27XMiIiJu5X95s8bExLzbtWvX3JSUFO1CCTf5ttvF1tBIsS6+lZjxxZcXDMT+/fvF0KFDixITE2cAofx/1CLi4+O/6927d97ChQvd5xpfP7XV1daKiS2TxMNDh4kzqdlna1u3bhUjR44siI+PXw4k8v9xC4uKiprSunXro88//3xV5nkmJAghxLo5c8XmJlTVM7Xq6mrx3XffObt27ZrbsmXL74Ek/q+dVI4MBsOVSUlJSzp37pw9ZcqU6t27dzdarHMhraCgQMyYMcM1dOjQ/KSkpJ3h4eEPAUF/FyJIf1NwjAaDYVhsbOyNBoOhT3x8fNDw4cODunXrFtC2bVtatmzZZMbIiSaEIC8vjyNHjpCenu5cu3ZtRVpaWp3D4ciqqKhYWFFR8QNQ8nd7cel/yOkJBXo2a9bs0qCgoF5AK5PJZDabzbKiKEYhhFGWZYQQqqZpbrfb7XY4HKokScfsdvue/Pz8ncAuIOfv/qL/D1885Bo7sMJCAAAAAElFTkSuQmCC</icon>
    <id>Brandenburg-DGM-1m</id>
    <category>elevation</category>
    <type>wms</type>
    <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=dgm&STYLES=&CRS={proj}&WIDTH={width}&HEIGHT={height}&BBOX={bbox}]]></url>
    <min-zoom>8</min-zoom>
    <max-zoom>20</max-zoom>
    <permission-ref>https://wiki.openstreetmap.org/wiki/Brandenburg/Geoportal</permission-ref>
    <attribution-text>GeoBasis-DE/LGB 2024 / Digitales Geländemodell 1m Bodenauflösung</attribution-text>
    <projections>
      <code>EPSG:25833</code>
      <code>EPSG:25832</code>
      <code>EPSG:4326</code>
      <code>EPSG:4258</code>
      <code>EPSG:3034</code>
      <code>EPSG:3035</code>
      <code>EPSG:3045</code>
      <code>EPSG:3857</code>
      <code>EPSG:4839</code>
      <code>EPSG:5650</code>
    </projections>
    <bounds min-lat="51.3531" min-lon="11.2326" max-lat="53.5672" max-lon="14.7958">
      <!-- Each WMS service has its own bounds -->
      <shape>
        <point lat="52.4961" lon="12.1419"/><point lat="52.5671" lon="12.1371"/><point lat="52.5675" lon="12.1666"/>
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        <point lat="52.9010" lon="11.8181"/><point lat="52.9546" lon="11.8137"/><point lat="52.9533" lon="11.7546"/>
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    <id>Brandenburg-WebAtlas</id>
    <category>map</category>
    <date>2026</date>
    <type>wms</type>
    <url><![CDATA[https://isk.geobasis-bb.de/mapproxy/basemapde-bebb_topplus/service/wms?FORMAT=image/png&TRANSPARENT=TRUE&VERSION=1.3.0&SERVICE=WMS&REQUEST=GetMap&LAYERS=basemapde_farbe&STYLES=&CRS={proj}&WIDTH={width}&HEIGHT={height}&BBOX={bbox}]]></url>
    <min-zoom>10</min-zoom>
    <max-zoom>19</max-zoom>
    <permission-ref>https://wiki.openstreetmap.org/wiki/Brandenburg/Geoportal</permission-ref>
    <attribution-text>GeoBasis-DE/LGB 2026 / WebAtlasDE BE/BB</attribution-text>
    <projections>
      <code>EPSG:25833</code>
      <code>EPSG:25832</code>
      <code>EPSG:4326</code>
      <code>EPSG:4258</code>
      <code>EPSG:3034</code>
      <code>EPSG:3035</code>
      <code>EPSG:3045</code>
      <code>EPSG:3857</code>
      <code>EPSG:4839</code>
      <code>EPSG:5650</code>
    </projections>
    <bounds min-lat="51.3522" min-lon="11.2614" max-lat="53.56695" max-lon="14.79951">
      <!-- Each WMS service has its own bounds -->
      <shape>
        <point lat="53.44498" lon="14.24812"/><point lat="53.44426" lon="14.09506"/><point lat="53.4264" lon="14.09533"/>
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        <point lat="53.49614" lon="13.88482"/><point lat="53.51428" lon="13.88445"/><point lat="53.51407" lon="13.85495"/>
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        <point lat="53.45791" lon="13.61355"/><point lat="53.42287" lon="13.61447"/><point lat="53.4223" lon="13.55489"/>
        <point lat="53.40356" lon="13.55541"/><point lat="53.40325" lon="13.5245"/><point lat="53.38498" lon="13.52501"/>
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    <name>Brandenburg GeoBasis-DE/LGB: ALKIS</name>
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</icon>
    <id>Brandenburg-ALKIS</id>
    <category>map</category>
    <date>2026</date>
    <type>wms</type>
    <url><![CDATA[https://isk.geobasis-bb.de/ows/alkis_wms?FORMAT=image/png&TRANSPARENT=FALSE&VERSION=1.3.0&SERVICE=WMS&REQUEST=GetMap&LAYERS=adv_alkis_gewaesser,adv_alkis_vegetation,adv_alkis_flurstuecke,adv_alkis_gebaeude,adv_alkis_tatsaechliche_nutzung,adv_alkis_verkehr,adv_alkis_siedlung&STYLES=Farbe&CRS={proj}&WIDTH={width}&HEIGHT={height}&BBOX={bbox}]]></url>
    <min-zoom>16</min-zoom>
    <max-zoom>20</max-zoom>
    <permission-ref>https://wiki.openstreetmap.org/wiki/Brandenburg/Geoportal</permission-ref>
    <attribution-text>GeoBasis-DE/LGB / ALKIS, dl-de/by-2-0</attribution-text>
    <projections>
      <code>EPSG:25833</code>
      <code>EPSG:25832</code>
      <code>EPSG:4326</code>
      <code>EPSG:4258</code>
      <code>EPSG:3034</code>
      <code>EPSG:3035</code>
      <code>EPSG:3045</code>
      <code>EPSG:3857</code>
      <code>EPSG:4839</code>
      <code>EPSG:5650</code>
    </projections>
    <bounds min-lat="51.3522" min-lon="11.2614" max-lat="53.56695" max-lon="14.79951">
      <!-- Each WMS service has its own bounds -->
      <shape>
        <point lat="53.44498" lon="14.24812"/><point lat="53.44426" lon="14.09506"/><point lat="53.4264" lon="14.09533"/>
        <point lat="53.42625" lon="14.06841"/><point lat="53.44411" lon="14.06814"/><point lat="53.44338" lon="13.94777"/>
        <point lat="53.46057" lon="13.94745"/><point lat="53.46037" lon="13.91742"/><point lat="53.49636" lon="13.91673"/>
        <point lat="53.49614" lon="13.88482"/><point lat="53.51428" lon="13.88445"/><point lat="53.51407" lon="13.85495"/>
        <point lat="53.53152" lon="13.85459"/><point lat="53.53129" lon="13.82451"/><point lat="53.56695" lon="13.82374"/>
        <point lat="53.56646" lon="13.76178"/><point lat="53.49522" lon="13.7634"/><point lat="53.49472" lon="13.70395"/>
        <point lat="53.4764" lon="13.7044"/><point lat="53.47585" lon="13.64291"/><point lat="53.45819" lon="13.64336"/>
        <point lat="53.45791" lon="13.61355"/><point lat="53.42287" lon="13.61447"/><point lat="53.4223" lon="13.55489"/>
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  <entry>
    <name>Brandenburg GeoBasis-DE/LGB (2025): Georeferenced addresses</name>
    <name lang="de">Brandenburg GeoBasis-DE/LGB (2025): Georeferenzierte Adresse</name>
    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    <id>Brandenburg-Georeferenzierte-Adresse</id>
    <category>qa</category>
    <date>2024</date>
    <type>mvt</type>
    <url><![CDATA[https://hfs.github.io/brandenburg-addresses/style.json]]></url>
    <min-zoom>5</min-zoom>
    <max-zoom>22</max-zoom>
    <permission-ref>https://wiki.openstreetmap.org/wiki/Brandenburg/Geoportal</permission-ref>
    <attribution-text>GeoBasis-DE/LGB 2024 / Georeferenzierte Adresse</attribution-text>
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    <name lang="de">Nordrhein-Westfalen digitales Orthophoto</name>
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</icon>
    <id>DE-NRW-DOP</id>
    <category>photo</category>
    <!-- A WMS is also available (see below as mirror), it URL follows the schema used for the URL of the ALKIS WMS. I choosed WMTS because it has server-side caching. -->
    <type>wmts</type>
    <url><![CDATA[https://www.wmts.nrw.de/geobasis/wmts_nw_dop/1.0.0/WMTSCapabilities.xml?REQUEST=GetCapabilities&SERVICE=WMTS]]></url>
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    <name lang="de">Nordrhein-Westfalen ALKIS</name>
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</icon>
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    <category>map</category>
    <!-- A WMTS is available but its imagery is resampled and therefore not as good as the WMS version. -->
    <type>wms</type>
    <url><![CDATA[https://www.wms.nrw.de/geobasis/wms_nw_alkis?FORMAT=image/png&VERSION=1.1.1&SERVICE=WMS&REQUEST=GetMap&LAYERS=adv_alkis_gesetzl_festlegungen,adv_alkis_tatsaechliche_nutzung,adv_alkis_weiteres,adv_alkis_gebaeude,adv_alkis_flurstuecke&STYLES=&SRS={proj}&WIDTH={width}&HEIGHT={height}&BBOX={bbox}]]></url>
    <permission-ref>https://open.nrw/dataset/407373a2-422c-469c-a7e9-06a62b4d7d9a</permission-ref>
    <!-- The used license (Datenlizenz Deutschland Zero) requires no attribution. License is set by §11 Abs. 2 Verordnung zur Durchführung des Gesetzes über die Landesvermessung und das Liegenschaftskataster NRW -->
    <terms-of-use-url>https://www.bezreg-koeln.nrw.de/brk_internet/geobasis/lizenzbedingungen_geobasis_nrw.pdf</terms-of-use-url>
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    <privacy-policy-url>https://www.geoportal.nrw/datenschutz</privacy-policy-url>
    <projections>
      <code>EPSG:3034</code>
      <code>EPSG:3035</code>
      <code>EPSG:3043</code>
      <code>EPSG:3044</code>
      <code>EPSG:3045</code>
      <code>EPSG:3857</code>
      <code>EPSG:4258</code>
      <code>EPSG:4326</code>
      <code>EPSG:4647</code>
      <code>EPSG:5649</code>
      <code>EPSG:5650</code>
      <code>EPSG:5651</code>
      <code>EPSG:5652</code>
      <code>EPSG:5653</code>
      <code>EPSG:25831</code>
      <code>EPSG:25832</code>
      <code>EPSG:25833</code>
      <code>EPSG:31466</code>
      <code>EPSG:31467</code>
      <code>EPSG:31468</code>
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    <!-- When selecting buildings and parcel boundaries layer only, transparent can be useful for mapping with an aerial photograph layer under the cadastre layer but its a rather exoctic use cas. -->
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</icon>
    <id>nrw_dtm_wms</id>
    <category>elevation</category>
    <country-code>DE</country-code>
    <type>wms</type>
    <url><![CDATA[https://www.wms.nrw.de/geobasis/wms_nw_dgm-schummerung?LAYERS=nw_dgm-schummerung_pan&STYLES=default&FORMAT=image/jpeg&CRS={proj}&WIDTH={width}&HEIGHT={height}&BBOX={bbox}&VERSION=1.3.0&SERVICE=WMS&REQUEST=GetMap]]></url>
    <projections>
      <code>EPSG:25831</code>
      <code>EPSG:25832</code>
      <code>EPSG:25833</code>
      <code>EPSG:28992</code>
      <code>EPSG:3034</code>
      <code>EPSG:3035</code>
      <code>EPSG:3043</code>
      <code>EPSG:3044</code>
      <code>EPSG:3045</code>
      <code>EPSG:31466</code>
      <code>EPSG:31467</code>
      <code>EPSG:3857</code>
      <code>EPSG:4258</code>
      <code>EPSG:4326</code>
      <code>EPSG:4647</code>
      <code>EPSG:5649</code>
      <code>EPSG:5650</code>
      <code>EPSG:5651</code>
      <code>EPSG:5652</code>
      <code>EPSG:5653</code>
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    <permission-ref>http://www.bezreg-koeln.nrw.de/brk_internet/geobasis/lizenzbedingungen_geobasis_nrw.pdf</permission-ref>
    <privacy-policy-url>https://www.land.nrw/de/datenschutzhinweise</privacy-policy-url>
    <description lang="en">Display of the DTM shading in grayscale. The imaginary light source is located in the northwest. An elevation appears bright on the northwest slope and dark on the southeast slope. Layers are colored with medium brightness.</description>
    <description lang="de">Darstellung der DGM Schummerung in Graustufen. Die imaginäre Lichtquelle befindet sich im Nordwesten. Eine Erhebung erscheint am Nordwesthang hell und am Südosthang dunkel. Ebenen sind mit mittlerer Helligkeit gefärbt.</description>
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    <name lang="de">Nordrhein-Westfalen iDOP Farbe</name>
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    <name lang="de">Nordrhein-Westfalen iDOP Farbinfrarot</name>
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    <name lang="de">Nordrhein-Westfalen iDOP Nahes Infrarot</name>
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    <category>photo</category>
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    <name lang="de">Nordrhein-Westfalen iDOP Metadaten</name>
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    <name lang="de">Nordrhein-Westfalen vDOP Farbe</name>
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    <name lang="de">Nordrhein-Westfalen vDOP Farbinfrarot</name>
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  <entry>
    <name>North Rhine-Westphalia vDOP near-infrared</name>
    <name lang="de">Nordrhein-Westfalen vDOP Nahes Infrarot</name>
    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    <category>photo</category>
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    <name lang="de">Nordrhein-Westfalen vDOP Metadaten</name>
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    <name>Saxony digital terrain model</name>
    <id>GEOSN-DGM</id>
    <category>elevation</category>
    <type>wms_endpoint</type>
    <url><![CDATA[https://geodienste.sachsen.de/wms_geosn_hoehe/guest]]></url>
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    <attribution-text mandatory="true">Staatsbetrieb Geobasisinformation und Vermessung Sachsen</attribution-text>
    <attribution-url>https://geoportal.sachsen.de/cps/metadaten_portal.html?id=5e0f6071-008e-4d57-810e-48a8362acf04</attribution-url>
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    <name lang="de">Sachsen-Anhalt, LVermGeo, Orthophoto (20cm)</name>
    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</icon>
    <id>LSA-DOP20</id>
    <category>photo</category>
    <date>2019;-</date>
    <type>wms</type>
    <url><![CDATA[https://www.geodatenportal.sachsen-anhalt.de/wss/service/ST_LVermGeo_DOP_WMS_OpenData/guest?FORMAT=image/png&TRANSPARENT=TRUE&VERSION=1.3.0&SERVICE=WMS&REQUEST=GetMap&LAYERS=lsa_lvermgeo_dop20_2&STYLES=&CRS={proj}&WIDTH={width}&HEIGHT={height}&BBOX={bbox}]]></url>
    <permission-ref>https://wiki.openstreetmap.org/wiki/DE:Permissions/Geobasisdaten_Sachsen-Anhalt</permission-ref>
    <eula>https://wiki.openstreetmap.org/wiki/DE:Permissions/Geobasisdaten_Sachsen-Anhalt</eula>
    <attribution-text>© GeoBasis-DE/LVermGeo LSA, DOP20</attribution-text>
    <attribution-url>https://www.lvermgeo.sachsen-anhalt.de/de/kostenfreie_geobasisdaten_lvermgeo.html</attribution-url>
    <projections>
      <code>EPSG:4647</code>
      <code>EPSG:31468</code>
      <code>EPSG:31467</code>
      <code>EPSG:31469</code>
      <code>EPSG:25833</code>
      <code>EPSG:25832</code>
      <code>EPSG:4326</code>
      <code>EPSG:2397</code>
      <code>EPSG:2398</code>
      <code>EPSG:2399</code>
      <code>EPSG:3857</code>
    </projections>
    <country-code>DE</country-code>
    <terms-of-use-url>https://www.lvermgeo.sachsen-anhalt.de/de/datei/anzeigen/id/3567,501/nutzungsbedingungen_b.pdf</terms-of-use-url>
    <valid-georeference>true</valid-georeference>
    <bounds min-lat="50.93098" min-lon="10.5607399" max-lat="53.0417" max-lon="13.15432">
      <shape>
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</icon>
    <description lang="en">Vector recording of administrative boundaries. The boundaries of the federal state, district, municipality and parts of the municipality are given.</description>
    <description lang="de">Vektorielle Erfassung von Verwaltungsgrenzen. Angegeben sind Grenzlinien von Bundesland, Landkreis, Gemeinde und Gemeindeteile.</description>
    <id>LSA-ALKIS-DVG</id>
    <category>map</category>
    <date>-</date>
    <type>wms</type>
    <url><![CDATA[https://www.geodatenportal.sachsen-anhalt.de/wss/service/ST_LVermGeo_DVG_ALKIS_WMS_OpenData/guest?FORMAT=image/png&TRANSPARENT=TRUE&VERSION=1.3.0&SERVICE=WMS&REQUEST=GetMap&LAYERS=flur,gema,gmdbez,gmd,land,lk&STYLES=&CRS={proj}&WIDTH={width}&HEIGHT={height}&BBOX={bbox}]]></url>
    <permission-ref>https://wiki.openstreetmap.org/wiki/DE:Permissions/Geobasisdaten_Sachsen-Anhalt</permission-ref>
    <eula>https://wiki.openstreetmap.org/wiki/DE:Permissions/Geobasisdaten_Sachsen-Anhalt</eula>
    <attribution-text>© GeoBasis-DE/LVermGeo LSA</attribution-text>
    <attribution-url>https://www.lvermgeo.sachsen-anhalt.de/de/kostenfreie_geobasisdaten_lvermgeo.html</attribution-url>
    <projections>
      <code>EPSG:4647</code>
      <code>EPSG:31468</code>
      <code>EPSG:31467</code>
      <code>EPSG:31469</code>
      <code>EPSG:25833</code>
      <code>EPSG:25832</code>
      <code>EPSG:4326</code>
      <code>EPSG:2397</code>
      <code>EPSG:2398</code>
      <code>EPSG:2399</code>
      <code>EPSG:3857</code>
    </projections>
    <country-code>DE</country-code>
    <terms-of-use-url>https://www.lvermgeo.sachsen-anhalt.de/de/datei/anzeigen/id/3567,501/nutzungsbedingungen_b.pdf</terms-of-use-url>
    <valid-georeference>true</valid-georeference>
    <bounds min-lat="50.93098" min-lon="10.5607399" max-lat="53.0417" max-lon="13.15432">
      <shape>
        <point lat="52.00392" lon="10.56074"/><point lat="52.02454" lon="10.65499"/><point lat="52.04107" lon="10.64827"/>
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</icon>
    <description lang="en">Shape of buildings in Saxony-Anhalt</description>
    <description lang="de">Hausumrisse/Gebäudeumrisse in Sachsen-Anhalt</description>
    <id>LSA-ALKIS_BU</id>
    <category>map</category>
    <date>-</date>
    <type>wms</type>
    <url><![CDATA[https://geodatenportal.sachsen-anhalt.de/ows_INSPIRE_LVermGeo_ALKIS_BU_WMS?FORMAT=image/png&TRANSPARENT=TRUE&VERSION=1.3.0&SERVICE=WMS&REQUEST=GetMap&LAYERS=BU.Building&STYLES=&CRS={proj}&WIDTH={width}&HEIGHT={height}&BBOX={bbox}]]></url>
    <permission-ref>https://wiki.openstreetmap.org/wiki/DE:Permissions/Geobasisdaten_Sachsen-Anhalt</permission-ref>
    <eula>https://wiki.openstreetmap.org/wiki/DE:Permissions/Geobasisdaten_Sachsen-Anhalt</eula>
    <attribution-text>© GeoBasis-DE/LVermGeo LSA</attribution-text>
    <attribution-url>https://www.lvermgeo.sachsen-anhalt.de/de/kostenfreie_geobasisdaten_lvermgeo.html</attribution-url>
    <projections>
      <code>EPSG:4647</code>
      <code>EPSG:31468</code>
      <code>EPSG:31467</code>
      <code>EPSG:31469</code>
      <code>EPSG:25833</code>
      <code>EPSG:25832</code>
      <code>EPSG:4326</code>
      <code>EPSG:2397</code>
      <code>EPSG:2398</code>
      <code>EPSG:2399</code>
      <code>EPSG:3857</code>
    </projections>
    <country-code>DE</country-code>
    <terms-of-use-url>https://www.lvermgeo.sachsen-anhalt.de/de/datei/anzeigen/id/3567,501/nutzungsbedingungen_b.pdf</terms-of-use-url>
    <valid-georeference>true</valid-georeference>
    <bounds min-lat="50.93098" min-lon="10.5607399" max-lat="53.0417" max-lon="13.15432">
      <shape>
        <point lat="52.00392" lon="10.56074"/><point lat="52.02454" lon="10.65499"/><point lat="52.04107" lon="10.64827"/>
        <point lat="52.04976" lon="10.71061"/><point lat="52.05818" lon="10.87552"/><point lat="52.05748" lon="10.96512"/>
        <point lat="52.08525" lon="10.9704"/><point lat="52.09386" lon="10.94274"/><point lat="52.10349" lon="10.94254"/>
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</icon>
    <description lang="en">Vectorial recording of parcels from the official real estate cadastre.</description>
    <description lang="de">Vektorielle Erfassung von Flurstücke aus dem amtlichen Liegenschaftskataster.</description>
    <id>LSA-ALKIS-CP</id>
    <category>map</category>
    <date>-</date>
    <type>wms</type>
    <url><![CDATA[https://geodatenportal.sachsen-anhalt.de/ows_INSPIRE_LVermGeo_ALKIS_CP_WMS?FORMAT=image/png&TRANSPARENT=TRUE&VERSION=1.3.0&SERVICE=WMS&REQUEST=GetMap&LAYERS=CP.CadastralParcel&STYLES=&CRS={proj}&WIDTH={width}&HEIGHT={height}&BBOX={bbox}]]></url>
    <permission-ref>https://wiki.openstreetmap.org/wiki/DE:Permissions/Geobasisdaten_Sachsen-Anhalt</permission-ref>
    <eula>https://wiki.openstreetmap.org/wiki/DE:Permissions/Geobasisdaten_Sachsen-Anhalt</eula>
    <attribution-text>© GeoBasis-DE/LVermGeo LSA</attribution-text>
    <attribution-url>https://www.lvermgeo.sachsen-anhalt.de/de/kostenfreie_geobasisdaten_lvermgeo.html</attribution-url>
    <projections>
      <code>EPSG:4647</code>
      <code>EPSG:31468</code>
      <code>EPSG:31467</code>
      <code>EPSG:31469</code>
      <code>EPSG:25833</code>
      <code>EPSG:25832</code>
      <code>EPSG:4326</code>
      <code>EPSG:2397</code>
      <code>EPSG:2398</code>
      <code>EPSG:2399</code>
      <code>EPSG:3857</code>
    </projections>
    <country-code>DE</country-code>
    <terms-of-use-url>https://www.lvermgeo.sachsen-anhalt.de/de/datei/anzeigen/id/3567,501/nutzungsbedingungen_b.pdf</terms-of-use-url>
    <valid-georeference>true</valid-georeference>
    <bounds min-lat="50.93098" min-lon="10.5607399" max-lat="53.0417" max-lon="13.15432">
      <shape>
        <point lat="52.00392" lon="10.56074"/><point lat="52.02454" lon="10.65499"/><point lat="52.04107" lon="10.64827"/>
        <point lat="52.04976" lon="10.71061"/><point lat="52.05818" lon="10.87552"/><point lat="52.05748" lon="10.96512"/>
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</icon>
    <description lang="en">Recording of water networks (may differ in accuracy from reality, always consider in connection with orthophoto)</description>
    <description lang="de">Erfassung der Gewässernetzwerke (kann in der Genauigkeit von der Realität abweichen, immer in Zusammenhang mit Orthophoto betrachten)</description>
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    <category>map</category>
    <date>-</date>
    <type>wms</type>
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    <permission-ref>https://wiki.openstreetmap.org/wiki/DE:Permissions/Geobasisdaten_Sachsen-Anhalt</permission-ref>
    <eula>https://wiki.openstreetmap.org/wiki/DE:Permissions/Geobasisdaten_Sachsen-Anhalt</eula>
    <attribution-text>© GeoBasis-DE/LVermGeo LSA</attribution-text>
    <attribution-url>https://www.lvermgeo.sachsen-anhalt.de/de/kostenfreie_geobasisdaten_lvermgeo.html</attribution-url>
    <projections>
      <code>EPSG:4647</code>
      <code>EPSG:31468</code>
      <code>EPSG:31467</code>
      <code>EPSG:31469</code>
      <code>EPSG:25833</code>
      <code>EPSG:25832</code>
      <code>EPSG:4326</code>
      <code>EPSG:2397</code>
      <code>EPSG:2398</code>
      <code>EPSG:2399</code>
      <code>EPSG:3857</code>
    </projections>
    <country-code>DE</country-code>
    <terms-of-use-url>https://www.lvermgeo.sachsen-anhalt.de/de/datei/anzeigen/id/3567,501/nutzungsbedingungen_b.pdf</terms-of-use-url>
    <valid-georeference>true</valid-georeference>
    <bounds min-lat="50.93098" min-lon="10.5607399" max-lat="53.0417" max-lon="13.15432">
      <shape>
        <point lat="52.00392" lon="10.56074"/><point lat="52.02454" lon="10.65499"/><point lat="52.04107" lon="10.64827"/>
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</icon>
    <description lang="en">Recording of water surfaces, small bodies of water as a vector, larger ones with the entire water surface (may differ in accuracy from reality, always consider in connection with orthophoto)</description>
    <description lang="de">Erfassung der Gewässeroberflächen, kleine Gewässer als Vektor, größere mit der gesamten Wasserfläche (kann in der Genauigkeit von der Realität abweichen, immer in Zusammenhang mit Orthophoto betrachten)</description>
    <id>LSA-ATKIS-HYP</id>
    <category>map</category>
    <date>-</date>
    <type>wms</type>
    <url><![CDATA[https://geodatenportal.sachsen-anhalt.de/ows_INSPIRE_LVermGeo_ATKIS_HY-P_WMS?FORMAT=image/png&TRANSPARENT=TRUE&VERSION=1.3.0&SERVICE=WMS&REQUEST=GetMap&LAYERS=HY.PhysicalWaters.ManMadeObject,HY.PhysicalWaters.Wetland,HY.PhysicalWaters.HydroPointOfInterest,HY.PhysicalWaters.Waterbodies&STYLES=&CRS={proj}&WIDTH={width}&HEIGHT={height}&BBOX={bbox}]]></url>
    <permission-ref>https://wiki.openstreetmap.org/wiki/DE:Permissions/Geobasisdaten_Sachsen-Anhalt</permission-ref>
    <eula>https://wiki.openstreetmap.org/wiki/DE:Permissions/Geobasisdaten_Sachsen-Anhalt</eula>
    <attribution-text>© GeoBasis-DE/LVermGeo LSA</attribution-text>
    <attribution-url>https://www.lvermgeo.sachsen-anhalt.de/de/kostenfreie_geobasisdaten_lvermgeo.html</attribution-url>
    <projections>
      <code>EPSG:4647</code>
      <code>EPSG:31468</code>
      <code>EPSG:31467</code>
      <code>EPSG:31469</code>
      <code>EPSG:25833</code>
      <code>EPSG:25832</code>
      <code>EPSG:4326</code>
      <code>EPSG:2397</code>
      <code>EPSG:2398</code>
      <code>EPSG:2399</code>
      <code>EPSG:3857</code>
    </projections>
    <country-code>DE</country-code>
    <terms-of-use-url>https://www.lvermgeo.sachsen-anhalt.de/de/datei/anzeigen/id/3567,501/nutzungsbedingungen_b.pdf</terms-of-use-url>
    <valid-georeference>true</valid-georeference>
    <bounds min-lat="50.93098" min-lon="10.5607399" max-lat="53.0417" max-lon="13.15432">
      <shape>
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    <id>Hessen-DOP20</id>
    <category>photo</category>
    <date>2019;2020</date>
    <country-code>DE</country-code>
    <type>wms</type>
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    <projections>
      <code>EPSG:25832</code>
      <code>EPSG:25833</code>
      <code>EPSG:31467</code>
      <code>EPSG:31466</code>
      <code>EPSG:31468</code>
      <code>EPSG:31469</code>
      <code>EPSG:4326</code>
      <code>EPSG:4258</code>
      <code>EPSG:3857</code>
      <code>EPSG:3040</code>
      <code>EPSG:3041</code>
      <code>EPSG:3042</code>
      <code>EPSG:3043</code>
      <code>EPSG:3044</code>
      <code>EPSG:3045</code>
      <code>EPSG:3046</code>
      <code>EPSG:3047</code>
    </projections>
    <attribution-text mandatory="true">Geobasisdaten © Hessische Verwaltung für Bodenmanagement und Geoinformation: Digitale Orthophotos</attribution-text>
    <attribution-url>https://hvbg.hessen.de</attribution-url>
    <permission-ref>https://www.rv.hessenrecht.hessen.de/bshe/document/jlr-VermGeoInfGHEV6P18</permission-ref>
    <privacy-policy-url>https://www.geoportal.hessen.de/article/Datenschutz</privacy-policy-url>
    <description lang="en">20cm aerial imagery of Hesse</description>
    <description lang="de">20cm Luftbild von Hessen</description>
    <valid-georeference>true</valid-georeference>
    <min-zoom>16</min-zoom>
    <max-zoom>20</max-zoom>
    <bounds min-lat="49.37698" min-lon="7.73513" max-lat="51.669" max-lon="10.26352">
      <shape>
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        <point lat="49.86811" lon="8.31542"/><point lat="49.93607" lon="8.31014"/><point lat="49.95595" lon="8.28226"/>
        <point lat="49.98177" lon="8.25098"/><point lat="50.01071" lon="8.2069"/><point lat="49.98697" lon="8.0818"/>
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    <category>map</category>
    <country-code>DE</country-code>
    <type>wms</type>
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    <projections>
      <code>EPSG:25832</code>
      <code>EPSG:25833</code>
      <code>EPSG:31467</code>
      <code>EPSG:31466</code>
      <code>EPSG:31468</code>
      <code>EPSG:31469</code>
      <code>EPSG:4326</code>
      <code>EPSG:4258</code>
      <code>EPSG:3857</code>
      <code>EPSG:3040</code>
      <code>EPSG:3041</code>
      <code>EPSG:3042</code>
      <code>EPSG:3043</code>
      <code>EPSG:3044</code>
      <code>EPSG:3045</code>
      <code>EPSG:3046</code>
      <code>EPSG:3047</code>
    </projections>
    <attribution-text mandatory="true">Geobasisdaten © Hessische Verwaltung für Bodenmanagement und Geoinformation</attribution-text>
    <attribution-url>https://hvbg.hessen.de</attribution-url>
    <permission-ref>https://www.rv.hessenrecht.hessen.de/bshe/document/jlr-VermGeoInfGHEV6P18</permission-ref>
    <privacy-policy-url>https://www.geoportal.hessen.de/article/Datenschutz</privacy-policy-url>
    <description lang="en">cadastral map of Hesse</description>
    <description lang="de">Liegenschaftskarte von Hessen</description>
    <valid-georeference>true</valid-georeference>
    <min-zoom>16</min-zoom>
    <max-zoom>21</max-zoom>
    <bounds min-lat="49.37698" min-lon="7.73513" max-lat="51.669" max-lon="10.26352">
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</icon>
    <id>Hessen-DTK</id>
    <category>map</category>
    <country-code>DE</country-code>
    <type>wms</type>
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    <projections>
      <code>EPSG:25832</code>
      <code>EPSG:25833</code>
      <code>EPSG:31467</code>
      <code>EPSG:31466</code>
      <code>EPSG:31468</code>
      <code>EPSG:31469</code>
      <code>EPSG:4326</code>
      <code>EPSG:4258</code>
      <code>EPSG:3857</code>
      <code>EPSG:3040</code>
      <code>EPSG:3041</code>
      <code>EPSG:3042</code>
      <code>EPSG:3043</code>
      <code>EPSG:3044</code>
      <code>EPSG:3045</code>
      <code>EPSG:3046</code>
      <code>EPSG:3047</code>
    </projections>
    <attribution-text mandatory="true">Geobasisdaten © Hessische Verwaltung für Bodenmanagement und Geoinformation</attribution-text>
    <attribution-url>https://hvbg.hessen.de</attribution-url>
    <permission-ref>https://www.rv.hessenrecht.hessen.de/bshe/document/jlr-VermGeoInfGHEV6P18</permission-ref>
    <privacy-policy-url>https://www.geoportal.hessen.de/article/Datenschutz</privacy-policy-url>
    <description lang="en">digital topographic map of Hesse</description>
    <description lang="de">Digitale Topographische Karte von Hessen</description>
    <valid-georeference>true</valid-georeference>
    <min-zoom>16</min-zoom>
    <max-zoom>19</max-zoom>
    <bounds min-lat="49.37698" min-lon="7.73513" max-lat="51.669" max-lon="10.26352">
      <shape>
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        <point lat="49.86811" lon="8.31542"/><point lat="49.93607" lon="8.31014"/><point lat="49.95595" lon="8.28226"/>
        <point lat="49.98177" lon="8.25098"/><point lat="50.01071" lon="8.2069"/><point lat="49.98697" lon="8.0818"/>
        <point lat="49.94674" lon="7.92957"/><point lat="50.01459" lon="7.75623"/><point lat="50.10264" lon="7.73513"/>
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    <id>Hessen-WebAtlas</id>
    <category>map</category>
    <country-code>DE</country-code>
    <type>wms</type>
    <url><![CDATA[https://gds-srv.hessen.de/cgi-bin/lika-services/ogc-free-maps.ows?FORMAT=image/png&TRANSPARENT=FALSE&VERSION=1.3.0&SERVICE=WMS&REQUEST=GetMap&LAYERS=he_pg&STYLES=&CRS={proj}&WIDTH={width}&HEIGHT={height}&BBOX={bbox}]]></url>
    <projections>
      <code>EPSG:25832</code>
      <code>EPSG:25833</code>
      <code>EPSG:31467</code>
      <code>EPSG:31466</code>
      <code>EPSG:31468</code>
      <code>EPSG:31469</code>
      <code>EPSG:4326</code>
      <code>EPSG:4258</code>
      <code>EPSG:3857</code>
      <code>EPSG:3040</code>
      <code>EPSG:3041</code>
      <code>EPSG:3042</code>
      <code>EPSG:3043</code>
      <code>EPSG:3044</code>
      <code>EPSG:3045</code>
      <code>EPSG:3046</code>
      <code>EPSG:3047</code>
    </projections>
    <attribution-text mandatory="true">Geobasisdaten © Hessische Verwaltung für Bodenmanagement und Geoinformation</attribution-text>
    <attribution-url>https://hvbg.hessen.de</attribution-url>
    <permission-ref>https://www.rv.hessenrecht.hessen.de/bshe/document/jlr-VermGeoInfGHEV6P18</permission-ref>
    <privacy-policy-url>https://www.geoportal.hessen.de/article/Datenschutz</privacy-policy-url>
    <description lang="en">WebAtlas of Hesse</description>
    <description lang="de">WebAtlas von Hessen</description>
    <valid-georeference>true</valid-georeference>
    <min-zoom>13</min-zoom>
    <max-zoom>19</max-zoom>
    <bounds min-lat="49.37698" min-lon="7.73513" max-lat="51.669" max-lon="10.26352">
      <shape>
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        <point lat="49.98177" lon="8.25098"/><point lat="50.01071" lon="8.2069"/><point lat="49.98697" lon="8.0818"/>
        <point lat="49.94674" lon="7.92957"/><point lat="50.01459" lon="7.75623"/><point lat="50.10264" lon="7.73513"/>
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    <attribution-text mandatory="true">© GeoBasis-DE / LVermGeoRP, dl-de/by-2-0, www.lvermgeo.rlp.de</attribution-text>
    <attribution-url>https://www.lvermgeo.rlp.de/</attribution-url>
    <date>2025</date>
    <country-code>DE</country-code>
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    <name lang="de">Rheinland-Pfalz Höhenlinien</name>
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    <category>elevation</category>
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    <attribution-text mandatory="true">© GeoBasis-DE / LVermGeoRP, dl-de/by-2-0, www.lvermgeo.rlp.de</attribution-text>
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    <date>2025</date>
    <country-code>DE</country-code>
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    <description lang="de">Digitales Orthophoto Thüringens, 20cm</description>
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16xC12FtUCgU3PF7xKWLywlJySDCvhoZXj4gMQaNCstzm+jUzOuThu9kawWyFISpCTS8v4tLpw5kfeE5KVUgyV8AMZIy/0EM/aOicHBwyP+DUamYduASePX+DIBIzXnUcC55dgADUaF8ferUqURFRSESiZAplIgEIJfLWfTzTPr0ye0Yb9OmDR/8d8dPnmLn4R0kZyiRiIRMmNSfNq1afNLwrSwsIDUBl1t7uHQyfzB0PhD905NSpx279u1nysQJ+T4/f/48T8s1/pcVw0JIbWhKTEwMLi76DXeJiYns3Lmz2G1/06kj33TqWCrjjIyOhdp22JsaM3vRr/i/eke1sq78sWg+ghwrwkYiAJUcRHktEmYPL9Bv0XC9fbRp04bqh37iqW3PLweIabA/70LDCAqP0FsmMDiYo6dO8yXpXVAQfG3Mm1cveVS2CarGPlx895Cbrdrz05SJWeXaNfqaB/sXEN/vl490snRm1bbE0dFR/8SKRCzp3pTO93J7GD8bIOZ/TaZ9WiCa2WP4JSSJ+WWtEObDfp3fJ/F2ylCqmhh+MUAy4nWvnTR6bfbqrlCHx5FBbBs1mOH2OqNoVcA7QcuZJ9eR18jWrSS3DmPc2p2/tmwDoH5dD2rX1mntISEhnLlwEdC9vOP9i0R2mPj5AUnuOYPjp9dyQqVEbRdPU2ud6/JtuoKK0mwe7WVhzOhnEQxztf5igJik5f+7vFFX7j+5xFKTOBwyLbpNrKDz2VXcFUlQVK2vsxK07M8EDZDpna2yfAePNy9BLBYzbvFKTtTom8OOVONfUgz1bhyZ4ThWDsT1m0fswEVg60yiUs3MCBkDQpU6+TwiWSegCIW0tDZlXWjcFwPETJmusz3lQ+H9F9MvTJXrtxMVpHifWobho0v5awE1O7J+8xYuXb7MCeuvSzS2EgFi8OYBjrcP5Pk9qcV3TA3P4LzQmhR7N5ZGZbAsWveScQoVZ2NTcTIUfzFAOhtrEfud02MVMOGpd39mhuc2Yx+uIKXtpXWY3DqSr9Q57144E7YeK5HZpGSAaDQMMwxnRfeGEP8+9yPHClyo1pYYsSnJqSlssq6NvbMbco2WMc8jWOfuTFd78y8CxsLQZJ6rBDj6HtdbRlavE3sqtGLe+9wRIzvLSelzfx9Wp9fmqRNXpwNPa3T+vOb3XMve/wxzF43B0dGR1cOncMO6b27xtv0IHTtLjgMrB8qtGcKUl+9ZVMkRM5Hwi62OjlaGdIwxRiRLBo1Gr8kmscMotp4RoHxzgQUu2a7Y5WWMcQm+wtqDScT2/DGXDoaJxecDRHjrGN1slFkBbx1b1cgS+1aM+pZfdxzK0mqvBEYT03aUbpCZ0RyhaTI6Sw1zbfBfguqYGuKUJuXNqMIP4yS2H8n2q2ZE+v/NprLZoHzvaIx5tD9L98wl+tu5pTq+IgOiqelNR+coBg/Ia/KuW7cuB+rW1UlVb9/iviKHnpESj8PBxXQwVjPe1Yb/Apmr0otcNqXZt5y0cqLN2bX8Xc4I08zVPczeGHH0M+YfXEJczxmlNrai8w4za3688JTk5OQCi01ethZF1Wx/gunZzVSKec1YGwP+K2RQWGy2RoP4wvZsvaVWC3yHr6FJCDxIzQ5KGmhvzJC4h5jfPPz5VwhAlGdn1m7czIwpk/N9fvfuXU6Y1cptoOvxAzfSR9Ly9DqsokMwz0hFopShNjJELJYglEgQm5iQlJJKi1ZtPgsgcbEXC15B/qfZN6IDnS48QvPBTWtpT9Dk7fRcO5ryWkO8m2bHClS9d5cH0V5YPLuKW1oEdiZGqAUQnCgjpE4nlGVr/juACMNe0bqPt97ntWrVosy6o4SWrZ5HLEzsMZ1EQBT8hPrPjnPt+KGs/Wjx4sXUrl2bDh06fBZAznYswAKbkc5sD3t8fHz49twMdmlrZVt8hULix21Ae2UnPlZW/DJzWpZl16NpK+ZMm0KPrrkD67r1H8LZjFRkVRqWMiBaDQMFb/HyGqy3iLGxMb+0qs6g4KhcoZlZnQUF0OjVaa6ezJblQ0JCePHiBT/++ONnY1k5DYhEh+AS5o9h5mEiB1kM4zYu130oU8Zxb8ZSVCa6vS9FlkFMzTYkNO/P+jPraHT+PD5t2iASiXh862q+ff29cwu123UloLQBMbh/hm7/q8+DBw8AcHV1zfIFpKen8/z5cwDcq1bB7fA6QtqMyd3RO38av7vAlWOHcv0+Y8YMNm7cWKoTfuLECTp31q8TmOY8bWXjxCDDNyzI/NpzkqurKy93Zce0dR71PSczo0pi249m2tJf8GlTOJv1qlyegMSY0t3U1VXq842fBq+TYXidDKPL9EVotbrdcd6yFXidCMHrZBj1TkcQ4tkt98p5eo0WoVe48vf+XL8HBQWh1miYMWMGo0ePZtCgQfzyyy+Eh+d/wP7KlSsoFIoCx6lQKJgzZw79+/cnNTU13zLl7SwgOTbzSxOzPERIUFBQge1eunyZkza5Q2MDbSpz5lxur2V0dDT12n2De4eerPhrCwD2NlaQmljKLMs8t8h6V9SevfsP0LB+PVZFGkH1MvlXu7yDTrYadh/YnefZtWvXcHF2ZtasWVm+bD8/P5YvX058fDxCoRCpVEpKSgoCgQChUMjp06dZunRpvn1FRkYyYsQI9u/fj0AgYOJEnZVVIpFkgRMcFYvYyBjLV+tI7K1zf2XUbM6PKzawd8Xi/D9GtZpJO06CV27lN61hNzbs2kz7ttmrpMvgkfi2mggmFmw4+QeTRgzhbsAzaNEWYoL/RWuvpR0zzlzF4/ItMmrmE4ukUeNwaAGTurZhxuT8vWoDBgxgwIDceUk8PT3x9PTU2+2SJUv49ddfmT5dF+h2+PBhzp07h1KpRCqVsnnzZuzsdCe4Nm/OGwDRpue3XKg7CKJDcu2PUrF+sVwoFGKcXxiXSEKcTJnrp1C5MEtj12g0LF21hscGdiAUlfIKyYdCa3ckNDYij99ZFPqMird2cWDt79SqUaNE+8Gps2cRSwxp26J51p4zZswY/vrrL86cOUPPnj1Zt25dgUfmctKi6VN48MsGEtpmB7uZPrrAgvljCxQCVgzvQeOjz9C6uestd+/ePRItXbI+yJi3L1j04CuSmg/8921ZVpe2QXoyCS1yd2b3z2rauJiy88qZIk9SQbRq0w5ev3nNiV1bqV69ehYokydP5siRI8Vu72uvulRRxXJHlgbGJqDI4MdqJjg5ORVYr2HDhvTce4QD2mrZH6BGg6ko+2M8de4CaeUzAy+EBiSMK76wUjw95J0/jWL3YZP2hmq1hjN68DS6Dh3LG9MyGKfF4yZSsOzHKTTzbkxp0LUbtwhIVhPZYw6NZ66kbEY0Uwf1pX/f3hw+/Ona8bGt66nXazDBPedBchy/hiSxbPgCndibHMaDrb8jlUp5+/YtDX9cicrCXicwqEwhIzUrP4s44BLd2rbMavf+0xfQuPXn0dStnx7nTP1f8agi4OhVLbW69cLNzQ2/8yd4/vw5ZcqUwdTUlNKii1ev0n/Wr0T2ngcCAUltRxAAjD15kD+27WHVnB9p0qjBJ7Vtb2/PgtGDmLRvE3Gth5Gc44B/glLOstXrmT3te6b9sYGYZvpzb7m9u8Xwjdlm/JBkWYmzPBQZEJ/4vzjka86Oy2r8/MW4nRlR+iaN9HRspFLSFAruxqYSPWFLXmNfo574azR0mTobu5hAPFydPrm/cmHhqNRaktrliB4RG7LkaQaV9+3nb1P9Jg/p7WNYh7+kb+beliiTESZxKvEcFBmQ3VXXgV0ZTC/vxivpMIHpUXSXKhlppz9YQYvuxKv0o71EodEiyYyAeC9XZnkPKz0L5YaHE9+Eq4ieuK0A3ikkvt8CUt76Ifz7Nw66CnE1/ITtsKyE2a/PsVMuI+GbbElQVrsN/Y4eRuvdI//uowKpfWs3/1QwBnQKX7soGYmTV3xG46KdTs9IrdeJK55tMQh/jfO5FYwsoEr1lzIUDuWpkxjMoXI64B6kZHAwXsGSsuakqDW0fxzFIy9XDsdnkFatIb2f3iOo6w+6CEUARQbSK3uwD/THWi1DolEiRIBMKCZRZEikc1VaBj7hqJsWd2nx3cLzXaTYvb/J6o3viBq0BMRGIBCg0QOG6K0fdY4s5kSOM4Zbo9N5XrU5GIg/IyCA4f1/aHlpPdZiAypLYKxb7uRje2MzUGphgJ0u4NrIQEhE39lcCwpg8rnf+aOMlIUxGlIEuucLw9ORWTsToVAxJ0VK+qSFvPlzNHLPtqBRYX1oKdXCHjHDSou3vfFHa08BKIhWJLBSqmb0q0S2VrGlgnHxHWDj7Y3olBHNiFUDee1ai8RO48HkIxdzVDCOJ1bSOi2E1V9ln9YKk6tYJjcnudPYz29+F6THozHV8KeTJQqNht/DUxjlaIK5SMix2HSm2DTCKD6M7qpojA2EnHMzoOmOH4kYsYqHF8y4mJjOI9faVIp5Q6pKzUmhFUIDNe0iNISN1fmpU8evwyDiLRX3/MRGBwG1yxccTW8vEbHQzQzczNj9PpHwDCXeVroJC5QpMBIKcSoCOytvJOZ8BTFvZE+Zu2EIERIz0kWGCLRgqpJRU53CLCdjrG2ywYhVqvkmTEv4xDVfwB+iVDDTYTMD+8sZPU2MuRI2eY/G/8p69lYwpZ6FITZhT4mu3ZYTz/ZyySmJlo0ziHusO+kal5LCWK0VcYNnUWtFX9q9UxI26neE0SFoKtXN6sbk7jG+vrGLQ+WlFNf13s/JkvWh8aSpNbS3NWN3RCLTK9gVq42vjMXsKi8GcgReAZCbG7yXq+gQDoHjNurYXClR0V85/BU9mshxsBaQbKEkXq1Fa+1IBZGWdZFpXIuX4Zgag9y7O9PsGtHES033FkKUrpUBiPAZReT4vxC+vMv96DieD14GFna5wDC7uo8ud3dxtELxwfhAo8pYczdJRme/YOpaGCMuyvG5YtLs8HRaJ1oSOH5zdrKcIlpzS2+FJMXiYCOg9woX/KmM0FUC5WqwT2TBxZmvUKth4YFWIBSR0uMHnt69xOTdZmjq6hxaqjq6RCYaa1dS5p+Gj5KZmV/cTvenJ1lRRlril+rtaIGd2AAfW7NPqq/RkicMNjRDybxIOQEiS4Kaj0NRM8fpYrWSVg93cbFC+0JS6gpKDIgClSrLb7DpqJpjVZZAs+yMnnF9F/EypAfdmwuwtRIQApAUw2bNCNT1OmXlKsyW1vJGxtsfWMig2ABmlgIYqWoN1xLSGOP26QEV7V4mEm9dBhO1AoVAQLrYmBRzexKGjMg3d4md/2kObVzD0FmLOEIBgCjloD9TSJEASUORyUddKjNnhzcM/Ci9qrUTY/wnUtZhJTV4jB+AhR3qht3ythYVrMuOkJlZxyDoCc5Hl7HYXEYnp9Lhw3veJzLI2apEbYilZrwdubpohdOTmd+4PJaWlvz2/ShOLTuGvLoeN7duLlNLAkgqH/I9CQRk9F+Sv4bt0YumLyrjnvCXLp22nhwntkd+wyghDDUgFAgxExtQw8GW4xhzPLXkYKQrFCRqTbmfblKidkK0BYQJydNpemE5/brqzqoIrYQMGjQI0B1n+7tzVUJD/QB4/PgxqwXuUCUz3ldeckCyV0imhqyXt7nV4aHb2oInzKsdm//3Nd907lRqG6xcLic0NBRHR0cOHz5M7969MTL69NW2ZuMWTt8swJFkKMXPpR77OnfO10Ls45OdY7HNqB+gZo7g6yIAUpgsk0h6StHfJrngiPb0Ou1Ys2tfqQDx64o/qeXzP1w69sfz+6WU6zaUBX9uKBEYGo2G5bsOkfp1wTG6qbXbMOv3gnWPv48e44JjozzsDQpOsVLYConI8j0XgRoGHOK+bS2UVfVEWIglPEoXc/XaDZo1bfLJE9dlwHAuC51J6ZQ7UsX8nz9KJs4uWkKo5zdF0JCF7I4SsjI1Va+F+68z16Bm3zySKhBekhUSQVLR5GvJsxtsm/cDoy3is8+M5ENR7cfSf95yfl+97pMm7fs5v3BOVJaUfL7iRI2IqKioTwbk5sOnqL7yKspSYkRZUYHuhh96d4KINx8BEgPwvmSAFEXhUasYb5dK5cqVmTtlAjaPCr75ILT7T8wMSMK11f9wbtyWLTv3FJmlHL5+n4y6+ecxTGjQg0mz5n4yIEqNtkjlrPxOMXvimALL5JvVQcdtIkrCskJIjNJ98Tn1Ca2GWmeWM7a7T9b/ew3QJV63srLiyKBWvHj9RLcioqOZ/VIJXu1yb8a1WxNeW+ddW7plNgP69tKb+foD3b5zh2ircvoL2Dhx62okaWlpmJgUX9JyMDeBtKSCjxXI06kWHcDmHbuyvuiJ48ZkHa3ef+AgQWE6ruQoVMHrB1CpLqiVH7T5UEqgOkqBJKbvFFEmd8Ydgzf38R/SOCtpvT4a/sNPbHLrUqCEZhAdTLOAA1z8KG7rY9q9Zy/9L4eirdNS/wvFhvNd5EV2rFtVfHE3JISvh04luuu0olfKSOe3zKwOz58/p9a6S6iq1M9bLvgZ/DZQCVh8ZCQrFstKB54R/Cwvl/rKi8krC84z8ujRI7YqXQvNY6K2L8tdwzJ5gs4+puru1bBOLPADQ2vrQkDYp+0jbm5uDG7qgeWtg0WvZCRl/sNYoqKi+H7V5vzB+AAIPC4IjKIaF+/lBwjARcOKvH79Wm/F9XsPoREjkYsAAAxJSURBVK5UtEOQadZuBDx9VmCZOnXqUDY1rEChAUCm/XS/9pKff2R6vTK4HVmAIOyVHtS1GG/7KWscKR4+fDNsPGdsCrirK+QpgG9pGBfv8sZvWH4PfNRBVKpUSW/F8QP6smnDVVSVCwfFKOgRtyISGP7seYHlypuIiV8xgBTbciTW9UFdvYkuLEetzPLYKd89Y/jwUSUSgZu7WnPjwGzkcgUGQhGm5lZohCIMlBlYK9JIS03CT6PRpREVCrnnPbLgvefNQ91clgIgJ4gJ1RAZKMx5TZDo9QOWjhtcYEV3d3eGGu1hg8az0OSQNhEv2W6bAKkvCx9RBTFRimB2Xl6O77lVZAhFBEgdSRjxB8Y3DjLGIJnhgddzVTkaJ+OdCr53MC46KuUN0aXcBsjIqa7TNNgGcubsLQiMiDcQG6YB/ikNQKKAOzw414iOI7OkqorPznDqnIxT5y6AVsOIIYOxstIZ9c6eO8fDJzr2YyLUgt958Co45ba9PLl4EpFExFRX3STMCk/nTgOdQievWp99tw8w0A4kmZxLCyxNEJBqYkXL1CTqmH76OUelBvoEpfO65fCiV/K/CHATiCwNQAC2cvt4I3yG6zZogZCXXX7KzumuURP5xxr+mD+L+Ph4vt1/h3jPzMM3rpl/BVFcBNVVSUDx4ro0WvgxLI3DLl7Ia+kyA2ls3fAfuIz6BxdSRZGIIVqeYURgr1moyrjTe8dP1A18ywoXCfaS4keqBGcoeCy2RObRtqj2GLhzQjeHRaCiutNMgHCGLbWgTv4pkcTPbvJ4Qnv+3L6HNY4+ef0gBbGrPfO4afAKx2JO0L6oZOZHq4kesAhVuRr6J+RjKS81AfsDiximCGWaQ/FzruyOkTGjbDtS2g0tvPDDS7BpehLgAqQVVryo4kgasI4zm0GbvzardG/MwDnL2JBiXywwAFxj3hYbDIA+DubcqWaB26FFBbxhPq9oakX0kN/YYuhGpEJV7H772Rnj9upG0Qqf2wawpihgFAcQgOWEvUzlhf5r5O7W6Ymqav1ivZzk0SV6iIt+x0aaWpcgLVKupPM7GZ7prryv1vST9oPIrlNZFCkvUtk4hYoJwal0C5IzIzQNa1VG4ZWe3ICQ5+nAyqKOqTifZSywiVN/TaJqg/xT3+WXXjziLcRFIFLKcPA9SaxXB+Q5bFHOV3czvhiu2x4v4oixK0+yoRnRY2bln9S/qGRlz1th0aSuHm+S8R+6EhwrcC3kOaZHlhVcQauB038BrAeiizqk4h4e9yUxehj2ZaS4VCq4ZGIMXe4NY3Pdrcz2uEjAYT+uWolIeeZL3P0LqN48xOHaXuaapFDNWP93odbChHcJKLRQVSomQ61hv/cI0toOyS12fiI53D/FALPC0802MxNxMDAMWc3maC3skDfoUoj2dgquH0oAemdaPChtlgUQDyzk2J/k8iTmY/39n/8wlvUJwaOKECMJOCbojH3zXYy575TBM/ErApxldLMqeFM1EECEVszIMu1o/lZGvAa0hiUPhsja+wRF+ybLG4lxTgwrWqPydDixFmBuJmfh32BZH2g1iTHDObm+Gt3zTyDAy3uc0/pw+LInzpdXUsEwFjcbJyYqPnp5dREHaSlCKzHmSdcZBG2bCZU8Sw2QZGUGExX6gyISklOISsugPEokwiJ+CMfXQlLMM6DYTp9PAUQJDOHyvhvUbGaQ7+RUa0CKu859WeW9F5cO7i5WB7GxsUz5eR7RKek421jS26MWF268R/OVJ4kT/io1MFArqeLpxbZ9O/QWqdyqC6+H/8y9qGBMTxYhZPSVL1w7oAKGZM5VsehTrXB30GqWsXu+7kaAPNqNrlnjl1epaHCaS1d1yfoTEhK4dOlSwXuhVkvd1h3Y4dyOMw1Hs9XKm2krN6Kpnan/fJxQMj0ZUhM+6SVsLm5m9qSCg6QVBrp9SutQlpShSwtuUJYCu38BrXZJUexWpbVCPtAcYsPbsP1nT0Ysy/fk0HThQn6aJKPPsrG4Oh3m6tWr9OvXr2BNVSDArWJlQjJvt9HauRI3TP+5i8qPTyERwJN6fQs3YL71w/X1NRKUYKCU0b9JHRo2yF9Mz8jIoOu33xFVsWgZGNBqYPtsiHvvC/zyqZNaEkDkQDceX7/P2a12tB+aRxtuXCmVhBQhqXJDzp49y/jxuXOoK5VKxOLcZyru+/kRmJxRRN4WxvLerZBKjQu/lUCtpMzD47y6dJL3799jYmKCubn+rHYDBtRn5bcv6HAI3lGES2n+2QRPbsQBvdCdlfgkKukx2RCgL6c2qLhz8iNjiyVPgsU0WtucB+YtWLPhFybPmJ6V/QFgz549KJVKNBoNXbtUZ88CCUtmtSC8s57k9RlpOhaV+dcy9CqdOnagZYsWdEp4kOsZshzhT4oMut/6luG1LvAuMBAnJ6cCwVAoFNRzeUVFVwELa58oNLwJ33/gn81KoAcQVJIJLY1cexfRagezd6GGJzdy8h5mhw3hjfdMYhv1pnNTGOG5gk6dqmftFTv2HWTOwsXUa9uRhhWC6NVaiIOLFAzyF0WNL+9ip1MEB8rFcaBcHFtnZ0t563+alPX7HtcozC5nb9QOD3awddR7OjfWcuyjJM5v374lKSkpz6r1fW1MaJSWVl4CeFfAtRqPr8HOeVq0mhHAlZJOZmnl7d2FWmXB5hmrGb4UMiWslEYDsjT6VLURldySEWjjqN+lDwkyJYEevbgkN4COLeG+iqGp1zkm03+7sqxFfyLj87+VwMXFhZ49dWm9/1y3gZRm2XtVY66y5riE86/tiY/cQbuWLXB3dyc6OppLly4xfHi2KT0tLY1qXg0Qu3em8nkP5hj8rN8F/fgabPkRNOrvgW2lMZGlmebNF406hQfn22LlKMC1ci7zSszLEFrYvWCqegXhXt2Ir+qNxsIOzG3BQITFw6McelaWFw1n6r8SSSTmjv8jhjSopjcmKiEhgR5bz5NeNjuR2ouHkVz0+gPJoyfcv/gPzs66KyROnDiBkbExdra2We0ZGRnxx/ErhHeagsbOjcux1XVHDD6+AtD3DGybpUGlnEAB1+B9CZaVk35Hox7A7l9UnNuWyzIc3GAc/bdW1fu1vXAfhq/38kIDIlKqeXP6H/1xX2fOnCW2cu7EBdpOo0EkQZuRjkyWbWFwdHIi7kE/Zk+skhVgt/fgYZIcc5iFqnyd20an1eo28B2zVahVw4DVpTmBpX+8SEftgd3U9LZmwLyszAcfpJ2SnFYtf3c/zzcuwNBQzx2KKhV1Rszkad1eH+3UMpZHtMPvrZSt+98jFotp3bUn20ccx0wqYMT23vTv1Zcxi1cR0nu+fqFi51x4dCUW6ANcLO2J+7cyU74B9hId0gS/8y64VAKbzJtmSnLxYlwEm5q5UrOAhDZCoRA3kYK9L+PA1DKHPPiCP+qdoLqbnDGLnxIdG8/eK3cY2CCc97Ew/5obe1/GE+szLn+W+fYhrJsE7wL8gTagOwpT2vRvrZAsXQyYi0A4lWa9DOg0Kt8L7ItKJmc2MK5edqDFN61a0CjzRjVfX18On8mO61p35zXJHcbm0lmuOvVi9jl3brmNRixLIb1KIxYGtcM3zo2jDbbrkSRSdYbC64dUaLXLgTkUcgrqvwzIB2oIbMLEwh2fYdC0Z4mvKAWocncvjzcvQSgU4jl0GgFfF6yt977Vg4OmY9HUynZDmz04jElSIJEtp+YurFHD7eNwcj2kxAcAw4F7//ZEfS5APggQ3wFLcSjrQOsBUM+nZNkP0pNZZfYaQ7GYkdEuebLe5aHXfmBmRc5wJkB31O7DzdFKBdw9CRd3QUxoLLAAnQtW9Tkm6XMC8oHMgTHARCztHGncHep31N1t+ykGwgfHEWk1RHl1LdmoYsN0TqWbf0NyXDjwB7CBQk48/b8AyAcyBPoDwxAI61PJE+q0ghqNiweOWqUz7Ik+wXsYGw5ProP/JXj3ELTam8AmYE9J7FH/twKSk9wz2VlnoAbOFaGiB5SrDuVq6BLflHTPUasgJhSCnkDgY53UFBkI8Ag4DuwCXn3pifivAJKTymXqMQ2BBkBlDMRg66zzhZjb6hQ1U8us49V8cOnK07OMiaQmQkq87pBMdAjERYBapQVeovNV3ALOZBpI/zP0XwTkY7IEqmT+fQU4AnaZfx9OeH7QPD+cUJWh82VHowvffJ0JxCso9F77L0r/B0wknkpoWmG3AAAAAElFTkSuQmCC</icon>
    <valid-georeference>true</valid-georeference>
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c1KYuuYiqhbTkS7tRXL0QSq6it6Yzdt961FSVsmzzzyHvb197binTp3i7NmzmM1mSkpKGDduHIsWLWL16tW1pGTDhg05deoU78//hDP2j6L2GclQ7z289uKLXJn4PMcEifXrf7wnQBY3aAS3CE0lwGAwsH79+rseu6Zz8f5GWYLqxvDvcvwZUlJCefvtt5E8OxLnM5RzlSakBjKKqYKFgwL46fA25r45loYNGyJJEuXl5RiNRn799Vc6duyISqXCaDTi5OREVlYWwcHBbN68ubY4NWrUKAAqKirIz8/naIoJx6jmAGwsbkbDLdvZl6HFXqPif0XuWs+VNhP5ZP1+ukVFgUqLYjHydngW1v0fIqjtef+H07QNciEwMBCj0WbfV69ezcqVKyktLSU+Ph6NRkNWVhaXLl3CxcUFo9FIu3btcHZ25sUXX6SoqAgAo9GIh4cHgqn0+sp18mXOj+ewDx/4cJOLf3Q/51z6EWsyYh8KSzqX0qN7P+yUKl7+dCFK58nM+2UTn6ztw0vDu/PW9DcJCAhg586duLu7ExkZSVxcHPsPHORaagbbdx8gv7iczBIzgnskEydORBAEqqqqcHJyori4mJFdQ1l7Zj2aui1QeQQj6zxRO3pjfZgB0eecxN98iYu+T4GoqjVl7+9Iw97+MB9/vhxtwOMIanvsW47ArSia5yc+g8lk4uDBg4wbN44ff/wROzs7eo6bhebR1xDqa2rHNwD63NMUF5dQVVVJaGgoAO3bt8fFxYV+hYV8u3I1aTlX8BDiOXJFRv0/BMgdmSwp5yxfT2jNc092wbz3A/hDOJfnFMHHX35PTr0n0QZ1qv28oJJa8yQIAufPn8dgMJCbm4vVLcQWff1JBjW1w8PDHScnJ6Kjo7l69SouLi7Ur1+fyMhINq5fy56vpiMKoBjL/qdM1h0BYjHUYfPuo5SUlKCuzkOx3kgrny40oK0feZ0ZrizCsSCGoKAgAJo1a0a9evUoKyujTp06tBATsBRcu2GM8iPL2LNlDbNnz6bv40+wePFioqOjKSkpwdvbG51Ox/bt2xFFkcrKSizF6Q8vIILOnV/T7Hlv4efQdwmSqYJI6xG8svegKUxA32p4bWrjUHqZT6PMJOz5N1arlQ8++IDmzZsTHh5OeHg4iYmJTH/jFfyvfgsoWAqTMV45gEPkONKaT2NHaShK/y/5ubQJl7LLMRgMJCUlUVVVRXFxcW2NQbRzengBASjUBVHm2QYEEbeSM7Ru4MrLPQN5r7tDbee7c1EMP70WiZNBz6xZszAajbz66qukpqbyySefYG9vj4uLC4OHP02jxmHI1WU8E5BBD3085rzLiPZOaBt0RLRzRBvYnrNX86ioqODkyZOYzWZUKhUqlQqtVoti+t9qtr5jpy7aOaJrPhiADNkTyViCm1sjoqKiOJG8GmN1Je+8MoB69erh4+1NVFQUZ86cYcOGDYiiyKBBgwAoKirCzj+CHelONHI+wJsfTMNqtdKkXTeUvouRK4upPPsjdiHdOOgUxslTp3niiSeoqKggKCiIwsJCMjKzUNfrDDlnH+6wV9DobBSDRxDvLPsXLw0qwGAwMGPsY5w6dYp69eqRnJzMmTNnOHv2LBEREUyYMKGWhAxr2QFZ504DNxXJjXuSVJHPc2/OJfvSGSwhA3mkYC113XQMWzKFya/PID30RXy8A9FqtURHR2Nvb09+fj5PDnyCRb+lPtwaIleVYJd3FheDnkcDJQ6GhZOSksK1a9fQarVERkaSnJzM6tWr6d69O927d8dgMHD8+HEKCwuprq7G7OBDQZ3HyK4sRAOIenfOXVORVeGJISKKo0XXWPdEXVq2bMmwJx5j874fycwcS2hoKGfOnOGpp55i06ZNLFr5M0qd1g83IBG565gwehA6nY6uXbsiSRKFhYVYLBa8vb2prKzk2WefZfyzz2GxWNixYwenTp3C2dmZ2NhYjh0/gRzYDf/0jaSHPHfdN0le2DcKrgkePHjxq0O8eCWFKVOmEBq6B39/f/Lz82nbti0xMTF8v2o1VRYB5+ZDsR5f+vACEu36BOPXZtJDOszs2bMJCAjg008/paysjCtXruDn54eTkxP/+uEUo9t78caSjXiZU9Hp9FyuckZVpzvT+jSlY9vmPP325xhbTQJBRO0XjmKpxiN1KyM6BtC9cz9+3XeE7OxsevTogUqlYseOHTg7O7Pos684mVqNY7fX+F+TOwZEMngiSCq2xYiI+tY4GG1toLm5uZy/cIFxY8eyZvNO3IYvZ8aSRZirqsl2a4XaMxinoM4oxan4eUsoioIlK+66X5LUSOnHGRBmT6CvB+lpaSjVpRw8eJABAwYAMG7Km4wYPACV3gXnPs8hqO3+PyAAos4Vhw4TbIlcdQz+/nVZ+O0WZJ9WdL5yBV2LQYg6VzQ93+fPebjg1oBp+9LxODcDc9RcxD+23fi1ZmlSOlXbN6F1dEfWeyH8dpa9B4/QMNCforIq1sZbqNKEovkfBOMeyUWbJGma8urqw5T7dgYU3t9Xhb7lsL/XMuc65ASPRK1z/RPFb4fKIwiDR9ANn28ruEaX1EuoAjtgbdALDf+7cltVLL1KqzQ0/OcjMqqsZsotJgwqLVpRRaqdlfp+D56LTUurwl7ncU9jVGZlo6vpXrSzt6e6qsr2uSKTryj4+/vf9dhZWVkYjcb7VzEMFQV26nV/e80Fs4nv+z3Gks8/Z/26dVROe5vU6moeHVPGoy0fbHf6lIUWlm5Mvn8DlpmR4AZav2NeId9X2OoxEuAhqci23ryVrk0TkfQchcz8u+sVu6eZ2q1YuWSxbYM+a6qm/4ABaDQaRo4ejduSRYRrdKx+x46r6co/pu6j9Y50sdMxuJuI+Kdf1+4O+qzmOHvwssEFT0niB3df5jl7MNPJjT72es74BDDA3uFmS2IPzw4Q2fuFrSCgkqBtmPjPAPJbdSVu/15G+XfL2G6npqXGju1bt9Z+/+SgQaS9PInRkjNvvSpRXP7gAVGAg8YqmnWysOYDNa8MkxBqDMWIXhJDdI63Pdb80kK62en4wMmdE6YqsqwWWmnsmODgzILSQr4sL77pnooquJym4O8toFFDpxYijvp/SEN0gsi6deuI6tED18ULKJCtJG//5YZrXp3+Jlt7d+V1oydTpitY5QcPSrLFzLFMCwdjZOa+qGLFDBXdWov8+x0VKT0Lbp9Ela30y8tgl28RNK1mS7NcoiMKOdIin21C6S3v8XUXmDpc4putVrZ9rGbHJ2oKS+/MOtzWoWR+kurdkXrH2lWYajHTWKNl+cnj7Lt8if79+3PBw422Tw6kSdOmNz5k/fosP3GMEddMrMgup1vk/d/L8ctRmdMXr//wjFyFbQdl+nWU6NZaZHhPiY37ZN5Y8p+3T08YKBHZVESjFhjRSySkiZo0xRdf/0LGjYZ8i0xkUxEPZ4HEFAVRBDdHgcpqmPO8iuJyKC6H1qEiZZWw5AeZMhshPfu+aYixpplZAab5ulG85lvWPPMUo3QGfDZvIz4+nvGvvcqQYTeHu1988QX9pr3ODr09jfe6sWLLg426nnhU5Jm+EmvnqAmqawO/0ggnz8s39WQHqTR4STfGNSYzLHpFxdoPVEwdoaK+n0JSppb0PIWEZIXYywqFpQqRTQUyd2g5uEyDXDOuSgV1vQS0aqjvJ+DjLmA0c/81JEe2vuspSXhKKlznzOaxxx6jXdeuJNerS4mXJ8PGjsHO7kaHWVxczKVLl+jUqRMDBw4kuF8fHC4mknlSQmhsJMBXuO8a0lZjR3M3NZ/8SyCvSGHeSitVRvD1gGZBIj8fkSn+Q8XXQRT53NWLi2YTObJtoVxOU0jJdWTN/iASk4opLDEzolshj3UQCfARSclWKCqFQV0l1u+RGfqWmaqapskXBkv4uAm4OQm4OAq8ssjCkdhaOz37vgHi7Sa8u6eykkdUOo7Ya+jZpw8AjcPC6NSzx01gWCwW7O3tGThwIIGBgURFRfH5zFnsUiy8bGfgh/0y4Y9acDYI9xWQhmoNGRYLjl4KvV8yYzTDW89IeLkK5BbZzMj6PdcdWYkss7u6kuF6AwN0DnTU6tDLImVJYMirojLXjbNxagqVCpIyIKqNSLOGIkVlkJqj0KWliKsjHIyxqcj8ySrqetk041KKwq7jMheuKfcfkLAG4ruznpN4cWc5fa4kk+TnQ3h4+F9eX15ezvfff88LL7zAs4OHUFJdTZhfHcbkFCEKAmO0TkzdXUGPXgp2mvsHSLLFTEqZlQ17ZIboDLRoo/BET4HcIoV63gIN/QVcDAK/nZaRa3CpUhQOGavYVV3JPmMlF80mLpmNlLmqyNeC4iTTtH4Vni4CJgsE+grEJMjkFcGXG618+7NtoB5tRUIDBTbtk/n2Z9vzFJVCUobyu6m8LUBumzoZ3lPi7CUL320oodfU1zkRHEzbtm2vO9KMDHx9fdm8eTP9+/evbQtt07ULEbv34yFJtNLa4VNjsz8weTH5rUy+XSwgPYC8cXtVBY8bBUbNUpj4pMSxOIVHmglYrHDiWw3vLrew7ZB8y70+Kgm+mlaFg30V9loBrUbieJyMJNo0w99bQG8Pq95X8+G/LXy6zkr/TiJdnjff83PfEZc1d5KKAclmLsaU89nwkdQ9dAC9Xs+5c+dQq9XMnTsXJycnftmxg2XLl2NMScFn7Y800NrVdpX/Ll6SiudSvXhnSRYfvHT/T6CtUGTW7Ia3x0oE+AqciJdp2UigdahAYanCxnlqdp2QGTLdTEUViCJ0aSni7SbQoI7Ahr0y7ZsKWGUFd2dbFJVdCE4OYK+FkHoCadkKZxIUOjQT2Xrw/sT0d3YIpgjfvasmwb2CuvmFTB0yFJVKxdSpUwE4tH8/OTk5pK9Zx/r163l7yRK0c94lV6+75ekX4WotjXa78/VPDy7y2npQpqgUXBzh+x0yV9IUOkeItWZmzvMq3p+oYssCNaMeE/Fyg4FdRD5+WUXLxiKdI0QsVqjrLfB4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    <description lang="en">Baden-Württemberg aerial imagery, 20cm</description>
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    <category>photo</category>
    <type>wms</type>
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    <projections>
      <code>EPSG:25832</code>
      <code>EPSG:25833</code>
      <code>EPSG:4258</code>
      <code>EPSG:4326</code>
      <code>EPSG:3857</code>
      <code>EPSG:3035</code>
      <code>EPSG:3034</code>
      <code>EPSG:3044</code>
      <code>EPSG:3045</code>
      <code>EPSG:31466</code>
      <code>EPSG:31467</code>
      <code>EPSG:31468</code>
      <code>EPSG:31469</code>
      <code>EPSG:32632</code>
      <code>EPSG:32633</code>
      <code>EPSG:4647</code>
    </projections>
    <attribution-text mandatory="true">© GeoBasis-DE/LGLN 2025</attribution-text>
    <attribution-url>https://ni-lgln-opengeodata.hub.arcgis.com/pages/impressum</attribution-url>
    <country-code>DE</country-code>
    <permission-ref>https://wiki.openstreetmap.org/wiki/DE:Niedersachsen/Geoportal</permission-ref>
    <privacy-policy-url>https://www.lgln.niedersachsen.de/startseite/wir_uber_uns_amp_organisation/datenschutz/datenschutz-im-lgln-138166.html</privacy-policy-url>
    <description lang="de">Digitale Orthophotos Niedersachsen, 20 cm</description>
    <description lang="en">Niedersachsen aerial imagery, 20 cm</description>
    <valid-georeference>true</valid-georeference>
    <bounds min-lat="51.27056" min-lon="6.5643" max-lat="53.9772" max-lon="11.66525">
      <shape>
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    <type>wms</type>
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    <projections>
      <code>EPSG:25832</code>
      <code>EPSG:25833</code>
      <code>EPSG:4258</code>
      <code>EPSG:4326</code>
      <code>EPSG:3857</code>
      <code>EPSG:3035</code>
      <code>EPSG:3034</code>
      <code>EPSG:3044</code>
      <code>EPSG:3045</code>
      <code>EPSG:31466</code>
      <code>EPSG:31467</code>
      <code>EPSG:31468</code>
      <code>EPSG:31469</code>
      <code>EPSG:32632</code>
      <code>EPSG:32633</code>
      <code>EPSG:4647</code>
    </projections>
    <min-zoom>17</min-zoom>
    <attribution-text mandatory="true">© GeoBasis-DE/LGLN 2025</attribution-text>
    <attribution-url>https://ni-lgln-opengeodata.hub.arcgis.com/pages/impressum</attribution-url>
    <country-code>DE</country-code>
    <permission-ref>https://wiki.openstreetmap.org/wiki/DE:Niedersachsen/Geoportal</permission-ref>
    <privacy-policy-url>https://www.lgln.niedersachsen.de/startseite/wir_uber_uns_amp_organisation/datenschutz/datenschutz-im-lgln-138166.html</privacy-policy-url>
    <description lang="de">ALKIS Niedersachsen</description>
    <description lang="en">ALKIS Niedersachsen</description>
    <valid-georeference>true</valid-georeference>
    <bounds min-lat="51.27056" min-lon="6.5643" max-lat="53.9772" max-lon="11.66525">
      <shape>
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    <category>map</category>
    <type>wms</type>
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    <projections>
      <code>EPSG:25832</code>
      <code>EPSG:25833</code>
      <code>EPSG:4258</code>
      <code>EPSG:4326</code>
      <code>EPSG:3857</code>
      <code>EPSG:3035</code>
      <code>EPSG:3034</code>
      <code>EPSG:3044</code>
      <code>EPSG:3045</code>
      <code>EPSG:31466</code>
      <code>EPSG:31467</code>
      <code>EPSG:31468</code>
      <code>EPSG:31469</code>
      <code>EPSG:32632</code>
      <code>EPSG:32633</code>
      <code>EPSG:4647</code>
    </projections>
    <min-zoom>8</min-zoom>
    <attribution-text mandatory="true">© GeoBasis-DE/LGLN 2025</attribution-text>
    <attribution-url>https://ni-lgln-opengeodata.hub.arcgis.com/pages/impressum</attribution-url>
    <country-code>DE</country-code>
    <permission-ref>https://wiki.openstreetmap.org/wiki/DE:Niedersachsen/Geoportal</permission-ref>
    <privacy-policy-url>https://www.lgln.niedersachsen.de/startseite/wir_uber_uns_amp_organisation/datenschutz/datenschutz-im-lgln-138166.html</privacy-policy-url>
    <description lang="de">DTK25 Niedersachsen</description>
    <description lang="en">DTK25 Niedersachsen</description>
    <valid-georeference>true</valid-georeference>
    <bounds min-lat="51.27056" min-lon="6.5643" max-lat="53.9772" max-lon="11.66525">
      <shape>
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    <projections>
      <code>EPSG:25832</code>
      <code>EPSG:25833</code>
      <code>EPSG:4258</code>
      <code>EPSG:4326</code>
      <code>EPSG:3857</code>
      <code>EPSG:3035</code>
      <code>EPSG:3034</code>
      <code>EPSG:3044</code>
      <code>EPSG:3045</code>
      <code>EPSG:31466</code>
      <code>EPSG:31467</code>
      <code>EPSG:31468</code>
      <code>EPSG:31469</code>
      <code>EPSG:32632</code>
      <code>EPSG:32633</code>
      <code>EPSG:4647</code>
    </projections>
    <min-zoom>16</min-zoom>
    <attribution-text mandatory="true">© GeoBasis-DE/LGLN 2025</attribution-text>
    <attribution-url>https://ni-lgln-opengeodata.hub.arcgis.com/pages/impressum</attribution-url>
    <country-code>DE</country-code>
    <permission-ref>https://wiki.openstreetmap.org/wiki/DE:Niedersachsen/Geoportal</permission-ref>
    <privacy-policy-url>https://www.lgln.niedersachsen.de/startseite/wir_uber_uns_amp_organisation/datenschutz/datenschutz-im-lgln-138166.html</privacy-policy-url>
    <description lang="de">AP2.5 Niedersachsen</description>
    <description lang="en">AP2.5 Niedersachsen</description>
    <valid-georeference>true</valid-georeference>
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