imagico.de: Prokletije Mountains osmim-imagicode-S2A_R136_N41_20150831T093006

photo 2015-08-31 Late summer imagery where usual sources are severely limited by clouds and snow (true color) tms https://imagico.de/map/osmim_tiles.php?layer=S2A_R136_N41_20150831T093006&z={zoom}&x={x}&y={-y}

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Municipality of Tirana (Open Labs GeoPortal) openlabs-geoportal-tirana map

tms https://geoportal.openlabs.cc/mapcache/tms/1.0.0/tirana@GoogleMapsCompatibleExtended/{zoom}/{x}/{-y}.png Streets & Builings provided by the Muncipality of Tirana hosted by Open Labs

2017

Data provided by the Muncipality of Tirana hosted by Open Labs

https://geoportal.openlabs.cc/

https://cloud.openlabs.cc/s/3lzVn1ZzUEMifHq#pdfviewer

Municipality of Tirana - Public Transport (Open Labs GeoPortal) (overlay) openlabs-geoportal-public-transport

other tms https://geoportal.openlabs.cc/mapcache/tms/1.0.0/public-transport@GoogleMapsCompatibleExtended/{zoom}/{x}/{-y}.png Bus stops & lines provided by the Muncipality of Tirana hosted by Open Labs

2017

Data provided by the Muncipality of Tirana hosted by Open Labs

https://geoportal.openlabs.cc/

https://cloud.openlabs.cc/s/3lzVn1ZzUEMifHq#pdfviewer

Image of Base Maps, Topographic Map - Durrës and Tirana wmts AL_ASIG_Harta_Baze_12000

map http://basemap.asig.gov.al/server/rest/services/Basemap_03_2023_V1/MapServer/WMTS?request=GetCapabilities> EPSG:6870

ORTHOPHOTO 2018 8CM Durrës and Tirana wmts AL_ASIG_Ortofoto_2018_8cm

photo https://geoportal.asig.gov.al/service/wmts?request=GetCapabilities EPSG:6870

Ortofoto 2015 (20cm) of Albania wmts AL_ASIG_Ortofoto2015_20cm

photo https://geoportal.asig.gov.al/service/wmts?request=GetCapabilities EPSG:4326

2022 Statistical units, Census Local Government Units (INSTAT) wms Njesite_qeverisjes_vendore_census_INSTAT

map EPSG:3857 Adress System Albania (ASIG) wms AL_DPGJC_ASIG_SistemiAdresave

map EPSG:3857 2019 imagico.de: Antarctic Peninsula osmim-imagicode-S2B_R095_S6X_20200119T131859 photo 2020-01-19;2020-01-19

tms

imagico.de OSM images for mapping

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https://imagico.de/map/osmim_tiles.php

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https://osmlab.github.io/editor-layer-index/sources/misc/osmim-imagicode.png Recent mostly cloud free Sentinel-2 image of the central and southern part of the Antarctic Peninsula including the eastern part of Alexander Island (true color) imagico.de: Belgica Mountains evening osmim-imagicode-LC80691332019346LGN01 photo 2019-12-12;2019-12-12

tms

imagico.de OSM images for mapping

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https://osmlab.github.io/editor-layer-index/sources/misc/osmim-imagicode.png Landsat 8 evening image of the Belgica Mountains showing a different lighting compared to the daytime image (true color) imagico.de: Bunger Hills osmim-imagicode-S2A_R017_S67_20170223T022551 photo 2017-02-23;2017-02-23

tms

imagico.de OSM images for mapping

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https://imagico.de/map/osmim_tiles.php

http://services.imagico.de/privacy.php

tms

imagico.de OSM images for mapping

http://maps.imagico.de/#osmim

https://imagico.de/map/osmim_tiles.php

http://services.imagico.de/privacy.php

https://osmlab.github.io/editor-layer-index/sources/misc/osmim-imagicode.png Recent Sentinel-2 image of Cape Adare and parts of northern Victoria Land (true color) imagico.de: Elephant Island/Clarence Island osmim-imagicode-S2A_R009_S61_20160109 photo 2016-01-09 Fairly clear up-to-date image for updating glacier edges (true color) tms https://imagico.de/map/osmim_tiles.php?layer=S2A_R009_S61_20160109&z={zoom}&x={x}&y={-y}

imagico.de OSM images for mapping

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imagico.de: Enderby Land and Kemp Coast osmim-imagicode-enderby photo tms 2017-01-25;2017-03-27 https://imagico.de/map/osmim_tiles.php?layer=enderby&z={zoom}&x={x}&y={-y}

imagico.de OSM images for mapping

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https://imagico.de/map/osmim_tiles.php

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Sentinel-2 images of Enderby Land and Kemp Coast (true color)

imagico.de: Far southern Transantarctic Mnts. east osmim-imagicode-aster_anti_east photo 2001;2009

tms

imagico.de OSM images for mapping

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https://imagico.de/map/osmim_tiles.php

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https://osmlab.github.io/editor-layer-index/sources/misc/osmim-imagicode.png ASTER imagery from 2001-2009 from the far southern Transantarctic Mountains - eastern hemisphere, positional accuracy in parts is bad (true color with estimated blue) imagico.de: Far southern Transantarctic Mnts. west osmim-imagicode-aster_anti_west photo 2001;2009

tms

imagico.de OSM images for mapping

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https://imagico.de/map/osmim_tiles.php

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https://osmlab.github.io/editor-layer-index/sources/misc/osmim-imagicode.png ASTER imagery from 2001-2009 from the far southern Transantarctic Mountains - western hemisphere, positional accuracy in parts is bad (true color with estimated blue) imagico.de: Lambert Glacier east osmim-imagicode-S2B_R075_S7X_20190113T034629 photo 2019-01-13;2019-01-13

tms

imagico.de OSM images for mapping

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https://osmlab.github.io/editor-layer-index/sources/misc/osmim-imagicode.png Recent Sentinel-2 image of the western part of the Lambert Glacier region and the eastern Prydz Bay coast (true color) imagico.de: Lambert Glacier west osmim-imagicode-S2B_R061_S7X_20200226T041719 photo 2020-02-26;2020-02-26

tms

imagico.de OSM images for mapping

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https://imagico.de/map/osmim_tiles.php

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https://osmlab.github.io/editor-layer-index/sources/misc/osmim-imagicode.png Recent Sentinel-2 image of the western part of the Lambert Glacier region (true color) imagico.de: Larsen C ice shelf after calving osmim-imagicode-larsen_2018 photo 2018-01-06;2018-01-06

tms

imagico.de OSM images for mapping

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https://imagico.de/map/osmim_tiles.php

http://services.imagico.de/privacy.php

tms

imagico.de OSM images for mapping

http://maps.imagico.de/#osmim

https://imagico.de/map/osmim_tiles.php

http://services.imagico.de/privacy.php

tms

imagico.de OSM images for mapping

http://maps.imagico.de/#osmim

https://imagico.de/map/osmim_tiles.php

http://services.imagico.de/privacy.php

tms

imagico.de OSM images for mapping

http://maps.imagico.de/#osmim

https://imagico.de/map/osmim_tiles.php

http://services.imagico.de/privacy.php

https://osmlab.github.io/editor-layer-index/sources/misc/osmim-imagicode.png ASTER imagery from 2001-2009 from the Ohio Range, positional accuracy in parts is bad (true color with estimated blue) imagico.de: Patuxent Range osmim-imagicode-aster_anti3 photo 2001;2009

tms

imagico.de OSM images for mapping

http://maps.imagico.de/#osmim

https://imagico.de/map/osmim_tiles.php

http://services.imagico.de/privacy.php

https://osmlab.github.io/editor-layer-index/sources/misc/osmim-imagicode.png ASTER imagery from 2001-2009 from the Patuxent Range, positional accuracy in parts is bad (true color with estimated blue) imagico.de: Pensacola Mountains osmim-imagicode-LC81511242016033LGN00 photo 2016-02-02 Outside regular Landsat coverage and therefore not in LIMA and Bing/Maxar/Esri/Mapbox (true color) tms https://imagico.de/map/osmim_tiles.php?layer=LC81511242016033LGN00&z={zoom}&x={x}&y={-y}

imagico.de OSM images for mapping

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imagico.de: Southern Transantarctic Mountains osmim-imagicode-LC80281222016035LGN00 photo 2016-02-04 tms Outside regular Landsat coverage and therefore not in LIMA and Bing/Maxar/Esri/Mapbox (true color) https://imagico.de/map/osmim_tiles.php?layer=LC80281222016035LGN00&z={zoom}&x={x}&y={-y}

imagico.de OSM images for mapping

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imagico.de: Sturge Island/Buckle Island March 2019 osmim-imagicode-S2B_R043_S67_20190301T220359 photo 2019-03-01;2019-03-01

tms

imagico.de OSM images for mapping

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http://services.imagico.de/privacy.php

https://osmlab.github.io/editor-layer-index/sources/misc/osmim-imagicode.png Mostly cloud free image, including southern Young Island (true color) imagico.de: USGS 50k Topos McMurdo Dry Valleys osmim-imagicode-usgs_50k_ant map 1980;1989

tms

imagico.de OSM images for mapping

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https://osmlab.github.io/editor-layer-index/sources/misc/osmim-imagicode.png 1:50k topographic maps of the McMurdo Dry Valleys produced by USGS/LINZ imagico.de: USGS 250k Topos Antarctica osmim-imagicode-usgs_250k_ant map 1950;1979

tms

imagico.de OSM images for mapping

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https://osmlab.github.io/editor-layer-index/sources/misc/osmim-imagicode.png USGS Antarctica 1:250k Reconnaissance Series topographic maps imagico.de: USGS 500k Antarctica maps osmim-imagicode-usgs_500k_ant map 1950;1959

tms

imagico.de OSM images for mapping

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https://osmlab.github.io/editor-layer-index/sources/misc/osmim-imagicode.png Various USGS 1:500k maps: Antarctia Reconnaissance preliminary base (East Antarctic coast) and Antarctia sketch map (West Antarctic) (gray) imagico.de: Victoria Land east osmim-imagicode-S2B_R057_S7X_20190210T213409 photo 2019-02-10;2019-02-10

tms

imagico.de OSM images for mapping

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https://osmlab.github.io/editor-layer-index/sources/misc/osmim-imagicode.png Recent Sentinel-2 image of the eastern part of Victoria Land, some clouds at the coast (true color) imagico.de: Victoria Land west osmim-imagicode-S2B_R143_S7X_20200302T215359 photo 2020-03-02;2020-03-02

tms

imagico.de OSM images for mapping

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https://osmlab.github.io/editor-layer-index/sources/misc/osmim-imagicode.png Recent Sentinel-2 image of the western part of Victoria Land, some clouds at the coast (true color) imagico.de: Yamato/Queen Fabiola Mountains osmim-imagicode-S2B_R005_S7X_20200303T061749 photo 2020-03-03;2020-03-03

tms

imagico.de OSM images for mapping

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https://osmlab.github.io/editor-layer-index/sources/misc/osmim-imagicode.png Recent Sentinel-2 image of the Yamato or Queen Fabiola Mountains, Belgica Mountains and Lützow-Holm Bay (true color) imagico.de: Young Island/Buckle Island January 2020 osmim-imagicode-S2B_R129_S67_20200121T222409 photo 2020-01-21;2020-01-21

tms

imagico.de OSM images for mapping

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https://osmlab.github.io/editor-layer-index/sources/misc/osmim-imagicode.png Cloud free summer image with sea ice (true color) imagico.de: Young Island March 2020 osmim-imagicode-S2B_R129_S67_20200301T222409 photo 2020-03-01;2020-03-01

tms

imagico.de OSM images for mapping

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https://osmlab.github.io/editor-layer-index/sources/misc/osmim-imagicode.png Almost cloud and sea ice free view of the island (true color) National Geographic Institute Argenmap (TMS) Instituto Geográfico Nacional Argenmap (TMS) ign-argenmap-tms ign-argenmap ign-topografico-tms map tms

https://datos.gob.ar/acerca/seccion/Marco%20legal

Instituto Geográfico Nacional de la República Argentina

https://www.ign.gob.ar/

https://www.argentina.gob.ar/terminos-y-condiciones

https://www.ign.gob.ar/sites/default/files/favicon.png

National Geographic Institute Argenmap (WMTS) Instituto Geográfico Nacional Argenmap (WMTS) ign-argenmap-wmts ign-topografico-wmts map wmts

https://datos.gob.ar/acerca/seccion/Marco%20legal

CRS:84 EPSG:4326 EPSG:3857

Instituto Geográfico Nacional de la República Argentina

https://www.ign.gob.ar/

https://www.ign.gob.ar/sites/default/files/favicon.png

National Geographic Institute Argenmap gray ign-argenmap-gray map

tms

Instituto Geográfico Nacional de la República Argentina

https://www.ign.gob.ar/

https://datos.gob.ar/acerca/seccion/Marco%20legal

https://www.argentina.gob.ar/terminos-y-condiciones

https://www.ign.gob.ar/sites/default/files/favicon.png Mapa base gris del Instituto Geográfico Nacional de la República Argentina National Geographic Institute (WMS) Instituto Geográfico Nacional (WMS) ign-wms ign-topografico-wms map wms_endpoint Vector data from the National Geographic Institute of Argentina Datos vectoriales del Instituto Geográfico Nacional de la República Argentina

https://datos.gob.ar/acerca/seccion/Marco%20legal

CRS:84 EPSG:4326 EPSG:3857

Instituto Geográfico Nacional de la República Argentina

https://www.ign.gob.ar/

https://www.argentina.gob.ar/terminos-y-condiciones

https://www.ign.gob.ar/sites/default/files/favicon.png

National Geographic Institute Atlas Argentina 500k (TMS) ign-atlas-argentina-500k map

tms

Instituto Geográfico Nacional de la República Argentina

https://www.ign.gob.ar/

https://datos.gob.ar/acerca/seccion/Marco%20legal

https://www.argentina.gob.ar/terminos-y-condiciones

https://www.ign.gob.ar/sites/default/files/favicon.png Atlas Argentina escala 1:500.000 National Geographic Institute Atlas Tucumán 100k (TMS) ign-atlas-tucuman-100k map

tms

Instituto Geográfico Nacional de la República Argentina

https://www.ign.gob.ar/

https://datos.gob.ar/acerca/seccion/Marco%20legal

https://www.argentina.gob.ar/terminos-y-condiciones

https://www.ign.gob.ar/sites/default/files/favicon.png Atlas Tucumán escala 1:100.000 National Geographic Institute Mosaic 100k (TMS) ign-cartas-100k map

tms

Instituto Geográfico Nacional de la República Argentina

https://www.ign.gob.ar/

https://datos.gob.ar/acerca/seccion/Marco%20legal

https://www.argentina.gob.ar/terminos-y-condiciones

https://www.ign.gob.ar/sites/default/files/favicon.png Mosaico de cartas topográficas escala 1:100.000 National Geographic Institute Mosaic 250k (TMS) ign-cartas-250k map

tms

Instituto Geográfico Nacional de la República Argentina

https://www.ign.gob.ar/

https://datos.gob.ar/acerca/seccion/Marco%20legal

https://www.argentina.gob.ar/terminos-y-condiciones

https://www.ign.gob.ar/sites/default/files/favicon.png Mosaico de cartas topográficas escala 1:250.000 National Geographic Institute Mosaic 500k (TMS) ign-cartas-500k map

tms

Instituto Geográfico Nacional de la República Argentina

https://www.ign.gob.ar/

https://datos.gob.ar/acerca/seccion/Marco%20legal

https://www.argentina.gob.ar/terminos-y-condiciones

https://www.ign.gob.ar/sites/default/files/favicon.png Mosaico de cartas topográficas escala 1:500.000 National Geographic Institute Mosaic 50k (TMS) ign-cartas-50k map

tms

Instituto Geográfico Nacional de la República Argentina

https://www.ign.gob.ar/

https://datos.gob.ar/acerca/seccion/Marco%20legal

https://www.argentina.gob.ar/terminos-y-condiciones

https://www.ign.gob.ar/sites/default/files/favicon.png Mosaico de cartas topográficas escala 1:50.000 National Geographic Institute Orthophotos (WMS) ign-orthophotos-wms photo

wms_endpoint

Instituto Geográfico Nacional de la República Argentina

http://www.ign.gob.ar/

https://datos.gob.ar/acerca/seccion/Marco%20legal

https://www.argentina.gob.ar/terminos-y-condiciones

http://www.ign.gob.ar/sites/default/files/favicon.png Ortofotos del Instituto Geográfico Nacional de la República Argentina National Geographic Institute Orthophotos Mosaic ign-orthophotos-mosaic photo

tms

Instituto Geográfico Nacional de la República Argentina

https://www.ign.gob.ar/

https://datos.gob.ar/acerca/seccion/Marco%20legal

https://www.argentina.gob.ar/terminos-y-condiciones

https://www.ign.gob.ar/sites/default/files/favicon.png Mosaico de vuelos fotogramétricos National Geographic Institute UAV Orthophotos (WMS) ign-uav-orthophotos-wms photo

wms_endpoint

Instituto Geográfico Nacional de la República Argentina

http://www.ign.gob.ar/

https://datos.gob.ar/acerca/seccion/Marco%20legal

https://www.argentina.gob.ar/terminos-y-condiciones

http://www.ign.gob.ar/sites/default/files/favicon.png Ortofotos VANT del Instituto Geográfico Nacional de la República Argentina National Geographic Institute UAV photos mosaic ign-uav-mosaic photo

tms

Instituto Geográfico Nacional de la República Argentina

https://www.ign.gob.ar/

https://datos.gob.ar/acerca/seccion/Marco%20legal

https://www.argentina.gob.ar/terminos-y-condiciones

https://www.ign.gob.ar/sites/default/files/favicon.png Mosaico de ortofotos VANT San Juan SDI (WMTS) IDE San Juan (WMTS) ide-san-juan-wmts map wmts

https://datos.gob.ar/acerca/seccion/Marco%20legal

EPSG:4326 EPSG:900913

IDE San Juan

http://www.sanjuan.gob.ar

https://unide.sanjuan.gob.ar/geonetwork/images/logos/9d8318a9-10d9-47c2-9bdb-fd8c1a5ad767.png

Santa Cruz SDI (WMTS) IDE Santa Cruz (WMTS) ide-santa-cruz-wmts map wmts

https://datos.gob.ar/acerca/seccion/Marco%20legal

CRS:84 EPSG:4326 EPSG:3857 EPSG:900913

IDE Santa Cruz

http://www.sitsantacruz.gob.ar/

https://www.santacruz.gob.ar/media/favicon32por32.png

CABA ortofotos 2017 (TMS) gcba-ortofotos-2017 photo

tms

Gobierno de la Ciudad de Buenos Aires

https://data.buenosaires.gob.ar/dataset/tiles-fotografia-aerea

https://wiki.openstreetmap.org/wiki/File:Solicitud-de-permiso-para-usar-datos-de-BA-Data-en-OpenStreetMap.png

https://buenosaires.gob.ar/inicio/privacidad

https://buenosaires.gob.ar/inicio/favicon.ico Fotografía aérea de la ciudad de Buenos Aires tomada en el año 2017 CABA ortofotos 2021 (TMS) gcba-ortofotos-2021 photo

tms

Gobierno de la Ciudad de Buenos Aires

https://data.buenosaires.gob.ar/dataset/tiles-fotografia-aerea

https://wiki.openstreetmap.org/wiki/File:Solicitud-de-permiso-para-usar-datos-de-BA-Data-en-OpenStreetMap.png

https://buenosaires.gob.ar/inicio/privacidad

https://buenosaires.gob.ar/inicio/favicon.ico Fotografía aérea de la ciudad de Buenos Aires tomada en el año 2021 National Parks Administration (WMS) Administración de Parques Nacionales (WMS) apn-wms map wms_endpoint

https://datos.gob.ar/acerca/seccion/Marco%20legal

CRS:84 EPSG:4326 EPSG:3857

Administración de Parques Nacionales

https://mapas.parquesnacionales.gob.ar/

data:image/png;base64,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

geoARBA - Buenos Aires Province Tax Agency (WMS) geoARBA - Agencia de Recaudación de la Provincia de Buenos Aires (WMS) geoarba-wms map wms_endpoint

https://datos.gob.ar/acerca/seccion/Marco%20legal

EPSG:4326 EPSG:3410 EPSG:5347 EPSG:22181 EPSG:22182 EPSG:22183 EPSG:22184 EPSG:22185 EPSG:22186 EPSG:22187 EPSG:22194 EPSG:22195 EPSG:22196 EPSG:3857 EPSG:900913 CRS:84

geoARBA

https://www.arba.gov.ar/geoarba/inicio.asp

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National Glacier Inventory (WMTS) Inventario Nacional de Glaciares (WMTS) glaciares map wmts

https://datos.gob.ar/acerca/seccion/Marco%20legal

EPSG:4326 EPSG:900913

Inventario Nacional de Glaciares

http://www.glaciaresargentinos.gob.ar/

http://www.glaciaresargentinos.gob.ar/wp-content/uploads/2014/08/logo_pesta%C3%B1a.gif

Educational map (WMS) Mapa Educativo (WMS) Mapa-Educativo-wms map wms_endpoint

https://datos.gob.ar/acerca/seccion/Marco%20legal

CRS:84 EPSG:4326 EPSG:3857

Mapa Educativo Nacional

http://mapa.educacion.gob.ar/

https://www.argentina.gob.ar/terminos-y-condiciones

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Ministry of Agroindustry (WMS) Ministerio de Agroindustria (WMS) Agroindustria-wms other wms_endpoint

https://datos.gob.ar/acerca/seccion/Marco%20legal

CRS:84 EPSG:4326 EPSG:3857

Ministerio de Agricultura, Ganadería y Pesca

https://www.argentina.gob.ar/agricultura

https://www.argentina.gob.ar/terminos-y-condiciones

Ministry of Energy and Mining (WMS) Ministerio de Energía y Minería (WMS) Ministerio-de-Energia-y-Mineria-wms other wms_endpoint

https://datos.gob.ar/acerca/seccion/Marco%20legal

CRS:84 EPSG:4326 EPSG:3857

Secretaría de Energía

https://www.argentina.gob.ar/economia/energia/informacion-geografica-energia

https://www.argentina.gob.ar/terminos-y-condiciones

imagico.de: Bahía Blanca (low tide) imagico.de OSM imágenes para mapear: Bahía Blanca (marea baja) osmim-imagicode-S2A_R067_S40_20170127T140051 photo 2017-01-27;2017-01-27

tms

imagico.de OSM images for mapping

http://maps.imagico.de/#osmim

https://imagico.de/map/osmim_tiles.php

http://services.imagico.de/privacy.php

tms

imagico.de OSM images for mapping

http://maps.imagico.de/#osmim

https://imagico.de/map/osmim_tiles.php

http://services.imagico.de/privacy.php

tms https://agri.openstreetmap.org/{zoom}/{x}/{y}.png

AGRI, Geoscience Australia

https://data.gov.au/dataset/agri-the-australian-geographic-reference-image

2006;2011

https://wiki.openstreetmap.org/wiki/Attribution/Geoscience_Australia

Launceston OrthoPhoto 2008 CityOfLaunceston_2008 historicphoto 2008-12;2008-12

tms https://mapping.launceston.tas.gov.au/arcgis/rest/services/Public/OrthoPhoto_Dec2008/MapServer/tile/{zoom}/{y}/{x}

https://josm.openstreetmap.de/attachment/wiki/Maps/Australia/Launceston_OrthoPhoto.pdf

https://www.launceston.tas.gov.au/files/assets/public/templateimages/favicons/favicon-196x196.png Launceston OrthoPhoto 2011 CityOfLaunceston_2011 historicphoto 2011-12;2011-12

tms https://mapping.launceston.tas.gov.au/arcgis/rest/services/Public/OrthoPhoto_Dec2011_10cm/MapServer/tile/{zoom}/{y}/{x}

https://josm.openstreetmap.de/attachment/wiki/Maps/Australia/Launceston_OrthoPhoto.pdf

https://www.launceston.tas.gov.au/files/assets/public/templateimages/favicons/favicon-196x196.png Launceston OrthoPhoto 2013 CityOfLaunceston_2013 photo 2013-02-15;2013-02-15

tms https://mapping.launceston.tas.gov.au/arcgis/rest/services/Public/OrthoPhoto_Feb2013_10cm/MapServer/tile/{zoom}/{y}/{x}

https://josm.openstreetmap.de/attachment/wiki/Maps/Australia/Launceston_OrthoPhoto.pdf

https://www.launceston.tas.gov.au/files/assets/public/templateimages/favicons/favicon-196x196.png LIST Topographic LIST_Topographic tms https://services.thelist.tas.gov.au/arcgis/rest/services/Basemaps/Topographic/MapServer/tile/{zoom}/{y}/{x} map

the LIST © State of Tasmania

http://www.thelist.tas.gov.au

https://listdata.thelist.tas.gov.au/images/header-list-logo.png

https://wiki.openstreetmap.org/wiki/File:Land_Tasmania_Signed_Waivers.pdf

DCS NSW Base Map LPI_NSW_Base_Map map tms

https://maps.six.nsw.gov.au/arcgis/rest/services/public/NSW_Base_Map/MapServer/tile/{zoom}/{y}/{x}

https://www.spatial.nsw.gov.au/products_and_services/web_services/access_web_services

https://wiki.openstreetmap.org/wiki/File:SpatialServices_NSW_OSM_Waiver_completed.pdf

https://www.spatial.nsw.gov.au/products_and_services/web_services/terms_and_conditions

https://www.spatial.nsw.gov.au/privacy

https://portal.spatial.nsw.gov.au/portal//sharing/rest/content/items/10ee1f6276e746efa7f3e364ed51d67f/resources/NSWGov_Logo_RGB_Primary_FullColour_sml3-01.png

DCS NSW Topographic Map LPI_NSW_Topographic_Map map tms

https://maps.six.nsw.gov.au/arcgis/rest/services/public/NSW_Topo_Map/MapServer/tile/{zoom}/{y}/{x}

https://www.spatial.nsw.gov.au/products_and_services/web_services/access_web_services

https://wiki.openstreetmap.org/wiki/File:SpatialServices_NSW_OSM_Waiver_completed.pdf

https://www.spatial.nsw.gov.au/products_and_services/web_services/terms_and_conditions

https://www.spatial.nsw.gov.au/privacy

https://portal.spatial.nsw.gov.au/portal//sharing/rest/content/items/10ee1f6276e746efa7f3e364ed51d67f/resources/NSWGov_Logo_RGB_Primary_FullColour_sml3-01.png

DCS NSW Imagery LPI_NSW_Imagery photo tms

https://maps.six.nsw.gov.au/arcgis/rest/services/public/NSW_Imagery/MapServer/tile/{zoom}/{y}/{x}

https://www.spatial.nsw.gov.au/products_and_services/web_services/access_web_services

https://wiki.openstreetmap.org/wiki/File:SpatialServices_NSW_OSM_Waiver_completed.pdf

https://www.spatial.nsw.gov.au/products_and_services/web_services/terms_and_conditions

https://www.spatial.nsw.gov.au/privacy

https://portal.spatial.nsw.gov.au/portal//sharing/rest/content/items/10ee1f6276e746efa7f3e364ed51d67f/resources/NSWGov_Logo_RGB_Primary_FullColour_sml3-01.png

DCS NSW Imagery Dates NSW_LPI_Imagery_Dates wms https://maps.six.nsw.gov.au/arcgis/rest/services/public/NSW_Imagery_Dates/MapServer/export?f=image&format=png&transparent=true&imageSR={proj}&bboxSR={proj}&bbox={bbox}&size={width},{height}&layers=show:0 other EPSG:3857

https://www.spatial.nsw.gov.au/products_and_services/web_services/access_web_services

https://portal.spatial.nsw.gov.au/portal//sharing/rest/content/items/10ee1f6276e746efa7f3e364ed51d67f/resources/NSWGov_Logo_RGB_Primary_FullColour_sml3-01.png

https://wiki.openstreetmap.org/wiki/File:SpatialServices_NSW_OSM_Waiver_completed.pdf

DCS NSW Administrative Boundaries Suburb LPI_NSW_Administrative_Boundaries_Suburb other wms

EPSG:3857

https://www.spatial.nsw.gov.au/products_and_services/web_services/access_web_services

https://wiki.openstreetmap.org/wiki/File:SpatialServices_NSW_OSM_Waiver_completed.pdf

https://www.spatial.nsw.gov.au/products_and_services/web_services/terms_and_conditions

https://www.spatial.nsw.gov.au/privacy

EPSG:3857

https://www.spatial.nsw.gov.au/products_and_services/web_services/access_web_services

https://wiki.openstreetmap.org/wiki/File:SpatialServices_NSW_OSM_Waiver_completed.pdf

https://www.spatial.nsw.gov.au/products_and_services/web_services/terms_and_conditions

https://www.spatial.nsw.gov.au/privacy

EPSG:3857

https://www.spatial.nsw.gov.au/products_and_services/web_services/access_web_services

https://wiki.openstreetmap.org/wiki/File:SpatialServices_NSW_OSM_Waiver_completed.pdf

https://www.spatial.nsw.gov.au/products_and_services/web_services/terms_and_conditions

https://www.spatial.nsw.gov.au/privacy

EPSG:3857

https://www.spatial.nsw.gov.au/products_and_services/web_services/access_web_services

https://wiki.openstreetmap.org/wiki/File:SpatialServices_NSW_OSM_Waiver_completed.pdf

https://www.spatial.nsw.gov.au/products_and_services/web_services/terms_and_conditions

https://www.spatial.nsw.gov.au/privacy

EPSG:3857

https://www.spatial.nsw.gov.au/products_and_services/web_services/access_web_services

https://wiki.openstreetmap.org/wiki/File:SpatialServices_NSW_OSM_Waiver_completed.pdf

https://www.spatial.nsw.gov.au/products_and_services/web_services/terms_and_conditions

https://www.spatial.nsw.gov.au/privacy

EPSG:3857

https://www.spatial.nsw.gov.au/products_and_services/web_services/access_web_services

https://wiki.openstreetmap.org/wiki/File:SpatialServices_NSW_OSM_Waiver_completed.pdf

https://www.spatial.nsw.gov.au/products_and_services/web_services/terms_and_conditions

https://www.spatial.nsw.gov.au/privacy

https://portal.spatial.nsw.gov.au/portal//sharing/rest/content/items/10ee1f6276e746efa7f3e364ed51d67f/resources/NSWGov_Logo_RGB_Primary_FullColour_sml3-01.png DCS NSW Geocoded Addressing LPI_NSW_GeocodedAddressing wms https://portal.spatial.nsw.gov.au/server/rest/services/NSW_Geocoded_Addressing_Theme/MapServer/export?layers=&imageSR={proj}&bboxSR={proj}&bbox={bbox}&format=png32&size={width},{height}&transparent=true&f=image&dynamicLayers=%5B%7B%22id%22%3A1%2C%22source%22%3A%7B%22type%22%3A%22mapLayer%22%2C%22mapLayerId%22%3A1%7D%2C%22drawingInfo%22%3A%7B%22renderer%22%3A%7B%22type%22%3A%22simple%22%2C%22symbol%22%3A%7B%22type%22%3A%22esriSMS%22%2C%22style%22%3A%22esriSMSCircle%22%2C%22color%22%3A%5B50%2C147%2C77%2C255%5D%2C%22size%22%3A4%2C%22outline%22%3A%7B%22color%22%3A%5B0%2C0%2C0%2C255%5D%2C%22width%22%3A1.5%2C%22type%22%3A%22esriSLS%22%2C%22style%22%3A%22esriSLSSolid%22%2C%22marker%22%3Anull%7D%7D%7D%2C%22showLabels%22%3Atrue%2C%22labelingInfo%22%3A%5B%7B%22labelExpression%22%3A%22%5Bhousenumber%5D%22%2C%22useCodedValues%22%3Afalse%2C%22maxScale%22%3A0%2C%22minScale%22%3A0%2C%22where%22%3Anull%2C%22labelPlacement%22%3A%22esriServerPointLabelPlacementAboveCenter%22%2C%22symbol%22%3A%7B%22type%22%3A%22esriTS%22%2C%22horizontalAlignment%22%3A%22left%22%2C%22color%22%3A%5B255%2C255%2C255%2C255%5D%2C%22haloColor%22%3A%5B0%2C0%2C0%2C255%5D%2C%22haloSize%22%3A1%2C%22font%22%3A%7B%22size%22%3A12%2C%22style%22%3A%22normal%22%2C%22variant%22%3A%22normal%22%2C%22decoration%22%3A%22normal%22%2C%22weight%22%3A%22bold%22%2C%22family%22%3A%22Arial%22%7D%7D%7D%5D%7D%7D%2C%7B%22id%22%3A2%2C%22source%22%3A%7B%22type%22%3A%22mapLayer%22%2C%22mapLayerId%22%3A2%7D%2C%22drawingInfo%22%3A%7B%22renderer%22%3A%7B%22type%22%3A%22simple%22%2C%22symbol%22%3A%7B%22type%22%3A%22esriSLS%22%2C%22style%22%3A%22esriSLSSolid%22%2C%22color%22%3A%5B48%2C142%2C108%2C255%5D%2C%22width%22%3A1%7D%7D%7D%7D%5D other EPSG:3857 EPSG:4326

https://www.spatial.nsw.gov.au/products_and_services/web_services/access_web_services

https://portal.spatial.nsw.gov.au/portal//sharing/rest/content/items/10ee1f6276e746efa7f3e364ed51d67f/resources/NSWGov_Logo_RGB_Primary_FullColour_sml3-01.png

https://wiki.openstreetmap.org/wiki/File:SpatialServices_NSW_OSM_Waiver_completed.pdf

DCS NSW Land Parcel Lot LPI_NSW_LandParcelLot wms https://portal.spatial.nsw.gov.au/server/rest/services/NSW_Land_Parcel_Property_Theme/MapServer/export?layers=show%3A8&imageSR={wkid}&bboxSR={wkid}&bbox={bbox}&format=png32&size={width},{height}&transparent=true&f=image&dynamicLayers=%5B%0D%0A%7B%0D%0A%22id%22%3A8%2C%0D%0A%22source%22%3A%7B%0D%0A%22type%22%3A%22mapLayer%22%2C%0D%0A%22mapLayerId%22%3A8%0D%0A%7D%2C%0D%0A%22drawingInfo%22%3A%7B%0D%0A%22renderer%22%3A%7B%0D%0A%22type%22%3A%22simple%22%2C%0D%0A%22symbol%22%3A%7B%0D%0A%22type%22%3A%22esriSFS%22%2C%0D%0A%22style%22%3A%22esriSFSSolid%22%2C%0D%0A%22color%22%3A%5B0%2C0%2C0%2C0%5D%2C%0D%0A%22outline%22%3A%7B%0D%0A%22type%22%3A%22esriSLS%22%2C%0D%0A%22style%22%3A%22esriSLSolid%22%2C%0D%0A%22color%22%3A%5B255%2C255%2C255%2C255%5D%2C%0D%0A%22width%22%3A1%0D%0A%7D%0D%0A%7D%0D%0A%7D%0D%0A%7D%0D%0A%7D%5D other EPSG:3857 EPSG:4326

https://www.spatial.nsw.gov.au/products_and_services/web_services/access_web_services

https://portal.spatial.nsw.gov.au/portal//sharing/rest/content/items/10ee1f6276e746efa7f3e364ed51d67f/resources/NSWGov_Logo_RGB_Primary_FullColour_sml3-01.png

https://wiki.openstreetmap.org/wiki/File:SpatialServices_NSW_OSM_Waiver_completed.pdf

DCS NSW StrataHub Strata Plan LPI_NSW_StrataHub_StrataPlan wms https://portal.spatial.nsw.gov.au/server/rest/services/StrataHub/MapServer/export?layers=show%3A0&imageSR={wkid}&bbox={bbox}&bboxSR={wkid}&format=png32&size={width},{height}&transparent=true&f=image&dynamicLayers=%5B%0D%0A%7B%0D%0A%22id%22%3A0%2C%0D%0A%22source%22%3A%7B%0D%0A%22type%22%3A%22mapLayer%22%2C%0D%0A%22mapLayerId%22%3A0%0D%0A%7D%2C%0D%0A%22drawingInfo%22%3A%7B%0D%0A%22renderer%22%3A%7B%0D%0A%22type%22%3A%22simple%22%2C%0D%0A%22symbol%22%3A%7B%0D%0A%22type%22%3A%22esriSFS%22%2C%0D%0A%22style%22%3A%22esriSFSSolid%22%2C%0D%0A%22color%22%3A%5B201%2C242%2C252%2C128%5D%2C%0D%0A%22outline%22%3A%7B%0D%0A%22type%22%3A%22esriSLS%22%2C%0D%0A%22style%22%3A%22esriSLSolid%22%2C%0D%0A%22color%22%3A%5B110%2C110%2C110%2C255%5D%2C%0D%0A%22width%22%3A1%0D%0A%7D%0D%0A%7D%0D%0A%7D%0D%0A%7D%0D%0A%7D%0D%0A%5D%0D%0A other EPSG:3857 EPSG:4326

https://www.spatial.nsw.gov.au/products_and_services/web_services/access_web_services

https://portal.spatial.nsw.gov.au/portal//sharing/rest/content/items/10ee1f6276e746efa7f3e364ed51d67f/resources/NSWGov_Logo_RGB_Primary_FullColour_sml3-01.png

https://wiki.openstreetmap.org/wiki/File:SpatialServices_NSW_OSM_Waiver_completed.pdf

NSW Land Zoning NSW_DPHI_LandZoning wms https://mapprod3.environment.nsw.gov.au/arcgis/rest/services/Planning/EPI_Primary_Planning_Layers/MapServer/export?layers=show:2&bbox={bbox}&f=image&bboxSR={wkid}&imageSR={wkid}&size={width}%2C{height}&format=png32 other EPSG:3857 EPSG:4326

https://www.planningportal.nsw.gov.au/opendata/dataset/environment-planning-instrument-local-environmental-plan-land-zoning

https://www.planningportal.nsw.gov.au/sites/default/files/NSWGov_Logo_RGB_Primary_FullColour_6.png

https://wiki.openstreetmap.org/wiki/File:PlanningPortal_NSW_DPIE_OSM_EmailWaiverComplete.pdf

DCS NSW Floods 2021 DCS_NSW_Floods2021 photo 2021-03-24;2021-04-10

wms

EPSG:3857

https://www.spatial.nsw.gov.au/

https://wiki.openstreetmap.org/wiki/File:DCS_NSW_Floods_CIR_2021_Data_license.pdf

https://www.spatial.nsw.gov.au/privacy

tms https://act-imagery.openstreetmap.org/layer/act_aerial_imagery_202311/{zoom}/{x}/{y}.jpeg

EPSG:3857

Aerial Imagery from ACTMapi CCBY Australian Capital Territory and MetroMap

https://www.actmapi.act.gov.au/access-imagery-and-elevation

https://wiki.openstreetmap.org/wiki/File:ACT%20Government%2020180314%20Permission%20to%20Incorporate%20CCBY%20data%20into%20OSM.PDF

true

https://www.actmapi.act.gov.au/__data/assets/file/0009/1174446/favicon.ico

7776000

ACTmapi Imagery 2024-02 ACT202402 2024-02 historicphoto

tms https://act-imagery.openstreetmap.org/layer/act_aerial_imagery_202402/{zoom}/{x}/{y}.jpeg

EPSG:3857

Aerial Imagery from ACTMapi CCBY Australian Capital Territory and MetroMap

https://www.actmapi.act.gov.au/access-imagery-and-elevation

https://wiki.openstreetmap.org/wiki/File:ACT%20Government%2020180314%20Permission%20to%20Incorporate%20CCBY%20data%20into%20OSM.PDF

true

https://www.actmapi.act.gov.au/__data/assets/file/0009/1174446/favicon.ico

7776000

ACTmapi Imagery 2024-09 ACT202409 2024-09 historicphoto

tms https://act-imagery.openstreetmap.org/layer/act_aerial_imagery_202409/{zoom}/{x}/{y}.jpeg

EPSG:3857

Aerial Imagery from ACTMapi CCBY Australian Capital Territory and Aerometrex

https://www.actmapi.act.gov.au/access-imagery-and-elevation

https://wiki.openstreetmap.org/wiki/File:ACT%20Government%2020180314%20Permission%20to%20Incorporate%20CCBY%20data%20into%20OSM.PDF

true

https://www.actmapi.act.gov.au/__data/assets/file/0009/1174446/favicon.ico

7776000

ACTmapi Imagery 2024-11 ACT202411 2024-11 historicphoto

tms https://act-imagery.openstreetmap.org/layer/act_aerial_imagery_202411/{zoom}/{x}/{y}.jpeg

EPSG:3857

Aerial Imagery from ACTMapi CCBY Australian Capital Territory and Aerometrex

https://www.actmapi.act.gov.au/access-imagery-and-elevation

https://wiki.openstreetmap.org/wiki/File:ACT%20Government%2020180314%20Permission%20to%20Incorporate%20CCBY%20data%20into%20OSM.PDF

true

https://www.actmapi.act.gov.au/__data/assets/file/0009/1174446/favicon.ico

7776000

ACTmapi Imagery 2025-03 ACT202503 2025-03 historicphoto

tms https://act-imagery.openstreetmap.org/layer/act_aerial_imagery_202503/{zoom}/{x}/{y}.jpeg

EPSG:3857

Aerial Imagery from ACTMapi CCBY Australian Capital Territory and Aerometrex

https://www.actmapi.act.gov.au/access-imagery-and-elevation

https://wiki.openstreetmap.org/wiki/File:ACT%20Government%2020180314%20Permission%20to%20Incorporate%20CCBY%20data%20into%20OSM.PDF

true

https://www.actmapi.act.gov.au/__data/assets/file/0009/1174446/favicon.ico

7776000

ACTmapi Imagery 2025-05 ACT202505 2025-05 photo

tms

EPSG:3857 https://act-imagery.openstreetmap.org/layer/act_aerial_imagery_202505/{zoom}/{x}/{y}.jpeg

Aerial Imagery from ACTMapi CCBY Australian Capital Territory and Aerometrex

https://www.actmapi.act.gov.au/access-imagery-and-elevation

https://wiki.openstreetmap.org/wiki/File:ACT%20Government%2020180314%20Permission%20to%20Incorporate%20CCBY%20data%20into%20OSM.PDF

true

https://www.actmapi.act.gov.au/__data/assets/file/0009/1174446/favicon.ico

7776000

ACTmapi Imagery 2025-12 ACT202512 2025-12 photo

tms

EPSG:3857 https://act-imagery.openstreetmap.org/layer/act_aerial_imagery_202512/{zoom}/{x}/{y}.jpeg

Aerial Imagery from ACTMapi CCBY Australian Capital Territory and Aerometrex

https://www.actmapi.act.gov.au/access-imagery-and-elevation

https://wiki.openstreetmap.org/wiki/File:ACT%20Government%2020180314%20Permission%20to%20Incorporate%20CCBY%20data%20into%20OSM.PDF

true

https://www.actmapi.act.gov.au/__data/assets/file/0009/1174446/favicon.ico

7776000

ACTmapi Current Imagery ACT_CURRENT 2026-03 photo

tms

EPSG:3857 https://act-imagery.openstreetmap.org/layer/act_aerial_imagery_latest/{zoom}/{x}/{y}.jpeg

Aerial Imagery from ACTMapi CCBY Australian Capital Territory and Aerometrex

https://www.actmapi.act.gov.au/access-imagery-and-elevation

https://wiki.openstreetmap.org/wiki/File:ACT%20Government%2020180314%20Permission%20to%20Incorporate%20CCBY%20data%20into%20OSM.PDF

true

https://www.actmapi.act.gov.au/__data/assets/file/0009/1174446/favicon.ico

7776000

City of Melbourne May 2018 City_of_Melbourne_May_2018 historicphoto 2018-05;2018-05

tms https://au-vic-melbourne-imagery.openstreetmap.org/layer/melbourne-2018/{zoom}/{x}/{y}.webp

City of Melbourne

https://data.melbourne.vic.gov.au/explore/dataset/2018-aerial-imagery-true-ortho/information/

https://wiki.openstreetmap.org/wiki/File:City_of_Melbourne_OSMF_CCBY_waiver.pdf

https://osmfoundation.org/wiki/Privacy_Policy

https://www.melbourne.vic.gov.au/themes/custom/com/images/logo.svg City of Melbourne Feb 2019 City_of_Melbourne_Feb_2019 historicphoto 2019-02-02;2019-02-03

tms https://au-vic-melbourne-imagery.openstreetmap.org/layer/melbourne-2019/{zoom}/{x}/{y}.webp

City of Melbourne

https://data.melbourne.vic.gov.au/explore/dataset/2019-aerial-imagery/information/

https://wiki.openstreetmap.org/wiki/File:City_of_Melbourne_OSMF_CCBY_waiver.pdf

https://osmfoundation.org/wiki/Privacy_Policy

https://www.melbourne.vic.gov.au/themes/custom/com/images/logo.svg City of Melbourne May 2020 City_of_Melbourne_May_2020 photo 2020-05

tms https://au-vic-melbourne-imagery.openstreetmap.org/layer/melbourne-2020/{zoom}/{x}/{y}.webp

City of Melbourne

https://data.melbourne.vic.gov.au/explore/dataset/2020-aerial-imagery-true-ortho/information/

https://wiki.openstreetmap.org/wiki/File:City_of_Melbourne_OSMF_CCBY_waiver.pdf

https://osmfoundation.org/wiki/Privacy_Policy

https://www.melbourne.vic.gov.au/themes/custom/com/images/logo.svg Main Roads WA Road Hierarchy MainRoadsWA_Road_Hierarchy other

wms

EPSG:3857 EPSG:4326

Main Roads Western Australia

https://catalogue.data.wa.gov.au/dataset/mrwa-road-hierarchy

https://wiki.openstreetmap.org/wiki/Contributors#Main_Roads_.28state_government_agency.29

imagico.de: Northwest Heard Island osmim-imagicode-EO1A1350972013086110KF historicphoto 2013-03-13 Glaciers of Northwest Heard Island (mapped meanwhile) (false color IR) tms https://imagico.de/map/osmim_tiles.php?layer=EO1A1350972013086110KF&z={zoom}&x={x}&y={-y}

imagico.de OSM images for mapping

http://maps.imagico.de/#osmim

https://imagico.de/map/osmim_tiles.php

http://services.imagico.de/privacy.php

imagico.de: Heard Island coast osmim-imagicode-S2A_R047_S54_20160411T044330 photo 2016-04-12 Recent image of Heard island with interior mostly cloud covered but mostly well visible coast (true color) tms https://imagico.de/map/osmim_tiles.php?layer=S2A_R047_S54_20160411T044330&z={zoom}&x={x}&y={-y}

imagico.de OSM images for mapping

http://maps.imagico.de/#osmim

https://imagico.de/map/osmim_tiles.php

http://services.imagico.de/privacy.php

Vicmap Address - Address Point Vicmap-address_no wms https://opendata.maps.vic.gov.au/geoserver/wms?service=wms&version=1.3.0&request=getmap&format=image%2Fpng&transparent=true&width={width}&height={height}&crs={proj}&bbox={bbox}&layers=open-data-platform:address&sld_body=%3C%3Fxml%20version%3D%221.0%22%3F%3E%3Csld%3AStyledLayerDescriptor%20xmlns%3Axsi%3D%22http%3A%2F%2Fwww.w3.org%2F2001%2FXMLSchema-instance%22%20xmlns%3Agml%3D%22http%3A%2F%2Fwww.opengis.net%2Fgml%2F3.2%22%20xmlns%3Aogc%3D%22http%3A%2F%2Fwww.opengis.net%2Fogc%22%20xmlns%3Asld%3D%22http%3A%2F%2Fwww.opengis.net%2Fsld%22%20xsi%3AschemaLocation%3D%22http%3A%2F%2Fwww.opengis.net%2Fsld%20StyledLayerDescriptor.xsd%22%20version%3D%221.0.0%22%3E%3Csld%3ANamedLayer%3E%3Csld%3AName%3Eopen-data-platform%3Aaddress%3C%2Fsld%3AName%3E%3Csld%3AUserStyle%3E%3Csld%3AFeatureTypeStyle%3E%3Csld%3ARule%3E%3CTextSymbolizer%3E%3CLabel%3E%3Cogc%3APropertyName%3Enum_address%3C%2Fogc%3APropertyName%3E%3C%2FLabel%3E%3CFont%3E%3CCssParameter%20name%3D%22font-family%22%3EArial%3C%2FCssParameter%3E%3CCssParameter%20name%3D%22font-size%22%3E12%3C%2FCssParameter%3E%3CCssParameter%20name%3D%22font-style%22%3Enormal%3C%2FCssParameter%3E%3CCssParameter%20name%3D%22font-weight%22%3Ebold%3C%2FCssParameter%3E%3C%2FFont%3E%3CLabelPlacement%3E%3CPointPlacement%3E%3CAnchorPoint%3E%3CAnchorPointX%3E0.5%3C%2FAnchorPointX%3E%3CAnchorPointY%3E0.5%3C%2FAnchorPointY%3E%3C%2FAnchorPoint%3E%3C%2FPointPlacement%3E%3C%2FLabelPlacement%3E%3CFill%3E%3CCssParameter%20name%3D%22fill%22%3E%23FFFFFF%3C%2FCssParameter%3E%3C%2FFill%3E%3CHalo%3E%3CFill%3E%3CCssParameter%20name%3D%22fill%22%3E%23000000%3C%2FCssParameter%3E%3C%2FFill%3E%3C%2FHalo%3E%3C%2FTextSymbolizer%3E%3C%2Fsld%3ARule%3E%3C%2Fsld%3AFeatureTypeStyle%3E%3C%2Fsld%3AUserStyle%3E%3C%2Fsld%3ANamedLayer%3E%3C%2Fsld%3AStyledLayerDescriptor%3E other EPSG:3857 EPSG:4326 CRS:84

The State of Victoria Department of Energy, Environment and Climate Action 2023

https://discover.data.vic.gov.au/dataset/vicmap-address-address-point

https://discover.data.vic.gov.au/favicon.ico

https://wiki.openstreetmap.org/wiki/File:Vicmap_CCBYPermission_OSM_Final_Jan2018_Ltr.pdf

Vicmap Elevation - Contour Line Vicmap-el_contour wms https://opendata.maps.vic.gov.au/geoserver/wms?service=wms&version=1.3.0&request=getmap&format=image%2Fpng&transparent=true&width={width}&height={height}&crs={proj}&bbox={bbox}&layers=open-data-platform:el_contour&styles=open-data-platform:el_contour other EPSG:3857 EPSG:4326 CRS:84

The State of Victoria Department of Energy, Environment and Climate Action 2023

https://discover.data.vic.gov.au/dataset/vicmap-elevation-contour-line-10-and-20-metres

https://discover.data.vic.gov.au/favicon.ico

https://wiki.openstreetmap.org/wiki/File:Vicmap_CCBYPermission_OSM_Final_Jan2018_Ltr.pdf

Vicmap Hydro - Watercourse Line Vicmap-hy_watercourse wms https://opendata.maps.vic.gov.au/geoserver/wms?service=wms&version=1.3.0&request=getmap&format=image%2Fpng&transparent=true&width={width}&height={height}&crs={proj}&bbox={bbox}&layers=open-data-platform:hy_watercourse&styles=line other CRS:84 EPSG:3111 EPSG:3857 EPSG:4283 EPSG:4326 EPSG:7844 EPSG:7854 EPSG:7855 EPSG:7856 EPSG:7899 EPSG:28354 EPSG:28355 EPSG:28356

The State of Victoria Department of Energy, Environment and Climate Action 2023

https://discover.data.vic.gov.au/dataset/vicmap-hydro-watercourse-line

https://discover.data.vic.gov.au/favicon.ico

https://wiki.openstreetmap.org/wiki/File:Vicmap_CCBYPermission_OSM_Final_Jan2018_Ltr.pdf

Vicmap Property - Property Polygon Vicmap-property_view wms https://opendata.maps.vic.gov.au/geoserver/wms?service=wms&version=1.3.0&request=getmap&format=image%2Fpng&transparent=true&width={width}&height={height}&crs={proj}&bbox={bbox}&layers=open-data-platform:property_view&sld_body=%3C%3Fxml%20version%3D%221.0%22%3F%3E%3Csld%3AStyledLayerDescriptor%20xmlns%3Axsi%3D%22http%3A%2F%2Fwww.w3.org%2F2001%2FXMLSchema-instance%22%20xmlns%3Agml%3D%22http%3A%2F%2Fwww.opengis.net%2Fgml%2F3.2%22%20xmlns%3Aogc%3D%22http%3A%2F%2Fwww.opengis.net%2Fogc%22%20xmlns%3Asld%3D%22http%3A%2F%2Fwww.opengis.net%2Fsld%22%20xsi%3AschemaLocation%3D%22http%3A%2F%2Fwww.opengis.net%2Fsld%20StyledLayerDescriptor.xsd%22%20version%3D%221.0.0%22%3E%3Csld%3ANamedLayer%3E%3Csld%3AName%3Eopen-data-platform%3Aproperty_view%3C%2Fsld%3AName%3E%3Csld%3AUserStyle%3E%3Csld%3AFeatureTypeStyle%3E%3Csld%3ARule%3E%3Csld%3AFilter%3E%3CPropertyIsEqualTo%3E%3CPropertyName%3Estatus%3C%2FPropertyName%3E%3CLiteral%3EA%3C%2FLiteral%3E%3C%2FPropertyIsEqualTo%3E%3C%2Fsld%3AFilter%3E%3Csld%3APolygonSymbolizer%3E%3CStroke%3E%3CCssParameter%20name%3D%22stroke%22%3E%23FFFFFF%3C%2FCssParameter%3E%3CCssParameter%20name%3D%22stroke-width%22%3E1%3C%2FCssParameter%3E%3C%2FStroke%3E%3C%2Fsld%3APolygonSymbolizer%3E%3C%2Fsld%3ARule%3E%3Csld%3ARule%3E%3Csld%3AFilter%3E%3CPropertyIsEqualTo%3E%3CPropertyName%3Estatus%3C%2FPropertyName%3E%3CLiteral%3EP%3C%2FLiteral%3E%3C%2FPropertyIsEqualTo%3E%3C%2Fsld%3AFilter%3E%3Csld%3APolygonSymbolizer%3E%3CStroke%3E%3CCssParameter%20name%3D%22stroke%22%3E%23FFFF00%3C%2FCssParameter%3E%3CCssParameter%20name%3D%22stroke-width%22%3E1%3C%2FCssParameter%3E%3C%2FStroke%3E%3C%2Fsld%3APolygonSymbolizer%3E%3C%2Fsld%3ARule%3E%3C%2Fsld%3AFeatureTypeStyle%3E%3C%2Fsld%3AUserStyle%3E%3C%2Fsld%3ANamedLayer%3E%3C%2Fsld%3AStyledLayerDescriptor%3E other EPSG:3857 EPSG:4326 CRS:84

The State of Victoria Department of Energy, Environment and Climate Action 2023

https://discover.data.vic.gov.au/dataset/vicmap-property-property-polygon

https://discover.data.vic.gov.au/favicon.ico

https://wiki.openstreetmap.org/wiki/File:Vicmap_CCBYPermission_OSM_Final_Jan2018_Ltr.pdf

Vicmap Transport - Road Line Vicmap-tr_road wms https://opendata.maps.vic.gov.au/geoserver/wms?service=wms&version=1.3.0&request=getmap&format=image%2Fpng&transparent=true&width={width}&height={height}&crs={proj}&bbox={bbox}&layers=open-data-platform:tr_road&styles=open-data-platform:tr_road_topo_labels other CRS:84 EPSG:3111 EPSG:3857 EPSG:4283 EPSG:4326 EPSG:7844 EPSG:7854 EPSG:7855 EPSG:7856 EPSG:7899 EPSG:28354 EPSG:28355 EPSG:28356

The State of Victoria Department of Energy, Environment and Climate Action 2023

https://discover.data.vic.gov.au/dataset/vicmap-transport-road-line

https://discover.data.vic.gov.au/favicon.ico

https://wiki.openstreetmap.org/wiki/File:Vicmap_CCBYPermission_OSM_Final_Jan2018_Ltr.pdf

Maxar 2019-2020 Australian Bushfires Pre-event Maxar_19-20_Australian_Bushfires_PreEvent Maxar_1920_Bushfires_PreEvent photo 2018-01-20;2019-10-18

tms https://cogeoxyz.b-cdn.net/6b6f479fbacd9a42e9e38bc5c0c6889f009beae13b07742ec4a1648f/{zoom}/{x}/{y}.jpg

https://www.digitalglobe.com/ecosystem/open-data/australia-wildfires

https://bunnycdn.com/privacy

ARA Bushfires 2020 ARA_Bushfires_2020 ARA_AdelaideHills photo 2020-01-08;2020-02-06

tms https://cogeoxyz.b-cdn.net/46b53084a82973a36c0f57a1d5446c605d00ed851f11a6f5ca7c75db/{zoom}/{x}/{y}.jpg

ARA - Airborne Research Australia

https://www.airborneresearch.org.au/

https://wiki.openstreetmap.org/wiki/File:OSM_waiver_AirborneResearchSouthAustralia.pdf

https://bunnycdn.com/privacy

https://static.wixstatic.com/media/a40742_0b07e114086640079153ef01f4ed7487.jpg/v1/fill/w_32%2Ch_32%2Clg_1%2Cusm_0.66_1.00_0.01/a40742_0b07e114086640079153ef01f4ed7487.jpg DCS NSW Floods 2021 Bourke flood 2021 04 15cm DCS_NSW_Floods_2021_Bourke_flood_2021_04_15cm wms https://portal.spatial.nsw.gov.au/server/rest/services/Floods_2021/MapServer/export?f=image&format=png&transparent=true&imageSR={wkid}&bboxSR={wkid}&bbox={bbox}&size={width},{height}&layers=show:0 historicphoto EPSG:3857

https://www.spatial.nsw.gov.au/

2021-04 https://portal.spatial.nsw.gov.au/portal//sharing/rest/content/items/10ee1f6276e746efa7f3e364ed51d67f/resources/NSWGov_Logo_RGB_Primary_FullColour_sml3-01.png

https://wiki.openstreetmap.org/wiki/File:SpatialServices_NSW_OSM_Waiver_completed.pdf

DCS NSW Floods 2021 Brewarrina flood 2021 04 14 15cm DCS_NSW_Floods_2021_Brewarrina_flood_2021_04_14_15cm wms https://portal.spatial.nsw.gov.au/server/rest/services/Floods_2021/MapServer/export?f=image&format=png&transparent=true&imageSR={wkid}&bboxSR={wkid}&bbox={bbox}&size={width},{height}&layers=show:2 historicphoto EPSG:3857

https://www.spatial.nsw.gov.au/

2021-04-14 https://portal.spatial.nsw.gov.au/portal//sharing/rest/content/items/10ee1f6276e746efa7f3e364ed51d67f/resources/NSWGov_Logo_RGB_Primary_FullColour_sml3-01.png

https://wiki.openstreetmap.org/wiki/File:SpatialServices_NSW_OSM_Waiver_completed.pdf

DCS NSW Floods 2021 Hawkesbury-Nepean Floods Central Sector 2021 03 15cm RGB DCS_NSW_Floods_2021_Hawkesbury-Nepean_Floods_Central_Sector_2021_03_15cm_RGB wms https://portal.spatial.nsw.gov.au/server/rest/services/Floods_2021/MapServer/export?f=image&format=png&transparent=true&imageSR={wkid}&bboxSR={wkid}&bbox={bbox}&size={width},{height}&layers=show:6 historicphoto EPSG:3857

https://www.spatial.nsw.gov.au/

2021-03 https://portal.spatial.nsw.gov.au/portal//sharing/rest/content/items/10ee1f6276e746efa7f3e364ed51d67f/resources/NSWGov_Logo_RGB_Primary_FullColour_sml3-01.png

https://wiki.openstreetmap.org/wiki/File:SpatialServices_NSW_OSM_Waiver_completed.pdf

DCS NSW Floods 2021 Hawkesbury-Nepean Floods West Sector 2021 03 15cm DCS_NSW_Floods_2021_Hawkesbury-Nepean_Floods_West_Sector_2021_03_15cm wms https://portal.spatial.nsw.gov.au/server/rest/services/Floods_2021/MapServer/export?f=image&format=png&transparent=true&imageSR={wkid}&bboxSR={wkid}&bbox={bbox}&size={width},{height}&layers=show:7 historicphoto EPSG:3857

https://www.spatial.nsw.gov.au/

2021-03 https://portal.spatial.nsw.gov.au/portal//sharing/rest/content/items/10ee1f6276e746efa7f3e364ed51d67f/resources/NSWGov_Logo_RGB_Primary_FullColour_sml3-01.png

https://wiki.openstreetmap.org/wiki/File:SpatialServices_NSW_OSM_Waiver_completed.pdf

DCS NSW Floods 2021 Hawkesbury-nepean floods eastern sector 2021 03 25cm DCS_NSW_Floods_2021_Hawkesbury-nepean_floods_eastern_sector_2021_03_25cm wms https://portal.spatial.nsw.gov.au/server/rest/services/Floods_2021/MapServer/export?f=image&format=png&transparent=true&imageSR={wkid}&bboxSR={wkid}&bbox={bbox}&size={width},{height}&layers=show:8 historicphoto EPSG:3857

https://www.spatial.nsw.gov.au/

2021-03 https://portal.spatial.nsw.gov.au/portal//sharing/rest/content/items/10ee1f6276e746efa7f3e364ed51d67f/resources/NSWGov_Logo_RGB_Primary_FullColour_sml3-01.png

https://wiki.openstreetmap.org/wiki/File:SpatialServices_NSW_OSM_Waiver_completed.pdf

DCS NSW Floods 2021 Hawkesbury-nepean floods southern sector 2021 03 16cm DCS_NSW_Floods_2021_Hawkesbury-nepean_floods_southern_sector_2021_03_16cm wms https://portal.spatial.nsw.gov.au/server/rest/services/Floods_2021/MapServer/export?f=image&format=png&transparent=true&imageSR={wkid}&bboxSR={wkid}&bbox={bbox}&size={width},{height}&layers=show:9 historicphoto EPSG:3857

https://www.spatial.nsw.gov.au/

2021-03 https://portal.spatial.nsw.gov.au/portal//sharing/rest/content/items/10ee1f6276e746efa7f3e364ed51d67f/resources/NSWGov_Logo_RGB_Primary_FullColour_sml3-01.png

https://wiki.openstreetmap.org/wiki/File:SpatialServices_NSW_OSM_Waiver_completed.pdf

DCS NSW Floods 2021 Lower clarence flood 2021 03 16cm DCS_NSW_Floods_2021_Lower_clarence_flood_2021_03_16cm wms https://portal.spatial.nsw.gov.au/server/rest/services/Floods_2021/MapServer/export?f=image&format=png&transparent=true&imageSR={wkid}&bboxSR={wkid}&bbox={bbox}&size={width},{height}&layers=show:5 historicphoto EPSG:3857

https://www.spatial.nsw.gov.au/

2021-03 https://portal.spatial.nsw.gov.au/portal//sharing/rest/content/items/10ee1f6276e746efa7f3e364ed51d67f/resources/NSWGov_Logo_RGB_Primary_FullColour_sml3-01.png

https://wiki.openstreetmap.org/wiki/File:SpatialServices_NSW_OSM_Waiver_completed.pdf

DCS NSW Floods 2021 Mogil Mogil RGB 2021 04 10 Flood 15cm Rapid ortho DCS_NSW_Floods_2021_Mogil_Mogil_RGB_2021_04_10_Flood_15cm_Rapid_ortho wms https://portal.spatial.nsw.gov.au/server/rest/services/Floods_2021/MapServer/export?f=image&format=png&transparent=true&imageSR={wkid}&bboxSR={wkid}&bbox={bbox}&size={width},{height}&layers=show:3 historicphoto EPSG:3857

https://www.spatial.nsw.gov.au/

2021-04-10 https://portal.spatial.nsw.gov.au/portal//sharing/rest/content/items/10ee1f6276e746efa7f3e364ed51d67f/resources/NSWGov_Logo_RGB_Primary_FullColour_sml3-01.png

https://wiki.openstreetmap.org/wiki/File:SpatialServices_NSW_OSM_Waiver_completed.pdf

DCS NSW Floods 2021 Mungindi RGB 2021 04 10 Flood 15cm Rapid ortho DCS_NSW_Floods_2021_Mungindi_RGB_2021_04_10_Flood_15cm_Rapid_ortho wms https://portal.spatial.nsw.gov.au/server/rest/services/Floods_2021/MapServer/export?f=image&format=png&transparent=true&imageSR={wkid}&bboxSR={wkid}&bbox={bbox}&size={width},{height}&layers=show:4 historicphoto EPSG:3857

https://www.spatial.nsw.gov.au/

2021-04-10 https://portal.spatial.nsw.gov.au/portal//sharing/rest/content/items/10ee1f6276e746efa7f3e364ed51d67f/resources/NSWGov_Logo_RGB_Primary_FullColour_sml3-01.png

https://wiki.openstreetmap.org/wiki/File:SpatialServices_NSW_OSM_Waiver_completed.pdf

DCS NSW Floods 2021 Walgett flood 2021 04 14 15cm DCS_NSW_Floods_2021_Walgett_flood_2021_04_14_15cm wms https://portal.spatial.nsw.gov.au/server/rest/services/Floods_2021/MapServer/export?f=image&format=png&transparent=true&imageSR={wkid}&bboxSR={wkid}&bbox={bbox}&size={width},{height}&layers=show:1 historicphoto EPSG:3857

https://www.spatial.nsw.gov.au/

2021-04-14 https://portal.spatial.nsw.gov.au/portal//sharing/rest/content/items/10ee1f6276e746efa7f3e364ed51d67f/resources/NSWGov_Logo_RGB_Primary_FullColour_sml3-01.png

https://wiki.openstreetmap.org/wiki/File:SpatialServices_NSW_OSM_Waiver_completed.pdf

DCS NSW Floods Historical Forbes 2012-03 DCS_NSW_Floods_Historical_Forbes_flood_2012_03_20cm_bgrn wms https://portal.spatial.nsw.gov.au/server/rest/services/Floods_Historical/MapServer/export?f=image&format=png&transparent=true&imageSR={wkid}&bboxSR={wkid}&bbox={bbox}&size={width},{height}&layers=show:0 historicphoto EPSG:3857

https://www.spatial.nsw.gov.au/

2012-03 https://portal.spatial.nsw.gov.au/portal//sharing/rest/content/items/10ee1f6276e746efa7f3e364ed51d67f/resources/NSWGov_Logo_RGB_Primary_FullColour_sml3-01.png

https://wiki.openstreetmap.org/wiki/File:SpatialServices_NSW_OSM_Waiver_completed.pdf

DCS NSW Floods Historical Forbes 2016-10 DCS_NSW_Floods_Historical_forbesflood_2016_10_20cm_bgrn wms https://portal.spatial.nsw.gov.au/server/rest/services/Floods_Historical/MapServer/export?f=image&format=png&transparent=true&imageSR={wkid}&bboxSR={wkid}&bbox={bbox}&size={width},{height}&layers=show:1 historicphoto EPSG:3857

https://www.spatial.nsw.gov.au/

2016-10 https://portal.spatial.nsw.gov.au/portal//sharing/rest/content/items/10ee1f6276e746efa7f3e364ed51d67f/resources/NSWGov_Logo_RGB_Primary_FullColour_sml3-01.png

https://wiki.openstreetmap.org/wiki/File:SpatialServices_NSW_OSM_Waiver_completed.pdf

DCS NSW Floods Mar 2022 Grafton Flood 2022 03 02 10cm P3 DCS_NSW_Floods_Mar_2022_Grafton_Flood_2022_03_02_10cm_P3 wms https://portal.spatial.nsw.gov.au/server/rest/services/Floods_Mar_2022/MapServer/export?f=image&format=png&transparent=true&imageSR={wkid}&bboxSR={wkid}&bbox={bbox}&size={width},{height}&layers=show:4 historicphoto EPSG:3857

https://www.spatial.nsw.gov.au/

2022-03-02 https://portal.spatial.nsw.gov.au/portal//sharing/rest/content/items/10ee1f6276e746efa7f3e364ed51d67f/resources/NSWGov_Logo_RGB_Primary_FullColour_sml3-01.png

https://wiki.openstreetmap.org/wiki/File:SpatialServices_NSW_OSM_Waiver_completed.pdf

DCS NSW Floods Mar 2022 Hawkesbury-Nepean Flood 2022 03 09 13cm P3 DCS_NSW_Floods_Mar_2022_Hawkesbury-Nepean_Flood_2022_03_09_13cm_P3 wms https://portal.spatial.nsw.gov.au/server/rest/services/Floods_Mar_2022/MapServer/export?f=image&format=png&transparent=true&imageSR={wkid}&bboxSR={wkid}&bbox={bbox}&size={width},{height}&layers=show:2 historicphoto EPSG:3857

https://www.spatial.nsw.gov.au/

2022-03-09 https://portal.spatial.nsw.gov.au/portal//sharing/rest/content/items/10ee1f6276e746efa7f3e364ed51d67f/resources/NSWGov_Logo_RGB_Primary_FullColour_sml3-01.png

https://wiki.openstreetmap.org/wiki/File:SpatialServices_NSW_OSM_Waiver_completed.pdf

DCS NSW Floods Mar 2022 Lismore Flood 2022 03 02 8cm P3 DCS_NSW_Floods_Mar_2022_Lismore_Flood_2022_03_02_8cm_P3 wms https://portal.spatial.nsw.gov.au/server/rest/services/Floods_Mar_2022/MapServer/export?f=image&format=png&transparent=true&imageSR={wkid}&bboxSR={wkid}&bbox={bbox}&size={width},{height}&layers=show:5 historicphoto EPSG:3857

https://www.spatial.nsw.gov.au/

2022-03-02 https://portal.spatial.nsw.gov.au/portal//sharing/rest/content/items/10ee1f6276e746efa7f3e364ed51d67f/resources/NSWGov_Logo_RGB_Primary_FullColour_sml3-01.png

https://wiki.openstreetmap.org/wiki/File:SpatialServices_NSW_OSM_Waiver_completed.pdf

DCS NSW Floods Mar 2022 Ulmarra Flood 2022 03 03 8cm p3 DCS_NSW_Floods_Mar_2022_Ulmarra_Flood_2022_03_03_8cm_p3 wms https://portal.spatial.nsw.gov.au/server/rest/services/Floods_Mar_2022/MapServer/export?f=image&format=png&transparent=true&imageSR={wkid}&bboxSR={wkid}&bbox={bbox}&size={width},{height}&layers=show:3 historicphoto EPSG:3857

https://www.spatial.nsw.gov.au/

2022-03-03 https://portal.spatial.nsw.gov.au/portal//sharing/rest/content/items/10ee1f6276e746efa7f3e364ed51d67f/resources/NSWGov_Logo_RGB_Primary_FullColour_sml3-01.png

https://wiki.openstreetmap.org/wiki/File:SpatialServices_NSW_OSM_Waiver_completed.pdf

DCS NSW Floods Mar 2022 Wisemans Ferry 2022 03 13cm P3 DCS_NSW_Floods_Mar_2022_Wisemans_Ferry_2022_03_13cm_P3 wms https://portal.spatial.nsw.gov.au/server/rest/services/Floods_Mar_2022/MapServer/export?f=image&format=png&transparent=true&imageSR={wkid}&bboxSR={wkid}&bbox={bbox}&size={width},{height}&layers=show:0 historicphoto EPSG:3857

https://www.spatial.nsw.gov.au/

2022-03 https://portal.spatial.nsw.gov.au/portal//sharing/rest/content/items/10ee1f6276e746efa7f3e364ed51d67f/resources/NSWGov_Logo_RGB_Primary_FullColour_sml3-01.png

https://wiki.openstreetmap.org/wiki/File:SpatialServices_NSW_OSM_Waiver_completed.pdf

DCS NSW Floods Mar 2022 singleton flood 2022 03 10 10cm p3 DCS_NSW_Floods_Mar_2022_singleton_flood_2022_03_10_10cm_p3 wms https://portal.spatial.nsw.gov.au/server/rest/services/Floods_Mar_2022/MapServer/export?f=image&format=png&transparent=true&imageSR={wkid}&bboxSR={wkid}&bbox={bbox}&size={width},{height}&layers=show:1 historicphoto EPSG:3857

https://www.spatial.nsw.gov.au/

2022-03-10 https://portal.spatial.nsw.gov.au/portal//sharing/rest/content/items/10ee1f6276e746efa7f3e364ed51d67f/resources/NSWGov_Logo_RGB_Primary_FullColour_sml3-01.png

https://wiki.openstreetmap.org/wiki/File:SpatialServices_NSW_OSM_Waiver_completed.pdf

DCS NSW Floods Nov 2021 Condobolin Flood 2021 11 13cm P3 DCS_NSW_Floods_Nov_2021_Condobolin_Flood_2021_11_13cm_P3 wms https://portal.spatial.nsw.gov.au/server/rest/services/Floods_Nov_2021/MapServer/export?f=image&format=png&transparent=true&imageSR={wkid}&bboxSR={wkid}&bbox={bbox}&size={width},{height}&layers=show:3 historicphoto EPSG:3857

https://www.spatial.nsw.gov.au/

2021-11 https://portal.spatial.nsw.gov.au/portal//sharing/rest/content/items/10ee1f6276e746efa7f3e364ed51d67f/resources/NSWGov_Logo_RGB_Primary_FullColour_sml3-01.png

https://wiki.openstreetmap.org/wiki/File:SpatialServices_NSW_OSM_Waiver_completed.pdf

DCS NSW Floods Nov 2021 Forbes Flood East 2021 11 16 15cm P3 DCS_NSW_Floods_Nov_2021_Forbes_Flood_East_2021_11_16_15cm_P3 wms https://portal.spatial.nsw.gov.au/server/rest/services/Floods_Nov_2021/MapServer/export?f=image&format=png&transparent=true&imageSR={wkid}&bboxSR={wkid}&bbox={bbox}&size={width},{height}&layers=show:5 historicphoto EPSG:3857

https://www.spatial.nsw.gov.au/

2021-11-16 https://portal.spatial.nsw.gov.au/portal//sharing/rest/content/items/10ee1f6276e746efa7f3e364ed51d67f/resources/NSWGov_Logo_RGB_Primary_FullColour_sml3-01.png

https://wiki.openstreetmap.org/wiki/File:SpatialServices_NSW_OSM_Waiver_completed.pdf

DCS NSW Floods Nov 2021 Forbes Flood West 2021 11 17 15cm P3 DCS_NSW_Floods_Nov_2021_Forbes_Flood_West_2021_11_17_15cm_P3 wms https://portal.spatial.nsw.gov.au/server/rest/services/Floods_Nov_2021/MapServer/export?f=image&format=png&transparent=true&imageSR={wkid}&bboxSR={wkid}&bbox={bbox}&size={width},{height}&layers=show:4 historicphoto EPSG:3857

https://www.spatial.nsw.gov.au/

2021-11-17 https://portal.spatial.nsw.gov.au/portal//sharing/rest/content/items/10ee1f6276e746efa7f3e364ed51d67f/resources/NSWGov_Logo_RGB_Primary_FullColour_sml3-01.png

https://wiki.openstreetmap.org/wiki/File:SpatialServices_NSW_OSM_Waiver_completed.pdf

DCS NSW Floods Nov 2021 Lake Cowal North Flood 2021 12 36cm P3 DCS_NSW_Floods_Nov_2021_Lake_Cowal_North_Flood_2021_12_36cm_P3 wms https://portal.spatial.nsw.gov.au/server/rest/services/Floods_Nov_2021/MapServer/export?f=image&format=png&transparent=true&imageSR={wkid}&bboxSR={wkid}&bbox={bbox}&size={width},{height}&layers=show:1 historicphoto EPSG:3857

https://www.spatial.nsw.gov.au/

2021-12 https://portal.spatial.nsw.gov.au/portal//sharing/rest/content/items/10ee1f6276e746efa7f3e364ed51d67f/resources/NSWGov_Logo_RGB_Primary_FullColour_sml3-01.png

https://wiki.openstreetmap.org/wiki/File:SpatialServices_NSW_OSM_Waiver_completed.pdf

DCS NSW Floods Nov 2021 Nanami Flood East 2021 11 15 9cm P3 DCS_NSW_Floods_Nov_2021_Nanami_Flood_East_2021_11_15_9cm_P3 wms https://portal.spatial.nsw.gov.au/server/rest/services/Floods_Nov_2021/MapServer/export?f=image&format=png&transparent=true&imageSR={wkid}&bboxSR={wkid}&bbox={bbox}&size={width},{height}&layers=show:7 historicphoto EPSG:3857

https://www.spatial.nsw.gov.au/

2021-11-15 https://portal.spatial.nsw.gov.au/portal//sharing/rest/content/items/10ee1f6276e746efa7f3e364ed51d67f/resources/NSWGov_Logo_RGB_Primary_FullColour_sml3-01.png

https://wiki.openstreetmap.org/wiki/File:SpatialServices_NSW_OSM_Waiver_completed.pdf

DCS NSW Floods Nov 2021 Nanami Flood West 2021 11 15 9cm P3 DCS_NSW_Floods_Nov_2021_Nanami_Flood_West_2021_11_15_9cm_P3 wms https://portal.spatial.nsw.gov.au/server/rest/services/Floods_Nov_2021/MapServer/export?f=image&format=png&transparent=true&imageSR={wkid}&bboxSR={wkid}&bbox={bbox}&size={width},{height}&layers=show:6 historicphoto EPSG:3857

https://www.spatial.nsw.gov.au/

2021-11-15 https://portal.spatial.nsw.gov.au/portal//sharing/rest/content/items/10ee1f6276e746efa7f3e364ed51d67f/resources/NSWGov_Logo_RGB_Primary_FullColour_sml3-01.png

https://wiki.openstreetmap.org/wiki/File:SpatialServices_NSW_OSM_Waiver_completed.pdf

DCS NSW Floods Nov 2021 humbug creek flood 2021 12 16cm p3 DCS_NSW_Floods_Nov_2021_humbug_creek_flood_2021_12_16cm_p3 wms https://portal.spatial.nsw.gov.au/server/rest/services/Floods_Nov_2021/MapServer/export?f=image&format=png&transparent=true&imageSR={wkid}&bboxSR={wkid}&bbox={bbox}&size={width},{height}&layers=show:0 historicphoto EPSG:3857

https://www.spatial.nsw.gov.au/

2021-12 https://portal.spatial.nsw.gov.au/portal//sharing/rest/content/items/10ee1f6276e746efa7f3e364ed51d67f/resources/NSWGov_Logo_RGB_Primary_FullColour_sml3-01.png

https://wiki.openstreetmap.org/wiki/File:SpatialServices_NSW_OSM_Waiver_completed.pdf

DCS NSW Floods Nov 2021 mirrool creek flood 2021 11 16cm p3 DCS_NSW_Floods_Nov_2021_mirrool_creek_flood_2021_11_16cm_p3 wms https://portal.spatial.nsw.gov.au/server/rest/services/Floods_Nov_2021/MapServer/export?f=image&format=png&transparent=true&imageSR={wkid}&bboxSR={wkid}&bbox={bbox}&size={width},{height}&layers=show:2 historicphoto EPSG:3857

https://www.spatial.nsw.gov.au/

2021-11 https://portal.spatial.nsw.gov.au/portal//sharing/rest/content/items/10ee1f6276e746efa7f3e364ed51d67f/resources/NSWGov_Logo_RGB_Primary_FullColour_sml3-01.png

https://wiki.openstreetmap.org/wiki/File:SpatialServices_NSW_OSM_Waiver_completed.pdf

DCS NSW Floods Nov 2022 Balranald Flood 02122022 15cm RGBN P3 DCS_NSW_Floods_Nov_2022_Balranald_Flood_02122022_15cm_RGBN_P3 wms https://portal.spatial.nsw.gov.au/server/rest/services/Floods_Nov_2022/MapServer/export?f=image&format=png&transparent=true&imageSR={wkid}&bboxSR={wkid}&bbox={bbox}&size={width},{height}&layers=show:2 historicphoto EPSG:3857

https://www.spatial.nsw.gov.au/

2022-12-02 https://portal.spatial.nsw.gov.au/portal//sharing/rest/content/items/10ee1f6276e746efa7f3e364ed51d67f/resources/NSWGov_Logo_RGB_Primary_FullColour_sml3-01.png

https://wiki.openstreetmap.org/wiki/File:SpatialServices_NSW_OSM_Waiver_completed.pdf

DCS NSW Floods Nov 2022 Bathurst Flood 14112022 10cm BGRN P3 DCS_NSW_Floods_Nov_2022_Bathurst_Flood_14112022_10cm_BGRN_P3 wms https://portal.spatial.nsw.gov.au/server/rest/services/Floods_Nov_2022/MapServer/export?f=image&format=png&transparent=true&imageSR={wkid}&bboxSR={wkid}&bbox={bbox}&size={width},{height}&layers=show:11 historicphoto EPSG:3857

https://www.spatial.nsw.gov.au/

2022-11-14 https://portal.spatial.nsw.gov.au/portal//sharing/rest/content/items/10ee1f6276e746efa7f3e364ed51d67f/resources/NSWGov_Logo_RGB_Primary_FullColour_sml3-01.png

https://wiki.openstreetmap.org/wiki/File:SpatialServices_NSW_OSM_Waiver_completed.pdf

DCS NSW Floods Nov 2022 Billabong Creek Flood 26112022 15cm RGBN P3 DCS_NSW_Floods_Nov_2022_Billabong_Creek_Flood_26112022_15cm_RGBN_P3 wms https://portal.spatial.nsw.gov.au/server/rest/services/Floods_Nov_2022/MapServer/export?f=image&format=png&transparent=true&imageSR={wkid}&bboxSR={wkid}&bbox={bbox}&size={width},{height}&layers=show:3 historicphoto EPSG:3857

https://www.spatial.nsw.gov.au/

2022-11-26 https://portal.spatial.nsw.gov.au/portal//sharing/rest/content/items/10ee1f6276e746efa7f3e364ed51d67f/resources/NSWGov_Logo_RGB_Primary_FullColour_sml3-01.png

https://wiki.openstreetmap.org/wiki/File:SpatialServices_NSW_OSM_Waiver_completed.pdf

DCS NSW Floods Nov 2022 Condobolin Flood 22112022 10cm RGBN P3 DCS_NSW_Floods_Nov_2022_Condobolin_Flood_22112022_10cm_RGBN_P3 wms https://portal.spatial.nsw.gov.au/server/rest/services/Floods_Nov_2022/MapServer/export?f=image&format=png&transparent=true&imageSR={wkid}&bboxSR={wkid}&bbox={bbox}&size={width},{height}&layers=show:8 historicphoto EPSG:3857

https://www.spatial.nsw.gov.au/

2022-11-22 https://portal.spatial.nsw.gov.au/portal//sharing/rest/content/items/10ee1f6276e746efa7f3e364ed51d67f/resources/NSWGov_Logo_RGB_Primary_FullColour_sml3-01.png

https://wiki.openstreetmap.org/wiki/File:SpatialServices_NSW_OSM_Waiver_completed.pdf

DCS NSW Floods Nov 2022 Coreen Flood 17112022 10cm RGBN P3 DCS_NSW_Floods_Nov_2022_Coreen_Flood_17112022_10cm_RGBN_P3 wms https://portal.spatial.nsw.gov.au/server/rest/services/Floods_Nov_2022/MapServer/export?f=image&format=png&transparent=true&imageSR={wkid}&bboxSR={wkid}&bbox={bbox}&size={width},{height}&layers=show:10 historicphoto EPSG:3857

https://www.spatial.nsw.gov.au/

2022-11-17 https://portal.spatial.nsw.gov.au/portal//sharing/rest/content/items/10ee1f6276e746efa7f3e364ed51d67f/resources/NSWGov_Logo_RGB_Primary_FullColour_sml3-01.png

https://wiki.openstreetmap.org/wiki/File:SpatialServices_NSW_OSM_Waiver_completed.pdf

DCS NSW Floods Nov 2022 Corowa Yarrawonga Flood 25112022 15cm RGBN P3 DCS_NSW_Floods_Nov_2022_Corowa_Yarrawonga_Flood_25112022_15cm_RGBN_P3 wms https://portal.spatial.nsw.gov.au/server/rest/services/Floods_Nov_2022/MapServer/export?f=image&format=png&transparent=true&imageSR={wkid}&bboxSR={wkid}&bbox={bbox}&size={width},{height}&layers=show:5 historicphoto EPSG:3857

https://www.spatial.nsw.gov.au/

2022-11-25 https://portal.spatial.nsw.gov.au/portal//sharing/rest/content/items/10ee1f6276e746efa7f3e364ed51d67f/resources/NSWGov_Logo_RGB_Primary_FullColour_sml3-01.png

https://wiki.openstreetmap.org/wiki/File:SpatialServices_NSW_OSM_Waiver_completed.pdf

DCS NSW Floods Nov 2022 Derriwong Flood 22112022 10cm P3 RGBN P3 DCS_NSW_Floods_Nov_2022_Derriwong_Flood_22112022_10cm_P3_RGBN_P3 wms https://portal.spatial.nsw.gov.au/server/rest/services/Floods_Nov_2022/MapServer/export?f=image&format=png&transparent=true&imageSR={wkid}&bboxSR={wkid}&bbox={bbox}&size={width},{height}&layers=show:9 historicphoto EPSG:3857

https://www.spatial.nsw.gov.au/

2022-11-22 https://portal.spatial.nsw.gov.au/portal//sharing/rest/content/items/10ee1f6276e746efa7f3e364ed51d67f/resources/NSWGov_Logo_RGB_Primary_FullColour_sml3-01.png

https://wiki.openstreetmap.org/wiki/File:SpatialServices_NSW_OSM_Waiver_completed.pdf

DCS NSW Floods Nov 2022 Forbes Flood 05112022 10cm RGBN P3 DCS_NSW_Floods_Nov_2022_Forbes_Flood_05112022_10cm_RGBN_P3 wms https://portal.spatial.nsw.gov.au/server/rest/services/Floods_Nov_2022/MapServer/export?f=image&format=png&transparent=true&imageSR={wkid}&bboxSR={wkid}&bbox={bbox}&size={width},{height}&layers=show:12 historicphoto EPSG:3857

https://www.spatial.nsw.gov.au/

2022-11-05 https://portal.spatial.nsw.gov.au/portal//sharing/rest/content/items/10ee1f6276e746efa7f3e364ed51d67f/resources/NSWGov_Logo_RGB_Primary_FullColour_sml3-01.png

https://wiki.openstreetmap.org/wiki/File:SpatialServices_NSW_OSM_Waiver_completed.pdf

DCS NSW Floods Nov 2022 Lake-Cargelligo Euabolong Flood 04122022 15cm RGBN P3 DCS_NSW_Floods_Nov_2022_Lake-Cargelligo_Euabolong_Flood_04122022_15cm_RGBN_P3 wms https://portal.spatial.nsw.gov.au/server/rest/services/Floods_Nov_2022/MapServer/export?f=image&format=png&transparent=true&imageSR={wkid}&bboxSR={wkid}&bbox={bbox}&size={width},{height}&layers=show:6 historicphoto EPSG:3857

https://www.spatial.nsw.gov.au/

2022-12-04 https://portal.spatial.nsw.gov.au/portal//sharing/rest/content/items/10ee1f6276e746efa7f3e364ed51d67f/resources/NSWGov_Logo_RGB_Primary_FullColour_sml3-01.png

https://wiki.openstreetmap.org/wiki/File:SpatialServices_NSW_OSM_Waiver_completed.pdf

DCS NSW Floods Nov 2022 Murray Wakool Flood 01122022 15cm RGBN P3 DCS_NSW_Floods_Nov_2022_Murray_Wakool_Flood_01122022_15cm_RGBN_P3 wms https://portal.spatial.nsw.gov.au/server/rest/services/Floods_Nov_2022/MapServer/export?f=image&format=png&transparent=true&imageSR={wkid}&bboxSR={wkid}&bbox={bbox}&size={width},{height}&layers=show:4 historicphoto EPSG:3857

https://www.spatial.nsw.gov.au/

2022-12-01 https://portal.spatial.nsw.gov.au/portal//sharing/rest/content/items/10ee1f6276e746efa7f3e364ed51d67f/resources/NSWGov_Logo_RGB_Primary_FullColour_sml3-01.png

https://wiki.openstreetmap.org/wiki/File:SpatialServices_NSW_OSM_Waiver_completed.pdf

DCS NSW Floods Nov 2022 Swan-Hill Flood 25112022 15cm RGBN P3 DCS_NSW_Floods_Nov_2022_Swan_Hill_Flood_25112022_15cm_RGBN_P3 wms https://portal.spatial.nsw.gov.au/server/rest/services/Floods_Nov_2022/MapServer/export?f=image&format=png&transparent=true&imageSR={wkid}&bboxSR={wkid}&bbox={bbox}&size={width},{height}&layers=show:7 historicphoto EPSG:3857

https://www.spatial.nsw.gov.au/

2022-11-25 https://portal.spatial.nsw.gov.au/portal//sharing/rest/content/items/10ee1f6276e746efa7f3e364ed51d67f/resources/NSWGov_Logo_RGB_Primary_FullColour_sml3-01.png

https://wiki.openstreetmap.org/wiki/File:SpatialServices_NSW_OSM_Waiver_completed.pdf

DCS NSW Floods Nov 2022 Tooleybuc Flood 01122022 15cm RGBN P3 DCS_NSW_Floods_Nov_2022_Tooleybuc_Flood_01122022_15cm_RGBN_P3 wms https://portal.spatial.nsw.gov.au/server/rest/services/Floods_Nov_2022/MapServer/export?f=image&format=png&transparent=true&imageSR={wkid}&bboxSR={wkid}&bbox={bbox}&size={width},{height}&layers=show:1 historicphoto EPSG:3857

https://www.spatial.nsw.gov.au/

2022-12-01 https://portal.spatial.nsw.gov.au/portal//sharing/rest/content/items/10ee1f6276e746efa7f3e364ed51d67f/resources/NSWGov_Logo_RGB_Primary_FullColour_sml3-01.png

https://wiki.openstreetmap.org/wiki/File:SpatialServices_NSW_OSM_Waiver_completed.pdf

DCS NSW Floods Nov 2022 Wentworth Flood 03122022 15cm RGBN P3 DCS_NSW_Floods_Nov_2022_Wentworth_Flood_03122022_15cm_RGBN_P3 wms https://portal.spatial.nsw.gov.au/server/rest/services/Floods_Nov_2022/MapServer/export?f=image&format=png&transparent=true&imageSR={wkid}&bboxSR={wkid}&bbox={bbox}&size={width},{height}&layers=show:0 historicphoto EPSG:3857

https://www.spatial.nsw.gov.au/

2022-12-03 https://portal.spatial.nsw.gov.au/portal//sharing/rest/content/items/10ee1f6276e746efa7f3e364ed51d67f/resources/NSWGov_Logo_RGB_Primary_FullColour_sml3-01.png

https://wiki.openstreetmap.org/wiki/File:SpatialServices_NSW_OSM_Waiver_completed.pdf

QLD Addresses QLD_Addresses wms https://spatial-gis.information.qld.gov.au/arcgis/rest/services/PlanningCadastre/LandParcelPropertyFramework/MapServer/export?layers=show%3A0&imageSR={wkid}&bboxSR={wkid}&bbox={bbox}&format=png32&size={width},{height}&transparent=true&f=image&dynamicLayers=%5B%7B%22id%22%3A0%2C%22source%22%3A%7B%22type%22%3A%22mapLayer%22%2C%22mapLayerId%22%3A0%7D%2C%22drawingInfo%22%3A%7B%22renderer%22%3A%7B%22type%22%3A%22simple%22%2C%22symbol%22%3A%7B%22type%22%3A%22esriSMS%22%2C%22style%22%3A%22esriSMSCircle%22%2C%22color%22%3A%5B50%2C147%2C77%2C255%5D%2C%22size%22%3A4%2C%22outline%22%3A%7B%22color%22%3A%5B0%2C0%2C0%2C255%5D%2C%22width%22%3A1.5%2C%22type%22%3A%22esriSLS%22%2C%22style%22%3A%22esriSLSSolid%22%2C%22marker%22%3Anull%7D%7D%7D%2C%22showLabels%22%3Atrue%2C%22labelingInfo%22%3A%5B%7B%22labelExpression%22%3A%22%5Bstreet_number%5D%22%2C%22useCodedValues%22%3Afalse%2C%22maxScale%22%3A0%2C%22minScale%22%3A0%2C%22where%22%3Anull%2C%22labelPlacement%22%3A%22esriServerPointLabelPlacementAboveCenter%22%2C%22symbol%22%3A%7B%22type%22%3A%22esriTS%22%2C%22horizontalAlignment%22%3A%22left%22%2C%22color%22%3A%5B255%2C255%2C255%2C255%5D%2C%22haloColor%22%3A%5B0%2C0%2C0%2C255%5D%2C%22haloSize%22%3A1%2C%22font%22%3A%7B%22size%22%3A12%2C%22style%22%3A%22normal%22%2C%22variant%22%3A%22normal%22%2C%22decoration%22%3A%22normal%22%2C%22weight%22%3A%22bold%22%2C%22family%22%3A%22Arial%22%7D%7D%7D%5D%7D%7D%5D other EPSG:3857 EPSG:4326

https://www.data.qld.gov.au/dataset/cadastral-data-queensland-series

https://www.qld.gov.au/favicon.ico

https://wiki.openstreetmap.org/wiki/File:QLD_DNRMMRRD_Att_1_-_OSMF_Waiver.pdf

QLD Land Parcels QLD_LandParcels wms https://spatial-gis.information.qld.gov.au/arcgis/rest/services/PlanningCadastre/LandParcelPropertyFramework/MapServer/export?layers=show%3A4&imageSR={wkid}&bboxSR={wkid}&bbox={bbox}&format=png32&size={width},{height}&transparent=true&f=image&dynamicLayers=%5B%7B%22id%22%3A4%2C%22source%22%3A%7B%22type%22%3A%22mapLayer%22%2C%22mapLayerId%22%3A4%7D%2C%22drawingInfo%22%3A%7B%22renderer%22%3A%7B%22type%22%3A%22uniqueValue%22%2C%22field1%22%3A%22COVER_TYP%22%2C%22field2%22%3A%22PARCEL_TYP%22%2C%22fieldDelimiter%22%3A%22%2C%22%2C%22uniqueValueInfos%22%3A%5B%7B%22value%22%3A%22Base%2CLot%20Type%20Parcel%22%2C%22symbol%22%3A%7B%22type%22%3A%22esriSFS%22%2C%22style%22%3A%22esriSFSSolid%22%2C%22color%22%3A%5B0%2C0%2C0%2C0%5D%2C%22outline%22%3A%7B%22type%22%3A%22esriSLS%22%2C%22style%22%3A%22esriSLSolid%22%2C%22color%22%3A%5B255%2C255%2C255%2C255%5D%2C%22width%22%3A1%7D%7D%7D%2C%7B%22value%22%3A%22Easement%2CEasement%22%2C%22symbol%22%3A%7B%22type%22%3A%22esriSFS%22%2C%22style%22%3A%22esriSFSSolid%22%2C%22color%22%3A%5B255%2C255%2C115%2C127%5D%2C%22outline%22%3A%7B%22type%22%3A%22esriSLS%22%2C%22style%22%3A%22esriSLSolid%22%2C%22color%22%3A%5B255%2C255%2C255%2C255%5D%2C%22width%22%3A1%7D%7D%7D%2C%7B%22value%22%3A%22Strata%2CLot%20Type%20Parcel%22%2C%22symbol%22%3A%7B%22type%22%3A%22esriSFS%22%2C%22style%22%3A%22esriSFSSolid%22%2C%22color%22%3A%5B255%2C127%2C127%2C127%5D%2C%22outline%22%3A%7B%22type%22%3A%22esriSLS%22%2C%22style%22%3A%22esriSLSolid%22%2C%22color%22%3A%5B255%2C255%2C255%2C255%5D%2C%22width%22%3A1%7D%7D%7D%5D%7D%7D%7D%5D other EPSG:3857 EPSG:4326

https://www.data.qld.gov.au/dataset/cadastral-data-queensland-series

https://www.qld.gov.au/favicon.ico

https://wiki.openstreetmap.org/wiki/File:QLD_DNRMMRRD_Att_1_-_OSMF_Waiver.pdf

QLD Lite QLD_Lite tms https://spatial-gis.information.qld.gov.au/arcgis/rest/services/Basemaps/QldMap_Lite/MapServer/WMTS/tile/1.0.0/Basemaps_QldMap_Lite/default/GoogleMapsCompatible/{zoom}/{y}/{x}.png map

https://www.data.qld.gov.au/dataset/queensland-map-lite-web-service-json

https://www.qld.gov.au/favicon.ico

https://wiki.openstreetmap.org/wiki/File:QLD_DNRMMRRD_Att_1_-_OSMF_Waiver.pdf

QLD Roads and Tracks QLD_RoadsAndTracks wms https://spatial-gis.information.qld.gov.au/arcgis/rest/services/Transportation/RoadsAndTracks/MapServer/export?imageSR={wkid}&bboxSR={wkid}&bbox={bbox}&format=png32&size={width},{height}&transparent=true&f=image other EPSG:3857 EPSG:4326

https://www.data.qld.gov.au/dataset/queensland-roads-and-tracks

https://www.qld.gov.au/favicon.ico

https://wiki.openstreetmap.org/wiki/File:QLD_DNRMMRRD_Att_1_-_OSMF_Waiver.pdf

QLD Topo QLD_Topo tms https://spatial-gis.information.qld.gov.au/arcgis/rest/services/Basemaps/QldMap_Topo/MapServer/WMTS/tile/1.0.0/Basemaps_QldMap_Lite/default/GoogleMapsCompatible/{zoom}/{y}/{x}.png map

https://www.data.qld.gov.au/dataset/queensland-basemap-web-services

https://www.qld.gov.au/favicon.ico

https://wiki.openstreetmap.org/wiki/File:QLD_DNRMMRRD_Att_1_-_OSMF_Waiver.pdf

QLD Imagery QLD_LatestStateProgram tms https://spatial-img.information.qld.gov.au/arcgis/rest/services/Basemaps/LatestStateProgram_AllUsers/ImageServer/WMTS/tile/1.0.0/Basemaps_LatestStateProgram_AllUsers/default/default028mm/{zoom}/{y}/{x} photo

https://www.data.qld.gov.au/dataset/queensland-imagery-latest-state-program-public-basemap-service

https://www.qld.gov.au/favicon.ico

https://wiki.openstreetmap.org/wiki/Australian_Data_Sources/Queensland/NRMMRRD

imagico.de: Eastern Alps autumn colors 2019 osmim-imagicode-S2B_R022_N47_20191026T101029 photo 2017-10-26

tms

imagico.de OSM images for mapping

http://maps.imagico.de/#osmim

https://imagico.de/map/osmim_tiles.php

http://services.imagico.de/privacy.php

tms https://mapsneu.wien.gv.at/basemap/geolandbasemap/normal/google3857/{zoom}/{y}/{x}.png Basemap of Austria, based on government data.

512

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basemap.at

https://basemap.at/

https://wiki.openstreetmap.org/w/images/1/1d/Permission_to_Incorporate_basemap.at_Into_OpenStreetMap_.pdf

https://basemap.at

basemap.at Grey/Contour lines basemap.at Grau/Höhenlinien basemap.at-gray-contour elevation

tms https://mapsneu.wien.gv.at/basemap/bmapgrau/normal/google3857/{zoom}/{y}/{x}.png Basemap of Austria, based on government data. Gray with contour lines

512

basemap.at

https://basemap.at/

https://wiki.openstreetmap.org/w/images/1/1d/Permission_to_Incorporate_basemap.at_Into_OpenStreetMap_.pdf

https://basemap.at

basemap.at Orthofoto basemap.at-orthofoto photo Orthofoto layer provided by basemap.at. "Successor" of geoimage.at imagery.

tms https://mapsneu.wien.gv.at/basemap/bmaporthofoto30cm/normal/google3857/{zoom}/{y}/{x}.jpeg

basemap.at

https://basemap.at/

https://wiki.openstreetmap.org/w/images/1/1d/Permission_to_Incorporate_basemap.at_Into_OpenStreetMap_.pdf

https://basemap.at

basemap.at Overlay basemap.at-overlay map

tms https://mapsneu.wien.gv.at/basemap/bmapoverlay/normal/google3857/{zoom}/{y}/{x}.png Annotation overlay provided by basemap.at.

basemap.at

https://basemap.at/

https://wiki.openstreetmap.org/w/images/1/1d/Permission_to_Incorporate_basemap.at_Into_OpenStreetMap_.pdf

https://basemap.at

basemap.at Terrain basemap.at-terrain elevation

tms https://mapsneu.wien.gv.at/basemap/bmapgelaende/grau/google3857/{zoom}/{y}/{x}.jpeg

basemap.at

https://basemap.at

https://wiki.openstreetmap.org/w/images/1/1d/Permission_to_Incorporate_basemap.at_Into_OpenStreetMap_.pdf

https://basemap.at

tms https://mapsneu.wien.gv.at/basemap/bmapoberflaeche/grau/google3857/{zoom}/{y}/{x}.jpeg

basemap.at

https://basemap.at

https://wiki.openstreetmap.org/w/images/1/1d/Permission_to_Incorporate_basemap.at_Into_OpenStreetMap_.pdf

https://basemap.at

EPSG:3857 EPSG:31287 EPSG:3034 EPSG:3035 EPSG:3044 EPSG:3045 EPSG:31254 EPSG:31255 EPSG:31256 EPSG:31257 EPSG:31258 EPSG:31259 EPSG:32632 EPSG:32633 EPSG:3416 EPSG:4258 EPSG:4326

geoimage.at

https://www.geoimage.at/

https://www.geoimage.at/geoimage/geodatendienste

https://www.lfrz.gv.at/kontakt/Datenschutzhinweise.html

data:image/png;base64,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

Steiermark Orthophoto gis.stmk.gv.at-orthophoto photo

wms

https://www.gis.steiermark.at/

https://wiki.openstreetmap.org/w/images/b/b2/Special_CC_BY-Statement_for_OpenStreetMap_.pdf

https://gis.stmk.gv.at/content/dokumente/Geomarket/Nutzungsbestimmungen_GIS_Steiermark.pdf

https://www.verwaltung.steiermark.at/cms/beitrag/12662708/74837495

Orthophoto by Land Steiermark data:image/png;base64,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 EPSG:3857 EPSG:4258 EPSG:4326 EPSG:31255 EPSG:31256 EPSG:31258 EPSG:31259 EPSG:31287 EPSG:32633 Steiermark Terrain gis.stmk.gv.at-terrain elevation

wms

https://www.gis.steiermark.at/

https://wiki.openstreetmap.org/w/images/b/b2/Special_CC_BY-Statement_for_OpenStreetMap_.pdf

https://gis.stmk.gv.at/content/dokumente/Geomarket/Nutzungsbestimmungen_GIS_Steiermark.pdf

https://www.verwaltung.steiermark.at/cms/beitrag/12662708/74837495

Terrain Model by Land Steiermark data:image/png;base64,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 EPSG:3857 EPSG:4258 EPSG:4326 EPSG:31255 EPSG:31256 EPSG:31258 EPSG:31259 EPSG:31287 EPSG:32633 Steiermark Surface gis.stmk.gv.at-surface elevation

wms

https://www.gis.steiermark.at/

https://wiki.openstreetmap.org/w/images/b/b2/Special_CC_BY-Statement_for_OpenStreetMap_.pdf

https://gis.stmk.gv.at/content/dokumente/Geomarket/Nutzungsbestimmungen_GIS_Steiermark.pdf

https://www.verwaltung.steiermark.at/cms/beitrag/12662708/74837495

Surface Model by Land Steiermark data:image/png;base64,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 EPSG:3857 EPSG:4258 EPSG:4326 EPSG:31255 EPSG:31256 EPSG:31258 EPSG:31259 EPSG:31287 EPSG:32633 Tiris: DGM (Terrain model) tirol.gv.at-tigris-DGM tirol.gv.at-DGM elevation wms EPSG:4326 EPSG:31254 EPSG:3034 EPSG:3035 EPSG:3044 EPSG:3045 EPSG:3857 EPSG:4258 EPSG:25832 EPSG:25833 EPSG:31255 EPSG:31256 EPSG:31257 EPSG:31258 EPSG:31259 EPSG:31287 EPSG:32632 EPSG:32633

tiris.tirol.gv.at

https://tiris.tirol.gv.at/

https://www.tirol.gv.at/data/datenkatalog/geographie-und-planung/gelaende-tirol

data:image/png;base64,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

Tiris: DGM (Terrain shading) tirol.gv.at-tiris-DGM-Multi elevation wms EPSG:4326 EPSG:31254 EPSG:3034 EPSG:3035 EPSG:3044 EPSG:3045 EPSG:3857 EPSG:4258 EPSG:25832 EPSG:25833 EPSG:31255 EPSG:31256 EPSG:31257 EPSG:31258 EPSG:31259 EPSG:31287 EPSG:32632 EPSG:32633

tiris.tirol.gv.at

https://tiris.tirol.gv.at/

https://www.tirol.gv.at/data/datenkatalog/geographie-und-planung/gelaende-tirol

Tiris: DGM (Slope shading) tirol.gv.at-tiris-Slope elevation wms EPSG:4326 EPSG:31254 EPSG:3034 EPSG:3035 EPSG:3044 EPSG:3045 EPSG:3857 EPSG:4258 EPSG:25832 EPSG:25833 EPSG:31255 EPSG:31256 EPSG:31257 EPSG:31258 EPSG:31259 EPSG:31287 EPSG:32632 EPSG:32633

tiris.tirol.gv.at

https://tiris.tirol.gv.at/

https://www.tirol.gv.at/data/datenkatalog/geographie-und-planung/gelaende-tirol

Tiris: DOM (Surface model) tirol.gv.at-tigris-DOM tirol.gv.at-DOM elevation wms EPSG:4326 EPSG:31254 EPSG:3034 EPSG:3035 EPSG:3044 EPSG:3045 EPSG:3857 EPSG:4258 EPSG:25832 EPSG:25833 EPSG:31255 EPSG:31256 EPSG:31257 EPSG:31258 EPSG:31259 EPSG:31287 EPSG:32632 EPSG:32633

tiris.tirol.gv.at

https://tiris.tirol.gv.at/

https://www.tirol.gv.at/data/datenkatalog/geographie-und-planung/gelaende-tirol

Tiris: contour lines tirol.gv.at-tigris-contourlines tirol.gv.at-contourlines elevation wms

EPSG:4326 EPSG:31254 EPSG:3034 EPSG:3035 EPSG:3044 EPSG:3045 EPSG:3857 EPSG:4258 EPSG:25832 EPSG:25833 EPSG:31255 EPSG:31256 EPSG:31257 EPSG:31258 EPSG:31259 EPSG:31287 EPSG:32632 EPSG:32633

tiris.tirol.gv.at

https://tiris.tirol.gv.at/

https://www.tirol.gv.at/data/datenkatalog/geographie-und-planung/gelaende-tirol

Tiris: orthophoto tirol.gv.at-orthofoto photo

wms EPSG:3035 EPSG:3044 EPSG:3045 EPSG:3857 EPSG:4258 EPSG:4326 EPSG:25832 EPSG:25833 EPSG:31254 EPSG:31255 EPSG:31256 EPSG:31257 EPSG:31258 EPSG:31259 EPSG:31287 EPSG:32632 EPSG:32633

tiris.tirol.gv.at

https://tiris.tirol.gv.at/

https://www.data.gv.at/katalog/dataset/35691b6c-9ed7-4517-b4b3-688b0569729a

tiris.tirol.gv.at

https://tiris.tirol.gv.at/

https://www.data.gv.at/katalog/dataset/35691b6c-9ed7-4517-b4b3-688b0569729a

tms https://mapsneu.wien.gv.at/wmts/fmzk/pastell/google3857/{zoom}/{y}/{x}.jpeg

https://www.wien.gv.at/layout-a/logo/wappen-klein.gif

Stadt Wien

https://data.wien.gv.at/

Vienna: Annotations Wien: Beschriftungen wien.gv.at-labels other

tms https://mapsneu.wien.gv.at/wmts/beschriftung/normal/google3857/{zoom}/{y}/{x}.png

https://www.wien.gv.at/layout-a/logo/wappen-klein.gif

Stadt Wien

https://data.wien.gv.at/

Vienna: Aerial image Wien: Orthofoto wien.gv.at-aerial_image photo

tms https://mapsneu.wien.gv.at/wmts/lb/farbe/google3857/{zoom}/{y}/{x}.jpeg

https://www.wien.gv.at/layout-a/logo/wappen-klein.gif

Stadt Wien

https://data.wien.gv.at/

VoGIS: Real color image 2018 (10cm) VoGIS: Echtfarbenbild 2018 (10cm) vogis.cnv.at-ef2018_10cm historicphoto 2018 wms

EPSG:4326 EPSG:3857 EPSG:31254 EPSG:31284 EPSG:32632 EPSG:25832 EPSG:21781

Datenquelle: Land Vorarlberg – data.vorarlberg.gv.at

https://vorarlberg.at/-/wms-dienste

https://data.vorarlberg.gv.at/ogd/nutzungsbedingungen/nutzungsbedingungen.htm

https://vorarlberg.at/-/geodaten-des-vorarlberger-geografischen-informationssystems-vogis-nutzen?article_id=327499

data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgBAMAAACBVGfHAAAAD1BMVEUAAACEAgT8AgQEAgSEgoTQjzHEAAAAAXRSTlMAQObYZgAAAHJJREFUeF6ljVEKgzAQRCftBUQv0KwXML7cwPvfqQwJtIVqi76fHR7DrKSUJY1DD84xKEVuwcT40C1HC18bqQDTBKWosUZn+VvQ4UTjkoCYWd/Eco9ZLwEWggsNC9CPL3C0UauFz44wFh941Bw0tm1PPAGCUydahBcw6wAAAABJRU5ErkJggg==

VoGIS: Real color image 2020 (10cm) VoGIS: Echtfarbenbild 2020 (10cm) vogis.cnv.at-ef2020_10cm photo 2020

wms EPSG:2056 EPSG:3857 EPSG:4326 EPSG:21781 EPSG:25832 EPSG:31254 EPSG:31284 EPSG:31287 EPSG:31467 EPSG:32632

Datenquelle: Land Vorarlberg – data.vorarlberg.gv.at

https://vorarlberg.at/-/wms-dienste

https://data.vorarlberg.gv.at/ogd/nutzungsbedingungen/nutzungsbedingungen.htm

https://vorarlberg.at/-/geodaten-des-vorarlberger-geografischen-informationssystems-vogis-nutzen?article_id=327499

EPSG:4326 EPSG:3857 EPSG:31254 EPSG:31284 EPSG:32632 EPSG:25832 EPSG:21781

Datenquelle: Land Vorarlberg – data.vorarlberg.gv.at

https://vorarlberg.at/-/wms-dienste

https://data.vorarlberg.gv.at/ogd/nutzungsbedingungen/nutzungsbedingungen.htm

VoGIS: Zoning plan VoGIS: Flächenwidmungsplan vogis.cnv.at-flaechenwidmung_wms map wms_endpoint

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Datenquelle: Land Vorarlberg – data.vorarlberg.gv.at

https://vorarlberg.at/-/wms-dienste

https://data.vorarlberg.gv.at/ogd/nutzungsbedingungen/nutzungsbedingungen.htm

VoGIS: Heights and Terrain VoGIS: Höhen und Gelände vogis.cnv.at-hoehen_und_gelaende_wms elevation wms_endpoint

EPSG:4326 EPSG:3857 EPSG:31254 EPSG:31284 EPSG:32632 EPSG:25832 EPSG:21781

Datenquelle: Land Vorarlberg – data.vorarlberg.gv.at

https://vorarlberg.at/-/wms-dienste

https://data.vorarlberg.gv.at/ogd/nutzungsbedingungen/nutzungsbedingungen.htm

OpenStreetMap (Belgian Style) osmbe osmbasedmap tms https://tile.openstreetmap.be/osmbe/{zoom}/{x}/{y}.png

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OpenStreetMap (Belgian Style - French) osmbe-fr osmbasedmap tms https://tile.openstreetmap.be/osmbe-fr/{zoom}/{x}/{y}.png

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true

OpenStreetMap (Belgian Style - Dutch) osmbe-nl osmbasedmap tms https://tile.openstreetmap.be/osmbe-nl/{zoom}/{x}/{y}.png

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Cadastral Parcel cadastral_be other wms

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Digitaal Vlaanderen 2021 aerial imagery, summer, colour-infrared OrthoVlaanderen2021SummerInfrared historicphoto 2021 wms

Digitaal Vlaanderen 2021 aerial imagery OrthoVlaanderen2021 historicphoto 2021 wms

Digitaal Vlaanderen 2020 aerial imagery OrthoVlaanderen2020 historicphoto 2020 wms

Digitaal Vlaanderen 2019 aerial imagery OrthoVlaanderen2019 historicphoto 2019 wms

Digitaal Vlaanderen 2018 aerial imagery, summer, colour OrthoVlaanderen2018Summer historicphoto 2018 wms

Digitaal Vlaanderen 2018 aerial imagery OrthoVlaanderen2018 historicphoto 2018 wms

Digitaal Vlaanderen 2017 aerial imagery OrthoVlaanderen2017 historicphoto 2017 wms

Digitaal Vlaanderen 2016 aerial imagery OrthoVlaanderen2016 historicphoto 2016 wms

Digitaal Vlaanderen 2015 aerial imagery, summer, colour OrthoVlaanderen2015Summer historicphoto 2015 wms

Digitaal Vlaanderen 2015 aerial imagery OrthoVlaanderen2015 historicphoto 2015 wms

Digitaal Vlaanderen 2014 aerial imagery OrthoVlaanderen2014 historicphoto 2014 wms

Digitaal Vlaanderen 2013-2015 aerial imagery 10cm OrthoVlaanderen2013201510cm historicphoto 2013;2015 wms

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Digitaal Vlaanderen 2012 aerial imagery OrthoVlaanderen2012 historicphoto 2012 wms

Digitaal Vlaanderen 2009 aerial imagery, summer, colour OrthoVlaanderen2009Summer historicphoto 2009 wms

Digitaal Vlaanderen 2008–2011 aerial imagery OrthoVlaanderen20082011 historicphoto 2008;2011 wms

Digitaal Vlaanderen 2005–2007 aerial imagery OrthoVlaanderen20052007 historicphoto 2005;2007 wms

Digitaal Vlaanderen 2000–2003 aerial imagery OrthoVlaanderen20002003 historicphoto 2000;2003 wms

Digitaal Vlaanderen 1979–1990 aerial imagery, summer OrthoVlaanderen19791990 historicphoto 1979;1990 wms

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Digitaal Hoogtemodel Vlaanderen II, Skyview factor 0,25 m DHMV_II_SVF_25cm elevation 2013;2015 wms

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URBISnl numerical imagery URBISnl map wms

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URBIS 2015 aerial imagery URBIS2015 historicphoto 2015 wms

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URBIS 2014 aerial imagery URBIS2014 historicphoto 2014 wms

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URBIS 2012 aerial imagery URBIS2012 historicphoto 2012 wms

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URBIS 2009 aerial imagery URBIS2009 historicphoto 2009 wms

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https://bric.brussels/en/our-solutions/urbis-solutions/Licence_Open_data_Fr_v4.pdf

https://bric.brussels/en/disclaimer-conditions-of-use-of-the-bric-website

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https://wiki.openstreetmap.org/wiki/File:OSM_license_for_SPW_WMS_usage.pdf

https://geoportail.wallonie.be/vie-privee.html

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https://wiki.openstreetmap.org/wiki/File:OSM_license_for_SPW_WMS_usage.pdf

EPSG:4326 EPSG:31370 EPSG:3857

SPW(allonie) 2012-2013 aerial imagery SPW2012 historicphoto 2012;2013 wms data:image/png;base64,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

https://wiki.openstreetmap.org/wiki/File:OSM_license_for_SPW_WMS_usage.pdf

EPSG:4326 EPSG:31370 EPSG:3857

SPW(allonie) 2009-2010 aerial imagery SPW2009 historicphoto 2009;2010 wms data:image/png;base64,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

https://wiki.openstreetmap.org/wiki/File:OSM_license_for_SPW_WMS_usage.pdf

EPSG:4326 EPSG:31370 EPSG:3857

SPW(allonie) shaded relief SPWrelief2014 elevation 2013;2014 wms data:image/png;base64,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

https://wiki.openstreetmap.org/wiki/File:OSM_license_for_SPW_WMS_usage.pdf

EPSG:4326 EPSG:31370 EPSG:3857

SPW(allonie) Réseau Hydrologique Wallon SPW_RHW other wms data:image/png;base64,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

https://wiki.openstreetmap.org/wiki/File:OSM_license_for_SPW_WMS_usage.pdf

https://geoportail.wallonie.be/vie-privee.html

EPSG:4326 EPSG:31370 EPSG:3857

Relief Wallonie - MNS 2021-2022 - 50cm SPW_MNS_2021_22 elevation 2022 wms data:image/png;base64,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

https://wiki.openstreetmap.org/wiki/File:OSM_license_for_SPW_WMS_usage.pdf

https://geoportail.wallonie.be/vie-privee.html

EPSG:4326 EPSG:31370 EPSG:3857

TEC bus lines TEClines other wms data:image/png;base64,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

https://www.infotec.be/fr-be/minformer/opendata.aspx

EPSG:3857

TEC bus stops TECstops other wms data:image/png;base64,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

https://www.infotec.be/fr-be/minformer/opendata.aspx

EPSG:3857

imagico.de: Cotonou osmim-imagicode-S2A_R022_N06_20151221T103009 photo 2015-12-21 Patchy and partly cloudy coverage in usual sources (true color) tms https://imagico.de/map/osmim_tiles.php?layer=S2A_R022_N06_20151221T103009&z={zoom}&x={x}&y={-y}

imagico.de OSM images for mapping

http://maps.imagico.de/#osmim

https://imagico.de/map/osmim_tiles.php

http://services.imagico.de/privacy.php

imagico.de: Bouvet Island osmim-imagicode-LC81800982013291LGN00 photo 2013-10-18 For more accurate coastline and glacier mapping (true color) tms https://imagico.de/map/osmim_tiles.php?layer=LC81800982013291LGN00&z={zoom}&x={x}&y={-y}

imagico.de OSM images for mapping

http://maps.imagico.de/#osmim

https://imagico.de/map/osmim_tiles.php

http://services.imagico.de/privacy.php

IBGE Map of urban areas IBGE Mapa de Setores Urbanos IBGE_Setores_Urbanos map tms https://{switch:a,b,c,d}.tiles.mapbox.com/v3/tmpsantos.hgda0m6h/{zoom}/{x}/{y}.png

https://wiki.openstreetmap.org/wiki/IBGE_Tile_Layer

IBGE

https://josm.openstreetmap.de/raw-attachment/wiki/Maps/Brazil/IBGE.png IBGE Map of rural areas IBGE Mapa de Setores Rurais IBGE_Setores_Rurais map tms https://{switch:a,b,c,d}.tiles.mapbox.com/v3/tmpsantos.i00mo1kj/{zoom}/{x}/{y}.png

https://wiki.openstreetmap.org/wiki/IBGE_Tile_Layer

IBGE

https://josm.openstreetmap.de/raw-attachment/wiki/Maps/Brazil/IBGE.png IBGE Street Names IBGE Nomes de Ruas IBGE_Nomes_Ruas map tms https://api.mapbox.com/styles/v1/wille/cj8lp78dn62wl2rquim47qo0g/tiles/256/{zoom}/{x}/{y}?access_token={apikey}

https://wiki.openstreetmap.org/wiki/IBGE_Street_Names

IBGE, OSM Brasil

https://josm.openstreetmap.de/raw-attachment/wiki/Maps/Brazil/IBGE.png Brazilian Army Topographic Maps Cartas Topográficas do Exército Brasileiro BDGEx_ctm_multi map wms https://bdgex.eb.mil.br/mapcache?FORMAT=image/png&TRANSPARENT=TRUE&VERSION=1.1.1&SERVICE=WMS&REQUEST=GetMap&LAYERS=ctmmultiescalas_mercator&STYLES=&SRS={proj}&WIDTH={width}&HEIGHT={height}&BBOX={bbox}

EPSG:3857

https://wiki.openstreetmap.org/wiki/BDGEx_Tile_Layer

BDGEx

data:image/png;base64,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 DER-ES der-es other wms

EPSG:3857 EPSG:4326 EPSG:5396 EPSG:22525

Departamento de Estradas de Rodagem do Estado do Espírito Santo

https://der.es.gov.br/

https://acessoainformacao.es.gov.br/#transparencia-publica

IBGE BC250 - Isolated Rural Locations IBGE BC250 - Aglomerados Rurais Isolados IBGE_BC250_Aglomerado_Rural other 2021

wms

EPSG:3857 EPSG:4326 EPSG:5396 EPSG:22525

IBGE

https://dados.gov.br/

https://josm.openstreetmap.de/raw-attachment/wiki/Maps/Brazil/IBGE.png IBGE BC250 - Rivers and Drainage IBGE BC250 - Rios e Drenagem IBGE_BC250_Rios_Drenagem other 2021

wms

EPSG:3857 EPSG:4326 EPSG:5396 EPSG:22525

IBGE

https://dados.gov.br/

https://josm.openstreetmap.de/raw-attachment/wiki/Maps/Brazil/IBGE.png IBGE BC250 - Highways Stretches IBGE BC250 - Trechos Rodoviários IBGE_BC250_Rodoviario other 2021 wms

EPSG:3857 EPSG:4326 EPSG:5396 EPSG:22525

IBGE

https://dados.gov.br/

https://josm.openstreetmap.de/raw-attachment/wiki/Maps/Brazil/IBGE.png IBGE BC250 - Indigenous Lands IBGE BC250 - Terras Indígenas IBGE_BC250_Terra_Indegina other 2019

wms

EPSG:3857 EPSG:4326 EPSG:5396 EPSG:22525

IBGE

https://dados.gov.br/

https://josm.openstreetmap.de/raw-attachment/wiki/Maps/Brazil/IBGE.png IBGE BC250 - Sustainable Use Units IBGE BC250 - Unidades de Uso Sustentável - APA IBGE_BC250_Uso_Sustentavel other 2019

wms

EPSG:3857 EPSG:4326 EPSG:5396 EPSG:22525

IBGE

https://dados.gov.br/

https://josm.openstreetmap.de/raw-attachment/wiki/Maps/Brazil/IBGE.png IBGE BC250 - Villages IBGE BC250 - Vilas IBGE_BC250_Villa other 2021

wms

EPSG:3857 EPSG:4326 EPSG:5396 EPSG:22525

IBGE

https://dados.gov.br/

https://josm.openstreetmap.de/raw-attachment/wiki/Maps/Brazil/IBGE.png IBGE BC250 - Electrical Power Plant Generator IBGE BC250 - Estações Geradoras de Energia Elétrica IBGE_BC250_Gerador_Eletrica other 2021

wms

EPSG:3857 EPSG:4326 EPSG:5396 EPSG:22525

IBGE

https://dados.gov.br/

https://josm.openstreetmap.de/raw-attachment/wiki/Maps/Brazil/IBGE.png IBGE BC250 - Municipalities IBGE BC250 - Municípios IBGE_BC250_Municipio other 2021

wms

EPSG:3857 EPSG:4326 EPSG:5396 EPSG:22525

IBGE

https://dados.gov.br/

https://josm.openstreetmap.de/raw-attachment/wiki/Maps/Brazil/IBGE.png IBGE Federal District addresses IBGE Endereços Distrito Federal IBGE_DF_Addresses other Addresses data from IBGE tms https://{switch:a,b,c,d}.tiles.mapbox.com/styles/v1/wille/cirnnxni1000jg8nfppc8g7pm/tiles/256/{zoom}/{x}/{y}?access_token={apikey}

IBGE

tms https://api.mapbox.com/styles/v1/wille/cirnnxni1000jg8nfppc8g7pm/tiles/256/{zoom}/{x}/{y}?access_token={apikey}

https://josm.openstreetmap.de/raw-attachment/wiki/Maps/Brazil/IBGE.png Belo Horizonte Orthophoto 2015 Belo Horizonte Ortofoto 2015 Belo_Horizonte_Ortophoto_2015 photo 2015

wms 2015 Orthophotos provided by Belo Horizonte City Council. Ortofotos de 2015 providas pela Prefeitura de Belo Horizonte.

Prefeitura de Belo Horizonte

https://bhgeo.pbh.gov.br/

https://wiki.openstreetmap.org/wiki/File:Autoriza%C3%A7%C3%A3o_BHGeo.png

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

true

CRS:84 EPSG:3857 EPSG:31983 EPSG:4326 Dourados Orthophotos Dourados Ortofotos Dourados_Ortofotos photo 2018;2020

wms Dourados (2018) and several districts (2020) high-res aerial imagery. Ortofotos de alta resolução de Dourados (2018) e vários de seus distritos (2020).

Prefeitura Municipal de Dourados - GeoDourados

https://geodourados.dourados.ms.gov.br

https://wiki.openstreetmap.org/wiki/File:Opendata-dourados-ms.jpg

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https://map.openaerialmap.org/#/-51.04694366455078,-30.017679032856236,11/square/2103123110220/664279546049ef00013b85a6?_k=voznq1

https://openaerialmap.org/legal/

https://ibb.co/4TCZbHB WorldView2 imagery provided by Maxar and hosted on OpenAerialMap, dated 2023-02-01, over Candelâria, in the state of Rio Grande do Sul, Brazil. Before the floods of 2023. Imagens WorldView2 fornecidas por Maxar e alojadas em OpenAerialMap, datadas de 2023-02-01, sobre Candelâria, no estado de Rio Grande do Sul, Brasil. Antes das enchentes de 2023. RS. Candelâria. Maxar 2024-05-15 openaerialmap_105001003B152100 photo 2024-05-15

tms

MAXAR wv02

https://map.openaerialmap.org/#/-51.04694366455078,-30.017679032856236,11/square/2103123110220/664279546049ef00013b85a6?_k=voznq1

https://openaerialmap.org/legal/

https://ibb.co/4TCZbHB WorldView2 imagery provided by Maxar and hosted on OpenAerialMap, dated 2024-05-15, over Candelâria, in the state of Rio Grande do Sul, Brazil. After the floods of 2024. Imagens WorldView2 fornecidas por Maxar e alojadas em OpenAerialMap, datadas de 2024-05-15, sobre Candelâria, no estado de Rio Grande do Sul, Brasil. Após as inundações de 2024. RS. Ibirubá. 2019 master plan. Urban zoning RS. Ibirubá. Plano diretor 2019. Zoneamento urbano RS.Ibiruba.Planodiretor2019.Zoneamentourbano map tms https://mapwarper.net/maps/tile/37328/{zoom}/{x}/{y}.png

https://wiki.openstreetmap.org/wiki/Rio_Grande_do_Sul_Tile_Layer

Prefeitura

https://wiki.openstreetmap.org/w/images/thumb/5/54/Osm-rs.svg/240px-Osm-rs.svg.png RS. Jacarezinho, Encantado, Roca Sales, Palma. Maxar 2023-03-02 openaerialmap_1050010039576B00 photo 2023-03-02

tms

MAXAR wv02

https://map.openaerialmap.org/#/-51.04694366455078,-30.017679032856236,11/square/2103123110220/664279546049ef00013b85a6?_k=voznq1

https://openaerialmap.org/legal/

https://ibb.co/4TCZbHB WorldView2 imagery provided by Maxar and hosted on OpenAerialMap, dated 2023-03-02, over Jacarezinho, Encantado, Roca Sales, Palma, in the state of Rio Grande do Sul, Brazil. Before the floods of 2023. Imagens do WorldView2 fornecidas pela Maxar e hospedadas no OpenAerialMap, datadas de 2023-03-02, sobre Jacarezinho, Encantado, Roca Sales, Palma, no estado do Rio Grande do Sul, Brasil. Antes das enchentes de 2023. RS. Porto Alegre. Maxar 2024-02-02 openaerialmap_10300100F6524600 photo 2024-02-02

tms

MAXAR wv02

https://map.openaerialmap.org/#/-51.04694366455078,-30.017679032856236,11/square/2103123110220/664279546049ef00013b85a6?_k=voznq1

https://openaerialmap.org/legal/

https://ibb.co/4TCZbHB WorldView2 imagery provided by Maxar and hosted on OpenAerialMap, dated 2024-02-02, over Porto Alegre, Rio Grande do Sul, Brazil. Shows part of the city before the floods of 2024. Imagens do WorldView2 fornecidas pela Maxar, hospedadas no OpenAerialMap, datadas de 2024-02-02 sobre Porto Alegre, Rio Grande do Sul, Brasil. Mostra parte da cidade antes de ser atingida pelas enchentes de 2024 RS. Quaraí. 2006 master plan. Neighborhoods and Villages RS. Quaraí. Plano Diretor 2006. Bairros e Vilas RS.Quarai.PlanoDiretor2006.BairroseVilas map tms https://mapwarper.net/maps/tile/37185/{zoom}/{x}/{y}.png

https://wiki.openstreetmap.org/wiki/Rio_Grande_do_Sul_Tile_Layer

Prefeitura

https://wiki.openstreetmap.org/w/images/thumb/5/54/Osm-rs.svg/240px-Osm-rs.svg.png RS. Relvado, Nova Bréscia, Travesseiro, Conventos. Maxar 2023-06-23 openaerialmap_1040010087BB6100 photo 2023-06-23

tms

MAXAR wv03

https://map.openaerialmap.org/#/-51.04694366455078,-30.017679032856236,11/square/2103123110220/664279546049ef00013b85a6?_k=voznq1

https://openaerialmap.org/legal/

https://ibb.co/4TCZbHB WorldView3 imagery provided by Maxar and hosted on OpenAerialMap, dated 2024-05-15, over Relvado, Nova Bréscia, Travesseiro, Conventos, in the state of Rio Grande do Sul, Brazil. Before the floods of 2023. Imagens do WorldView3 fornecidas pela Maxar e hospedadas no OpenAerialMap, datadas de 2024-05-15, sobre Relvado, Nova Bréscia, Travesseiro, Conventos, no estado do Rio Grande do Sul, Brasil. Antes das enchentes de 2023. Sobral Orthophoto 2017 Sobral Ortofoto 2017 Aerial imagery in Sobral (main city and Aracatiaçu, Jaibaras, and Taperuaba districts). Imagens aéreas de Sobral (sede e distritos de Aracatiaçu, Jaibaras e Taperuaba). Sobral_Ortophoto_2017 photo 2017

wms EPSG:31984 EPSG:3857 EPSG:4326

Prefeitura Municipal de Sobral

http://seuma.sobral.ce.gov.br/

https://wiki.openstreetmap.org/wiki/File:Autoriza%C3%A7%C3%A3o_Dados_Sobral.png

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

true

Curitiba Orthophoto 2019 Curitiba Ortofoto 2019 cwb_ortho_2016 photo 2019

tms https://geocuritiba.ippuc.org.br/server/rest/services/Hosted/Ortofotos2019/MapServer/tile/{zoom}/{y}/{x}

Aerial imagery in Curitiba, released by the municipality. Imagens Aéreas de Curitiba,

Instituto de Pesquisa e Planejamento Urbano de Curitiba

https://geocuritiba.ippuc.org.br

https://wiki.openstreetmap.org/w/index.php?title=File:Autorizacao_IPPUC.pdf

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Geobase Hydrography - English Geobase_Hydrography map wms

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imagico.de OSM images for mapping

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imagico.de: Northern Ellesmere Island osmim-imagicode-nellesmere_ast photo 2012-07-09 Assembled from July 2012 ASTER imagery (true color with estimated blue) tms https://imagico.de/map/osmim_tiles.php?layer=nellesmere_ast&z={zoom}&x={x}&y={-y}

imagico.de OSM images for mapping

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imagico.de: Northern Ellesmere Island July 2016 osmim-imagicode-nellesmere_ast_2016 photo 2012-07-08;2012-07-15 Assembled from July 2016 ASTER imagery (true color with estimated blue) tms https://imagico.de/map/osmim_tiles.php?layer=nellesmere_ast_2016&z={zoom}&x={x}&y={-y}

imagico.de OSM images for mapping

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Toronto Orthorectified Imagery - Most current year Toronto-Imagery-Most-Current-Year photo tms

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Ontario Forest Resources Inventory T1 Enhanced ONFRIT1 photo wms CRS:84 EPSG:4326 EPSG:3857 High resolution aerial imagery acquired for the Forest Resource Inventory program and Forest Management Units

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Ontario Forest Resources Inventory T2 Enhanced ONFRIT2 photo wms CRS:84 EPSG:4326 EPSG:3857 High resolution aerial imagery acquired for the Forest Resource Inventory program and Forest Management Units

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Geospatial Ontario Imagery Data Services - 2013 to 2017 GEO-IDS-2013to2017 photo wms_endpoint EPSG:4326 EPSG:3857

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https://www.ontario.ca/page/privacy-statement

Geospatial Ontario Imagery Data Services - 2018 to 2022 GEO-IDS-2018to2022 photo wms_endpoint EPSG:4326 EPSG:3857

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Geospatial Ontario Imagery Data Services - 2023 to 2027 GEO-IDS-2023to2027 photo wms_endpoint EPSG:4326 EPSG:3857

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https://www.ontario.ca/page/privacy-statement

Maple Ridge Aerial Photography 2025 Maple_Ridge_Aerial_2025 photo wms

https://www.mapleridge.ca/terms-use#OpenGovernmentLicenceMapleRidge

Open Government Licence - Maple Ridge

EPSG:4326 EPSG:3857

Maple Ridge Aerial Photography 2023 Maple_Ridge_Aerial_2023 historicphoto wms

https://www.mapleridge.ca/terms-use#OpenGovernmentLicenceMapleRidge

Open Government Licence - Maple Ridge

EPSG:4326 EPSG:3857

High Resolution Digital Elevation Model Mosaic (DSM) NRCan-HRDEM-DSM elevation wms

Contains information licensed under the Open Government Licence – Canada

https://open.canada.ca/en/open-government-licence-canada

https://osmfoundation.org/wiki/OGL_Canada_and_local_variants

https://www.canada.ca/en/transparency/privacy.html

EPSG:3978 EPSG:3979 EPSG:4617 EPSG:4269 EPSG:4326 EPSG:3857 EPSG:3413 EPSG:3571 EPSG:3572 EPSG:3573 EPSG:3574 EPSG:3575 EPSG:3576 EPSG:3154 EPSG:3155 EPSG:3156 EPSG:3157 EPSG:2955 EPSG:2956 EPSG:2957 EPSG:3158 EPSG:3159 EPSG:3160 EPSG:2958 EPSG:2959 EPSG:2960 EPSG:2961 EPSG:2962 EPSG:3761 EPSG:26907 EPSG:26908 EPSG:26909 EPSG:26910 EPSG:26911 EPSG:26912 EPSG:26913 EPSG:26914 EPSG:26915 EPSG:26916 EPSG:26917 EPSG:26918 EPSG:26919 EPSG:26920 EPSG:26921 EPSG:26922

High Resolution Digital Elevation Model Mosaic (DTM) NRCan-HRDEM-DTM elevation wms

Contains information licensed under the Open Government Licence – Canada

https://open.canada.ca/en/open-government-licence-canada

https://osmfoundation.org/wiki/OGL_Canada_and_local_variants

https://www.canada.ca/en/transparency/privacy.html

Township of Langley Aerial Imagery (2025) Langley_Township_2025 photo wmts CRS:84

Contains information licensed under the Open Government Licence - Township of Langley

https://www.tol.ca/en/connect/open-data-licence.aspx

https://osmfoundation.org/wiki/OGL_Canada_and_local_variants

https://www.tol.ca/en/connect/egovernment-privacy-policy.aspx

imagico.de: Fogo, Cape Verde osmim-imagicode-LC82100502015347LGN00 photo 2015-12-13 Image from after the 2014/2015 eruption (true color) tms https://imagico.de/map/osmim_tiles.php?layer=LC82100502015347LGN00&z={zoom}&x={x}&y={-y}

imagico.de OSM images for mapping

http://maps.imagico.de/#osmim

https://imagico.de/map/osmim_tiles.php

http://services.imagico.de/privacy.php

imagico.de: Isla Londonderry osmim-imagicode-LC82280982013259LGN00 photo 2013-09-16 A lot of very coarse coastlines could be improved here, much snow cover though so no use for glacier mapping (false color IR) tms https://imagico.de/map/osmim_tiles.php?layer=LC82280982013259LGN00&z={zoom}&x={x}&y={-y}

imagico.de OSM images for mapping

http://maps.imagico.de/#osmim

https://imagico.de/map/osmim_tiles.php

http://services.imagico.de/privacy.php

imagico.de: Volcán Calbuco osmim-imagicode-LC82330892016031LGN00 photo 2016-01-31 Image from after the 2015 eruption (true color) tms https://imagico.de/map/osmim_tiles.php?layer=LC82330892016031LGN00&z={zoom}&x={x}&y={-y}

imagico.de OSM images for mapping

http://maps.imagico.de/#osmim

https://imagico.de/map/osmim_tiles.php

http://services.imagico.de/privacy.php

Colombian Departments COL_depts wms map Entidad territorial de primer nivel de la división político - administrativa del Estado que agrupa municipios y áreas no municipalizadas. Territorial entity of the first level of the political-administrative division of the State that groups municipalities and non-municipalized areas. 2022-02-28 CRS:84 EPSG:4326

https://www.colombiaenmapas.gov.co/

IGAC Entidades territoriales

https://www.colombiaenmapas.gov.co/images/favicon.ico

https://creativecommons.org/licenses/by/4.0/deed.es

Colombian Postal Codes COL_postal_codes wms map El código postal es un código de 6 dígitos que complementa la dirección física y representa una zona en el mapa de nuestro país. Este código determina la ubicación y elimina la confusión con otros barrios o municipios que se llaman de la misma manera. The postal code is a 6-digit code that complements the physical address and represents an area on the map of our country. This code determines the location and eliminates confusion with other neighborhoods or municipalities that have the same name. CRS:84 EPSG:4326

https://www.colombiaenmapas.gov.co/

MINTIC Servicios Postales Nacionales 4-72 (Unidad Código Postal Colombia)

https://www.colombiaenmapas.gov.co/images/favicon.ico

https://www.datos.gov.co/Ordenamiento-Territorial/C-digos-Postales-Nacionales/ixig-z8b5

Colombian Rivers COL_rivers wms map Cartografía vectorial a escala 1:100.000 con cobertura total de la República de Colombia. Contiene información sobre entidades territoriales, transporte terrestre y fluvial, hidrografía, relieve, orografía, construcciones. Se genera a partir de la interpretación de objetos en una imagen ortorectificada provenientes de plataformas satelitales o aerotransportadas. Vector cartography at a scale of 1:100,000 with total coverage of the Republic of Colombia. Contains information on territorial entities, land and river transport, hydrography, relief, orography, constructions. It is generated from the interpretation of objects in an orthorectified image coming from satellite or airborne platforms. CRS:84 EPSG:4326

https://www.colombiaenmapas.gov.co/

Instituto Geográfico Agustín Codazzi - IGAC - Drenaje doble y sencillo

https://www.colombiaenmapas.gov.co/images/favicon.ico

https://creativecommons.org/licenses/by/4.0/deed.es

IDECA orthophotomosaic Bogota D.C. 2017 IDECA_Ortho2017 wms photo Contiene un mosaico raster ortorectificado del Distrito Capital de Bogotá, Los Cerros Orientales y parte de la zona rural de Bogotá de las localidades de Ciudad Bolívar y Usme, correspondientes a 75.000 hectáreas. Cuenta con 4 bandas del espectro electromagnético: Rojo, Verde, Azul e Infrarrojo Cercano, permitiendo crear un falso color para aplicaciones forestales. It contains an orthorectified raster mosaic of the Capital District of Bogotá, the Cerros Orientales and part of the rural area of Bogotá of the localities of Ciudad Bolívar and Usme, corresponding to 75,000 hectares. It has 4 bands of the electromagnetic spectrum: Red, Green, Blue and Near Infrared, allowing to create a false color for forestry applications. 2017-12-31 CRS:84 EPSG:3857 EPSG:4326

https://www.ideca.gov.co/recursos/mapas/ortoimagen-bogota-dc-2017

https://www.ideca.gov.co/

IDECA Ortho-2017 Bogota

https://www.ideca.gov.co/themes/custom/ideca2/logo.svg

https://creativecommons.org/licenses/by/4.0/deed.es

osm-hr: Knin 2007 Aerial imagery osm-hr-knin-2007 historicphoto 2007;2007

tms https://tms.osm-hr.org/knin-2007/{zoom}/{x}/{-y}.png

https://narodne-novine.nn.hr/clanci/sluzbeni/2013_02_25_403.html

https://tms.osm-hr.org/privacy.htm

https://josm.openstreetmap.de/raw-attachment/wiki/Maps/Croatia/osm-hr.png osm-hr: Orbview osm-hr-orbview historicphoto 2003;2007

tms https://tms.osm-hr.org/orbview/{zoom}/{x}/{-y}.png

https://lists.openstreetmap.org/pipermail/talk/2012-January/061546.html

https://tms.osm-hr.org/privacy.htm

https://josm.openstreetmap.de/raw-attachment/wiki/Maps/Croatia/osm-hr.png osm-hr: US Topo 50 osm-hr-ustopo50 map 1992;2002

tms https://tms.osm-hr.org/ustopo/{zoom}/{x}/{y}.png

https://legacy.lib.utexas.edu/maps/faq.html#3.html

https://tms.osm-hr.org/privacy.htm

https://josm.openstreetmap.de/raw-attachment/wiki/Maps/Croatia/osm-hr.png osm-hr: Zagreb 2012 Aerial imagery osm-hr-zagreb-2012 historicphoto 2012;2012

tms https://tms.osm-hr.org/zagreb-2012/{zoom}/{x}/{-y}.png

Grad Zagreb, Gradski ured za strategijsko planiranje i razvoj Grada

https://geoportal.zagreb.hr/

https://narodne-novine.nn.hr/clanci/sluzbeni/2013_02_25_403.html

https://tms.osm-hr.org/privacy.htm

https://josm.openstreetmap.de/raw-attachment/wiki/Maps/Croatia/osm-hr.png osm-hr: Zagreb 2018 Aerial imagery osm-hr-zagreb-2018 photo 2018;2018

tms https://tms.osm-hr.org/zagreb-2018/{zoom}/{x}/{-y}.png

Grad Zagreb, Gradski ured za strategijsko planiranje i razvoj Grada

https://geoportal.zagreb.hr/

https://narodne-novine.nn.hr/clanci/sluzbeni/2013_02_25_403.html

https://tms.osm-hr.org/privacy.htm

https://josm.openstreetmap.de/raw-attachment/wiki/Maps/Croatia/osm-hr.png dgu.hr: Croatia 2011 Aerial imagery dgu-dof-2011 historicphoto 2011;2011

wms

EPSG:3765 EPSG:4326

Sadrži podatke Državne geodetske uprave

https://dgu.gov.hr/

https://narodne-novine.nn.hr/clanci/sluzbeni/2013_02_25_403.html

https://geoportal.dgu.hr/#/menu/uvjeti-koristenja

https://josm.openstreetmap.de/raw-attachment/wiki/Maps/Croatia/dgu.png dgu.hr: Croatia 2014-2016 Aerial imagery dgu-dof-2014-2016 historicphoto 2014;2016

wms

EPSG:3765 EPSG:4326

Sadrži podatke Državne geodetske uprave

https://dgu.gov.hr/

https://narodne-novine.nn.hr/clanci/sluzbeni/2013_02_25_403.html

https://geoportal.dgu.hr/#/menu/uvjeti-koristenja

https://josm.openstreetmap.de/raw-attachment/wiki/Maps/Croatia/dgu.png dgu.hr: Croatia 2017-2018 aerial imagery dgu-dof-2017-2018 dgu-dof-2018 dgu-dof-2017 dgu-dof-2018-w dgu-dof-2017-s-e historicphoto 2017;2018

wms EPSG:3035 EPSG:3765 EPSG:3857 EPSG:4258 EPSG:4326

Sadrži podatke Državne geodetske uprave

https://dgu.gov.hr/

https://narodne-novine.nn.hr/clanci/sluzbeni/2013_02_25_403.html

https://geoportal.dgu.hr/#/menu/uvjeti-koristenja

https://osmlab.github.io/editor-layer-index/sources/europe/hr/dgu.png dgu.hr: Croatia 2019-2020 aerial imagery dgu-dof-2019-2020 dgu-dof-2019-s-e historicphoto 2019;2020

wms EPSG:3035 EPSG:3765 EPSG:3857 EPSG:4258 EPSG:4326

Sadrži podatke Državne geodetske uprave

https://dgu.gov.hr/

https://narodne-novine.nn.hr/clanci/sluzbeni/2013_02_25_403.html

https://geoportal.dgu.hr/#/menu/uvjeti-koristenja

https://osmlab.github.io/editor-layer-index/sources/europe/hr/dgu.png dgu.hr: Croatia 2021-2022 aerial imagery dgu-dof-2021-2022 historicphoto 2021;2022

wms

EPSG:3035 EPSG:3765 EPSG:3857 EPSG:4258 EPSG:4326

Sadrži podatke Državne geodetske uprave

https://dgu.gov.hr/

https://narodne-novine.nn.hr/clanci/sluzbeni/2013_02_25_403.html

https://geoportal.dgu.hr/#/menu/uvjeti-koristenja

https://osmlab.github.io/editor-layer-index/sources/europe/hr/dgu.png dgu.hr: Croatia 2022-2023 LiDAR aerial imagery dgu-dof-2022-2023 photo 2022;2023

wms

EPSG:3035 EPSG:3765 EPSG:3857 EPSG:4258 EPSG:4326

Sadrži podatke Geoportala Državne geodetske uprave

https://dgu.gov.hr/

https://narodne-novine.nn.hr/clanci/sluzbeni/2013_02_25_403.html

https://geoportal.dgu.hr/#/menu/uvjeti-koristenja

https://osmlab.github.io/editor-layer-index/sources/europe/hr/dgu.png dgu.hr: Croatia 2023-2024 aerial imagery dgu-dof-2023-2024 photo 2023;2024

wms

EPSG:3035 EPSG:3765 EPSG:3857 EPSG:4258 EPSG:4326

Sadrži podatke Geoportala Državne geodetske uprave

https://dgu.gov.hr/

https://narodne-novine.nn.hr/clanci/sluzbeni/2013_02_25_403.html

https://geoportal.dgu.hr/#/menu/uvjeti-koristenja

https://osmlab.github.io/editor-layer-index/sources/europe/hr/dgu.png dgu.hr: HOK dgu-hok map 1954;2009

wms

EPSG:3765 EPSG:4326

Sadrži podatke Državne geodetske uprave

https://dgu.gov.hr/

https://narodne-novine.nn.hr/clanci/sluzbeni/2013_02_25_403.html

https://geoportal.dgu.hr/#/menu/uvjeti-koristenja

https://josm.openstreetmap.de/raw-attachment/wiki/Maps/Croatia/dgu.png dgu.hr: Topo 100 dgu-topo-100 map 1980;1984

wms

EPSG:3765 EPSG:4326

Sadrži podatke Državne geodetske uprave

https://dgu.gov.hr/

https://narodne-novine.nn.hr/clanci/sluzbeni/2013_02_25_403.html

https://geoportal.dgu.hr/#/menu/uvjeti-koristenja

https://josm.openstreetmap.de/raw-attachment/wiki/Maps/Croatia/dgu.png dgu.hr: Topo 200 dgu-topo-200 map 1982;1986

wms

EPSG:3765 EPSG:4326

Sadrži podatke Državne geodetske uprave

https://dgu.gov.hr/

https://narodne-novine.nn.hr/clanci/sluzbeni/2013_02_25_403.html

https://geoportal.dgu.hr/#/menu/uvjeti-koristenja

https://josm.openstreetmap.de/raw-attachment/wiki/Maps/Croatia/dgu.png dgu.hr: Topo 25 new dgu-topo-25-new map 2011;-

wms

EPSG:3765 EPSG:4326

Sadrži podatke Državne geodetske uprave

https://dgu.gov.hr/

https://narodne-novine.nn.hr/clanci/sluzbeni/2013_02_25_403.html

https://geoportal.dgu.hr/#/menu/uvjeti-koristenja

https://josm.openstreetmap.de/raw-attachment/wiki/Maps/Croatia/dgu.png dgu.hr: Topo 25 dgu-topo-25 map 1996;2011

wms

EPSG:3765 EPSG:4326

Sadrži podatke Državne geodetske uprave

https://dgu.gov.hr/

https://narodne-novine.nn.hr/clanci/sluzbeni/2013_02_25_403.html

https://geoportal.dgu.hr/#/menu/uvjeti-koristenja

https://josm.openstreetmap.de/raw-attachment/wiki/Maps/Croatia/dgu.png Czechia CUZK orthophoto (latest) CUZKlatestorthophoto photo Approximately half of Czech Republic is photographed every year. As of 2026-03, the imagery of the western part dates back to 2025, the eastern half was photographed in 2024. The eastern part is expected to be updated with 2026 imagery sometimes in early 2027 and so on. Pixel size is currently 0.125 m. Absolute positional accuracy 0.25 m.

wms

https://wiki.openstreetmap.org/wiki/Cs:%C4%8Cesko/freemap#%C4%8C%C3%9AZK

true

EPSG:5514 EPSG:5221 EPSG:4258 EPSG:4326 EPSG:3034 EPSG:3035 EPSG:3045 EPSG:3046 EPSG:3857 EPSG:32633 EPSG:32634 EPSG:102066 EPSG:102067 Czechia CUZK orthophoto 2023 West CUZKorthophoto2023 photo 2023 Western half of Czech Republic photographed in 2023 (May to August). Pixel size 0.125 m. Absolute positional accuracy 0.25 m.

wms

https://wiki.openstreetmap.org/wiki/Cs:%C4%8Cesko/freemap#%C4%8C%C3%9AZK

true

EPSG:5514 EPSG:5221 EPSG:4258 EPSG:4326 EPSG:3034 EPSG:3035 EPSG:3045 EPSG:3046 EPSG:3857 EPSG:32633 EPSG:32634 EPSG:102066 EPSG:102067 Czechia CUZK orthophoto 2022 East CUZKorthophoto2022 photo 2022 Eastern half of Czech Republic photographed in June 2022. Pixel size 0.125 m. Absolute positional accuracy 0.25 m.

wms

https://wiki.openstreetmap.org/wiki/Cs:%C4%8Cesko/freemap#%C4%8C%C3%9AZK

true

EPSG:5514 EPSG:5221 EPSG:4258 EPSG:4326 EPSG:3034 EPSG:3035 EPSG:3045 EPSG:3046 EPSG:3857 EPSG:32633 EPSG:32634 EPSG:102066 EPSG:102067 Czechia CUZK orthophoto 2021 West CUZKorthophoto2021 photo 2021 Western half of Czech Republic photographed in 2021. May be particularly useful in some areas that were photographed unusually early - in April - before full vegetation growth. Pixel size 0.125 m. Absolute positional accuracy 0.25 m.

wms

https://wiki.openstreetmap.org/wiki/Cs:%C4%8Cesko/freemap#%C4%8C%C3%9AZK

true

EPSG:5514 EPSG:5221 EPSG:4258 EPSG:4326 EPSG:3034 EPSG:3035 EPSG:3045 EPSG:3046 EPSG:3857 EPSG:32633 EPSG:32634 EPSG:102066 EPSG:102067 Czechia CUZK orthophoto 2020 East CUZKorthophoto2020 historicphoto 2020 Eastern half of Czech Republic photographed in 2020. Pixel size 0.2 m. Absolute positional accuracy 0.25 m.

wms

https://wiki.openstreetmap.org/wiki/Cs:%C4%8Cesko/freemap#%C4%8C%C3%9AZK

true

EPSG:5514 EPSG:5221 EPSG:4258 EPSG:4326 EPSG:3034 EPSG:3035 EPSG:3045 EPSG:3046 EPSG:3857 EPSG:32633 EPSG:32634 EPSG:102066 EPSG:102067 Czechia CUZK orthophoto 2019 West CUZKorthophoto2019 historicphoto 2019 Western half of Czech Republic photographed in 2019. Pixel size 0.2 m. Absolute positional accuracy 0.25 m.

wms

https://wiki.openstreetmap.org/wiki/Cs:%C4%8Cesko/freemap#%C4%8C%C3%9AZK

true

EPSG:5514 EPSG:5221 EPSG:4258 EPSG:4326 EPSG:3034 EPSG:3035 EPSG:3045 EPSG:3046 EPSG:3857 EPSG:32633 EPSG:32634 EPSG:102066 EPSG:102067 Czechia CUZK terrain DMR 5G hires render by freemap.sk CUZK-DMR5G-freemap elevation Layer has been rendered and hosted by freemap.sk. It uses the same LIDAR data as ’Czechia CUZK terrain DMR 5G greyscale’ but it is rendered in higher resolution and lighter shades. Buildings and vegetation are filtered out. Suitable for tracing roads, waterways and similar features that are not visible on orthophoto due to vegetation cover.

tms

https://cz-hires-shading.tiles.freemap.sk/{zoom}/{x}/{y}.jpg

https://wiki.openstreetmap.org/wiki/Cs:%C4%8Cesko/freemap#%C4%8C%C3%9AZK

true

Czechia CUZK terrain DMR 5G greyscale CUZK-DMR5G elevation Greyscale shaded surface model rendered from LIDAR data by CUZK. Buildings and vegetation are filtered out. Suitable for tracing roads, waterways and similar features that are not visible on orthophoto due to vegetation cover. In most cases, the level of detail is inferior to ’Czechia CUZK terrain DMR 5G hires render by freemap.sk’.

wms

https://wiki.openstreetmap.org/wiki/Cs:%C4%8Cesko/freemap#%C4%8C%C3%9AZK

true

EPSG:5514 EPSG:5221 EPSG:4258 EPSG:4326 EPSG:3034 EPSG:3035 EPSG:3045 EPSG:3046 EPSG:3857 EPSG:32633 EPSG:32634 EPSG:102066 EPSG:102067 Czechia CUZK:KM Czech_CUZK-KM other

wms

https://wiki.openstreetmap.org/wiki/WikiProject_Czech_Republic/freemap

EPSG:5514 EPSG:5221 EPSG:4258 EPSG:4326 EPSG:3034 EPSG:3035 EPSG:3045 EPSG:3046 EPSG:3857 EPSG:3835 EPSG:3836 EPSG:32633 EPSG:32634 EPSG:102066 EPSG:102067 tms https://osm-{switch:a,b,c}.zby.cz/tiles_cuzk.php/{zoom}/{x}/{y}.png

Czechia CUZK:KM cadastral borders Czech_CUZK-KM_cadastral_borders other

wms

https://wiki.openstreetmap.org/wiki/WikiProject_Czech_Republic/freemap

wms

https://wiki.openstreetmap.org/wiki/Cs:%C4%8Cesko/freemap#%C4%8C%C3%9AZK

true

EPSG:5514 EPSG:5221 EPSG:4258 EPSG:4326 EPSG:3034 EPSG:3035 EPSG:3045 EPSG:3046 EPSG:3857 EPSG:32633 EPSG:32634 EPSG:102066 EPSG:102067 Czechia CUZK ZABAGED Hiking Trails CUZKtrails other Overlay showing KČT hiking trails as colour lines. Added in 2025, period of update unknown. Some routes prove to be outdated, please double-check by on-site survey.

wms

https://wiki.openstreetmap.org/wiki/Cs:%C4%8Cesko/freemap#%C4%8C%C3%9AZK

true

tms

Czechia RUIAN

https://poloha.net/

https://tile.poloha.net/adresy/{zoom}/{x}/{y}.png

https://wiki.openstreetmap.org/wiki/Cs:WikiProjekt_%C4%8Cesko/freemap#.C4.8C.C3.9AZK_-_R.C3.9AIAN

true

Czechia RUIAN buildings Czech_RUIAN-budovy other

tms

Czechia RUIAN

https://poloha.net/

https://tile.poloha.net/budovy/{zoom}/{x}/{y}.png

https://wiki.openstreetmap.org/wiki/Cs:WikiProjekt_%C4%8Cesko/freemap#.C4.8C.C3.9AZK_-_R.C3.9AIAN

true

Czechia RUIAN buildings TODO Czech_RUIAN-budovy-TODO other

tms

Czechia RUIAN

https://poloha.net/

https://tile.poloha.net/budovy-todo/{zoom}/{x}/{y}.png

https://wiki.openstreetmap.org/wiki/Cs:WikiProjekt_%C4%8Cesko/freemap#.C4.8C.C3.9AZK_-_R.C3.9AIAN

true

Czechia RUIAN landuse Czech_RUIAN-landuse other

tms

Czechia RUIAN

https://poloha.net/

https://tile.poloha.net/landuse/{zoom}/{x}/{y}.png

https://wiki.openstreetmap.org/wiki/Cs:WikiProjekt_%C4%8Cesko/freemap#.C4.8C.C3.9AZK_-_R.C3.9AIAN

true

Czechia RUIAN plots Czech_RUIAN-parcely other

tms

Czechia RUIAN

https://poloha.net/

https://tile.poloha.net/parcely/{zoom}/{x}/{y}.png

https://wiki.openstreetmap.org/wiki/Cs:WikiProjekt_%C4%8Cesko/freemap#.C4.8C.C3.9AZK_-_R.C3.9AIAN

true

Czechia RUIAN streets Czech_RUIAN-ulice other

tms

Czechia RUIAN

https://poloha.net/

https://tile.poloha.net/ulice/{zoom}/{x}/{y}.png

https://wiki.openstreetmap.org/wiki/Cs:WikiProjekt_%C4%8Cesko/freemap#.C4.8C.C3.9AZK_-_R.C3.9AIAN

true

Czechia pLPIS Czech_pLPIS other

wms

https://wiki.openstreetmap.org/wiki/Cs:WikiProjekt_%C4%8Cesko/freemap#pLPIS_-_ve.C5.99ejn.C3.BD_registr_p.C5.AFdy

true

EPSG:102067 EPSG:32633 EPSG:4326 Praha IPR low-vegetation orthophoto PrahaIPR-latest-low-vegetationorthophoto photo Latest available "low vegetation" orthophoto of Prague. Pixel size 5 cm.

wms

true

EPSG:4326 EPSG:5514 EPSG:102067

https://wiki.openstreetmap.org/wiki/Cs:WikiProjekt_%C4%8Cesko/freemap#Ortofotomapy_IPR_Praha

Praha IPR orthophoto 2025-03 (low vegetation) PrahaIPRorthophoto2025-03 photo 2025-03 Prague photographed on 2025-03-05, 2025-03-08, 2025-03-09 and 2025-03-10 ("low vegetation"). Pixel size 5 cm.

wms

true

EPSG:4326 EPSG:5514 EPSG:102067

https://wiki.openstreetmap.org/wiki/Cs:WikiProjekt_%C4%8Cesko/freemap#Ortofotomapy_IPR_Praha

Praha IPR orthophoto 2024-06 PrahaIPRorthophoto2024-06 photo 2024-06 Prague photographed on 2024-06-08. Pixel size 10 cm.

wms

true

EPSG:4326 EPSG:5514 EPSG:102067

https://wiki.openstreetmap.org/wiki/Cs:WikiProjekt_%C4%8Cesko/freemap#Ortofotomapy_IPR_Praha

Praha IPR orthophoto 2024-04 (low vegetation) PrahaIPRorthophoto2024-04 photo 2024-04 Prague photographed on 2025-04-07 and 2024-04-08 ("low vegetation"). Pixel size 5 cm.

wms

true

EPSG:4326 EPSG:5514 EPSG:102067

https://wiki.openstreetmap.org/wiki/Cs:WikiProjekt_%C4%8Cesko/freemap#Ortofotomapy_IPR_Praha

Praha-surroundings IPR orthophoto 2019 PrahaIPRokoli2019 historicphoto 2019-09-22 Prague and surroundings photographed on 2019-09-22.

wms

true

EPSG:4326 EPSG:5514 EPSG:102067

https://wiki.openstreetmap.org/wiki/Cs:WikiProjekt_%C4%8Cesko/freemap#Ortofotomapy_IPR_Praha

Plzeň orthophoto 5cm 2024 (low vegetation) PlzenOrtho5cm2024low photo 2024-03-19 Plzen and surroundings photographed on 2024-03-19. Resolution 5cm/pixel.

wms

EPSG:3857

https://wiki.openstreetmap.org/wiki/Cs:%C4%8Cesko/freemap#Dal%C5%A1%C3%AD_ortofotomapy

Hradec Králové orthophoto 2025 HradecKraloveOrtho2025 photo 2025 Hradec Kralove photographed in 2025.

wms

EPSG:3857

https://wiki.openstreetmap.org/wiki/Cs:%C4%8Cesko/freemap#Dal%C5%A1%C3%AD_ortofotomapy

KDS Aerial Imagery KDS luftfoto sdfi_orto photo tms

Annual orthophotos from GeoDanmark. Årlige luftfotos fra GeoDanmark.

Klimadatastyrelsen

https://dataforsyningen.dk/asset/PDF/rettigheder_vilkaar/Vilk%C3%A5r%20for%20brug%20af%20frie%20geografiske%20data.pdf

https://dataforsyningen.dk/Vilkaar

https://dataforsyningen.dk/Privatlivspolitik

true

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Annual orthophotos from GeoDanmark, cached by Septima. Årlige luftfotos fra GeoDanmark, cached by Septima.

Klimadatastyrelsen

https://dataforsyningen.dk/asset/PDF/rettigheder_vilkaar/Vilk%C3%A5r%20for%20brug%20af%20frie%20geografiske%20data.pdf

https://dataforsyningen.dk/Vilkaar

https://dataforsyningen.dk/Privatlivspolitik

true

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Geodatastyrelsen og Klimadatastyrelsen

https://dataforsyningen.dk/asset/PDF/rettigheder_vilkaar/Vilk%C3%A5r%20for%20brug%20af%20data%20fra%20GST.pdf

https://dataforsyningen.dk/Vilkaar

https://dataforsyningen.dk/Privatlivspolitik

EPSG:4326 EPSG:4258 EPSG:25832 EPSG:25833 EPSG:32632 EPSG:32633 EPSG:4093 EPSG:4094 EPSG:4095 EPSG:4096 EPSG:3395 EPSG:3857

true

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Klimadatastyrelsen

https://dataforsyningen.dk/asset/PDF/rettigheder_vilkaar/Vilk%C3%A5r%20for%20brug%20af%20frie%20geografiske%20data.pdf

https://dataforsyningen.dk/Vilkaar

https://dataforsyningen.dk/Privatlivspolitik

EPSG:4326 EPSG:4258 EPSG:25832 EPSG:25833 EPSG:32632 EPSG:32633 EPSG:4093 EPSG:4094 EPSG:4095 EPSG:4096 EPSG:3395 EPSG:3857

true

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Klimadatastyrelsen

https://dataforsyningen.dk/asset/PDF/rettigheder_vilkaar/Vilk%C3%A5r%20for%20brug%20af%20frie%20geografiske%20data.pdf

https://dataforsyningen.dk/Vilkaar

https://dataforsyningen.dk/Privatlivspolitik

EPSG:4326 EPSG:4258 EPSG:25832 EPSG:25833 EPSG:32632 EPSG:32633 EPSG:4093 EPSG:4094 EPSG:4095 EPSG:4096 EPSG:3395 EPSG:3857

true

data:image/png;base64,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 KDS Surface Shadow Map (40 cm) KDS overfladeskyggekort (40 cm) KDS_Overflade_Skyggekort_40cm elevation wms

Klimadatastyrelsen

https://dataforsyningen.dk/asset/PDF/rettigheder_vilkaar/Vilk%C3%A5r%20for%20brug%20af%20frie%20geografiske%20data.pdf

https://dataforsyningen.dk/Vilkaar

https://dataforsyningen.dk/Privatlivspolitik

EPSG:4326 EPSG:4258 EPSG:25832 EPSG:25833 EPSG:32632 EPSG:32633 EPSG:4093 EPSG:4094 EPSG:4095 EPSG:4096 EPSG:3395 EPSG:3857

true

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Klimadatastyrelsen

https://creativecommons.org/licenses/by/4.0/deed.da

https://datafordeler.dk/vejledning/brugervilkaar/kds-geografiske-data/

https://datafordeler.dk/vejledning/om-datafordeleren/privatlivspolitik/

EPSG:4326 EPSG:4258 EPSG:25832 EPSG:25833 EPSG:32632 EPSG:32633 EPSG:4093 EPSG:4094 EPSG:4095 EPSG:4096 EPSG:3395 EPSG:3857

true

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Klimadatastyrelsen

https://dataforsyningen.dk/asset/PDF/rettigheder_vilkaar/Vilk%C3%A5r%20for%20brug%20af%20frie%20geografiske%20data.pdf

https://dataforsyningen.dk/Vilkaar

https://dataforsyningen.dk/Privatlivspolitik

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false

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Umhvørvisstovan/Faroese Environment Agency

https://www.us.fo/

https://www.foroyakort.fo/um-foeroyakort/terms-and-conditions-in-english/

https://www.us.fo/privacy-policy/

true

EPSG:5316

https://www.us.fo/wp-content/uploads/2023/01/favicon.png Faroe Islands Basic Map Færøerne basiskort faroes_lendiskort map wmts Landcover, buildings and roads of the Faroe Islands. Landdække, bygninger og veje for Færøerne.

Umhvørvisstovan/Faroese Environment Agency

https://www.us.fo/

https://www.foroyakort.fo/um-foeroyakort/terms-and-conditions-in-english/

https://www.us.fo/privacy-policy/

true

EPSG:5316

https://www.us.fo/wp-content/uploads/2023/01/favicon.png imagico.de: El Altar osmim-imagicode-AST_L1T_00302052007154424_20150518041444_91492 photo 2012-02-05 2007 ASTER image offering better glacier coverage than common sources (true color with estimated blue) tms https://imagico.de/map/osmim_tiles.php?layer=AST_L1T_00302052007154424_20150518041444_91492&z={zoom}&x={x}&y={-y}

imagico.de OSM images for mapping

http://maps.imagico.de/#osmim

https://imagico.de/map/osmim_tiles.php

http://services.imagico.de/privacy.php

imagico.de: Darwin and Wolf islands, Galapagos osmim-imagicode-S2A_R040_N01_20160311T164128 photo 2016-03-11 Recent image, only old and poor images in most other sources currently (true color) tms https://imagico.de/map/osmim_tiles.php?layer=S2A_R040_N01_20160311T164128&z={zoom}&x={x}&y={-y}

imagico.de OSM images for mapping

http://maps.imagico.de/#osmim

https://imagico.de/map/osmim_tiles.php

http://services.imagico.de/privacy.php

Estonia Basemap (Maaamet) Maaamet-Estonia_Basemap maaamet.ee-pohi_vr2 map wms

https://svimik.com/Maa-amet_vastus_OSM.pdf

Maa-Ameti põhikaart

EPSG:4326

wms EPSG:3301 Estonia Basemap Relief (Maaamet) Maaamet-Estonia_Basemap_Relief map wms

https://svimik.com/Maa-amet_vastus_OSM.pdf

Maa-Ameti põhikaart reljeefivarjutusega

EPSG:4326

wms EPSG:3301 Estonia Ortho (Maaamet) Maaamet-Estonia_Ortho photo wms

https://svimik.com/Maa-amet_vastus_OSM.pdf

Maa-Ameti ortofoto

EPSG:3301

wms EPSG:4326

tms https://tiles.maaamet.ee/tm/tms/1.0.0/foto@GMC/{zoom}/{x}/{-y}.png

Estonia Hillshade (Maaamet) Maaamet-Estonia_Hillshade elevation wms

https://svimik.com/Maa-amet_vastus_OSM.pdf

Maa-Ameti reljeefikaart

EPSG:4326

wms EPSG:3301 Estonia Cadastre (Maaamet) Maaamet-Estonia_Cadastre photo wms

https://svimik.com/Maa-amet_vastus_OSM.pdf

Maa-Ameti katastrikaart ortofoto alusel

EPSG:4326

wms EPSG:3301 Estonia Forestry (Maaamet) Maaamet-Estonia_Forestry maaamet.ee-cir_ngr photo wms

https://svimik.com/Maa-amet_vastus_OSM.pdf

Maa-Ameti metsanduslik ortofoto

EPSG:4326

wms EPSG:3301 MML Topographic Map MML Peruskartta MML Topografisk karta MML Topografisk kart mml-topo map wms

Topographic map from the National Land Survey of Finland

https://www.maanmittauslaitos.fi/en

https://forum.openstreetmap.org/viewtopic.php?pid=356296#p356296

https://www.maanmittauslaitos.fi/apple-touch-icon.png

true

EPSG:3857 EPSG:4326 EPSG:3067 MML Background Map MML Taustakartta MML Bakgrundskarta MML Bakgrunnskart mml-tausta map wms

Background map from the National Land Survey of Finland

https://www.maanmittauslaitos.fi/en

https://forum.openstreetmap.org/viewtopic.php?pid=356296#p356296

https://www.maanmittauslaitos.fi/apple-touch-icon.png

true

EPSG:3857 EPSG:4326 EPSG:3067 MML Orthophoto MML Ortoilmakuva MML Ortofoto MML Ortofoto mml-orto photo wms

Orthophotos from the National Land Survey of Finland

https://www.maanmittauslaitos.fi/en

https://forum.openstreetmap.org/viewtopic.php?pid=356296#p356296

https://www.maanmittauslaitos.fi/apple-touch-icon.png

true

EPSG:3857 EPSG:4326 EPSG:3067 Helsinki region orthophoto Pääkaupunkiseudun ortoilmakuva Helsingforsregionen ortofoto Helsinkiregionen ortofoto hri-orto photo wms

Ortophotos from the municipalities of Helsinki, Espoo, Vantaa, Kauniainen, Kirkkonummi, Kerava, Järvenpää, Tuusula and Nurmijärvi + HSL and HSY EPSG:3857 EPSG:4326

https://hri.fi/data/en_GB/dataset/paakaupunkiseudun-ortoilmakuvat

https://forum.openstreetmap.org/viewtopic.php?pid=710304#p710304

true

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 FTIA Road Network (overlay) Väylä tieverkko (peitekartta) Trafikledsverket vägnät (överlägg) FTIA vegnett (lag) fta-digiroad-road-type other wms

Digiroad national road network from the Finnish Transport Infrastructure Agency, road link types. EPSG:3857 EPSG:4326 EPSG:2391 EPSG:2392 EPSG:2393 EPSG:2394 EPSG:3034 EPSG:3035 EPSG:3046 EPSG:3047 EPSG:3048 EPSG:3067 EPSG:3126 EPSG:3127 EPSG:3128 EPSG:3129 EPSG:3130 EPSG:3131 EPSG:3132 EPSG:3133 EPSG:3134 EPSG:3135 EPSG:3136 EPSG:3137 EPSG:3138 EPSG:3386 EPSG:3387 EPSG:3395 EPSG:3873 EPSG:3874 EPSG:3875 EPSG:3876 EPSG:3877 EPSG:3878 EPSG:3879 EPSG:3880 EPSG:3881 EPSG:3882 EPSG:3883 EPSG:3884 EPSG:3885 EPSG:4123 EPSG:4258 EPSG:5048

https://vayla.fi/en/transport-network/data/open-data

https://josm.openstreetmap.de/attachment/wiki/Maps/Finland/Digiroad_permission_23032017.pdf

https://vayla.fi/documents/25230764/35601500/Tietosuojaseloste+Avoimen+datan+palvelut+14.3.2023_allekirjoitettu.pdf/738884e8-28b8-ce84-050a-83bde6b51a2c/Tietosuojaseloste+Avoimen+datan+palvelut+14.3.2023_allekirjoitettu.pdf?t=1681210558717

https://upload.wikimedia.org/wikipedia/commons/thumb/8/86/V%C3%A4yl%C3%A4virasto_logo.svg/200px-V%C3%A4yl%C3%A4virasto_logo.svg.png

true

FTIA Road Network (Digiroad) options (overlay) Väylä tieverkko (Digiroad) valinnat (peitekartta) Trafikledsverket vägnät (Digiroad) val (överlägg) FTIA Vegnett (Digiroad) valg (lag) fta-digiroad-option other wms_endpoint

Digiroad national road network from the Finnish Transport Infrastructure Agency with several options for map layers.

https://vayla.fi/en/transport-network/data/open-data

https://josm.openstreetmap.de/attachment/wiki/Maps/Finland/Digiroad_permission_23032017.pdf

https://upload.wikimedia.org/wikipedia/commons/thumb/8/86/V%C3%A4yl%C3%A4virasto_logo.svg/200px-V%C3%A4yl%C3%A4virasto_logo.svg.png

true

Turku 2022 True ortho Turun 2022 True ortho-ortoilmakuva Åbo 2022 True ortho-ortofoto Turku 2022 True ortho-ortofoto turku-2022-true-ortho photo 2022-06-26 wms

EPSG:3857 EPSG:4326

https://www.turku.fi/turku-tieto/kartat-ja-paikkatieto

https://dev.turku.fi/openstreetmap-lupa.pdf

https://www.turku.fi/turku-tieto/tietosuoja/kayttotiedot-ja-evasteet

true

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Ortophoto for Turku metro area EPSG:3857 EPSG:4326

https://www.turku.fi/turku-tieto/kartat-ja-paikkatieto

https://dev.turku.fi/openstreetmap-lupa.pdf

https://www.turku.fi/turku-tieto/tietosuoja/kayttotiedot-ja-evasteet

true

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EPSG:3857 EPSG:4326

https://www.turku.fi/turku-tieto/kartat-ja-paikkatieto

https://dev.turku.fi/openstreetmap-lupa.pdf

https://www.turku.fi/turku-tieto/tietosuoja/kayttotiedot-ja-evasteet

true

data:image/png;base64,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 Kaarina, Paimio, and Lieto orthophoto Kaarinan, Paimion ja Liedon ortoilmakuva S:t Karins, Pemar och Lundo ortofoto Kaarina-Paimio-Lieto-ortho-2022 photo 2022-05;2022-06

wms EPSG:3857 EPSG:4326 Orthophoto of Kaarina, Paimio, and Lieto municipalities

https://www.turku.fi/turku-tieto/kartat-ja-paikkatieto

https://dev.turku.fi/openstreetmap-lupa.pdf

https://www.turku.fi/turku-tieto/tietosuoja/kayttotiedot-ja-evasteet

true

Turku zoning plan Turun asemakaava Åbo detaljplan turku-zoning map wms

Zoning plan map for Turku municipality EPSG:3857 EPSG:4326

https://www.turku.fi/

https://dev.turku.fi/openstreetmap-lupa.pdf

true

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Topographic map by the city of Turku EPSG:3857 EPSG:4326

https://www.turku.fi/turku-tieto/kartat-ja-paikkatieto

https://dev.turku.fi/openstreetmap-lupa.pdf

https://www.turku.fi/turku-tieto/tietosuoja/kayttotiedot-ja-evasteet

true

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Maps by the city of Turku EPSG:3857 EPSG:4326

https://www.turku.fi/

https://dev.turku.fi/openstreetmap-lupa.pdf

true

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https://kelkkareitit.fi/

https://kelkkareitit.fi/img/favicon.png

true

Turku region aerial imagery 2023 Turunseutu ilmakuva 2023 Åboregion flygbild 2023 turkuseutu-ilmakuva-2023 photo 2023-08-07 wms

EPSG:3857 EPSG:3877 EPSG:3129 EPSG:2393 EPSG:3130 EPSG:2394 EPSG:3131 EPSG:2391 EPSG:2392 EPSG:4326 EPSG:3127 EPSG:3128 EPSG:3136 EPSG:3126 EPSG:3137 EPSG:3387 EPSG:3134 EPSG:3135 EPSG:3132 EPSG:3386 EPSG:3067 EPSG:3133

https://www.turku.fi/turku-tieto/kartat-ja-paikkatieto

https://dev.turku.fi/openstreetmap-lupa.pdf

https://www.turku.fi/turku-tieto/tietosuoja/kayttotiedot-ja-evasteet

true

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86400

RGE ALTI(R) - (C) IGN FR

https://www.etalab.gouv.fr/licence-ouverte-open-licence/

BANO tms BANO qa French address registry or Base Adresses Nationale Ouverte Base Adresses Nationale Ouverte

https://www.opendatacommons.org/licenses/odbl/1.0/

https://wiki.openstreetmap.org/wiki/FR:WikiProject_France/WikiProject_Base_Adresses_Nationale_Ouverte_(BANO)#Licence_du_r.C3.A9sultat

BAN mvt ban map BAN addresses (Base Adresse Nationale) Adresses de la BAN (Base Adresse Nationale) https://raw.githubusercontent.com/Olyon/style-mvt-BAN/main/BAN_mvt_color.json

BD Carthage tms route500hydro map

Réseau hydrographique: cours et plans d'eau et POI Hydrographic network: courses and water features and POIs

https://www.data.gouv.fr/fr/datasets/cours-deau-metropole-2016-bd-carthage/

https://wiki.openstreetmap.org/wiki/WikiProject_France/BDCarthage

BD Parcellaire Image Histo tms BDParcellaireImageHisto historicmap French land registry (old paper raster, before digitalization and vectorization; contains additional details, such as hydronyms) Cadastre français (version papier pré-numérisation/vectorisation ; contient des détails supplémentaires, comme les hydronymes)

https://www.opendatacommons.org/licenses/odbl/1.0/

https://www.openstreetmap.fr/mentions-legales/

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cadastre-dgi-fr source : Direction Générale des Impôts - Cadastre. Mise à jour : 2021

https://wiki.openstreetmap.org/wiki/WikiProject_Cadastre_Fran%C3%A7ais/Conditions_d%27utilisation#Mention_de_la_source_et_du_mill.C3.A9sime

BD Topo tms fr.ign.bdtopo map

https://www.etalab.gouv.fr/licence-ouverte-open-licence

Volta tms osmfr_volta map

Réseaux électriques : lignes, postes et poteaux Power networks: lines, substations and supports

https://www.enedis.fr/open-data

https://www.etalab.gouv.fr/licence-ouverte-open-licence

BDOrtho IGN tms fr.ign.bdortho photo https://www.ign.fr/sites/default/files/styles/thumbnail/public/2020-06/logoIGN_300x200.png?itok=MT8RiLtp.png

BDOrtho IGN

https://www.openstreetmap.fr/bdortho/

MNT LIDAR HD IGN tms fr.ign.mntlidarhd elevation https://www.ign.fr/sites/default/files/styles/thumbnail/public/2020-06/logoIGN_300x200.png?itok=MT8RiLtp.png

IGN MNT LIDAR HD

MNS LIDAR HD IGN tms fr.ign.mnslidarhd elevation https://www.ign.fr/sites/default/files/styles/thumbnail/public/2020-06/logoIGN_300x200.png?itok=MT8RiLtp.png

IGN MNS LIDAR HD

ORTHO Express IGN 2026 tms ortho_express_2026 2026 photo

ORTHO Express IGN 2026

ORTHO Express IGN 2025 tms ortho_express_2025 2025 photo

ORTHO Express IGN 2025

ORTHO Express IGN 2024 tms ortho_express_2024 2024 historicphoto

ORTHO Express IGN 2024

Hauts-de-France PCRS Raster Régional Géo2France-IGN 2021-2023 wms pcrs_hdf photo 2021;2023

EPSG:2154 EPSG:3857 EPSG:4326

PCRS Raster Régional Géo2France-IGN 2021-2023

https://www.geo2france.fr/datahub/dataset/94a69703-572f-463a-9cfc-6bca075384b8

https://www.etalab.gouv.fr/wp-content/uploads/2017/04/ETALAB-Licence-Ouverte-v2.0.pdf

true

PCRS raster ouvert wms fr.pcrs photo https://pcrs.beta.gouv.fr/images/illustrations/pcrs-beta_illustration.png

EPSG:2154 EPSG:3034 EPSG:3035 EPSG:3857 EPSG:4326

PCRS - République Française

Cadastre tms Cadastre map French land registry

https://www.opendatacommons.org/licenses/odbl/1.0/

https://www.openstreetmap.fr/mentions-legales/

cadastre-dgi-fr source : Direction Générale des Impôts - Cadastre. Mise à jour : 2021

https://wiki.openstreetmap.org/wiki/WikiProject_Cadastre_Fran%C3%A7ais/Conditions_d%27utilisation#Mention_de_la_source_et_du_mill.C3.A9sime

Géolittoral - Orthophotos 2000 Geolittoral-Orthophotos2000 historicphoto 2000 wms

https://www.etalab.gouv.fr/wp-content/uploads/2017/04/ETALAB-Licence-Ouverte-v2.0.pdf

EPSG:4326 EPSG:3857

Ortho littorale 2000

http://www.geocatalogue.fr/Detail.do?fileIdentifier=c86fbd16-a7c6-4053-af40-57acb684cbd7

Géolittoral V2 - Orthophotos 2011-2014 GeolittoralV2-Orthophotos historicphoto 2011;2014 wms

https://www.etalab.gouv.fr/wp-content/uploads/2017/04/ETALAB-Licence-Ouverte-v2.0.pdf

EPSG:4326 EPSG:3857

Ortho Littorale V2 - MEDDE

Géolittoral - Coastal paths Géolittoral - Sentier du littoral Geolittoral-Sentiers map wms

https://www.etalab.gouv.fr/wp-content/uploads/2017/04/ETALAB-Licence-Ouverte-v2.0.pdf

EPSG:4326 EPSG:3857

http://www.geocatalogue.fr/Detail.do?fileIdentifier=0fb2abdf-2809-4c2f-9323-f016ccc116aa

OpenStreetMap (Basque Style) osmfr-basque osmbasedmap tms https://tile.openstreetmap.bzh/eu/{zoom}/{x}/{y}.png

https://www.openstreetmap.org/

true

OpenStreetMap (Breton Style) osmfr-breton osmbasedmap tms https://tile.openstreetmap.bzh/br/{zoom}/{x}/{y}.png

https://www.openstreetmap.org/

true

OpenStreetMap (Occitan Style) osmfr-occitan osmbasedmap tms https://tile.openstreetmap.bzh/oc/{zoom}/{x}/{y}.png

https://www.openstreetmap.org/

true

Ortho HR IGN fr.orthohr photo 2013;2022

tms

IGN, CRAIG, Mégalis Bretagne

https://geoservices.ign.fr/documentation/diffusion/documentation-offre.html#bdortho_orthohr

https://geoservices.ign.fr/documentation/diffusion/telechargement-donnees-libres.html#donn%C3%A9es-ortho-hr-sous-licence-ouverte

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true

Ortho HR IGN 2024 tms fr.orthohr.2024 2024 photo

ORTHO HR IGN 2024

Ortho HR IGN 2023 tms fr.orthohr.2023 2023 photo

Ortho HR IGN 2023

Ortho HR IGN 2022 fr.orthohr.2022 historicphoto 2022

wms EPSG:2154 EPSG:2975 EPSG:3116 EPSG:3163 EPSG:3857 EPSG:3942 EPSG:3943 EPSG:3944 EPSG:3945 EPSG:3946 EPSG:3947 EPSG:3948 EPSG:3949 EPSG:3950 EPSG:4326 EPSG:5490 EPSG:27561 EPSG:27562 EPSG:27563 EPSG:27564 EPSG:32618 EPSG:32619 EPSG:32620 EPSG:32621 EPSG:32628 EPSG:32629 EPSG:32630 EPSG:32636 EPSG:32644 EPSG:32645 EPSG:32651 EPSG:32652 EPSG:32735 EPSG:32759

IGN

https://geoservices.ign.fr/documentation/diffusion/documentation-offre.html#bdortho_orthohr

https://geoservices.ign.fr/documentation/diffusion/telechargement-donnees-libres.html#donn%C3%A9es-ortho-hr-sous-licence-ouverte

true

Ortho HR IGN 2021 fr.orthohr.2021 historicphoto 2021

tms

IGN

https://geoservices.ign.fr/documentation/diffusion/documentation-offre.html#bdortho_orthohr

https://geoservices.ign.fr/documentation/diffusion/telechargement-donnees-libres.html#donn%C3%A9es-ortho-hr-sous-licence-ouverte

true

Ortho HR IGN 2020 fr.orthohr.2020 historicphoto 2020

tms

IGN

https://geoservices.ign.fr/documentation/diffusion/documentation-offre.html#bdortho_orthohr

https://geoservices.ign.fr/documentation/diffusion/telechargement-donnees-libres.html#donn%C3%A9es-ortho-hr-sous-licence-ouverte

true

Ortho HR IGN 2019 fr.orthohr.2019 historicphoto 2019

tms

IGN

https://geoservices.ign.fr/documentation/diffusion/documentation-offre.html#bdortho_orthohr

https://geoservices.ign.fr/documentation/diffusion/telechargement-donnees-libres.html#donn%C3%A9es-ortho-hr-sous-licence-ouverte

true

Ortho HR IGN 2018 fr.orthohr.2018 historicphoto 2018

tms

IGN

https://geoservices.ign.fr/documentation/diffusion/documentation-offre.html#bdortho_orthohr

https://geoservices.ign.fr/documentation/diffusion/telechargement-donnees-libres.html#donn%C3%A9es-ortho-hr-sous-licence-ouverte

true

Ortho HR IGN 2018 Antilles fr.orthohr.2018.antilles historicphoto 2018

tms

IGN

https://geoservices.ign.fr/documentation/diffusion/documentation-offre.html#bdortho_orthohr

https://geoservices.ign.fr/documentation/diffusion/telechargement-donnees-libres.html#donn%C3%A9es-ortho-hr-sous-licence-ouverte

true

Ortho HR IGN 2017 Antilles fr.orthohr.2017.antilles historicphoto 2017

tms

IGN

https://geoservices.ign.fr/documentation/diffusion/documentation-offre.html#bdortho_orthohr

https://geoservices.ign.fr/documentation/diffusion/telechargement-donnees-libres.html#donn%C3%A9es-ortho-hr-sous-licence-ouverte

true

Ortho HR IGN 2017 fr.orthohr.2017 historicphoto 2017

tms

IGN

https://geoservices.ign.fr/documentation/diffusion/documentation-offre.html#bdortho_orthohr

https://geoservices.ign.fr/documentation/diffusion/telechargement-donnees-libres.html#donn%C3%A9es-ortho-hr-sous-licence-ouverte

true

Ortho HR IGN 2016 fr.orthohr.2016 historicphoto 2016

tms

IGN, CRAIG, Mégalis Bretagne

https://geoservices.ign.fr/documentation/diffusion/documentation-offre.html#bdortho_orthohr

https://geoservices.ign.fr/documentation/diffusion/telechargement-donnees-libres.html#donn%C3%A9es-ortho-hr-sous-licence-ouverte

true

Ortho HR IGN 2015 fr.orthohr.2015 historicphoto 2015

tms

IGN, Mégalis Bretagne

https://geoservices.ign.fr/documentation/diffusion/documentation-offre.html#bdortho_orthohr

https://geoservices.ign.fr/documentation/diffusion/telechargement-donnees-libres.html#donn%C3%A9es-ortho-hr-sous-licence-ouverte

true

Ortho HR IGN 2014 fr.orthohr.2014 historicphoto 2014

tms

IGN, Mégalis Bretagne

https://geoservices.ign.fr/documentation/diffusion/documentation-offre.html#bdortho_orthohr

https://geoservices.ign.fr/documentation/diffusion/telechargement-donnees-libres.html#donn%C3%A9es-ortho-hr-sous-licence-ouverte

true

Ortho HR IGN 2013 fr.orthohr.2013 historicphoto 2013

tms

IGN, CRAIG, Mégalis Bretagne

https://geoservices.ign.fr/documentation/diffusion/documentation-offre.html#bdortho_orthohr

https://geoservices.ign.fr/documentation/diffusion/telechargement-donnees-libres.html#donn%C3%A9es-ortho-hr-sous-licence-ouverte

true

Pléiades Neo CNES 2026 tms pleiades_2026 2026 photo

Pléiades Neo CNES 2026

https://cartes.gouv.fr/rechercher-une-donnee/dataset/IGNF_ORTHO-SAT

https://www.etalab.gouv.fr/wp-content/uploads/2017/04/ETALAB-Licence-Ouverte-v2.0.pdf

Pléiades Neo CNES 2025 tms pleiades_2025 2025 photo

Pléiades Neo CNES 2025

https://cartes.gouv.fr/rechercher-une-donnee/dataset/IGNF_ORTHO-SAT

https://www.etalab.gouv.fr/wp-content/uploads/2017/04/ETALAB-Licence-Ouverte-v2.0.pdf

Route 500 tms route500 2019 map Routes du réseau classé (autoroutes, nationales, départementales) Routes of the classified network (highways, nationals, departmentals)

https://wiki.openstreetmap.org/wiki/FR:Servers/tile.openstreetmap.fr#Route500.E2.84.A2.C2.A9.C2.AE

Métropole Aix-Marseille-Provence 2022 Marseille_2022 photo 2022

wms

Métropole Aix-Marseille-Provence 2022

https://data.ampmetropole.fr/explore/dataset/fr-orthophoto-mamp-2022

https://www.etalab.gouv.fr/wp-content/uploads/2017/04/ETALAB-Licence-Ouverte-v2.0.pdf

true

EPSG:2154 EPSG:3944 EPSG:3857 EPSG:4326

Grand Angoulême 2019 angouleme_2019 historicphoto 2019

tms

Grand Angoulême 2019

https://www.pigma.org/datanouvelleaquitaine/dataset/grand-angouleme-orthophotographie-2019

https://www.etalab.gouv.fr/wp-content/uploads/2017/04/ETALAB-Licence-Ouverte-v2.0.pdf

true

Alpes-de-Haute-Provence 2010 fr.dpt.04.2010 historicphoto 2010 tms https://wms.openstreetmap.fr/tms/1.0.0/paca04_2010/{zoom}/{x}/{y}

https://europe.maregionsud.fr

http://www.crige-paca.org/geoportail/geocatalogue.html?id_lot_donnee_carto=204

http://www.crige-paca.org/carto/fonctionnalites/geocatalogue/geosource.php?idlot=204

Alpes-Maritimes - Région Sud - 2024 Alpes-Maritimes_2024 photo 2024

wms

Alpes-Maritimes - Région Sud - 2024

https://www.datasud.fr/explorer/fr/jeux-de-donnees/orthophotographie-tres-haute-resolution-du-departement-des-alpes-maritimes

https://www.etalab.gouv.fr/wp-content/uploads/2017/04/ETALAB-Licence-Ouverte-v2.0.pdf

true

EPSG:2154 EPSG:3944 EPSG:3857 EPSG:4326

Alpes-Maritimes 2009 fr.dpt.06.2009 historicphoto 2009 tms https://wms.openstreetmap.fr/tms/1.0.0/paca06_2009/{zoom}/{x}/{y}

GO 06-Ortho HR 2009

http://www.crige-paca.org/geoportail/geocatalogue.html?id_lot_donnee_carto=131

http://www.crige-paca.org/carto/fonctionnalites/geocatalogue/geosource.php?idlot=131

Alpes-Maritimes 2020 (Storm Alex) fr.dpt.06.2020.storm.alex historicphoto 2020-10 tms https://data.geopf.fr/tms/1.0.0/ORTHOIMAGERY.ORTHOPHOTOS.URGENCE.ALEX/{zoom}/{x}/{y}.jpeg

IGN - Ortho express octobre 2020

https://alex.ign.fr/telecharger

https://www.etalab.gouv.fr/wp-content/uploads/2017/04/ETALAB-Licence-Ouverte-v2.0.pdf

Ardennes Orthophotography 5cm 2022-2024 Ardennes Orthophotographie 5cm 2022-2024 Ardennes_2024 photo 2022;2024

wms

Ardennes Orthophotographie 5cm 2022-2024

https://www.datagrandest.fr/datahub/dataset/947eb14e-350d-47c3-a42c-9d83bfb37b24

https://www.etalab.gouv.fr/wp-content/uploads/2017/04/ETALAB-Licence-Ouverte-v2.0.pdf

true

EPSG:2154 EPSG:3857 EPSG:3942 EPSG:3943 EPSG:3944 EPSG:3945 EPSG:3946 EPSG:3947 EPSG:3948 EPSG:3949 EPSG:3950 EPSG:4171 EPSG:4258 EPSG:4326 EPSG:23030 EPSG:23031 EPSG:23032 EPSG:27561 EPSG:27562 EPSG:27563 EPSG:27564 EPSG:27571 EPSG:27572 EPSG:27573 EPSG:27574 EPSG:32630 EPSG:32631 EPSG:32632 CRS:84 Anglet 2025 anglet_2025 photo wms 2025-02-19

Ville d'Anglet 2025

https://anglet-opendatapaysbasque.opendatasoft.com/explore/dataset/orthophoto2025/

https://www.etalab.gouv.fr/wp-content/uploads/2017/04/ETALAB-Licence-Ouverte-v2.0.pdf

EPSG:2154 EPSG:2975 EPSG:3116 EPSG:3163 EPSG:3857 EPSG:3942 EPSG:3943 EPSG:3944 EPSG:3945 EPSG:3946 EPSG:3947 EPSG:3948 EPSG:3949 EPSG:3950 EPSG:4326 EPSG:5490 EPSG:27561 EPSG:27562 EPSG:27563 EPSG:27564 EPSG:32618 EPSG:32619 EPSG:32620 EPSG:32621 EPSG:32628 EPSG:32629 EPSG:32630 EPSG:32636 EPSG:32644 EPSG:32645 EPSG:32651 EPSG:32652 EPSG:32735 EPSG:32759

Anglet 2022 anglet_2022 historicphoto wms 2022-06

Ville d'Anglet 2022

https://anglet-opendatapaysbasque.opendatasoft.com/explore/dataset/orthophoto-20220/information/

https://www.etalab.gouv.fr/wp-content/uploads/2017/04/ETALAB-Licence-Ouverte-v2.0.pdf

CRAIG - 2019 Craig_2019 historicphoto 2019

tms

CRAIG - IGN - Feder Auvergne-Rhône-Alpes 2019

https://ids.craig.fr/geocat/srv/fre/catalog.search#/metadata/f3e8d3c6-0293-4372-a385-87b1cb56eb5c

https://www.etalab.gouv.fr/licence-ouverte-open-licence

Auvergne 2016 25cm CRAIG CRAIG-Auvergne-2016 historicphoto 2016 tms

wms EPSG:2154 EPSG:3857 EPSG:4258 EPSG:4326

CRAIG - IGN -TopoGEODIS - Feder Auvergne-Rhône-Alpes 2016

https://wiki.openstreetmap.org/wiki/WikiProject_France/CRAIG

https://www.craig.fr/fr/contenu/13-mentions-legales

Auvergne 2013 25cm CRAIG CRAIG-Auvergne-2013 historicphoto 2013 tms

wms EPSG:2154 EPSG:3857 EPSG:4258 EPSG:4326

Orthophotographie CRAIG/Sintegra/IGN 2013

https://wiki.openstreetmap.org/wiki/WikiProject_France/CRAIG

https://www.craig.fr/fr/contenu/13-mentions-legales

Arcachon Bay 2018 Bassin d’Arcachon 2018 SIBA_2018 historicphoto wms 2018 EPSG:2154

https://madada.fr/demande/les_orthophotoplans_de_la_campag

https://madada.fr/request/9/response/39/attach/2/SIBA%20Licence%20Ouverte.pdf

https://madada.fr/demande/les_orthophotoplans_de_la_campag

https://www.siba-bassin-arcachon.fr/sites/default/files/2019-06/Missions%202018%20du%20P%C3%B4le%20de%20ressources%20num%C3%A9riques%20du%20SIBA.pdf

SIBA Vues aeriennes 2018

Bayonne - 2016 Bayonne_2016 historicphoto 2016 tms

https://www.data.gouv.fr/fr/datasets/orthophotographie-bayonne-2016-1/

https://www.etalab.gouv.fr/licence-ouverte-open-licence

https://www.openstreetmap.fr/mentions-legales/

Ville de Bayonne, Communauté d'Agglomération Pays Basque - 2016

Bayonne - Little Bayonne and Bayonne 2019 Bayonne - Petit et Grand Bayonne 2019 Bayonne_2019 historicphoto 2019 tms

https://www.data.gouv.fr/fr/datasets/orthophotographie-petit-et-grand-bayonne-2019/

https://www.etalab.gouv.fr/licence-ouverte-open-licence

https://www.openstreetmap.fr/mentions-legales/

Ville de Bayonne - 2019

Bordeaux - 2020 Bordeaux_2020 photo 2020 tms

https://wiki.openstreetmap.org/wiki/Bordeaux

Bordeaux Métropole - 2020

Bordeaux - 2016 Bordeaux_2016 historicphoto 2016 tms

https://wiki.openstreetmap.org/wiki/Bordeaux

Bordeaux Métropole - 2016

Bordeaux - 2012 Bordeaux_2012 historicphoto 2012 tms

https://data.bordeaux-metropole.fr/license

Communauté urbaine de Bordeaux - 2012

Bouches-du-Rhône 2009 fr.dpt.13.2009 historicphoto 2009 tms https://wms.openstreetmap.fr/tms/1.0.0/paca13_2009/{zoom}/{x}/{y}

https://europe.maregionsud.fr

Ortho13, 2009

http://www.crige-paca.org/geoportail/geocatalogue.html?id_lot_donnee_carto=132

http://www.crige-paca.org/carto/fonctionnalites/geocatalogue/geosource.php?idlot=132

Brest - 2004 Brest_2004 historicphoto 2004 tms

https://wiki.openstreetmap.org/wiki/Brest#Donn.C3.A9es_de_la_Communaut.C3.A9_Urbaine

Brest Métropole - 2004

https://geo.pays-de-brest.fr/zapp/Pages/Photo-aerienne.aspx

Enedis enedis photo 2018

tms

Enedis 2018

https://www.enedis.fr/sites/default/files/field/documents/communique-presse-open-data-enedis-et-openstreetmap-france-lancent-une-demarche-participative-de-cartographie-du-reseau-de-distribution-delectricite.pdf

true

Épinal 2021 tms epinal_2021 2021 photo

CA d'Épinal, Enedis, Suez et SDEV88 - 2021

Pays Fouesnantais Community of Communes 2025 PCRS Raster PCRS Raster de la CC du Pays Fouesnantais 2025 wms pays_fouesnantais_2025 photo 2025

EPSG:2154 EPSG:3034 EPSG:3035 EPSG:3857 EPSG:4326

PCRS Raster de la CC du Pays Fouesnantais 2025

https://cartes.gouv.fr/rechercher-une-donnee/dataset/CCPF-PCRS

Grand Est Grand_Est photo 2022;2023

wms The most recent RGB orthoimages of the Grand Est: 2021: departments 67, 68, 88 2022: department 08, 10, 51, 52, 54, 55, 57 Les orthoimages les plus récentes RVB du Grand Est : 2021 : départements 67, 68, 88 2022 : département 08, 10, 51, 52, 54, 55, 57

Grand Est

https://www.datagrandest.fr/geonetwork/srv/fre/catalog.search#/metadata/FR-200052264-A0129-0000

https://www.etalab.gouv.fr/wp-content/uploads/2017/04/ETALAB-Licence-Ouverte-v2.0.pdf

EPSG:2154 EPSG:3857 EPSG:3942 EPSG:3943 EPSG:3944 EPSG:3945 EPSG:3946 EPSG:3947 EPSG:3948 EPSG:3949 CA Haguenau 2019 haguenau_2019 historicphoto 2019

tms

CA Haguenau

true

Hautes-Alpes 2010 fr.dpt.05.2010 historicphoto 2010 tms https://wms.openstreetmap.fr/tms/1.0.0/paca05_2010/{zoom}/{x}/{y}

https://europe.maregionsud.fr

http://www.crige-paca.org/geoportail/geocatalogue.html?id_lot_donnee_carto=206

http://www.crige-paca.org/carto/fonctionnalites/geocatalogue/geosource.php?idlot=206

Loire-Atlantique - Orthophotos 2016 - 10 cm Loire_Atlantique-Orthophotos-2016 historicphoto 2016 wms

EPSG:4326 EPSG:2154 EPSG:3857

https://vuduciel.loire-atlantique.fr/utiliser-les-photos/

https://wiki.openstreetmap.org/wiki/FR:Sources_de_donn%C3%A9es_potentielles/France

European Metropolis of Lille 2025 Métropole Européenne de Lille 2025 lille_2025 photo 2025

wms

Métropole Européenne de Lille 2025

https://data.lillemetropole.fr/catalogue/dataset/91ebfe64-c40f-4dce-80a8-80b576c2573f

https://www.etalab.gouv.fr/wp-content/uploads/2017/04/ETALAB-Licence-Ouverte-v2.0.pdf

true

EPSG:2154 EPSG:3950 EPSG:3857 EPSG:4326 CRS:84 European Metropolis of Lille 2020 Métropole Européenne de Lille 2020 lille_2020 historicphoto 2020

tms

Métropole Européenne de Lille 2020

https://opendata.lillemetropole.fr/explore/dataset/orthophotographie-mel-2020/information/?flg=fr

https://www.etalab.gouv.fr/wp-content/uploads/2017/04/ETALAB-Licence-Ouverte-v2.0.pdf

true

Lyon orthophoto Summer 2023 (5 cm) Lyon orthophoto été 2023 (5 cm) orthophoto_lyon_2023 photo 2023-07-27;2024-09-07

wms Orthophotographie à 5 cm de la Métropole de Lyon - été 2023 EPSG:2154 EPSG:3857 EPSG:3946 EPSG:3945 EPSG:4258 EPSG:4326 CRS:84

CRAIG - Métropole de Lyon - FEDER Auvergne-Rhône-Alpes - 2024

https://ids.craig.fr/geocat/srv/fre/catalog.search#/metadata/5bc90862-05ac-4de4-a38b-c4e7dc60d0df

https://www.etalab.gouv.fr/wp-content/uploads/2017/04/ETALAB-Licence-Ouverte-v2.0.pdf

Lyon Orthophoto 2022 orthophoto_lyon_2022 historicphoto 2022

wms EPSG:2154 EPSG:3857 EPSG:3946 EPSG:4171 EPSG:4326 EPSG:27562 EPSG:27572

CRAIG - Métropole du Grand Lyon 2022

https://download.data.grandlyon.com/files/grandlyon/LicenceOuverte.pdf

https://data.grandlyon.com/portail/fr/mentions-legales

Lyon Orthophoto 2018 orthophoto_lyon_2018 historicphoto 2018-04-17;2018-04-20

wms EPSG:2154 EPSG:3857 EPSG:3946 EPSG:4171 EPSG:4326 EPSG:27562 EPSG:27572

Métropole de Lyon

https://data.grandlyon.com/portail/fr/jeux-de-donnees/orthophotographie-2018-metropole-lyon-format-ecw/info

https://download.data.grandlyon.com/files/grandlyon/LicenceOuverte.pdf

https://data.grandlyon.com/portail/fr/mentions-legales

Lyon Orthophoto 2015/2018 orthophoto_lyon historicphoto 2015-05;2018 tms https://wms.openstreetmap.fr/tms/1.0.0/lyon/{zoom}/{x}/{y}

Métropole de Lyon DINSI

https://data.beta.grandlyon.com/fr/jeux-de-donnees/orthophotographie-2015-metropole-lyon-format-ecw/info

https://download.data.grandlyon.com/files/grandlyon/LicenceOuverte.pdf

Lyon Orthophoto 2015 orthophoto_lyon_2015_8cm historicphoto 2015-05 tms

Métropole de Lyon DINSI

https://data.beta.grandlyon.com/fr/jeux-de-donnees/orthophotographie-2015-metropole-lyon-format-ecw/info

https://download.data.grandlyon.com/files/grandlyon/LicenceOuverte.pdf

Mayotte - Pleiades Neo 2024-12-24 mayotte_pleiades_20241224 photo 2024-12-24

tms

CNES / Airbus

https://fr.linkedin.com/posts/ignfrance_g%C3%A9oplateforme-mayotte-activity-7275931028324548608-Mk1b

true

Mayotte - Pleiades Neo 2024-12-21 mayotte_pleiades_20241221 photo 2024-12-21

tms

CNES / Airbus

https://fr.linkedin.com/posts/ignfrance_g%C3%A9oplateforme-mayotte-activity-7275931028324548608-Mk1b

true

Mayotte - Pleiades Neo 2024-12-20 mayotte_pleiades_20241220 photo 2024-12-20

tms

CNES / Airbus

https://fr.linkedin.com/posts/ignfrance_g%C3%A9oplateforme-mayotte-activity-7275931028324548608-Mk1b

true

Mayotte - Pleiades Neo 2024-12-18 mayotte_pleiades_20241218 photo 2024-12-18

tms

CNES / Airbus

https://fr.linkedin.com/posts/ignfrance_g%C3%A9oplateforme-mayotte-activity-7275931028324548608-Mk1b

true

Mayotte - Pleiades Neo 2024-12-17 mayotte_pleiades_20241217 photo 2024-12-17

tms

CNES / Airbus

https://fr.linkedin.com/posts/ignfrance_g%C3%A9oplateforme-mayotte-activity-7275931028324548608-Mk1b

true

Metropole of Metz 2024 Métropole de Metz 2024 metz_2024 photo wms 2024

Métropole de Metz 2024

Métropole de Metz 2022

EPSG:2154 EPSG:3857 EPSG:3949 EPSG:4326 CRS:84 Metropole of Metz 2019 Métropole de Metz 2019 metz_2019 historicphoto 2019 wms

Métropole de Metz 2019

Grand Montauban 2020 montauban_2020 photo 2020

tms

Grand Montauban 2020

https://www.etalab.gouv.fr/wp-content/uploads/2017/04/ETALAB-Licence-Ouverte-v2.0.pdf

true

Mulhouse - 2018 Mulhouse_2018 historicphoto 2018

tms

Mulhouse Alsace Agglomération 2018

https://data.mulhouse-alsace.fr/explore/dataset/m2a_orthophotographie-2018/information/

true

Nancy - Orthophoto - 2025 GrandNancy_Orthophotographie_2025 photo 2025

wms

GrandNancy Orthophotographie 2025

https://www.datagrandest.fr/data4citizen/visualisation/information/?id=1751355133512-1

https://www.etalab.gouv.fr/wp-content/uploads/2017/04/ETALAB-Licence-Ouverte-v2.0.pdf

true

Nancy - Orthophoto - 2024 GrandNancy_Orthophotographie_2024 historicphoto 2024

wms

GrandNancy Orthophotographie 2024

https://www.datagrandest.fr/data4citizen/visualisation/information/?id=ortho_2024_ecw

https://www.etalab.gouv.fr/wp-content/uploads/2017/04/ETALAB-Licence-Ouverte-v2.0.pdf

true

Nancy - Orthophoto - 2023 GrandNancy_Orthophotographie_2023 historicphoto 2023

wms

GrandNancy Orthophotographie 2023

https://www.etalab.gouv.fr/wp-content/uploads/2017/04/ETALAB-Licence-Ouverte-v2.0.pdf

true

Nancy - Orthophoto - 2022 GrandNancy_Orthophotographie_2022 historicphoto 2022

wms

GrandNancy Orthophotographie 2022

https://www.datagrandest.fr/data4citizen/visualisation/information/?id=ortho_2022_ecw

https://www.etalab.gouv.fr/wp-content/uploads/2017/04/ETALAB-Licence-Ouverte-v2.0.pdf

EPSG:2154 EPSG:3857

true

Nancy - Orthophoto - 2016 GrandNancy_Orthophotographie_2016 historicphoto 2016

tms

GrandNancy Orthophotographie 2016

https://wiki.openstreetmap.org/wiki/Nancy/Orthophotographie

http://opendata.grandnancy.eu/conditions-dutilisation/

true

Nancy - Orthophoto - 2012 GrandNancy_Orthophotographie_2012 historicphoto 2012

tms

GrandNancy Orthophotographie 2012

https://wiki.openstreetmap.org/wiki/Nancy/Orthophotographie

http://opendata.grandnancy.eu/conditions-dutilisation/

true

Nancy - Orthophoto - 2008 GrandNancy_Orthophotographie_2008 historicphoto 2008

tms

GrandNancy Orthophotographie 2008

https://wiki.openstreetmap.org/wiki/Nancy/Orthophotographie

http://opendata.grandnancy.eu/conditions-dutilisation/

true

Nancy - Orthophoto - 2005 GrandNancy_Orthophotographie_2005 historicphoto 2005

tms

GrandNancy Orthophotographie 2005

https://wiki.openstreetmap.org/wiki/Nancy/Orthophotographie

http://opendata.grandnancy.eu/conditions-dutilisation/

true

Nancy - Orthophoto - 2002 GrandNancy_Orthophotographie_2002 historicphoto 2002

tms

GrandNancy Orthophotographie 2002

https://wiki.openstreetmap.org/wiki/Nancy/Orthophotographie

http://opendata.grandnancy.eu/conditions-dutilisation/

true

Nancy - Orthophoto - 2001 GrandNancy_Orthophotographie_2001 historicphoto 2001

tms

GrandNancy Orthophotographie 2001

https://wiki.openstreetmap.org/wiki/Nancy/Orthophotographie

http://opendata.grandnancy.eu/conditions-dutilisation/

true

Nancy - Orthophoto - 1999 GrandNancy_Orthophotographie_1999 historicphoto 1999

tms

GrandNancy Orthophotographie 1999

https://wiki.openstreetmap.org/wiki/Nancy/Orthophotographie

http://opendata.grandnancy.eu/conditions-dutilisation/

true

Nancy - Orthophoto - 1994 GrandNancy_Orthophotographie_1994 historicphoto 1994

tms

GrandNancy Orthophotographie 1994

https://wiki.openstreetmap.org/wiki/Nancy/Orthophotographie

http://opendata.grandnancy.eu/conditions-dutilisation/

true

Rennes - 2021 Rennes_2021 photo 2021-07-16;2021-09-02

wmts

Orthophotographie 2021 - Rennes Ville et Métropole, IGN, SDE35, Megalis Bretagne

https://public.sig.rennesmetropole.fr/geonetwork/srv/fre/catalog.search#/metadata/b5b958de-9407-4822-9ca5-abb1c57659b7

https://www.etalab.gouv.fr/wp-content/uploads/2017/04/ETALAB-Licence-Ouverte-v2.0.pdf

true

Rennes - 2020 Rennes_2020 historicphoto 2020-08-07;2020-09-14

tms

Rennes Métropole - IGNF - 2020

https://data.rennesmetropole.fr/explore/dataset/orthophotographie-2020/information/

https://www.etalab.gouv.fr/wp-content/uploads/2017/04/ETALAB-Licence-Ouverte-v2.0.pdf

true

Rennes - 2018 Rennes_2018 historicphoto 2017;2018

tms

Mégalis Bretagne et Collectivités Territoriales Bretonnes 2018

https://data.rennesmetropole.fr/explore/dataset/orthophotographie-2017-2018/information/

https://www.etalab.gouv.fr/wp-content/uploads/2017/04/ETALAB-Licence-Ouverte-v2.0.pdf

true

Rennes - 2014 Rennes_2014 historicphoto 2014-07-02;2014-09-11

tms

Mégalis Bretagne et Collectivités Territoriales Bretonnes 2014

https://data.rennesmetropole.fr/explore/dataset/orthophotographie-2014/information/

https://www.etalab.gouv.fr/wp-content/uploads/2014/05/Licence_Ouverte.pdf

true

Toulouse - Orthophotoplan 2022 Toulouse-Orthophotoplan-2022 photo 2022-08

Orthophotoplan 2022 - Toulouse Métropole

https://data.toulouse-metropole.fr/explore/dataset/orthophotoplan-2022

https://www.etalab.gouv.fr/wp-content/uploads/2017/04/ETALAB-Licence-Ouverte-v2.0.pdf

true

Toulouse - Orthophotoplan 2019 Toulouse-Orthophotoplan-2019 historicphoto 2019

tms

Orthophotoplan 2019 - Toulouse Métropole, 2021, Licence Ouverte v2.0 (Etalab)

https://data.toulouse-metropole.fr/explore/dataset/orthophotoplan-2019/information/

https://www.etalab.gouv.fr/wp-content/uploads/2017/04/ETALAB-Licence-Ouverte-v2.0.pdf

true

Toulouse - Orthophotoplan 2017 Toulouse-Orthophotoplan-2017 historicphoto 2017 tms

Orthophotoplan 2017 - Toulouse Métropole, 04/07/2018, sous license ODbL

https://data.toulouse-metropole.fr/explore/dataset/orthophotoplan-2017/information/

https://data.toulouse-metropole.fr/page/licence/

true

Toulouse - Orthophotoplan 2015 Toulouse-Orthophotoplan-2015 historicphoto 2015 tms

Orthophotoplan 2015 - Toulouse Métropole, 14/12/2015, sous license ODbL

https://data.toulouse-metropole.fr/explore/dataset/orthophotoplan-2015/information/

https://data.toulouse-metropole.fr/page/licence/

true

Toulouse - Orthophotoplan 2013 Toulouse-Orthophotoplan-2013 historicphoto 2013 tms

Orthophotoplan 2013 - Toulouse Métropole, 31/12/2013, sous license ODbL

https://data.toulouse-metropole.fr/explore/dataset/orthophotoplan-2013/information/

https://data.toulouse-metropole.fr/page/licence/

true

Toulouse - Orthophotoplan 2011 Toulouse-Orthophotoplan-2011 historicphoto 2011 tms

Orthophotoplan 2011 - Toulouse Métropole, 20/09/2012, sous license ODbL

https://data.toulouse-metropole.fr/explore/dataset/orthophotoplan-2011/information/

https://data.toulouse-metropole.fr/page/licence/

true

Toulouse - Orthophotoplan 2007 Toulouse-Orthophotoplan-2007 historicphoto 2007 tms

Orthophotoplan 2007 - Toulouse Métropole, 20/09/2012, sous license ODbL

https://data.toulouse-metropole.fr/explore/dataset/orthophotoplan-2007/information/

https://data.toulouse-metropole.fr/page/licence/

true

Metropole of Tours 2023 Tours Métropole 2023 wms tours_2023 photo

CRS:84 EPSG:3947 EPSG:4326

Tours Métropole Val de Loire 2023

Tours - Orthophotos 2013 Tours-Orthophoto-2013 historicphoto 2013

tms

Orthophoto Tour(s)plus 2013

https://wiki.openstreetmap.org/wiki/Tours/Orthophoto

Tours - Orthophotos 2008-2010 Tours-Orthophoto-2008_2010 historicphoto 2008;2010

tms

Orthophoto Tour(s) Plus 2008

https://wiki.openstreetmap.org/wiki/Tours/Orthophoto

Vaucluse 2010 fr.dpt.84.2010 historicphoto 2010 tms https://wms.openstreetmap.fr/tms/1.0.0/paca84_2010/{zoom}/{x}/{y}

https://europe.maregionsud.fr

http://www.crige-paca.org/geoportail/geocatalogue.html?id_lot_donnee_carto=209

http://www.crige-paca.org/carto/fonctionnalites/geocatalogue/geosource.php?idlot=209

Vénéon orthophoto June 2024 (10 cm) Vénéon orthophoto juin 2024 (10 cm) orthophoto_veneon_202406 historicphoto 2024-06-28

wms Orthophotographie à 10 cm de la vallée du Vénéon - juin 2024 EPSG:2154 EPSG:3857 EPSG:3946 EPSG:3945 EPSG:4258 EPSG:4326 CRS:84

Source DDT de l'Isère - 2024-07

https://ids.craig.fr/geocat/srv/fre/catalog.search#/metadata/bf56b7be-5226-49d3-9036-02cae40057d1

https://www.etalab.gouv.fr/wp-content/uploads/2017/04/ETALAB-Licence-Ouverte-v2.0.pdf

https://ids.craig.fr/geocat/images/harvesting/2025_Prefecture_D38.png Vénéon orthophoto October 2024 (10 cm) Vénéon orthophoto octobre 2024 (10 cm) orthophoto_veneon_202410 photo 2024-10-20;2024-11-04

wms Orthophotographie à 10 cm de la vallée du Vénéon - octobre 2024 EPSG:2154 EPSG:3857 EPSG:3946 EPSG:3945 EPSG:4258 EPSG:4326 CRS:84

Source DDT de l'Isère - 2025-01

https://ids.craig.fr/geocat/srv/fre/catalog.search#/metadata/8830c519-cba0-4a87-95d2-94e54a9e67d5

https://www.etalab.gouv.fr/wp-content/uploads/2017/04/ETALAB-Licence-Ouverte-v2.0.pdf

https://ids.craig.fr/geocat/images/harvesting/2025_Prefecture_D38.png Vercors (Vercors Hauts-Plateaux Nature Reserve) - Orthophoto - 1999 - 1 m Vercors (Réserve naturelle des Hauts-Plateaux du Vercors) - Orthophoto - 1999 - 1 m Vercors-Orthophotos-1999 historicphoto 1999 tms

Parc Naturel Régional du Vercors

https://www.data.gouv.fr/fr/datasets/photos-aeriennes-orthorectifiees-de-la-reserve-naturelle-des-hauts-plateaux-du-vercors/

Vichy 2021 CRAIG CRAIG_Vichy_2021 photo 2021

wms EPSG:2154 EPSG:3857 EPSG:4258 EPSG:4326

true

CRAIG - Feder Auvergne-Rhône-Alpes 2021

https://ids.craig.fr/geocat/srv/fre/catalog.search#/metadata/0aef1b54-3c5e-4baa-913c-c7426dde09aa

Brandenburg GeoBasis-DE/LGB (2025): DOP20c 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 Brandenburg-DOP20c photo 2023 wms

https://wiki.openstreetmap.org/wiki/Brandenburg/Geoportal

GeoBasis-DE/LGB 2024 / Digitale farbige Orthophotos aktuell

EPSG:25833 EPSG:25832 EPSG:4326 EPSG:4258 EPSG:3034 EPSG:3035 EPSG:3045 EPSG:3857 EPSG:4839 EPSG:5650

https://geobasis-bb.de/lgb/de/agnb/

true

Brandenburg GeoBasis-DE/LGB (2026): DGM 1m hillshade Brandenburg GeoBasis-DE/LGB (2026): DGM 1m Schummerung 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EVlw4exDs7trHmmstZHeiHy6s4aJqG/+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 Brandenburg-DGM-1m-hillshade elevation wms

https://wiki.openstreetmap.org/wiki/Brandenburg/Geoportal

GeoBasis-DE/LGB 2026 / Digitales Geländemodell 1m Bodenauflösung

EPSG:25833 EPSG:25832 EPSG:4326 EPSG:4258 EPSG:3034 EPSG:3035 EPSG:3045 EPSG:3857 EPSG:4839 EPSG:5650

https://geobasis-bb.de/lgb/de/agnb/

true

Brandenburg GeoBasis-DE/LGB (2025): DGM 1m Brandenburg GeoBasis-DE/LGB (2025): DGM 1m 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 Brandenburg-DGM-1m elevation wms

https://wiki.openstreetmap.org/wiki/Brandenburg/Geoportal

GeoBasis-DE/LGB 2024 / Digitales Geländemodell 1m Bodenauflösung

EPSG:25833 EPSG:25832 EPSG:4326 EPSG:4258 EPSG:3034 EPSG:3035 EPSG:3045 EPSG:3857 EPSG:4839 EPSG:5650

https://geobasis-bb.de/lgb/de/agnb/

true

Brandenburg GeoBasis-DE/LGB (2026): WebAtlasDE BE/BB 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 Brandenburg-WebAtlas map 2026 wms

https://wiki.openstreetmap.org/wiki/Brandenburg/Geoportal

GeoBasis-DE/LGB 2026 / WebAtlasDE BE/BB

EPSG:25833 EPSG:25832 EPSG:4326 EPSG:4258 EPSG:3034 EPSG:3035 EPSG:3045 EPSG:3857 EPSG:4839 EPSG:5650

https://geobasis-bb.de/lgb/de/agnb/

true

Brandenburg GeoBasis-DE/LGB: ALKIS 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 Brandenburg-ALKIS map 2026 wms

https://wiki.openstreetmap.org/wiki/Brandenburg/Geoportal

GeoBasis-DE/LGB / ALKIS, dl-de/by-2-0

EPSG:25833 EPSG:25832 EPSG:4326 EPSG:4258 EPSG:3034 EPSG:3035 EPSG:3045 EPSG:3857 EPSG:4839 EPSG:5650

https://geobasis-bb.de/lgb/de/agnb/

true

Brandenburg GeoBasis-DE/LGB (2025): Georeferenced addresses Brandenburg GeoBasis-DE/LGB (2025): Georeferenzierte Adresse 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 Brandenburg-Georeferenzierte-Adresse qa 2024 mvt

https://wiki.openstreetmap.org/wiki/Brandenburg/Geoportal

GeoBasis-DE/LGB 2024 / Georeferenzierte Adresse

https://geobasis-bb.de/lgb/de/agnb/

true

Deutsche Bahn VzG lines January 2017 Deutsche Bahn VzG-Strecken Januar 2017 data:image/png;base64,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 db-inspire-2013-11 other 2013-11 wms

EPSG:3857 EPSG:3068 EPSG:25833 EPSG:31468 EPSG:32633 EPSG:4258 EPSG:4326

Data CC-BY 4.0 Deutsche Bahn AG

https://data.deutschebahn.com/dataset/data-streckennetz

true

North Rhine-Westphalia aerial photograph Nordrhein-Westfalen digitales Orthophoto data:image/png;base64,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 DE-NRW-DOP photo wmts wms

EPSG:25831 EPSG:25832 EPSG:25833 EPSG:28992 EPSG:3034 EPSG:3035 EPSG:3043 EPSG:3044 EPSG:3045 EPSG:31466 EPSG:31467 EPSG:3857 EPSG:4258 EPSG:4326 EPSG:4647 EPSG:5649 EPSG:5650 EPSG:5651 EPSG:5652 EPSG:5653 2018;-

https://open.nrw/dataset/56fb584b-10cf-4009-a405-0bef06bb3e00

https://www.bezreg-koeln.nrw.de/brk_internet/geobasis/lizenzbedingungen_geobasis_nrw.pdf

true

86400

https://www.geoportal.nrw/datenschutz

EPSG:3857 EPSG:25832

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North Rhine-Westphalia ALKIS Nordrhein-Westfalen ALKIS 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DE-NRW-ALKIS map wms

https://open.nrw/dataset/407373a2-422c-469c-a7e9-06a62b4d7d9a

https://www.bezreg-koeln.nrw.de/brk_internet/geobasis/lizenzbedingungen_geobasis_nrw.pdf

true

86400

https://www.geoportal.nrw/datenschutz

EPSG:3034 EPSG:3035 EPSG:3043 EPSG:3044 EPSG:3045 EPSG:3857 EPSG:4258 EPSG:4326 EPSG:4647 EPSG:5649 EPSG:5650 EPSG:5651 EPSG:5652 EPSG:5653 EPSG:25831 EPSG:25832 EPSG:25833 EPSG:31466 EPSG:31467 EPSG:31468 EPSG:31469

false 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North Rhine-Westphalia DTM hillshade 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 nrw_dtm_wms elevation

wms EPSG:25831 EPSG:25832 EPSG:25833 EPSG:28992 EPSG:3034 EPSG:3035 EPSG:3043 EPSG:3044 EPSG:3045 EPSG:31466 EPSG:31467 EPSG:3857 EPSG:4258 EPSG:4326 EPSG:4647 EPSG:5649 EPSG:5650 EPSG:5651 EPSG:5652 EPSG:5653

http://www.bezreg-koeln.nrw.de/brk_internet/geobasis/lizenzbedingungen_geobasis_nrw.pdf

https://www.land.nrw/de/datenschutzhinweise

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. 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. 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North Rhine-Westphalia iDOP color Nordrhein-Westfalen iDOP Farbe 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 DE-NRW-iDOP photo

wms EPSG:25832 EPSG:3034 EPSG:3035 EPSG:3043 EPSG:3044 EPSG:3045 EPSG:3857 EPSG:4258 EPSG:4326 EPSG:4647 EPSG:5649 EPSG:5650 EPSG:5651 EPSG:5652 EPSG:5653 EPSG:28992 EPSG:25831 EPSG:25833 EPSG:31466 EPSG:31467

https://www.bezreg-koeln.nrw.de/system/files/media/document/file/lizenzbedingungen_geobasis_nrw.pdf

https://www.land.nrw/de/datenschutzhinweise

North Rhine-Westphalia iDOP color-infrared Nordrhein-Westfalen iDOP Farbinfrarot 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 DE-NRW-iDOP-color-infrared photo

https://www.bezreg-koeln.nrw.de/system/files/media/document/file/lizenzbedingungen_geobasis_nrw.pdf

https://www.land.nrw/de/datenschutzhinweise

North Rhine-Westphalia iDOP near-infrared Nordrhein-Westfalen iDOP Nahes Infrarot 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 DE-NRW-iDOP-near-infrared photo

https://www.bezreg-koeln.nrw.de/system/files/media/document/file/lizenzbedingungen_geobasis_nrw.pdf

https://www.land.nrw/de/datenschutzhinweise

North Rhine-Westphalia iDOP metadata Nordrhein-Westfalen iDOP Metadaten 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https://www.land.nrw/de/datenschutzhinweise

North Rhine-Westphalia vDOP color Nordrhein-Westfalen vDOP Farbe 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 DE-NRW-vDOP photo

https://www.bezreg-koeln.nrw.de/system/files/media/document/file/lizenzbedingungen_geobasis_nrw.pdf

https://www.land.nrw/de/datenschutzhinweise

North Rhine-Westphalia vDOP color-infrared Nordrhein-Westfalen vDOP Farbinfrarot 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 DE-NRW-vDOP-color-infrared photo

https://www.bezreg-koeln.nrw.de/system/files/media/document/file/lizenzbedingungen_geobasis_nrw.pdf

https://www.land.nrw/de/datenschutzhinweise

North Rhine-Westphalia vDOP near-infrared Nordrhein-Westfalen vDOP Nahes Infrarot 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 DE-NRW-vDOP-near-infrared photo

https://www.bezreg-koeln.nrw.de/system/files/media/document/file/lizenzbedingungen_geobasis_nrw.pdf

https://www.land.nrw/de/datenschutzhinweise

North Rhine-Westphalia vDOP metadata Nordrhein-Westfalen vDOP Metadaten 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https://www.bezreg-koeln.nrw.de/system/files/media/document/file/lizenzbedingungen_geobasis_nrw.pdf

https://www.land.nrw/de/datenschutzhinweise

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imagico.de: Northern German west coast tidalflats (infrared) osmim-imagicode-LC81960222015233LGN00ir historicphoto 2015-08-21 Up-to-date low tide imagery of the coast for updating mapping of tidalflats and shoals, superseeded by newer images (false color IR) tms https://imagico.de/map/osmim_tiles.php?layer=LC81960222015233LGN00ir&z={zoom}&x={x}&y={-y}

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imagico.de: North Sea Coast 2016 osmim-imagicode-northsea_s2_2016 historicphoto 2016-09-25 Up-to-date low tide imagery of the coast for updating mapping of tidalflats and shoals (superseeded by newer image) (true color) tms https://imagico.de/map/osmim_tiles.php?layer=northsea_s2_2016&z={zoom}&x={x}&y={-y}

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imagico.de: North Sea Coast 2017 osmim-imagicode-northsea_s2_2017 historicphoto 2017-06-02;2017-06-02

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Saxony-Anhalt, LVermGeo, DOP20 Sachsen-Anhalt, LVermGeo, Orthophoto (20cm) 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 LSA-DOP20 photo 2019;- wms

https://wiki.openstreetmap.org/wiki/DE:Permissions/Geobasisdaten_Sachsen-Anhalt

https://www.lvermgeo.sachsen-anhalt.de/de/kostenfreie_geobasisdaten_lvermgeo.html

EPSG:4647 EPSG:31468 EPSG:31467 EPSG:31469 EPSG:25833 EPSG:25832 EPSG:4326 EPSG:2397 EPSG:2398 EPSG:2399 EPSG:3857

https://www.lvermgeo.sachsen-anhalt.de/de/datei/anzeigen/id/3567,501/nutzungsbedingungen_b.pdf

true

Saxony-Anhalt, LVermGeo, administrative boundaries Sachsen-Anhalt, LVermGeo, digitale Verwaltungsgrenzen 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d31/0Pvsi2LR/SbWvn0Z8+zEsvvcTGjRtH8f3iF7+goKCA5ORkfvrDvdz9/YdISEgcK7RyVuJ61p76eFTZ6/kKD9QHIdIspAYkENkZyM7+AhSLhMdqR2l2IJm16DP9iTKHkdIcQeKcFF49+DdmyZk4o6DT3U18VwgHBoroq+rCaJa4O6Cbu2YLPAo8vwVeHwzEMN2CqOzlnZk2Ls+QKaxW+OM+LUk+Cj9bLJH+ph/KVO9Cm/ZYF7V397Op5pkv3AbU0tJCdXU1eXl5Q2H3kZSWlsb27dvRarUEBQWN3Y/XLJ9YT3089J0FGpZ127j5rQHKMlSqTTpmh06ltraO5mhwV/ZDnwcy/Tlhb2Nh8HS6+3vwDfRjv6uUWGswGeEpbDcfYZpfBq2uZqp7G3jB6scLbRrwqBiEHl8/mXf8a0i5SYu/j0xLh8qSAyFIk/1AwMY/1uOe7TdkWrri/Whq6/nStkdERFBSUsJzzz1HTEwMb731Fm+++SayLPOHP/yByMhIuru76e7uJiUlZfzW3YVabwgJkMn/voc/b27g8aZg9iQVkpKewGRbAvn67XiM4NjRDrLEVt/t9Pk5ufrqpbxdtYlGn06sTbvIcifSl+RAn+LPtfZFbO3cj8vfqwkkIRFYqyctsR1fs1fwNxxWkZL8hnRBfbg/mpIexGUh3hhzZTexizUU9n952xcuXMjChQtP+hPLycjIICcnh6uvvnrize0LvTL3vUUyK7o6uXltL+VTVGpNehYuzKP0wyM0GNpACGr6GqEPKj88xne+seK0kCoEDpixuft4e+AzckOmUFtbx4moXoQkMBl8eHoT/PtNXvYrk2XUYidymHeCdVkd6KYHYFlfiyLLvHqLB1k+twUXWZZ56KGHzlv/nHEOCfSX3C73+QFODTZiuC0e3SRfsgNT8WvRssdZiPD3BgY8Vjtqr4dcUzox0bG43E4q+urIu3whRcVF9EZ6UBSFoBYDh9ylqG4FZ4sd11sNyP0ubx2+OuTpgaiDKsYFoXiaBtFGmtDGm/FYBxn8UzlmoUWrO78rYR63w9PV7daNG5AzhU7GTbKEeXE45uujMJlM5JBKRUMV7VFeZ29waxsAlkXRmLRGrmcug1Gw+cQegm1mkiIT2DlQwHQ5lbrGehr6T6DaPbjL+nCX9iJU0Kf5oc8OIMISSuO+6qHNFQB9r9Xh2NVx3jWDv4+k9A4I7SWnshgjSmn/pAVnYQ/KnQnsTigkKz2ZhCaJQ6IU2U+LUASDLX24wtzUWFpo39vC1fOvZJ3rA+obmpnCJNriuglOCye9O5n8tv0Iu4ImxIBQBMLuQdLLWHS+1NQOD6GrXS4uJTrjyDfopUedLs779nXR78GxuxM8gu5YFzZfO/N8p+PSqvS02fBU96O0OqirrCXMYyF1egZH2opRjdCi78KvSUu0XwT7RTFzgqbh0Sg4s3ToJvmiT/NHE6zHv12P9b0y1A4nqDC4pQ3nYZt3ZMaYMF8ThSbMgKduYMK/z6CXhNPNv1/6KmsssY0x4XdnItpYMzMDs9AdcZJfvQdh8Ib0AaJ8wlk47ypMcaecP+2gjL/TxEb7DkwYMFoFBVQMzUmTWkI58Mxm1F738E4wyAT/LhvJx6swBt62Yv+05aKorDMCkp2i7b95icHnQotuVx+87bDgnB+Jv9mPbFcSJe0VdIU6hngGt7ZhiQxkftwsb8DGPkj4jDis9Y2EhIaQ33uIqZ7JVDZW0REziKVBR8+JZv5FbsNkPPXpu60aCpaf8iHEoU7u07eN1q4qFDRJ9AuZ3FAPPqazDx6+/ZlzoLDc43tJeOpfWY0JeGSDyl/kcORIEzP8MnDX9XPcVAtmDc5DXQi3ICgjHF2oiRy/TBoLq8m5ajbvHdrENEMqDUGdBGks+HZp2esqwnmsC4tJ4o9Te7l+lgZZhoPFbpYdDEWX7o9wqdzU0MALt8koKnx6wI3JIDF/mpYbX5LYlx0DsoT2WBdl3+k7a1Bu+Gm3bWO+K+gfGpDPqbRe4eZNPnRNDcVi9CfdEUdZVxW2AAfOvZ0IVWCaH4qExC1iIT5ZIbxS/DdUt8Lk7giikqI55qxktiaTYydKsdbWIyTQaUCnkRh0CwwmE9+WTnBZgsTN8zRIEsz5k4a6GVEIRTCrtIm9RgvaNP8hn+i/1Rq+cbl2QgG5+FbWWVB6vIbj9zp4cH09awwR7Avv4/LJ01HbnWx1bEP29W7eAzjsd4TBPonLU2ewu/kw1aFtnKjrJEOXQFFkDVFxUYQpFo4b61D73DjsHrSxBsJ6A/h+bvPQabDyOoWajChkrYSkldgbEoyxvg8PXkCUDieZ06QJ/9Z/CEC8HjI8vVLm9poWvvmpD3umHSHEP4gVV13Lzs+2Y/P1WkaFfeVwDJId0ay68gbEybMnQhEsFZEc768gP+oAlzuyKRuswjbJGzDU9Wh5fo/Mf8YNOcSIXjf4ak+u9XhwyzJSfiuyVuLBtAEmx0y8rXNGiJfM1dtefdI/4FICR1HhsQ/gvZBI5FADuT6ZdFe1UxHUgmTwWujOwzY0wQZm6zMJsgTQ7xqkWm3immmLaGo5wTFdNdGaUDx1Axwz1WJ2G+hr7OS/Ujq5MtNbxotbBX+2BaC4VJw2D4YZgXCgA3KC0HQ4+dPkU7xnojsf6e3+ZJcrcNyAXAyz96xHk0HG58YYTAvCCPMJJn0glkNdRQwEe8AjcOztxKDRE7AgGr1GxyL7dPymhPJSwVpSB6Lxjw2i0t3AdM9kjnaW0nqi9aR/0oqrtBdUgSbEgPmaSALiQ+gqaMJ8XfRQr9k/bGbgvaavmac+HivMqdK/tgFngQ3luwm0BXcyJ3EaPdZOis0NCI+KU3XSPdCDpJNxW2Db3nzmpeay68Qh/Os6mBGcyVFTNWkJKcTKYRzpLkU/PQBDbiB4BOqggtrvIVIOpqWsDPP15zKc/4E99XFFXzpdOHZ3IvtoaQnvwxDiw3zdNJo9HThdTpxHu1HbHNQ21mK0aZk9ezZH2otxmhVqHU3EdwejCzRiNXaSa8ykx9+BSDWiiTShT/VDN9mXwAEzjRvKwCPQRplwVw8w8LYV4VJBK2GYHogmUI/S4fz6eerjIX2GP36rEtAEGbjMPIX6D0upkZuGloyRJDIDkpmxaBbGgFMr076DRsySkVea32GSJpruqnaqQtqQ9N6xmNQcyuGX8oeO6Q3ro3uTMMz0WrQD7zVh/7D5K6usr4WEDJvw2504dncgW7S0RPQRMCWcGSFZdAQOIKWa0caZsQUNUvDpfjoa21DaHXQ2tFJSXUZEcgwD1V2IAC1dAXbmyFm02dpxGVV83Ab6fBy4CntGDWn/eycNDW3ZrPUutJ0vCZmVpeu973aT3z/a/OL2wMslOsqmx6Cx6Mk1ZNDW0EJdaAfIEoPb29HIMomL0tHotCwwzmBP7UEi0+IoOVpEdmQGB6UycszptNY3U+prxbmngwDJw08ie4kK8nadfVDwYE8Emgzv1SL63a38R3rPUBtUVWDQSzz9qt1eWObxGTcgl4KnPh769KjKPQUWXJmBJFsSSBqIYFvXARweB+6qfpDBMDMIf50vV/ZmEjEzgZeL1yH6FNIGYjCm+NOp9pLYG8oB23F6KjvQ+uuIcDsJkhSsqpYenZ747n5iA1Sev85DTKjM858q/L/2EIRRw5KedvI/7HO3VDn0X2sr62xoyTSZ0rRevrt2gO2xHmotjcyPyaW2tobi/mJQxMkjeu3UmU044zRE+oTSTDvlfs1ENzmZHpXFNv0hpsVk0eKwUuvTRlOditUuI+ll4oIieST9OCvmaAEZVYWnTgQhp3sVy2cB0QhHyVnZZF97CTmdPjik8oPjAXgyAkj2S8ByHPZVHMZjOrVRWyNpuH3uSvQnO3PQ48Sk6Igjgo9sO+n09BBvC2Z/33E+j0xFWy2k9hfx5h1iKCoc8UYAmlRvmEU4FPh9sbuj0XVGCTnjpJ6SoHnglmVG09cBkJQoiXtTHezf0s8xnYuOCDuXp+YCEo4sLdp4HzRxJg7l76eopxJdg5u+Jhud1nYO20tJMcVjcuk5oCljVtAUtG0Cm6EfrVFLcZeHq8wDRIXISBJ0V9k5NGAERWXw0zZcLiF72pxPjFtCrpyp6/ntT339v26qbFuZYLU9FJFuIcU/gYhuC7sHjqH4eZd13ZX9hAQEE5gTiVFjILU1nPCceF7Z81eyXAm4J+tQUYnssrCr7yiDDT1oZIlvq+2szJHQaaG8VuHpvVq6Z8fR81a1GCzrk8cNyD+aH3KuZJwTjO+34jD6mZhvmkFJQznWINvQ5grTQu89L3eYl9Nk7KLYWU1zfztRnRYyYlPZ7S5kupxCbW0dDfYTKG0Ob68qAiQJtd/N5KhJlL61T7g6XP8E5KwiyQF6/FbFo8+ykB2Qgtkqs7N0HyoqarcbySiTEBSL2+lm2a3X8UbZu16LqA8uM2TRETaIoigEt5o46CrG5XajtDmRA3VoI00knAji+HNbhaPH809AzoUMOYH4fScBk7+ZGWoqRRsO0BY0fAd9bmg2addMx6g7OT8LCB7wpV21sb71M6ZJKdRbG2gO7x3q3cTmYI6t3iacnf+UkHMP7gXr8b0jAX2aP1P8U/Dp1LLPXQRmb1+qXS48jXYSDFFEBUfQa++nS+7jxvnXcbDgED1xLsyyCd8OHfsHjyP8NMTbwyh7cR/9FV3jP2NoMkjKoFPI/F8iCe/2oewA/P38SDBFc6yx2HuUDvDUDWCU9EQmRuNn9iPQ40N/sEJxczmJ+mhalU7ckofUgCQKqo4h++twbG/H0+oYPyCzZ+V0PvH4Yy7+D9KxquP6DmfPmIPR4/JI/X39EoAqBL4+ZqE3Gb7wDMiHazfKJQWllnF76qFhkVy97LqI/4uAXM11E1ZW2Y7SrpKCUsYNyKVC+fn5vPHGGzQ0NNDV1UV3dzd6vZ7777+fe+6552szCC5pQNra2li7di0vv/zysEvBTqd7772XgoICVq9ejU6n+/qL7fLly9vEBaTHHntMREVFiZ/97GdCp9MJr2F55r/58+eLLVu2iE2bNgmHwyEuNVq+fHnbhEiI5/Rjp+eJ1q5dy+bNm2loaGDLli0IIVizZg1RUVHU19efVRmHDx/mvvvuo7i4GD8/P3Jzc8nMzCQxMZG5c+cya9asizqwFUVxT0hBeXl5DaqqnreR4/F4RHBwsNBqtcNGvCRJIjIy8qwlxM/P70t/v/baa0VRUdFFkQ5VVUVeXl7dWUUNzihCWu2g3W4/L6OmqamJvLw8Ojs7eeSRRwgIGL79q7m5+azL6uv78jPpH3zwAdOnT+d3v/vdBZcOu92OTqebmHtwV65cub20tHRCR8zg4KBYv369iI6OHhrBJpPprKVhvH9333238Hg8F0xCSkpKxMqVK7dNiIQEBAQUVVRUTOiIKS4u5qabbhq6vB5gcHDwgo3YV155hcWLF3Po0KELUl9FRQUBAQHHJwQQf3//fedyEfDZ0PTp07ntttsu6iS7bds2cnNzSU5OprW19bzWVV5ejr+//94JAcRgMGyeaEBkWea1115jw4YN+Ptf3LWvqqoqduzYcd4lxGAwbJ2wAq+55pq+86VfW1tbRWFhoVizZo3Izc29YPPI6X/333//eZ1Dli1b1nPWg/Us+eo/v6lzoiksLIwpU6awatUqDhw4gNVq5cMPPzyniyPHS/v27TtvZbe2tiLLcv2EAhIdHf3p9u3bz3vHuFwuPv30Ux5++OEzPoLyVS4H+yIqKCj4wotlxktbtmwhOjr64wkFJCws7M/btm07r2DU1taSnZ3NXXfdxdGjR4fNN2PdsDPSZzlbGgtIp9PJ008/fb6MBxEZGfnyhBe8aNGiDpfLdV50rNvtFrNnz/5CHZ+TkzMqbcqUKeK+++47Z/8lNDT0C3+75ZZbRG1t7YR9l8vlEosXL247L0jfeeedr7///vvnBZCHHnroCzvpW9/6lnjjjTdGpWu1WtHZ2SnKysrEo48+Km6++WYxdepU4evr+6WAfBnwgPOMEXoAAAqJSURBVNDpdBMWYnn33XfFnXfe+T/nBZDHH3885vbbb59w9/b1118XJ29bG/ZnNpvFs88+K1RVFe+8886Ynbdhw4YxowBBQUFf2OE/+clPxAsvvPClkeR169ZNyLfdeuutnocffjj2vOn5pUuX1ra3t08YGLW1tWLVqlXie9/73rAOmTt37jDVsWHDhjE77ujRo2OW+/zzz39hZ69YsUIIIcSePXtEfHz8mDzPPvvsuL+tvb1dLF26tPqcfbRzYc7Ozn509erVEwawj48Pdrud5uZmkpKSSEpKIjMzk9WrV5OQkDDEN9bCU0hIyNDFxSPphz/84Rf+JsveT54zZw4FBQXk5eWN4rHZbOP+tueee4709PR/53xTXl5ei81mu6Dh69dee23UKL7tttu+NM+sWbPGnHcKCwuH8R04cGAU3wMPPDCu9vb09IglS5ac+EpRjHPNkJGR8ZsXX3zxgjhsDoeDH/3oR7z22mujfrv11rFfennhhRf4wQ9+QHv76FNM999//5DkKIrCk08+yZo1aybcx1m9ejVpaWlPfZW857ym/qc//Wn1okWLHr7nnnvCQkNDR63a1dTUjMozf/78UY8rbt++nba20Rbh8uXL8fHxHjQqKSkZej5ipA/S29s7ZvvefPNNcnJyRqmdK664gqeeemqY33Po0KEx1eHUqVOH/b+trY2xHOPExERmzpw5Fm/L5s2bX/hKftJXyfTrX/96eVtb28Y///nPwyTsV7fcynXvbBrGWyNUIj9+Z5Suvm/mbG4pHB7W3yXc3FxeSFJSEuB9taagoID/WLKcZb2nwvPBSGwVbp7zjF44u0dn5vIR4+wTi5k1TfXDLjeura3l+eRMsqThvLsyJvPKsYJR3vaJpTcySRquUDauuJrf/u2t4fXfc48aGBh43e9///uPLoiEADz55JMf3XjjjQe3b98+e/78+UPpGlUlThq+6/SLVjkMqhjFGyqUUaojJyeHRK2OxfLw3458wYs30UJmsWb4uZgyjXbMa7+zJC2LR7zEUaIZu0siJXlUezXq8BcZdu3ahc1m2/vyyy9/9FXV3VfeBpSdnX39L3/5y4ZHH33U8PnHNnR2sFMdvpZvRYWCAoQYvqmvyT4wirdEKGh37x6l9hoVzyjeGqGwefPm0SEY1FG8DR7NKN6WlhZKhIJxBG+TfWAU75EjRxDCTbsYDkBDZ+cQr9Pp5KmnnnIsWbJkxfr167/y/DOu2evWnFkvlh858oP7ZCOhI8R5nerkW/LwUfmu6mTFiDQP8Inq4poRI/Ut1cEtsnE4uEKlRajMlIePozcVB7dphvMeVj2ESzIxI9o1Vrkfqi6WyHpGziYbVCc3jGjv31Qn3xyR1iEEz6mDJE2f9pe3Dx+8dzx9Oq6Ncn89fOCHlyUkXlPb2Ba3cESHbpPcTBmhn/cxOs0DHJc8o9I3oxmVZkbBiDQqPUSSR6V1SoJYSWbSCDUzVrlHTtY/EpC9Y7Q3f4zvel11YIiPqxkvGOMGBCA2d2byRy0f2SM8Lk3caaOxTagcF8O3dLUwOs0DnBiDtwNlVNrnEnL8tIeXO4VKhVDIV10En1Z/nVAYRGAf8TT4WOV+Xv9IQMZq78jvahAq7+tRYmfOSKG2erzdOTHXp6xaujT72Nb8o0mKkO4ZoQ7qhEo3KtOkkWrGyW2a4aK/T/WQIMlEjFIzTm4ZoSb+oAxikWCRZCBUkmgXgs3CSY+Af9UMP6O6VnXy7RH5W4RKnVC5TD5zu44KDwHIJIxo1yuqgwpZElOW5OX+9cMPD09EX07I3t7XPv648Odz5t329uGDb8aikQJOw1mPQrsYS824RqW1SCqpkmaUNbP1NDUhgKcVO/+qMfG+6uLaz1WlBEcVD3dr9HykuvilxjzUii1j1BWACnjOql09QhAiyaSd1q4+BEc0krgxd9Ytz0wQGBMGCMCze3etvePyeaF37z/wn/8mG/E52R2fS4hlxPvuHUKMUgd1J62YnhFq5nQ18bHqZoVsIFXSsB8Pv4sMxDdlMv0VVYRbB5kiadHLEs8ogyw9ea972xh1fS4ho1TlGLy1KNiEwH2yXQMInlEdXDln1v3P7Nrxt4mMTkz4jU83XJV3X8XOnc9NUpFGWjObVBfLRkz+CrBNuFgkDU9/VzhZIQ1XHU2obFFdxEoakjRaov/yPN857U2o19as4cS9P6FG8dAoFPJkPdEjokNjlbtZuLhK0o86tD9We9epDqpkSL5i7gPvbts24cuME34cYcO2Lav/bdac9vePHX0zSpWl062cMuHhihGvEXiABlUZlX5IGc37nurkhxoTUyQt/3nnSh4c8dTdqjvu4Ke79/DQmvUUCi8oZ1NuraowV9aNmtRLR7S3XiiUaWWxbMaMu57btu3V8xG/Oy/nQ35/YO/aX86d3/Krgwc236DK8lzJ+1HdCBpGeOMeoEuMTu8bg7dcKMRJGvarbuYvHfvtjquWL2P//76FWZIoEwrTR5TRO0a5n9c/EpDT27tLdfOuRlWvnTnrqmf3nL+NXBLnkVauXGmqOHSoQlPfGHOnbBqG/keqk+UjLJ9C4SEKmZAR1swnwsXVkp59ws1USUuHUFm67WOuuOKKUXXu3LmTTVctJVSSOSY8XCbphvIP81OEShMq2SMm8JHtUoE3VAe9MVEtGbNnJf39738/r3tez+sJqpONj70rNePj9ZVVVz+iMZNyUoWVCc8pC2kovsWYVla1qnCtrMehChbL+lEjfCRdIeu8ZahwraynSh1dV6NQKROeUbGs09tVLhSeVOxkpqZ+9HJp0TXFDfWcb7ogR9r+p7xk6YOXzVvwx+KSTUH2AeOPNCacY1hTAwh6EaPSHcKbNoigVwgGEHzZJer9wlvO4MmyXGJ0Xb2oDIxRlxNoReV/FQfFRp176ozZ1/3nzp2fcIHogl0IsMvaUFfhGnwqfO7luldPNMwLV4TkPjlRvqk4kJCQkU7qbZWX1EH0SDQIlTBJpkF4g4YayRtYnPzd24mPjx9VT0NDAztffQ0bgr2qBx0SoSfzn15uNwL5ZPlvKA7Uk2Z3rVD4k0ZR1ctn/X5LZcX8/Q0N1VxAuuCHPj/dtePXjy1Y8KS1qfXTdbU1864SWilV1o5SKZWKMiqtQSgsOQeV1SbUsyq3HRUH8B4uYmOiyr6dFJ/7eH5+PxeBLsop3Cfy8x3AlY8tWKCta2rddrix/vJa94B8/UmHD8A1pjo5N5Xl/IIyPk8rFwrvq04O62R1Zmzc7oXR4QufyM/30FDLxSKJS4Ty8vK+VV9f/6RosE5K9qjSZElDlCQjA/mqmwWyjgLhIR0tXais3PbJF1pZf7/qaoKQKcFDjqQdyq+eDCRWCoUqrSSIjTkxefLkRz755JP/vVT64ZI5p75ly5Z1wLrHFizQtnf1/HdTS8s3jnZ3BwV4FHkQQTgyk9Fwo8ZA0xlU1jJZT7SkwaV48w0i2KW66dZq1NCAgK7E8PANlwUH/PCJ/HxPdXU1lxJJXOL0bwsWRDT1DfxK7uhaVGfrjFf77T5uBMY5swgODR22ScHtdtPZ3o5j7wF0SMi+5oGEwOB6NSTos2g/n9/9Pj+/5VL/3v8Pl8kl8u60deYAAAAASUVORK5CYII= Vector recording of administrative boundaries. The boundaries of the federal state, district, municipality and parts of the municipality are given. Vektorielle Erfassung von Verwaltungsgrenzen. Angegeben sind Grenzlinien von Bundesland, Landkreis, Gemeinde und Gemeindeteile. LSA-ALKIS-DVG map - wms

https://wiki.openstreetmap.org/wiki/DE:Permissions/Geobasisdaten_Sachsen-Anhalt

https://www.lvermgeo.sachsen-anhalt.de/de/kostenfreie_geobasisdaten_lvermgeo.html

EPSG:4647 EPSG:31468 EPSG:31467 EPSG:31469 EPSG:25833 EPSG:25832 EPSG:4326 EPSG:2397 EPSG:2398 EPSG:2399 EPSG:3857

https://www.lvermgeo.sachsen-anhalt.de/de/datei/anzeigen/id/3567,501/nutzungsbedingungen_b.pdf

true

Saxony-Anhalt, LVermGeo, building shapes Sachsen-Anhalt, LVermGeo, Hausumrisse 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 Shape of buildings in Saxony-Anhalt Hausumrisse/Gebäudeumrisse in Sachsen-Anhalt LSA-ALKIS_BU map - wms

https://wiki.openstreetmap.org/wiki/DE:Permissions/Geobasisdaten_Sachsen-Anhalt

https://www.lvermgeo.sachsen-anhalt.de/de/kostenfreie_geobasisdaten_lvermgeo.html

EPSG:4647 EPSG:31468 EPSG:31467 EPSG:31469 EPSG:25833 EPSG:25832 EPSG:4326 EPSG:2397 EPSG:2398 EPSG:2399 EPSG:3857

https://www.lvermgeo.sachsen-anhalt.de/de/datei/anzeigen/id/3567,501/nutzungsbedingungen_b.pdf

true

Saxony-Anhalt, LVermGeo, Land parcels/plots ALKIS Sachsen-Anhalt, LVermGeo, Flurstücke/Grundstücke ALKIS 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 Vectorial recording of parcels from the official real estate cadastre. Vektorielle Erfassung von Flurstücke aus dem amtlichen Liegenschaftskataster. LSA-ALKIS-CP map - wms

https://wiki.openstreetmap.org/wiki/DE:Permissions/Geobasisdaten_Sachsen-Anhalt

https://www.lvermgeo.sachsen-anhalt.de/de/kostenfreie_geobasisdaten_lvermgeo.html

EPSG:4647 EPSG:31468 EPSG:31467 EPSG:31469 EPSG:25833 EPSG:25832 EPSG:4326 EPSG:2397 EPSG:2398 EPSG:2399 EPSG:3857

https://www.lvermgeo.sachsen-anhalt.de/de/datei/anzeigen/id/3567,501/nutzungsbedingungen_b.pdf

true

Saxony-Anhalt, LVermGeo, Hydro network Sachsen-Anhalt, LVermGeo, Hydro-Netzwerk 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 Recording of water networks (may differ in accuracy from reality, always consider in connection with orthophoto) Erfassung der Gewässernetzwerke (kann in der Genauigkeit von der Realität abweichen, immer in Zusammenhang mit Orthophoto betrachten) LSA-ATKIS-HYN map - wms

https://wiki.openstreetmap.org/wiki/DE:Permissions/Geobasisdaten_Sachsen-Anhalt

https://www.lvermgeo.sachsen-anhalt.de/de/kostenfreie_geobasisdaten_lvermgeo.html

EPSG:4647 EPSG:31468 EPSG:31467 EPSG:31469 EPSG:25833 EPSG:25832 EPSG:4326 EPSG:2397 EPSG:2398 EPSG:2399 EPSG:3857

https://www.lvermgeo.sachsen-anhalt.de/de/datei/anzeigen/id/3567,501/nutzungsbedingungen_b.pdf

true

Saxony-Anhalt, LVermGeo, Physical bodies of water Sachsen-Anhalt, LVermGeo, Physische Gewässer aus Basis-DLM 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 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) 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) LSA-ATKIS-HYP map - wms

https://wiki.openstreetmap.org/wiki/DE:Permissions/Geobasisdaten_Sachsen-Anhalt

https://www.lvermgeo.sachsen-anhalt.de/de/kostenfreie_geobasisdaten_lvermgeo.html

EPSG:4647 EPSG:31468 EPSG:31467 EPSG:31469 EPSG:25833 EPSG:25832 EPSG:4326 EPSG:2397 EPSG:2398 EPSG:2399 EPSG:3857

https://www.lvermgeo.sachsen-anhalt.de/de/datei/anzeigen/id/3567,501/nutzungsbedingungen_b.pdf

true

Hesse DOP20 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 Hessen-DOP20 photo 2019;2020

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