From 4f4f23916726e9d6f3b17c283816d4f3ff7abb12 Mon Sep 17 00:00:00 2001 From: Bryan Housel Date: Mon, 16 Apr 2018 14:01:37 -0400 Subject: [PATCH] npm run imagery --- data/imagery.json | 28596 ++++++++++++++++++++++++++++++++++++----- dist/locales/en.json | 11 +- 2 files changed, 25110 insertions(+), 3497 deletions(-) diff --git a/data/imagery.json b/data/imagery.json index db602bfe3..d23bbc5cb 100644 --- a/data/imagery.json +++ b/data/imagery.json @@ -4,7 +4,7 @@ "id": "sjcgis.org-Aerials_2013_WM", "name": "2013 aerial imagery for San Juan County WA", "type": "tms", - "template": "http://sjcgis.org/arcgis/rest/services/Basemaps/Aerials_2013_WM/MapServer/tile/{zoom}/{y}/{x}", + "template": "https://sjcgis.org/arcgis/rest/services/Basemaps/Aerials_2013_WM/MapServer/tile/{zoom}/{y}/{x}", "endDate": "2013-06-01T00:00:00.000Z", "startDate": "2013-05-01T00:00:00.000Z", "scaleExtent": [ @@ -165,7 +165,7 @@ "id": "sjcgis.org-Aerials_2016_WM", "name": "2016 aerial imagery for San Juan County WA", "type": "tms", - "template": "http://sjcgis.org/arcgis/rest/services/Basemaps/Aerials_2016_WM/MapServer/tile/{zoom}/{y}/{x}", + "template": "https://sjcgis.org/arcgis/rest/services/Basemaps/Aerials_2016_WM/MapServer/tile/{zoom}/{y}/{x}", "endDate": "2016-07-01T00:00:00.000Z", "startDate": "2016-05-01T00:00:00.000Z", "scaleExtent": [ @@ -1345,6 +1345,278 @@ ] ] }, + { + "id": "ACT2017", + "name": "ACTmapi Imagery 2017", + "type": "wms", + "template": "https://data.actmapi.act.gov.au/arcgis/services/actmapi/imagery2017mga/ImageServer/WMSServer?FORMAT=image/jpeg&VERSION=1.1.1&SERVICE=WMS&REQUEST=GetMap&LAYERS=0&STYLES=&SRS={proj}&WIDTH={width}&HEIGHT={height}&BBOX={bbox}", + "projection": "EPSG:4326", + "endDate": "2017-05-01T00:00:00.000Z", + "startDate": "2017-05-01T00:00:00.000Z", + "scaleExtent": [ + 0, + 21 + ], + "polygon": [ + [ + [ + 149.085, + -35.1171 + ], + [ + 149.1509, + -35.1157 + ], + [ + 149.1509, + -35.1335 + ], + [ + 149.1736, + -35.1335 + ], + [ + 149.1739, + 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], + [ + 148.8359, + -35.7521 + ], + [ + 148.8138, + -35.7524 + ], + [ + 148.8131, + -35.7343 + ], + [ + 148.7909, + -35.7347 + ], + [ + 148.7911, + -35.7167 + ], + [ + 148.7688, + -35.7167 + ], + [ + 148.7617, + -35.3924 + ], + [ + 148.7839, + -35.3921 + ], + [ + 148.7822, + -35.3022 + ], + [ + 148.8041, + -35.302 + ], + [ + 148.8033, + -35.2836 + ], + [ + 148.8474, + -35.2832 + ], + [ + 148.8469, + -35.2652 + ], + [ + 148.8689, + -35.2643 + ], + [ + 148.8687, + -35.2466 + ], + [ + 148.9128, + -35.246 + ], + [ + 148.9123, + -35.2282 + ], + [ + 148.9341, + -35.228 + ], + [ + 148.9329, + -35.1919 + ], + [ + 148.999, + -35.1904 + ], + [ + 148.9986, + -35.1724 + ], + [ + 149.0206, + -35.172 + ], + [ + 149.0204, + -35.154 + ], + [ + 149.0637, + -35.1532 + ], + [ + 149.0635, + -35.1355 + ], + [ + 149.0857, + -35.1348 + ], + [ + 149.085, + -35.1171 + ] + ] + ], + "terms_url": "https://actmapi-actgov.opendata.arcgis.com/datasets/884456bde6fd46d68e0c05479f55d548", + "terms_text": "© Jacobs Group (Australia) Pty Ltd and Australian Capital Territory", + "best": true + }, { "id": "AGIV10cm", "name": "AGIV Flanders 2013-2015 aerial imagery 10cm", @@ -4185,7 +4457,7 @@ ] ] ], - "terms_url": "http://www.seplande.al.gov.br/", + "terms_url": "http://www.seplande.al.gov.br", "terms_text": "Secretaria de Estado do Planejamento e Desenvolvimento Econômico" }, { @@ -4234,14 +4506,14 @@ ] ] ], - "terms_url": "http://www.seplande.al.gov.br/", + "terms_url": "http://www.seplande.al.gov.br", "terms_text": "Secretaria de Estado do Planejamento e Desenvolvimento Econômico" }, { "id": "CRAIG-Auvergne-2013", "name": "Auvergne 2013 25cm CRAIG", "type": "tms", - "template": "http://tiles.craig.fr/osm/tms/1.0.0/ortho_2013/webmercator/{zoom-1}/{x}/{-y}.jpeg", + "template": "https://tiles.craig.fr/osm/wmts/1.0.0/ortho_2013/webmercator/{zoom}/{x}/{y}.jpeg", "endDate": "2013-01-01T00:00:00.000Z", "startDate": "2013-01-01T00:00:00.000Z", "polygon": [ @@ -6191,7 +6463,7 @@ "id": "CRAIG-Auvergne-2016", "name": "Auvergne 2016 25cm CRAIG", "type": "tms", - "template": "http://tiles.craig.fr/ortho/tms/1.0.0/ortho_2016/webmercator/{zoom-1}/{x}/{-y}.jpeg", + "template": "https://tiles.craig.fr/ortho/wmts/1.0.0/ortho_2016/webmercator/{zoom}/{x}/{y}.jpeg", "endDate": "2016-01-01T00:00:00.000Z", "startDate": "2016-01-01T00:00:00.000Z", "polygon": [ @@ -6333,7 +6605,7 @@ "id": "BANO", "name": "BANO", "type": "tms", - "template": "http://{switch:a,b,c}.layers.openstreetmap.fr/bano/{zoom}/{x}/{y}.png", + "template": "https://{switch:a,b,c}.layers.openstreetmap.fr/bano/{zoom}/{x}/{y}.png", "scaleExtent": [ 12, 20 @@ -8598,7 +8870,7 @@ ] ] ], - "terms_url": "https://wiki.openstreetmap.org/wiki/WikiProject_France/WikiProject_Base_Adresses_Nationale_Ouverte_(BANO)", + "terms_url": "https://wiki.openstreetmap.org/wiki/FR:WikiProject_France/WikiProject_Base_Adresses_Nationale_Ouverte_(BANO)#Licence_du_r.C3.A9sultat", "terms_text": "Tiles © cquest@Openstreetmap France, data © OpenStreetMap contributors, ODBL", "description": "French address registry or Base Adresses Nationale Ouverte", "overlay": true @@ -9522,7 +9794,7 @@ ] ] ], - "terms_url": "https://data.public.lu/en/datasets/carte-de-base-webservices-wms-et-wmts/", + "terms_url": "https://data.public.lu/en/datasets/carte-de-base-webservices-wms-et-wmts", "terms_text": "Administration du Cadastre et de la Topographie", "icon": "https://www.geoportail.lu/static/img/lion.png" }, @@ -10303,9 +10575,9 @@ ] ] ], - "terms_url": "http://basemap.at/", + "terms_url": "https://basemap.at", "terms_text": "basemap.at", - "description": "Basemap of Austria, based on goverment data.", + "description": "Basemap of Austria, based on government data.", "icon": "https://www.basemap.at/images/logo_basemap.jpg" }, { @@ -11085,7 +11357,7 @@ ] ] ], - "terms_url": "http://basemap.at/", + "terms_url": "https://basemap.at", "terms_text": "basemap.at", "best": true, "description": "Orthofoto layer provided by basemap.at. \"Successor\" of geoimage.at imagery.", @@ -11095,7 +11367,7 @@ "id": "bavaria-2m", "name": "Bavaria (2 m)", "type": "wms", - "template": "http://geodaten.bayern.de/ogc/ogc_dop200_oa.cgi?FORMAT=image/jpeg&VERSION=1.1.1&SERVICE=WMS&REQUEST=GetMap&Layers=adv_dop200c&SRS={proj}&WIDTH={width}&HEIGHT={height}&BBOX={bbox}", + "template": "https://geodaten.bayern.de/ogc/ogc_dop200_oa.cgi?FORMAT=image/jpeg&VERSION=1.1.1&SERVICE=WMS&REQUEST=GetMap&Layers=adv_dop200c&SRS={proj}&WIDTH={width}&HEIGHT={height}&BBOX={bbox}", "projection": "EPSG:4326", "scaleExtent": [ 8, @@ -13521,7 +13793,7 @@ "id": "route500hydro", "name": "BD Carthage", "type": "tms", - "template": "http://{switch:a,b,c}.tile.openstreetmap.fr/route500hydro/{zoom}/{x}/{y}.png", + "template": "https://{switch:a,b,c}.tile.openstreetmap.fr/route500hydro/{zoom}/{x}/{y}.png", "scaleExtent": [ 6, 20 @@ -18248,7 +18520,7 @@ ] ] ], - "terms_url": "http://openstreetmap.fr/bdortho", + "terms_url": "https://openstreetmap.fr/bdortho", "terms_text": "BDOrtho IGN", "best": true, "icon": "http://www.ign.fr/institut/sites/all/themes/ign_institut/logo.png" @@ -18257,7 +18529,7 @@ "id": "GRB", "name": "Belgium AGIV GRB Flanders", "type": "tms", - "template": "http://tile.informatievlaanderen.be/ws/raadpleegdiensten/wmts?SERVICE=WMTS&REQUEST=GetTile&VERSION=1.0.0&LAYER=grb_bsk&STYLE=&FORMAT=image/png&tileMatrixSet=GoogleMapsVL&tileMatrix={zoom}&tileRow={y}&tileCol={x}", + "template": "https://tile.informatievlaanderen.be/ws/raadpleegdiensten/wmts?SERVICE=WMTS&REQUEST=GetTile&VERSION=1.0.0&LAYER=grb_bsk&STYLE=&FORMAT=image/png&tileMatrixSet=GoogleMapsVL&tileMatrix={zoom}&tileRow={y}&tileCol={x}", "scaleExtent": [ 0, 21 @@ -18677,7 +18949,7 @@ "id": "AGIV", "name": "Belgium AGIV Orthophoto Flanders", "type": "tms", - "template": "http://tile.informatievlaanderen.be/ws/raadpleegdiensten/wmts?SERVICE=WMTS&REQUEST=GetTile&VERSION=1.0.0&LAYER=omwrgbmrvl&STYLE=&FORMAT=image/png&tileMatrixSet=GoogleMapsVL&tileMatrix={zoom}&tileRow={y}&tileCol={x}", + "template": "https://tile.informatievlaanderen.be/ws/raadpleegdiensten/wmts?SERVICE=WMTS&REQUEST=GetTile&VERSION=1.0.0&LAYER=omwrgbmrvl&STYLE=&FORMAT=image/png&tileMatrixSet=GoogleMapsVL&tileMatrix={zoom}&tileRow={y}&tileCol={x}", "scaleExtent": [ 0, 21 @@ -18986,7 +19258,7 @@ "id": "Benin_cotonou_pleiade_2016", "name": "Benin: Cotonou Pleiade 2016", "type": "tms", - "template": "http://geoxxx.agrocampus-ouest.fr/owsifl/gwc/service/wmts?SERVICE=WMTS&REQUEST=GetTile&VERSION=1.0.0&LAYER=Benin:cotonou_pleiade_2016&STYLE=&FORMAT=image/jpeg&tileMatrixSet=EPSG:3857&tileMatrix=EPSG:3857:{zoom}&tileRow={y}&tileCol={x}", + "template": "https://geoxxx.agrocampus-ouest.fr/owsifl/gwc/service/wmts?SERVICE=WMTS&REQUEST=GetTile&VERSION=1.0.0&LAYER=Benin:cotonou_pleiade_2016&STYLE=&FORMAT=image/jpeg&tileMatrixSet=EPSG:3857&tileMatrix=EPSG:3857:{zoom}&tileRow={y}&tileCol={x}", "endDate": "2016-01-01T00:00:00.000Z", "startDate": "2016-01-01T00:00:00.000Z", "scaleExtent": [ @@ -19561,7 +19833,7 @@ "id": "Bing", "name": "Bing aerial imagery", "type": "bing", - "template": "http://www.bing.com/maps/", + "template": "https://www.bing.com/maps", "scaleExtent": [ 0, 22 @@ -19570,6 +19842,48 @@ "description": "Satellite and aerial imagery.", "icon": 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}, + { + "id": "Bonvillars-2013", + "name": "Bonvillars Orthophoto 2013", + "type": "tms", + "template": "http://osmdata.asitvd.ch/tiles/bonvillars2013/{zoom}/{x}/{y}.png", + "endDate": "2013-01-01T00:00:00.000Z", + "startDate": "2013-01-01T00:00:00.000Z", + "scaleExtent": [ + 14, + 20 + ], + "polygon": [ + [ + [ + 6.6671318, + 46.8335837 + ], + [ + 6.6631287, + 46.838326 + ], + [ + 6.6721281, + 46.8419075 + ], + [ + 6.6749, + 46.8422559 + ], + [ + 6.6784318, + 46.8380735 + ], + [ + 6.6671318, + 46.8335837 + ] + ] + ], + "terms_url": "http://osmdata.asitvd.ch/", + "terms_text": "Bonvillars - Orthophoto technique 2013" + }, { "id": "Bordeaux_2012", "name": "Bordeaux - 2012", @@ -20386,7 +20700,7 @@ ] ] ], - "terms_url": "http://www.seplande.al.gov.br/", + "terms_url": "http://www.seplande.al.gov.br", "terms_text": "Secretaria de Estado do Planejamento e Desenvolvimento Econômico" }, { @@ -21433,6 +21747,7 @@ "type": "wms", "template": "http://terinfo.ujbuda.hu/mapproxy/service?FORMAT=image/jpeg&VERSION=1.1.1&SERVICE=WMS&REQUEST=GetMap&LAYERS=orto2015_20160304&STYLES=&SRS={proj}&WIDTH={width}&HEIGHT={height}&BBOX={bbox}", "projection": "EPSG:4326", + "endDate": "2015-01-01T00:00:00.000Z", "startDate": "2015-01-01T00:00:00.000Z", "polygon": [ [ @@ -21782,7 +22097,7 @@ ] ] ], - "terms_url": "http://terinfo.ujbuda.hu/", + "terms_url": "http://terinfo.ujbuda.hu", "terms_text": "Budapest XI. kerület önkormányzata", "description": "5 cm resolution bald image" }, @@ -21792,6 +22107,7 @@ "type": "wms", "template": "http://terinfo.ujbuda.hu/mapproxy/service?FORMAT=image/jpeg&VERSION=1.1.1&SERVICE=WMS&REQUEST=GetMap&LAYERS=orto_2017&STYLES=&SRS={proj}&WIDTH={width}&HEIGHT={height}&BBOX={bbox}", "projection": "EPSG:4326", + "endDate": "2017-03-01T00:00:00.000Z", "startDate": "2017-03-01T00:00:00.000Z", "polygon": [ [ @@ -22141,7 +22457,7 @@ ] ] ], - "terms_url": "http://terinfo.ujbuda.hu/", + "terms_url": 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", "overlay": true }, @@ -35625,7 +37961,7 @@ ], "terms_url": "https://wiki.openstreetmap.org/wiki/DigitalGlobe", "terms_text": "Terms & Feedback", - "description": "Imagery boundaries and capture dates. Labels appear at zoom level 14 and higher.", + "description": "Imagery boundaries and capture dates. Labels appear at zoom level 13 and higher.", "icon": 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"https://secure.erlangen.de/arcgiser/services/Luftbilder2013/MapServer/WmsServer?FORMAT=image/bmp&VERSION=1.1.1&SERVICE=WMS&REQUEST=GetMap&LAYERS=Erlangen_ratio5_6.25cm.jp2&STYLES=&SRS={proj}&WIDTH={width}&HEIGHT={height}&BBOX={bbox}", + "template": "https://secure.erlangen.de/arcgiser/services/Luftbilder2013/MapServer/WmsServer?FORMAT=image/jpeg&VERSION=1.1.1&SERVICE=WMS&REQUEST=GetMap&LAYERS=Erlangen_ratio5_6.25cm.jp2&STYLES=&SRS={proj}&WIDTH={width}&HEIGHT={height}&BBOX={bbox}", "projection": "EPSG:3857", "endDate": "2013-01-01T00:00:00.000Z", "startDate": "2013-01-01T00:00:00.000Z", @@ -35701,7 +38037,7 @@ "id": "Erlangen-2016", "name": "Erlangen Luftbild (2016 5,0 cm)", "type": "wms", - "template": "https://secure.erlangen.de/arcgiser/services/Luftbild2016/MapServer/WmsServer?FORMAT=image/bmp&VERSION=1.1.1&SERVICE=WMS&REQUEST=GetMap&LAYERS=0&STYLES=&SRS={proj}&WIDTH={width}&HEIGHT={height}&BBOX={bbox}", + "template": 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" 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"description": "Imagery boundaries and capture dates. Labels appear at zoom level 14 and higher.", + "description": "Imagery boundaries and capture dates. Labels appear at zoom level 13 and higher.", "name": "DigitalGlobe Premium Imagery Vintage" }, "DigitalGlobe-Standard": { @@ -6610,7 +6610,7 @@ "attribution": { "text": "Terms & Feedback" }, - "description": "Imagery boundaries and capture dates. Labels appear at zoom level 14 and higher.", + "description": "Imagery boundaries and capture dates. Labels appear at zoom level 13 and higher.", "name": "DigitalGlobe Standard Imagery Vintage" }, "EsriWorldImagery": { @@ -6694,6 +6694,9 @@ "description": "Yellow = Public domain map data from the US Census. Red = Data not found in OpenStreetMap", "name": "TIGER Roads 2017" }, + "US_Forest_Service_roads_overlay": { + "name": "U.S. Forest Roads Overlay" + }, "Waymarked_Trails-Cycling": { "attribution": { "text": "© waymarkedtrails.org, OpenStreetMap contributors, CC by-SA 3.0" @@ -6728,7 +6731,7 @@ "attribution": { "text": "basemap.at" }, - "description": "Basemap of Austria, based on goverment data.", + "description": "Basemap of Austria, based on government data.", "name": "basemap.at" }, "basemap.at-orthofoto": { @@ -6790,7 +6793,7 @@ }, "stamen-terrain-background": { "attribution": { - "text": "Map tiles by Stamen Design, under CC BY 3.0" + "text": "Map tiles by Stamen Design, under CC BY 3.0. Data by OpenStreetMap, under ODbL" }, "name": "Stamen Terrain" },