{ "currentVersion": 11.5, "cimVersion": "3.5.0", "id": 31, "name": "Nachhaltige Mobilität", "type": "Feature Layer", "description": "", "geometryType": "esriGeometryPoint", "sourceSpatialReference": { "wkid": 25832, "latestWkid": 25832, "xyTolerance": 0.001, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": -5120900, "falseY": -9998100, "xyUnits": 4.504455473910538E8, "falseZ": -100000, "zUnits": 10000, "falseM": -100000, "mUnits": 10000 }, "spatialReference": { "wkid": 25832, "latestWkid": 25832, "xyTolerance": 0.001, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": -2.9938672637850028E7, "falseY": -2.9663903937720025E8, "xyUnits": 1380055.6257310973, "falseZ": -100000, "zUnits": 10000, "falseM": -100000, "mUnits": 10000 }, "copyrightText": "", "parentLayer": null, "subLayers": [], "minScale": 0, "maxScale": 0, "referenceScale": 0.0, "drawingInfo": { "renderer": { "type": "uniqueValue", "field1": "Kategorie", "uniqueValueGroups": [ { "heading": "Kategorie", "classes": [ { "label": "Bahnhof", "description": "Bahnhof", "symbol": { "type": "esriPMS", "url": "6a41bbc13bfbf38f8d95e6c4d0c35549", "imageData": "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", "contentType": "image/png", "width": 18, "height": 18, "angle": 0, "xoffset": 0, "yoffset": 0 }, "values": [ [ "Bahnhof" ] ] }, { "label": "Bike+Ride", "description": "Bike+Ride", "symbol": { "type": "esriPMS", "url": "e23241926b519f62e2ac54ed7e35bacc", "imageData": "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", "contentType": "image/png", "width": 18, "height": 18, "angle": 0, "xoffset": 0, "yoffset": 0 }, "values": [ [ "Bike+Ride" ] ] }, { "label": "Elektromobilität", "description": "Elektromobilität", "symbol": { "type": "esriPMS", "url": "63bc47e0d3aeed8294975d067157f644", "imageData": "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", "contentType": "image/png", "width": 18, "height": 18, "angle": 0, "xoffset": 0, "yoffset": 0 }, "values": [ [ "Elektromobilität" ] ] }, { "label": "Park+Ride", "description": "Park+Ride", "symbol": { "type": "esriPMS", "url": "32f90144478bebd0bdde583bc49e3f0d", "imageData": "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", "contentType": "image/png", "width": 18, "height": 18, "angle": 0, "xoffset": 0, "yoffset": 0 }, "values": [ [ "Park+Ride" ] ] }, { "label": "Radverkehr", "description": "Radverkehr", "symbol": { "type": "esriPMS", "url": "d846eb7b008fe936d4b85a898c21e274", "imageData": "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", "contentType": "image/png", "width": 18, "height": 18, "angle": 0, "xoffset": 0, "yoffset": 0 }, "values": [ [ "Radverkehr" ] ] }, { "label": "ÖPNV", "description": "ÖPNV", "symbol": { "type": "esriPMS", "url": "60a0ea1e01c0e07556acbcc5d19403ad", "imageData": "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", "contentType": "image/png", "width": 18, "height": 18, "angle": 0, "xoffset": 0, "yoffset": 0 }, "values": [ [ "ÖPNV" ] ] } ] } ], "uniqueValueInfos": [ { "symbol": { "type": "esriPMS", "url": "6a41bbc13bfbf38f8d95e6c4d0c35549", "imageData": "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", "contentType": "image/png", "width": 18, "height": 18, "angle": 0, "xoffset": 0, "yoffset": 0 }, "value": "Bahnhof", "label": "Bahnhof" }, { "symbol": { "type": "esriPMS", "url": "e23241926b519f62e2ac54ed7e35bacc", "imageData": "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", "contentType": "image/png", "width": 18, "height": 18, "angle": 0, "xoffset": 0, "yoffset": 0 }, "value": "Bike+Ride", "label": "Bike+Ride" }, { "symbol": { "type": "esriPMS", "url": "63bc47e0d3aeed8294975d067157f644", "imageData": "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", "contentType": "image/png", "width": 18, "height": 18, "angle": 0, "xoffset": 0, "yoffset": 0 }, "value": "Elektromobilität", "label": "Elektromobilität" }, { "symbol": { "type": "esriPMS", "url": "32f90144478bebd0bdde583bc49e3f0d", "imageData": "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", "contentType": "image/png", "width": 18, "height": 18, "angle": 0, "xoffset": 0, "yoffset": 0 }, "value": "Park+Ride", "label": "Park+Ride" }, { "symbol": { "type": "esriPMS", "url": "d846eb7b008fe936d4b85a898c21e274", "imageData": "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", "contentType": "image/png", "width": 18, "height": 18, "angle": 0, "xoffset": 0, "yoffset": 0 }, "value": "Radverkehr", "label": "Radverkehr" }, { "symbol": { "type": "esriPMS", "url": "60a0ea1e01c0e07556acbcc5d19403ad", "imageData": "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", "contentType": "image/png", "width": 18, "height": 18, "angle": 0, "xoffset": 0, "yoffset": 0 }, "value": "ÖPNV", "label": "ÖPNV" } ], "fieldDelimiter": ",", "authoringInfo": { "colorRamp": { "type": "multipart", "colorRamps": [ { "type": "algorithmic", "algorithm": "esriCIELabAlgorithm", "fromColor": [ 117, 138, 43, 255 ], "toColor": [ 117, 138, 43, 255 ] }, { "type": "algorithmic", "algorithm": "esriCIELabAlgorithm", "fromColor": [ 44, 48, 153, 255 ], "toColor": [ 44, 48, 153, 255 ] }, { "type": "algorithmic", "algorithm": "esriCIELabAlgorithm", "fromColor": [ 158, 46, 78, 255 ], "toColor": [ 158, 46, 78, 255 ] }, { "type": "algorithmic", "algorithm": "esriCIELabAlgorithm", "fromColor": [ 61, 126, 145, 255 ], "toColor": [ 61, 126, 145, 255 ] }, { "type": "algorithmic", "algorithm": "esriCIELabAlgorithm", "fromColor": [ 167, 49, 173, 255 ], "toColor": [ 167, 49, 173, 255 ] }, { "type": "algorithmic", "algorithm": "esriCIELabAlgorithm", "fromColor": [ 163, 100, 38, 255 ], "toColor": [ 163, 100, 38, 255 ] }, { "type": "algorithmic", "algorithm": "esriCIELabAlgorithm", "fromColor": [ 39, 150, 113, 255 ], "toColor": [ 39, 150, 113, 255 ] }, { "type": "algorithmic", "algorithm": "esriCIELabAlgorithm", "fromColor": [ 37, 161, 39, 255 ], "toColor": [ 37, 161, 39, 255 ] }, { "type": "algorithmic", "algorithm": "esriCIELabAlgorithm", "fromColor": [ 61, 82, 143, 255 ], "toColor": [ 61, 82, 143, 255 ] }, { "type": "algorithmic", "algorithm": "esriCIELabAlgorithm", "fromColor": [ 130, 62, 114, 255 ], "toColor": [ 130, 62, 114, 255 ] }, { "type": "algorithmic", "algorithm": "esriCIELabAlgorithm", "fromColor": [ 163, 95, 82, 255 ], "toColor": [ 163, 95, 82, 255 ] }, { "type": "algorithmic", "algorithm": "esriCIELabAlgorithm", "fromColor": [ 150, 33, 41, 255 ], "toColor": [ 150, 33, 41, 255 ] }, { "type": "algorithmic", "algorithm": "esriCIELabAlgorithm", "fromColor": [ 110, 80, 166, 255 ], "toColor": [ 110, 80, 166, 255 ] } ] } } }, "scaleSymbols": true, "transparency": 0, "labelingInfo": null }, "defaultVisibility": true, "extent": { "xmin": 603595.443, "ymin": 607654.236, "xmax": 607772.044, "ymax": 5933790.905, "spatialReference": { "wkid": 25832, "latestWkid": 25832, "xyTolerance": 0.001, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": -2.9938672637850028E7, "falseY": -2.9663903937720025E8, "xyUnits": 1380055.6257310973, "falseZ": -100000, "zUnits": 10000, "falseM": -100000, "mUnits": 10000 } }, "hasAttachments": false, "htmlPopupType": "esriServerHTMLPopupTypeAsHTMLText", "displayField": "Name", "typeIdField": null, "subtypeFieldName": null, "subtypeField": null, "defaultSubtypeCode": null, "fields": [ { "name": "FID", "type": "esriFieldTypeOID", "alias": "FID", "domain": null }, { "name": "Shape", "type": "esriFieldTypeGeometry", "alias": "Shape", "domain": null }, { "name": "ID", "type": "esriFieldTypeSmallInteger", "alias": "ID", "domain": null }, { "name": "Thema", "type": "esriFieldTypeString", "alias": "Thema", "length": 23, "domain": null }, { "name": "Kategorie", "type": "esriFieldTypeString", "alias": "Kategorie", "length": 34, "domain": null }, { "name": "Name", "type": "esriFieldTypeString", "alias": "Name", "length": 55, "domain": null }, { "name": "Strasse", "type": "esriFieldTypeString", "alias": "Strasse", "length": 28, "domain": null }, { "name": "PLZ", "type": "esriFieldTypeString", "alias": "PLZ", "length": 15, "domain": null }, { "name": "Ort", "type": "esriFieldTypeString", "alias": "Ort", "length": 20, "domain": null }, { "name": "Stichwort", "type": "esriFieldTypeString", "alias": "Stichwort", "length": 29, "domain": null }, { "name": "Beschreibu", "type": "esriFieldTypeString", "alias": "Beschreibu", "length": 254, "domain": null }, { "name": "Beschreib2", "type": "esriFieldTypeString", "alias": "Beschreib2", "length": 254, "domain": null }, { "name": "Beschreib3", "type": "esriFieldTypeString", "alias": "Beschreib3", "length": 254, "domain": null }, { "name": "Link", "type": "esriFieldTypeString", "alias": "Link", "length": 144, "domain": null }, { "name": "Kontakt", "type": "esriFieldTypeString", "alias": "Kontakt", "length": 15, "domain": null }, { "name": "K_Strasse", "type": "esriFieldTypeString", "alias": "K_Strasse", "length": 254, "domain": null }, { "name": "K_PLZ", "type": "esriFieldTypeString", "alias": "K_PLZ", "length": 254, "domain": null }, { "name": "K_Ort", "type": "esriFieldTypeString", "alias": "K_Ort", "length": 254, "domain": null }, { "name": "Bild", "type": "esriFieldTypeString", "alias": "Bild", "length": 100, "domain": null }, { "name": "Bildquelle", "type": "esriFieldTypeString", "alias": "Bildquelle", "length": 254, "domain": null }, { "name": "WERT", "type": "esriFieldTypeString", "alias": "WERT", "length": 25, "domain": null }, { "name": "Übergabe_", "type": "esriFieldTypeString", "alias": "Übergabe_", "length": 254, "domain": null }, { "name": "Koordinate", "type": "esriFieldTypeSingle", "alias": "Koordinate", "domain": null }, { "name": "Koordina00", "type": "esriFieldTypeSingle", "alias": "Koordina00", "domain": null } ], "geometryField": { "name": "Shape", "type": "esriFieldTypeGeometry", "alias": "Shape" }, "indexes": null, "subtypes": [], "relationships": [], "canModifyLayer": true, "canScaleSymbols": false, "hasLabels": false, "capabilities": "Map,Query,Data", "maxRecordCount": 1000, "maxSelectionCount": 2000, "supportsStatistics": false, "supportsExceedsLimitStatistics": false, "supportsAdvancedQueries": false, "supportedQueryFormats": "JSON, geoJSON, PBF", "isDataVersioned": false, "ownershipBasedAccessControlForFeatures": {"allowOthersToQuery": true}, "useStandardizedQueries": true, "supportedSpatialRelationships": [ "esriSpatialRelIntersects", "esriSpatialRelContains", "esriSpatialRelCrosses", "esriSpatialRelEnvelopeIntersects", "esriSpatialRelIndexIntersects", "esriSpatialRelOverlaps", "esriSpatialRelTouches", "esriSpatialRelWithin", "esriSpatialRelRelation" ], "advancedQueryCapabilities": { "useStandardizedQueries": true, "supportsStatistics": false, "supportsPercentileStatistics": false, "supportsHavingClause": false, "supportsOrderBy": false, "supportsDistinct": false, "supportsCountDistinct": false, "supportsAdvancedQueryRelated": true, "supportsQueryRelatedPagination": true, "supportsPagination": false, "supportsLod": false, "supportsQueryWithLodSR": false, "supportsTrueCurve": true, "supportsQueryWithDatumTransformation": true, "supportsReturningQueryExtent": true, "supportsQueryWithDistance": true, "supportsSqlExpression": false, "supportsTimeRelation": true, "supportsSqlFormat": false, "supportsQueryAnalytic": false, "supportsCurrentUserQueries": true }, "supportsDatumTransformation": true, "dateFieldsTimeReference": null, "preferredTimeReference": null, "datesInUnknownTimezone": false, "hasMetadata": false, "isDataArchived": false, "archivingInfo": { "supportsQueryWithHistoricMoment": false, "startArchivingMoment": -1 }, "supportsCoordinatesQuantization": true, "supportsDynamicLegends": true }