{ "currentVersion": 10.91, "id": 163, "name": "Rohrbrüche (ab 1:3.511 bis 1:5.010)", "type": "Feature Layer", "description": "", "geometryType": "esriGeometryPoint", "sourceSpatialReference": {"wkt": "PROJCS[\"GK_34\",GEOGCS[\"GCS_MGI\",DATUM[\"D_MGI\",SPHEROID[\"Bessel_1841\",6377397.155,299.1528128]],PRIMEM[\"Greenwich\",0.0],UNIT[\"Degree\",0.0174532925199433]],PROJECTION[\"Transverse_Mercator\"],PARAMETER[\"False_Easting\",0.0],PARAMETER[\"False_Northing\",-5000000.0],PARAMETER[\"Central_Meridian\",16.33333333333334],PARAMETER[\"Scale_Factor\",1.0],PARAMETER[\"Latitude_Of_Origin\",0.0],UNIT[\"Meter\",1.0]]"}, "copyrightText": "", "parentLayer": { "id": 153, "name": "Rohrbrüche - Symbologie" }, "subLayers": [], "minScale": 5010, "maxScale": 3511, "referenceScale": 350, "drawingInfo": { "renderer": { "type": "simple", "symbol": { "type": "esriPMS", "url": "b3b334360294e0a2605a49908dcf01c5", "imageData": "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", "contentType": "image/png", "width": 873, "height": 848, "angle": 0, "xoffset": 0, "yoffset": 0 }, "label": "", "description": "" }, "transparency": 0, "labelingInfo": null }, "defaultVisibility": true, "extent": { "xmin": -104999.99999999958, "ymin": 150000, "xmax": -9999.999999999507, "ymax": 300000.00000000093, "spatialReference": { "wkid": 31256, "latestWkid": 31256 } }, "hasAttachments": false, "htmlPopupType": "esriServerHTMLPopupTypeAsHTMLText", "displayField": "OBJECTID", "typeIdField": null, "subtypeFieldName": null, "subtypeField": null, "defaultSubtypeCode": null, "fields": [ { "name": "OBJECTID", "type": "esriFieldTypeOID", "alias": "OBJECTID", "domain": null }, { "name": "ID", "type": "esriFieldTypeString", "alias": "ID", "length": 255, "domain": null }, { "name": "BEZEICHNUNG", "type": "esriFieldTypeString", "alias": "BEZEICHNUNG", "length": 255, "domain": null }, { "name": "BAUABSCHNITT", "type": "esriFieldTypeString", "alias": "BAUABSCHNITT", "length": 255, "domain": null }, { "name": "BAULOS", "type": "esriFieldTypeString", "alias": "BAULOS", "length": 255, "domain": null }, { "name": "BA_BL", "type": "esriFieldTypeString", "alias": "BA_BL", "length": 255, "domain": null }, { "name": "EIGENTÜMER", "type": "esriFieldTypeString", "alias": "EIGENTÜMER", "length": 255, "domain": null }, { "name": "BETREIBER", "type": "esriFieldTypeString", "alias": "BETREIBER", "length": 255, "domain": null }, { "name": "ART_DER_LEITUNG", "type": "esriFieldTypeString", "alias": "ART_DER_LEITUNG", "length": 255, "domain": null }, { "name": "MATERIAL", "type": "esriFieldTypeString", "alias": "MATERIAL", "length": 255, "domain": null }, { "name": "DURCHMESSER", "type": "esriFieldTypeString", "alias": "DURCHMESSER", "length": 255, "domain": null }, { "name": "AUSSENDURCHMESSER", "type": "esriFieldTypeString", "alias": "AUSSENDURCHMESSER", "length": 255, "domain": null }, { "name": "DURCHMESSEREINHEIT", "type": "esriFieldTypeString", "alias": "DURCHMESSEREINHEIT", "length": 255, "domain": null }, { "name": "DRUCKSTUFE", "type": "esriFieldTypeString", "alias": "DRUCKSTUFE", "length": 255, "domain": null }, { "name": "BAUJAHR", "type": "esriFieldTypeString", "alias": "BAUJAHR", "length": 255, "domain": null }, { "name": "INBETRIEBNAHME", "type": "esriFieldTypeString", "alias": "INBETRIEBNAHME", "length": 255, "domain": null }, { "name": "LAGEGENAUIGKEIT", "type": "esriFieldTypeString", "alias": "LAGEGENAUIGKEIT", "length": 255, "domain": null }, { "name": "ÜBERDECKUNG", "type": "esriFieldTypeString", "alias": "ÜBERDECKUNG", "length": 255, "domain": null }, { "name": "FABRIKAT", "type": "esriFieldTypeString", "alias": "FABRIKAT", "length": 255, "domain": null }, { "name": "DATUM_DES_SCHADENS", "type": "esriFieldTypeString", "alias": "DATUM_DES_SCHADENS", "length": 255, "domain": null }, { "name": "ART_DES_SCHADENS", "type": "esriFieldTypeString", "alias": "ART_DES_SCHADENS", "length": 255, "domain": null }, { "name": "REPARATUR", "type": "esriFieldTypeString", "alias": "REPARATUR", "length": 255, "domain": null }, { "name": "DATUM_DER_REPARATUR", "type": "esriFieldTypeString", "alias": "DATUM_DER_REPARATUR", "length": 255, "domain": null }, { "name": "ANMERKUNGEN", "type": "esriFieldTypeString", "alias": "ANMERKUNGEN", "length": 255, "domain": null }, { "name": "ART_DER_LEITUNG_Bezeichnung", "type": "esriFieldTypeString", "alias": "ART_DER_LEITUNG_Bezeichnung", "length": 50, "domain": null }, { "name": "LAGEGENAUIGKEIT_Bezeichnung", "type": "esriFieldTypeString", "alias": "LAGEGENAUIGKEIT_Bezeichnung", "length": 150, "domain": null }, { "name": "MATERIALGÜTE", "type": "esriFieldTypeString", "alias": "MATERIALGÜTE", "length": 255, "domain": null }, { "name": "CREATE_BY", "type": "esriFieldTypeString", "alias": "erstellt von", "length": 50, "domain": null }, { "name": "CREATE_DAT", "type": "esriFieldTypeDate", "alias": "erstellt am", "length": 8, "domain": null }, { "name": "CHANGE_BY", "type": "esriFieldTypeString", "alias": "geändert von", "length": 50, "domain": null }, { "name": "CHANGE_DAT", "type": "esriFieldTypeDate", "alias": "geändert am", "length": 8, "domain": null }, { "name": "logische_Löschoperation", "type": "esriFieldTypeString", "alias": "logische_Löschoperation", "length": 50, "domain": null }, { "name": "LÄNGE", "type": "esriFieldTypeDouble", "alias": "LÄNGE", "domain": null }, { "name": "BETRIEBSZUSTAND", "type": "esriFieldTypeString", "alias": "BETRIEBSZUSTAND", "length": 50, "domain": null }, { "name": "ZONE", "type": "esriFieldTypeString", "alias": "ZONE", "length": 150, "domain": null }, { "name": "SUB_ZONE", "type": "esriFieldTypeString", "alias": "SUB_ZONE", "length": 150, "domain": null }, { "name": "DQ_TEMPLATE", "type": "esriFieldTypeString", "alias": "DQ_TEMPLATE", "length": 255, "domain": null }, { "name": "DQ_IGIS_DIGI_WLK", "type": "esriFieldTypeString", "alias": "DQ_IGIS_DIGI_WLK", "length": 255, "domain": null }, { "name": "DQ_GIS_WVGFSOWVULG", "type": "esriFieldTypeString", "alias": "DQ_GIS_WVGFSOWVULG", "length": 255, "domain": null }, { "name": "GPS_POLE_HEIGHT", "type": "esriFieldTypeString", "alias": "GPS_POLE_HEIGHT", "length": 50, "domain": null }, { "name": "GPS_LAT", "type": "esriFieldTypeString", "alias": "GPS_LAT", "length": 50, "domain": null }, { "name": "GPS_LON", "type": "esriFieldTypeString", "alias": "GPS_LON", "length": 50, "domain": null }, { "name": "GPS_ACCURACY", "type": "esriFieldTypeString", "alias": "GPS_ACCURACY", "length": 50, "domain": null }, { "name": "GPS_ALTITUDE", "type": "esriFieldTypeString", "alias": "GPS_ALTITUDE", "length": 50, "domain": null }, { "name": "GPS_POLE_ALTITUDE", "type": "esriFieldTypeString", "alias": "GPS_POLE_ALTITUDE", "length": 50, "domain": null }, { "name": "GPS_ALTITUDE_ACCURACY", "type": "esriFieldTypeString", "alias": "GPS_ALTITUDE_ACCURACY", "length": 50, "domain": null }, { "name": "GPS_POLE_ALTITUDE_ACCURACY", "type": "esriFieldTypeString", "alias": "GPS_POLE_ALTITUDE_ACCURACY", "length": 50, "domain": null }, { "name": "GPS_TIMESTAMP", "type": "esriFieldTypeString", "alias": "GPS_TIMESTAMP", "length": 50, "domain": null }, { "name": "STATUS_FREIGABE_1st", "type": "esriFieldTypeString", "alias": "STATUS_FREIGABE_1st", "length": 50, "domain": null }, { "name": "STATUS_FREIGABE_2nd", "type": "esriFieldTypeString", "alias": "STATUS_FREIGABE_2nd", "length": 50, "domain": null }, { "name": "STATUS_FREIGABE_3rd", "type": "esriFieldTypeString", "alias": "STATUS_FREIGABE_3rd", "length": 50, "domain": null }, { "name": "DQ_GIS_HofstaettenadR", "type": "esriFieldTypeString", "alias": "DQ_GIS_HofstaettenadR", "length": 255, "domain": null }, { "name": "DQ_GIS_WVBSafental", "type": "esriFieldTypeString", "alias": "DQ_GIS_WVBSafental", "length": 255, "domain": null }, { "name": "SHAPE", "type": "esriFieldTypeGeometry", "alias": "SHAPE", "domain": null }, { "name": "URSACHE", "type": "esriFieldTypeString", "alias": "URSACHE", "length": 200, "domain": null }, { "name": "URSACHE_BESCHREIBUNG", "type": "esriFieldTypeString", "alias": "URSACHE_BESCHREIBUNG", "length": 250, "domain": null }, { "name": "LAGEGENAUIGKEIT_Rbr_Bezeichnung", "type": "esriFieldTypeString", "alias": "LAGEGENAUIGKEIT_Rbr_Bezeichnung", "length": 50, "domain": null }, { "name": "DQ_GIS_Straden", "type": "esriFieldTypeString", "alias": "DQ_GIS_Straden", "length": 255, "domain": null }, { "name": "DQ_GIS_Mureck", "type": "esriFieldTypeString", "alias": "DQ_GIS_Mureck", "length": 255, "domain": null }, { "name": "DQ_GIS_BadRadkersburg", "type": "esriFieldTypeString", "alias": "DQ_GIS_BadRadkersburg", "length": 255, "domain": null }, { "name": "DQ_GIS_LuWi", "type": "esriFieldTypeString", "alias": "DQ_GIS_LuWi", "length": 255, "domain": null }, { "name": "DQ_GIS_StPeteraO", "type": "esriFieldTypeString", "alias": "DQ_GIS_StPeteraO", "length": 255, "domain": null }, { "name": "DQ_GIS_WVEW", "type": "esriFieldTypeString", "alias": "DQ_GIS_StPeteraO", "length": 255, "domain": null }, { "name": "DQ_GIS_WVStainztal", "type": "esriFieldTypeString", "alias": "DQ_GIS_WVStainztal", "length": 255, "domain": null }, { "name": "DQ_GIS_Gleinstaetten", "type": "esriFieldTypeString", "alias": "DQ_GIS_Gleinstaetten", "length": 255, "domain": null }, { "name": "DQ_GIS_KirchbergadR", "type": "esriFieldTypeString", "alias": "DQ_GIS_KirchbergadR", "length": 255, "domain": null }, { "name": "DQ_GIS_StMartiniS", "type": "esriFieldTypeString", "alias": "DQ_GIS_StMartiniS", "length": 255, "domain": null }, { "name": "DQ_GIS_StAnnaaA", "type": "esriFieldTypeString", "alias": "DQ_GIS_StAnnaaA", "length": 255, "domain": null }, { "name": "DQ_GIS_Neudau", "type": "esriFieldTypeString", "alias": "DQ_GIS_Neudau", "length": 255, "domain": null }, { "name": "DQ_GIS_TLO", "type": "esriFieldTypeString", "alias": "DQ_GIS_TLO", "length": 255, "domain": null }, { "name": "DQ_GIS_Gnas", "type": "esriFieldTypeString", "alias": "DQ_GIS_Gnas", "length": 255, "domain": null }, { "name": "DQ_GIS_Ragnitz", "type": "esriFieldTypeString", "alias": "DQ_GIS_Ragnitz", "length": 255, "domain": null }, { "name": "DQ_GIS_StGeorgenadS", "type": "esriFieldTypeString", "alias": "DQ_GIS_StGeorgenadS", "length": 50, "domain": null }, { "name": "DQ_GIS_AWVOPoelstal", "type": "esriFieldTypeString", "alias": "DQ_GIS_AWVOPoelstal", "length": 255, "domain": null }, { "name": "WASSERVERLUST", "type": "esriFieldTypeInteger", "alias": "WASSERVERLUST", "domain": null }, { "name": "DQ_GIS_Schwarzautal", "type": "esriFieldTypeString", "alias": "DQ_GIS_Schwarzautal", "length": 255, "domain": null }, { "name": "DQ_GIS_StanziM", "type": "esriFieldTypeString", "alias": "DQ_GIS_StanziM", "length": 255, "domain": null }, { "name": "DQ_GIS_GersdorfadF", "type": "esriFieldTypeString", "alias": "DQ_GIS_GersdorfadF", "length": 255, "domain": null }, { "name": "DQ_GIS_DeutschGoritz", "type": "esriFieldTypeString", "alias": "DQ_GIS_DeutschGoritz", "length": 255, "domain": null }, { "name": "DQ_GIS_Deutschlandsberg", "type": "esriFieldTypeString", "alias": "DQ_GIS_Deutschlandsberg", "length": 255, "domain": null }, { "name": "DQ_GIS_Fuerstenfeld", "type": "esriFieldTypeString", "alias": "DQ_GIS_Fuerstenfeld", "length": 255, "domain": null }, { "name": "DQ_GIS_WGSchlieb", "type": "esriFieldTypeString", "alias": "DQ_GIS_WGSchlieb", "length": 255, "domain": null }, { "name": "DQ_GIS_Stallhofen", "type": "esriFieldTypeString", "alias": "DQ_GIS_Stallhofen", "length": 255, "domain": null }, { "name": "Foto_Nr_1", "type": "esriFieldTypeString", "alias": "Foto_Nr_1", "length": 150, "domain": null }, { "name": "Foto_Nr_2", "type": "esriFieldTypeString", "alias": "Foto_Nr_2", "length": 150, "domain": null }, { "name": "Foto_Nr_3", "type": "esriFieldTypeString", "alias": "Foto_Nr_3", "length": 150, "domain": null }, { "name": "Foto_Nr_4", "type": "esriFieldTypeString", "alias": "Foto_Nr_4", "length": 150, "domain": null }, { "name": "Foto_Nr_5", "type": "esriFieldTypeString", "alias": "Foto_Nr_5", "length": 150, "domain": null }, { "name": "DQ_GIS_Kloech", "type": "esriFieldTypeString", "alias": "DQ_GIS_Kloech", "length": 255, "domain": null } ], "geometryField": { "name": "SHAPE", "type": "esriFieldTypeGeometry", "alias": "SHAPE" }, "indexes": [ { "name": "R323_pk", "fields": "OBJECTID", "isAscending": true, "isUnique": true, "description": "" }, { "name": "S299_idx", "fields": "SHAPE", "isAscending": true, "isUnique": true, "description": "" } ], "subtypes": [], "relationships": [], "canModifyLayer": true, "canScaleSymbols": true, "hasLabels": false, "capabilities": "Map,Query,Data", "maxRecordCount": 30000, "supportsStatistics": true, "supportsAdvancedQueries": true, "supportedQueryFormats": "JSON, geoJSON", "isDataVersioned": false, "ownershipBasedAccessControlForFeatures": {"allowOthersToQuery": true}, "useStandardizedQueries": true, "advancedQueryCapabilities": { "useStandardizedQueries": true, "supportsStatistics": true, "supportsHavingClause": true, "supportsCountDistinct": true, "supportsOrderBy": true, "supportsDistinct": true, "supportsPagination": true, "supportsTrueCurve": true, "supportsReturningQueryExtent": true, "supportsQueryWithDistance": true, "supportsSqlExpression": true }, "supportsDatumTransformation": true, "dateFieldsTimeReference": null, "supportsCoordinatesQuantization": true }