{ "currentVersion": 10.91, "cimVersion": "2.9.0", "id": 14, "name": "Revision (ab 1:5.011 bis 1:10.010)", "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]]", "xyTolerance": 0.001, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": -5622500, "falseY": -15001000, "xyUnits": 10000, "falseZ": 0, "zUnits": 1, "falseM": 0, "mUnits": 1 }, "copyrightText": "", "parentLayer": { "id": 3, "name": "Revision: Symbologie" }, "subLayers": [], "minScale": 10010, "maxScale": 5011, "referenceScale": 350.0, "drawingInfo": { "renderer": { "type": "simple", "symbol": { "type": "esriPMS", "url": "c92ef20b8199d7866982a53ad89de04e", "imageData": "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", "contentType": "image/png", "width": 711, "height": 652, "angle": 0, "xoffset": 0, "yoffset": 0 } }, "scaleSymbols": true, "transparency": 0, "labelingInfo": null }, "defaultVisibility": true, "extent": { "xmin": -104999.99999999958, "ymin": 150000, "xmax": -9999.999999999507, "ymax": 300000.00000000093, "spatialReference": { "wkid": 31256, "latestWkid": 31256, "xyTolerance": 0.001, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": -5622500, "falseY": -15001000, "xyUnits": 4.503149312439251E8, "falseZ": -100000, "zUnits": 10000, "falseM": -100000, "mUnits": 10000 } }, "hasAttachments": false, "htmlPopupType": "esriServerHTMLPopupTypeAsHTMLText", "displayField": "Widmungswerber_Name", "typeIdField": null, "subtypeFieldName": null, "subtypeField": null, "defaultSubtypeCode": null, "fields": [ { "name": "OBJECTID", "type": "esriFieldTypeOID", "alias": "OBJECTID", "domain": null }, { "name": "Kategorie", "type": "esriFieldTypeString", "alias": "Kategorie", "length": 150, "domain": null }, { "name": "Umwidmung", "type": "esriFieldTypeString", "alias": "Umwidmung", "length": 150, "domain": null }, { "name": "Verwendungszweck", "type": "esriFieldTypeString", "alias": "Verwendungszweck", "length": 150, "domain": null }, { "name": "Begründung", "type": "esriFieldTypeString", "alias": "Begründung", "length": 250, "domain": null }, { "name": "Katastralgemeinde", "type": "esriFieldTypeString", "alias": "Katastralgemeinde", "length": 50, "domain": null }, { "name": "Grundstücksnummer", "type": "esriFieldTypeString", "alias": "Grundstücksnummer", "length": 50, "domain": null }, { "name": "Bedarfserklärung", "type": "esriFieldTypeString", "alias": "Bedarfserklärung", "length": 150, "domain": null }, { "name": "Widmungswerber_Name", "type": "esriFieldTypeString", "alias": "Widmungswerber_Name", "length": 150, "domain": null }, { "name": "Widmungswerber_Adresse", "type": "esriFieldTypeString", "alias": "Widmungswerber_Adresse", "length": 150, "domain": null }, { "name": "Widmungswerber_Tel", "type": "esriFieldTypeString", "alias": "Widmungswerber_Tel", "length": 150, "domain": null }, { "name": "Anmerkungen", "type": "esriFieldTypeString", "alias": "Anmerkungen", "length": 250, "domain": null }, { "name": "Shape", "type": "esriFieldTypeGeometry", "alias": "SHAPE", "domain": null }, { "name": "Dokument_Nr_1", "type": "esriFieldTypeString", "alias": "Dokument_Nr_1", "length": 350, "domain": null }, { "name": "Dokument_Nr_2", "type": "esriFieldTypeString", "alias": "Dokument_Nr_2", "length": 350, "domain": null }, { "name": "Dokument_Nr_3", "type": "esriFieldTypeString", "alias": "Dokument_Nr_3", "length": 350, "domain": null } ], "geometryField": { "name": "Shape", "type": "esriFieldTypeGeometry", "alias": "SHAPE" }, "indexes": [ { "name": "R293_pk", "fields": "OBJECTID", "isAscending": true, "isUnique": true, "description": "" }, { "name": "S269_idx", "fields": "Shape", "isAscending": true, "isUnique": true, "description": "" } ], "subtypes": [], "relationships": [], "canModifyLayer": true, "canScaleSymbols": true, "hasLabels": false, "capabilities": "Map,Query,Data", "maxRecordCount": 1000, "supportsStatistics": true, "supportsExceedsLimitStatistics": true, "supportsAdvancedQueries": true, "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": true, "supportsPercentileStatistics": true, "supportsHavingClause": true, "supportsOrderBy": true, "supportsDistinct": true, "supportsCountDistinct": true, "supportsPagination": true, "supportsLod": false, "supportsQueryWithLodSR": false, "supportsTrueCurve": true, "supportsQueryWithDatumTransformation": true, "supportsReturningQueryExtent": true, "supportsQueryWithDistance": true, "supportsSqlExpression": true, "supportsTimeRelation": true, "supportsSqlFormat": false, "supportsQueryAnalytic": true }, "supportsDatumTransformation": true, "advancedQueryAnalyticCapabilities": { "supportsLinearRegression": true, "supportsAsync": false, "supportsPercentileAnalytic": true }, "dateFieldsTimeReference": null, "preferredTimeReference": null, "datesInUnknownTimezone": false, "hasMetadata": false, "isDataArchived": false, "archivingInfo": { "supportsQueryWithHistoricMoment": false, "startArchivingMoment": -1 }, "supportsCoordinatesQuantization": true, "supportsDynamicLegends": true }