{ "currentVersion": 11.5, "cimVersion": "3.5.0", "id": 0, "name": "Integrationsatlas", "type": "Feature Layer", "description": "", "geometryType": "esriGeometryPoint", "sourceSpatialReference": { "wkid": 31462, "latestWkid": 31466, "xyTolerance": 0.001, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": -4.5035996273705E11, "falseY": -4.5035996273705E11, "xyUnits": 10000, "falseZ": 0, "zUnits": 1, "falseM": 0, "mUnits": 1 }, "spatialReference": { "wkid": 102362, "latestWkid": 4647, "xyTolerance": 0.001, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": 26879100, "falseY": -9998100, "xyUnits": 10000, "falseZ": -100000, "zUnits": 10000, "falseM": -100000, "mUnits": 10000 }, "copyrightText": "", "parentLayer": null, "subLayers": [], "minScale": 250000, "maxScale": 50, "referenceScale": 0.0, "drawingInfo": { "renderer": { "type": "simple", "symbol": { "type": "esriPMS", "url": "9d14122495b41a9c2afbea2736ed8a11", "imageData": "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", "contentType": "image/png", "width": 58, "height": 58, "angle": 0, "xoffset": 0, "yoffset": 29 } }, "scaleSymbols": true, "transparency": 0, "labelingInfo": null }, "defaultVisibility": true, "extent": { "xmin": 3.2355588222575262E7, "ymin": 5698304.315434057, "xmax": 3.236920776562418E7, "ymax": 5707864.895802256, "spatialReference": { "wkid": 102362, "latestWkid": 4647, "xyTolerance": 0.001, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": 26879100, "falseY": -9998100, "xyUnits": 10000, "falseZ": -100000, "zUnits": 10000, "falseM": -100000, "mUnits": 10000 } }, "hasAttachments": false, "htmlPopupType": "esriServerHTMLPopupTypeAsHTMLText", "displayField": "BEZEICHNUNG", "typeIdField": null, "subtypeFieldName": null, "subtypeField": null, "defaultSubtypeCode": null, "fields": [ { "name": "OBJECTID", "type": "esriFieldTypeOID", "alias": "OBJECTID", "domain": null }, { "name": "ORTID", "type": "esriFieldTypeString", "alias": "ORTID", "length": 200, "domain": null }, { "name": "BEZEICHNUNG", "type": "esriFieldTypeString", "alias": "Bezeichnung", "length": 200, "domain": null }, { "name": "STRASSE", "type": "esriFieldTypeString", "alias": "Straße", "length": 200, "domain": null }, { "name": "HAUSNR", "type": "esriFieldTypeString", "alias": "Haus-Nr", "length": 50, "domain": null }, { "name": "ZUSATZ", "type": "esriFieldTypeString", "alias": "HsNr-Zusatz", "length": 1, "domain": null }, { "name": "PLZ", "type": "esriFieldTypeString", "alias": "PLZ", "length": 5, "domain": null }, { "name": "ORT", "type": "esriFieldTypeString", "alias": "Ort", "length": 50, "domain": null }, { "name": "SHAPE", "type": "esriFieldTypeGeometry", "alias": "SHAPE", "domain": null } ], "geometryField": { "name": "SHAPE", "type": "esriFieldTypeGeometry", "alias": "SHAPE" }, "indexes": [ { "name": "R980_SDE_ROWID_UK", "fields": "OBJECTID", "isAscending": true, "isUnique": true, "description": "" }, { "name": "A923_IX1", "fields": "SHAPE", "isAscending": true, "isUnique": true, "description": "" } ], "subtypes": [], "relationships": [], "canModifyLayer": true, "canScaleSymbols": false, "hasLabels": false, "capabilities": "Map,Query,Data", "maxRecordCount": 2000, "maxSelectionCount": 2000, "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, "supportsAdvancedQueryRelated": true, "supportsQueryRelatedPagination": true, "supportsPagination": true, "supportsLod": false, "supportsQueryWithLodSR": false, "supportsTrueCurve": true, "supportsQueryWithDatumTransformation": true, "supportsReturningQueryExtent": true, "supportsQueryWithDistance": true, "supportsSqlExpression": true, "supportsTimeRelation": true, "supportsSqlFormat": false, "supportsQueryAnalytic": true, "supportsCurrentUserQueries": true }, "supportsDatumTransformation": true, "advancedQueryAnalyticCapabilities": { "supportsLinearRegression": true, "supportsAsync": false, "supportsPercentileAnalytic": true }, "dateFieldsTimeReference": null, "preferredTimeReference": null, "datesInUnknownTimezone": false, "hasMetadata": true, "isDataArchived": false, "archivingInfo": { "supportsQueryWithHistoricMoment": false, "startArchivingMoment": -1 }, "supportsCoordinatesQuantization": true, "supportsDynamicLegends": true }