{ "layers": [ { "currentVersion": 11.5, "cimVersion": "3.5.0", "id": 0, "name": "Actief ontharden", "type": "Feature Layer", "description": "", "geometryType": "esriGeometryPoint", "sourceSpatialReference": { "wkid": 28992, "latestWkid": 28992, "xyTolerance": 0.001, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": -30515500, "falseY": -30279500, "xyUnits": 10000, "falseZ": 0, "zUnits": 1, "falseM": 0, "mUnits": 1 }, "spatialReference": { "wkid": 28992, "latestWkid": 28992, "vcsWkid": 5709, "latestVcsWkid": 5709, "xyTolerance": 0.001, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": -30515500, "falseY": -30279500, "xyUnits": 10000, "falseZ": -100000, "zUnits": 10000, "falseM": -100000, "mUnits": 10000 }, "copyrightText": "", "parentLayer": null, "subLayers": [], "minScale": 0, "maxScale": 0, "referenceScale": 0.0, "drawingInfo": { "renderer": { "type": "simple", "symbol": { "type": "esriPMS", "url": "2f447a719c29ca69d365eae69ba50510", "imageData": "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", "contentType": "image/png", "width": 25, "height": 25, "angle": 0, "xoffset": 0, "yoffset": 0 } }, "scaleSymbols": true, "transparency": 0, "labelingInfo": null }, "defaultVisibility": true, "extent": { "xmin": 156481.239999998, "ymin": 380460.60999999905, "xmax": 164512, "ymax": 389190, "spatialReference": { "wkid": 28992, "latestWkid": 28992, "vcsWkid": 5709, "latestVcsWkid": 5709, "xyTolerance": 0.001, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": -30515500, "falseY": -30279500, "xyUnits": 10000, "falseZ": -100000, "zUnits": 10000, "falseM": -100000, "mUnits": 10000 } }, "heightModelInfo": { "heightModel": "gravity_related_height", "vertCRS": "NAP", "heightUnit": "meter" }, "supportsVCSProjection": true, "hasAttachments": false, "htmlPopupType": "esriServerHTMLPopupTypeAsHTMLText", "displayField": "Locatie", "typeIdField": null, "subtypeFieldName": null, "subtypeField": null, "defaultSubtypeCode": null, "fields": [ { "name": "OBJECTID", "type": "esriFieldTypeOID", "alias": "OBJECTID", "domain": null }, { "name": "LOCATIE", "type": "esriFieldTypeString", "alias": "LOCATIE", "length": 48, "domain": null }, { "name": "STRAATNAAM", "type": "esriFieldTypeString", "alias": "STRAATNAAM", "length": 26, "domain": null }, { "name": "STADSDEEL", "type": "esriFieldTypeString", "alias": "STADSDEEL", "length": 15, "domain": null }, { "name": "OMSCHRIJVING_PLAN_IDEE", "type": "esriFieldTypeString", "alias": "OMSCHRIJVING_PLAN_IDEE", "length": 136, "domain": null }, { "name": "VERWACHT_AANTAL_M2_NIEUW_GROEN", "type": "esriFieldTypeInteger", "alias": "VERWACHT_AANTAL_M2_NIEUW_GROEN", "domain": null }, { "name": "DATUM_INGEDIEND", "type": "esriFieldTypeDate", "alias": "DATUM_INGEDIEND", "length": 8, "domain": null }, { "name": "BINNENGEKOMEN_VIA", "type": "esriFieldTypeString", "alias": "BINNENGEKOMEN_VIA", "length": 9, "domain": null }, { "name": "BETROKKENHEID_BEWONERS", "type": "esriFieldTypeString", "alias": "BETROKKENHEID_BEWONERS", "length": 9, "domain": null }, { "name": "X_COÖRDINAAT", "type": "esriFieldTypeDouble", "alias": "X_COÖRDINAAT", "domain": null }, { "name": "Y_COÖRDINAAT", "type": "esriFieldTypeDouble", "alias": "Y_COÖRDINAAT", "domain": null }, { "name": "TYPE", "type": "esriFieldTypeString", "alias": "TYPE", "length": 17, "domain": null }, { "name": "STATUS", "type": "esriFieldTypeString", "alias": "STATUS", "length": 1073741822, "domain": null }, { "name": "UITVOERINGSJAAR__GEPLAND_", "type": "esriFieldTypeInteger", "alias": "UITVOERINGSJAAR__GEPLAND_", "domain": null }, { "name": "SHAPE", "type": "esriFieldTypeGeometry", "alias": "SHAPE", "domain": null } ], "geometryField": { "name": "SHAPE", "type": "esriFieldTypeGeometry", "alias": "SHAPE" }, "indexes": [ { "name": "R574_SDE_ROWID_UK", "fields": "OBJECTID", "isAscending": true, "isUnique": true, "description": "" }, { "name": "A457_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 }, { "currentVersion": 11.5, "cimVersion": "3.5.0", "id": 2, "name": "Wensen vanuit bewoners", "type": "Feature Layer", "description": "", "geometryType": "esriGeometryPoint", "sourceSpatialReference": { "wkid": 28992, "latestWkid": 28992, "xyTolerance": 0.001, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": -30515500, "falseY": -30279500, "xyUnits": 10000, "falseZ": 0, "zUnits": 1, "falseM": 0, "mUnits": 1 }, "spatialReference": { "wkid": 28992, "latestWkid": 28992, "vcsWkid": 5709, "latestVcsWkid": 5709, "xyTolerance": 0.001, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": -30515500, "falseY": -30279500, "xyUnits": 10000, "falseZ": -100000, "zUnits": 10000, "falseM": -100000, "mUnits": 10000 }, "copyrightText": "", "parentLayer": null, "subLayers": [], "minScale": 0, "maxScale": 0, "referenceScale": 0.0, "drawingInfo": { "renderer": { "type": "simple", "symbol": { "type": "esriPMS", "url": "72c830f75f28e6c89e403311b9d92d1e", "imageData": "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", "contentType": "image/png", "width": 25, "height": 25, "angle": 0, "xoffset": 0, "yoffset": 0 } }, "scaleSymbols": true, "transparency": 0, "labelingInfo": null }, "defaultVisibility": true, "extent": { "xmin": 156481.239999998, "ymin": 380460.60999999905, "xmax": 164512, "ymax": 389190, "spatialReference": { "wkid": 28992, "latestWkid": 28992, "vcsWkid": 5709, "latestVcsWkid": 5709, "xyTolerance": 0.001, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": -30515500, "falseY": -30279500, "xyUnits": 10000, "falseZ": -100000, "zUnits": 10000, "falseM": -100000, "mUnits": 10000 } }, "heightModelInfo": { "heightModel": "gravity_related_height", "vertCRS": "NAP", "heightUnit": "meter" }, "supportsVCSProjection": true, "hasAttachments": false, "htmlPopupType": "esriServerHTMLPopupTypeAsHTMLText", "displayField": "Locatie", "typeIdField": null, "subtypeFieldName": null, "subtypeField": null, "defaultSubtypeCode": null, "fields": [ { "name": "OBJECTID", "type": "esriFieldTypeOID", "alias": "OBJECTID", "domain": null }, { "name": "LOCATIE", "type": "esriFieldTypeString", "alias": "LOCATIE", "length": 48, "domain": null }, { "name": "STRAATNAAM", "type": "esriFieldTypeString", "alias": "STRAATNAAM", "length": 26, "domain": null }, { "name": "STADSDEEL", "type": "esriFieldTypeString", "alias": "STADSDEEL", "length": 15, "domain": null }, { "name": "OMSCHRIJVING_PLAN_IDEE", "type": "esriFieldTypeString", "alias": "OMSCHRIJVING_PLAN_IDEE", "length": 136, "domain": null }, { "name": "VERWACHT_AANTAL_M2_NIEUW_GROEN", "type": "esriFieldTypeInteger", "alias": "VERWACHT_AANTAL_M2_NIEUW_GROEN", "domain": null }, { "name": "DATUM_INGEDIEND", "type": "esriFieldTypeDate", "alias": "DATUM_INGEDIEND", "length": 8, "domain": null }, { "name": "BINNENGEKOMEN_VIA", "type": "esriFieldTypeString", "alias": "BINNENGEKOMEN_VIA", "length": 9, "domain": null }, { "name": "BETROKKENHEID_BEWONERS", "type": "esriFieldTypeString", "alias": "BETROKKENHEID_BEWONERS", "length": 9, "domain": null }, { "name": "X_COÖRDINAAT", "type": "esriFieldTypeDouble", "alias": "X_COÖRDINAAT", "domain": null }, { "name": "Y_COÖRDINAAT", "type": "esriFieldTypeDouble", "alias": "Y_COÖRDINAAT", "domain": null }, { "name": "TYPE", "type": "esriFieldTypeString", "alias": "TYPE", "length": 17, "domain": null }, { "name": "STATUS", "type": "esriFieldTypeString", "alias": "STATUS", "length": 1073741822, "domain": null }, { "name": "UITVOERINGSJAAR__GEPLAND_", "type": "esriFieldTypeInteger", "alias": "UITVOERINGSJAAR__GEPLAND_", "domain": null }, { "name": "SHAPE", "type": "esriFieldTypeGeometry", "alias": "SHAPE", "domain": null } ], "geometryField": { "name": "SHAPE", "type": "esriFieldTypeGeometry", "alias": "SHAPE" }, "indexes": [ { "name": "R574_SDE_ROWID_UK", "fields": "OBJECTID", "isAscending": true, "isUnique": true, "description": "" }, { "name": "A457_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 } ], "tables": [] }