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 "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,
  "supportsQueryAttachments": true,
  "supportsQueryAttachmentsWithReturnUrl": true,
  "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
}