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"supportsCurrentUserQueries": true }, "supportsDatumTransformation": true, "advancedQueryAnalyticCapabilities": { "supportsLinearRegression": true, "supportsAsync": false, "supportsPercentileAnalytic": true }, "dateFieldsTimeReference": { "timeZone": "New Zealand Standard Time", "respectsDaylightSaving": true }, "preferredTimeReference": null, "datesInUnknownTimezone": false, "hasMetadata": true, "isDataArchived": false, "archivingInfo": { "supportsQueryWithHistoricMoment": false, "startArchivingMoment": -1 }, "supportsCoordinatesQuantization": true, "supportsDynamicLegends": true, "serviceItemId": "de4a61242a914db9ac89cca85c33b966" }