20260611 14203100 1.0 TRUE TRUE GreaterAtlanticRegion_StatisticalAreas2010 Greater Atlantic Region Statistical Areas; Fishing Statistical Area boundaries are maintained by the NOAA Northeast Fisheries Science Center. For more information, contact David Chevrier (david.chevrier@noaa.gov). Data available at: https://www.greateratlantic.fisheries.noaa.gov/educational_resources/gis/gallery/grafostatisticalareas.html . NOAA Fisheries Statistical Areas This layer represents NOAA Fisheries' statistical areas of the greater Atlantic region, version 2010. Fishing Statistical Area boundaries are maintained by the NOAA Northeast Fisheries Science Center. For more information, contact David Chevrier (david.chevrier@noaa.gov). Data available at: http://www.greateratlantic.fisheries.noaa.gov/educational_resources/gis/gallery/grafostatisticalareas.html . NOAA Fisheries 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