Species |
Description (fact sheets included in link) |
Management Area (Divisions)
Summary Sheets |
![](/portals/0/Images/Species/AtlanticCod.gif?ver=2016-06-01-123402-740) |
Gadus morhua |
3M, 3L, 3NO |
![](/portals/0/Images/Species/redfish.gif?ver=2016-06-01-123402-960) |
Sebastes spp. |
3LN, 3M, 3O,
Subareas 2 and Div. 1F + 3K |
![](/portals/0/Images/Species/AmericanPlaice.gif?ver=2016-06-01-123402-663) |
Hippoglossoides platessoides |
3LNO and 3M |
![](/portals/0/Images/Species/WitchFlounder.gif?ver=2016-06-01-123403-287) |
Glyptocephalus cynoglossus |
Div. 2J3KL and 3NO |
![](/portals/0/Images/Species/YellowtailFlounder.gif?ver=2016-06-01-123403-350) |
Limanda ferruginea |
3LNO |
![](/portals/0/Images/Species/greenland-halibut.gif?ver=2016-06-01-123402-897) |
Reinhardtius hippoglossoides |
SA 2 + Div. 3KLMNO |
![](/portals/0/Images/Species/Whitehake.png?ver=2016-06-01-123403-223) |
Urophycis tenuis |
3NO and 3Ps |
![](/portals/0/Images/Species/skate.gif?ver=2016-06-01-123403-083) |
Amblyraja radiata |
3LNO and Subdiv. 3Ps |
![](/portals/0/Images/Species/Capelin.gif?ver=2016-06-01-123402-803) |
Mallotus villosus |
3NO |
![](/portals/0/Images/Species/squid.gif?ver=2016-06-01-123403-163) |
Illex illecebrosus |
SA 3 and 4 |
![](/portals/0/Images/Species/shrimp.gif) |
Pandalus spp. |
3LNO and 3M |
![](data:image/png;base64,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) |
Splendid alfonsino
Beryx splendens
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SA 6 |