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            <resTitle>Biologically important areas for cetaceans within U.S. waters.</resTitle>
            			
            <date>
                				
                <createDate>2015-03-01T00:00:00</createDate>
                				
                <pubDate>2015-03-01T00:00:00</pubDate>
                			
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                <seriesName>Aquatic Mammals</seriesName>
                				
                <issId>41(1)</issId>
                				
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            <otherCitDet>Van Parijs, S. M., Curtice, C., &amp; Ferguson, M. C. (Eds.). (2015). Biologically important areas for cetaceans within U.S. waters. Aquatic Mammals (Special Issue), 41(1), 1-128.

Van Parijs, S. M. (2015). Letter of Introduction to the Biologically Important Areas Issue. In  S. M. Van Parijs, C. Curtice, &amp; M. C. Ferguson (Eds.), Biologically important areas for cetaceans within U.S. waters (p. 1). Aquatic Mammals (Special Issue), 41(1). 128 pp.

Ferguson, M. C., Curtice, C., Harrison, J., &amp; Van Parijs, S. M. (2015). 1. Biologically important areas for cetaceans within U.S. waters – Overview and Rationale. In S. M. Van Parijs, C. Curtice, &amp; &amp; M. C. Ferguson (Eds.), Biologically important areas for cetaceans within U.S. waters (pp. 2-16). Aquatic Mammals (Special Issue), 41(1). 128 pp.

LaBrecque, E., Curtice, C., Harrison, J., Van Parijs, S. M., &amp; Halpin, P. N. (2015). 2. Biologically important areas for cetaceans within U.S. waters – East coast region. In S. M. Van Parijs, C. Curtice, &amp; &amp; M. C. Ferguson (Eds.), Biologically important areas for cetaceans within U.S. waters (pp. 17-29). Aquatic Mammals (Special Issue), 41(1). 128 pp.

LaBrecque, E., Curtice, C., Harrison, J., Van Parijs, S. M., &amp; Halpin, P. N. (2015). 3. Biologically important areas for cetaceans within U.S. waters – Gulf of Mexico region. In S. M. Van Parijs, C. Curtice, &amp; M. C. Ferguson (Eds.), Biologically important areas for cetaceans within U.S. waters (pp. 30-38). Aquatic Mammals (Special Issue), 41(1). 128 pp.

Calambokidis, J., Steiger, G. H., Curtice, C., Harrison, J., Ferguson, M., Becker, E., DeAngelis, M., &amp; Van Parijs, S. M. (2015). 4. Biologically important areas for selected cetaceans within U.S. waters – West coast region. In S. M. Van Parijs, C. Curtice, &amp; M. C. Ferguson (Eds.), Biologically important areas for cetaceans within U.S. waters (pp. 39-53). Aquatic Mammals (Special Issue), 41(1). 128 pp.

Baird, R. W., Cholewiak, D., Webster, D. L., Schorr, G. S., Mahaffy, S. D., Curtice, C., Harrison, J., &amp; Van Parijs, S. M. (2015). 5. Biologically important areas for cetaceans within U.S. waters – Hawai'i region. In S. M. Van Parijs, C. Curtice, &amp; M. C. Ferguson (Eds.),  Biologically important areas for cetaceans within U.S. waters (pp. 54-64). Aquatic Mammals (Special Issue), 41(1). 128 pp.

Ferguson, M. C., Curtice, C., &amp; Harrison, J. (2015). 6. Biologically important areas for cetaceans within U.S. waters – Gulf of Alaska coast region. In S. M. Van Parijs, C. Curtice, &amp; M. C. Ferguson (Eds.), Biologically important areas for cetaceans within U.S. waters (pp. 65-78). Aquatic Mammals (Special Issue), 41(1). 128 pp.

Ferguson, M. C., Waite, J.M. Curtice, C., Clarke, J. T., &amp; Harrison, J. (2015). 7. Biologically important areas for cetaceans within U.S. waters – Aleutian Islands and Bering Sea region. In S. M. Van Parijs, C. Curtice, &amp; M. C. Ferguson (Eds.), Biologically important areas for cetaceans within U.S. waters (pp. 79-93). Aquatic Mammals (Special Issue), 41(1). 128 pp.

Clarke, J. T., Ferguson, M. C., Curtice, C., &amp; Harrison, J.  (2015). 8. Biologically important areas for cetaceans within U.S. waters – Arctic region. In S. M. Van Parijs, C. Curtice, &amp; M. C. Ferguson (Eds.), Biologically important areas for cetaceans within U.S. waters (pp. 94-103). Aquatic Mammals (Special Issue), 41(1). 128 pp.</otherCitDet>
            			
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                <rpIndName>Corrie Curtice</rpIndName>
                				
                <rpOrgName>Marine Geospatial Ecology Lab, Duke University</rpOrgName>
                				
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        <idAbs>&lt;div style='text-align:Left;'&gt;&lt;div&gt;&lt;div&gt;&lt;p&gt;&lt;span&gt;The Cetacean Density and Distribution Mapping Working Group identified Biologically Important Areas (BIAs) for 24 cetacean species, stocks, or populations in seven regions (US East Coast, Gulf of Mexico, West Coast, Hawaiian Islands, Gulf of Alaska, Aleutian Islands and Bering Sea, and Arctic [encompassing the northeastern Chukchi and western Beaufort seas]) within US waters. BIAs are reproductive areas, feeding areas, migratory corridors, and areas in which small and resident populations are concentrated. BIAs are region-, species-, and time-specific. Information provided for each BIA includes the following: 1) a written narrative describing the information, assumptions, and logic used to delineate the BIA; 2) a map of the BIA; 3) a list of references used in the assessment; and 4) a metadata table that concisely details the type and quantity of information used to define a BIA, providing transparency in how BIAs were designated in a quick reference table format. BIAs were identified through an expert elicitation process. The delineation of BIAs does not have direct or immediate regulatory consequences. Rather, the BIA assessment is intended to provide the best available science to help inform regulatory and management decisions under existing authorities about some, though not all, important cetacean areas in order to minimize the impacts of anthropogenic activities on cetaceans and to achieve conservation and protection goals. In addition, the BIAs and associated information may be used to identify information gaps and prioritize future research and modeling efforts to better understand cetaceans, their habitat, and ecosystems.&lt;/span&gt;&lt;/p&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;</idAbs>
        		
        <idPurp>BIAs were created to aid NOAA, other federal agencies, and the public in the analyses and planning that are required under multiple US statutes to characterize and minimize the impacts of anthropogenic activities on cetaceans and to achieve conservation and protection goals. In addition, the BIAs and associated information may be used to identify information gaps and prioritize future research and modeling efforts to better understand cetaceans, their habitat, and ecosystems. Because this is a scientific effort, the identification of BIAs does not have immediate regulatory significance or consequences. Rather the BIA assessment is intended to provide the best available science to help inform regulatory and management decisions under existing authorities about some, though not all, important cetacean areas. For decision making purposes, the BIAs identified here should be evaluated in combination with areas identified as having high cetacean density; the present effort is meant to augment, not displace, cetacean density analyses.</idPurp>
        		
        <idCredit>Van Parijs, S. M., Curtice, C., &amp; Ferguson, M. C. (Eds.). (2015). Biologically important areas for cetaceans within U.S. waters. Aquatic Mammals (Special Issue), 41(1), 1-128.</idCredit>
        		
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        <keyword>anthropogenic activity</keyword><keyword>anthropogenic sound</keyword><keyword>CetMap</keyword><keyword>BIA</keyword><keyword>distribution</keyword><keyword>behavior</keyword><keyword>conservation</keyword><keyword>management</keyword></searchKeys>
        		
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            <keyword>Arctic</keyword>
            			
            <keyword>Aleutian Islands</keyword>
            			
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            <keyword>North Pacific Ocean</keyword>
            			
            <keyword>Gulf of Alaska</keyword>
            			
            <keyword>Washington</keyword>
            			
            <keyword>Oregon</keyword>
            			
            <keyword>California</keyword>
            			
            <keyword>Hawaiian Islands</keyword>
            			
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            <exDesc>Knowledge of Biologically Important Areas as of publication date.</exDesc>
            		
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            <rpIndName>Tim Haverland</rpIndName>
            			
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                <useLimit>&lt;DIV STYLE="text-align:Left;"&gt;&lt;DIV&gt;&lt;DIV&gt;&lt;P&gt;&lt;SPAN STYLE="font-size:12pt"&gt;These data are available for public use. At least one of the following citations must be included in any publication or report that uses this data. The first citation covers the entire dataset and special issue publication, other citations are specific to each regional dataset (East coast, Gulf of Mexico, West coast, Hawaii, Gulf of Alaska, Aleutian Islands and Bering Sea, Arctic. &lt;/SPAN&gt;&lt;/P&gt;&lt;P&gt;&lt;SPAN&gt;&lt;SPAN&gt;Van Parijs, S. M., Curtice, C., &amp;amp; Ferguson, M. C. (Eds.). (2015). Biologically important areas for cetaceans within U.S. waters. Aquatic Mammals (Special Issue), 41(1), 1-128.&lt;/SPAN&gt;&lt;/SPAN&gt;&lt;/P&gt;&lt;P /&gt;&lt;P&gt;&lt;SPAN&gt;&lt;SPAN&gt;Van Parijs, S. M. (2015). Letter of Introduction to the Biologically Important Areas Issue. In S. M. Van Parijs, C. Curtice, &amp;amp; M. C. Ferguson (Eds.), Biologically important areas for cetaceans within U.S. waters (p. 1). Aquatic Mammals (Special Issue), 41(1). 128 pp.&lt;/SPAN&gt;&lt;/SPAN&gt;&lt;/P&gt;&lt;P /&gt;&lt;P&gt;&lt;SPAN&gt;&lt;SPAN&gt;Ferguson, M. C., Curtice, C., Harrison, J., &amp;amp; Van Parijs, S. M. (2015). 1. Biologically important areas for cetaceans within U.S. waters &lt;/SPAN&gt;&lt;/SPAN&gt;&lt;SPAN&gt;&lt;SPAN&gt;–&lt;/SPAN&gt;&lt;/SPAN&gt;&lt;SPAN&gt;&lt;SPAN&gt;Overview and Rationale. In S. M. Van Parijs, C. Curtice, &amp;amp; &amp;amp; M. C. Ferguson (Eds.), Biologically important areas for cetaceans within U.S. waters (pp. 2-16). Aquatic Mammals (Special Issue), 41(1). 128 pp.&lt;/SPAN&gt;&lt;/SPAN&gt;&lt;/P&gt;&lt;P /&gt;&lt;P&gt;&lt;SPAN&gt;&lt;SPAN&gt;LaBrecque, E., Curtice, C., Harrison, J., Van Parijs, S. M., &amp;amp; Halpin, P. N. (2015). 2. Biologically important areas for cetaceans within U.S. waters &lt;/SPAN&gt;&lt;/SPAN&gt;&lt;SPAN&gt;&lt;SPAN&gt;–&lt;/SPAN&gt;&lt;/SPAN&gt;&lt;SPAN&gt;&lt;SPAN&gt;East coast region. In S. M. Van Parijs, C. Curtice, &amp;amp; &amp;amp; M. C. Ferguson (Eds.), Biologically important areas for cetaceans within U.S. waters (pp. 17-29). Aquatic Mammals (Special Issue), 41(1). 128 pp.&lt;/SPAN&gt;&lt;/SPAN&gt;&lt;/P&gt;&lt;P /&gt;&lt;P&gt;&lt;SPAN&gt;&lt;SPAN&gt;LaBrecque, E., Curtice, C., Harrison, J., Van Parijs, S. M., &amp;amp; Halpin, P. N. (2015). 3. Biologically important areas for cetaceans within U.S. waters &lt;/SPAN&gt;&lt;/SPAN&gt;&lt;SPAN&gt;&lt;SPAN&gt;–&lt;/SPAN&gt;&lt;/SPAN&gt;&lt;SPAN&gt;&lt;SPAN&gt;Gulf of Mexico region. In S. M. Van Parijs, C. Curtice, &amp;amp; M. C. Ferguson (Eds.), Biologically important areas for cetaceans within U.S. waters (pp. 30&lt;/SPAN&gt;&lt;/SPAN&gt;&lt;SPAN&gt;&lt;SPAN&gt;-&lt;/SPAN&gt;&lt;/SPAN&gt;&lt;SPAN&gt;&lt;SPAN&gt;38). Aquatic Mammals (Special Issue), 41(1). 128 pp.&lt;/SPAN&gt;&lt;/SPAN&gt;&lt;/P&gt;&lt;P /&gt;&lt;P&gt;&lt;SPAN&gt;&lt;SPAN&gt;Calambokidis, J., Steiger, G. H., Curtice, C., Harrison, J., Ferguson, M., Becker, E., DeAngelis, M., &amp;amp; Van Parijs, S. M. (2015). 4. Biologically important areas for selected cetaceans within U.S. waters &lt;/SPAN&gt;&lt;/SPAN&gt;&lt;SPAN&gt;&lt;SPAN&gt;–&lt;/SPAN&gt;&lt;/SPAN&gt;&lt;SPAN&gt;&lt;SPAN&gt;West coast region. In S. M. Van Parijs, C. Curtice, &amp;amp; M. C. Ferguson (Eds.), Biologically important areas for cetaceans within U.S. waters (pp. 39-53). Aquatic Mammals (Special Issue), 41(1). 128 pp.&lt;/SPAN&gt;&lt;/SPAN&gt;&lt;/P&gt;&lt;P /&gt;&lt;P&gt;&lt;SPAN&gt;&lt;SPAN&gt;Baird, R. W., Cholewiak, D., Webster, D. L., Schorr, G. S., Mahaffy, S. D., Curtice, C., Harrison, J., &amp;amp; Van Parijs, S. M. (2015). 5. Biologically important areas for cetaceans within U.S. waters &lt;/SPAN&gt;&lt;/SPAN&gt;&lt;SPAN&gt;&lt;SPAN&gt;–&lt;/SPAN&gt;&lt;/SPAN&gt;&lt;SPAN&gt;&lt;SPAN&gt;Hawai'i region. In S. M. Van Parijs, C. Curtice, &amp;amp; M. C. Ferguson (Eds.), Biologically important areas for cetaceans within U.S. waters (pp. 54-64). Aquatic Mammals (Special Issue), 41(1). 128 pp.&lt;/SPAN&gt;&lt;/SPAN&gt;&lt;/P&gt;&lt;P /&gt;&lt;P&gt;&lt;SPAN&gt;&lt;SPAN&gt;Ferguson, M. C., Curtice, C., &amp;amp; Harrison, J. (2015). 6. Biologically important areas for cetaceans within U.S. waters &lt;/SPAN&gt;&lt;/SPAN&gt;&lt;SPAN&gt;&lt;SPAN&gt;–&lt;/SPAN&gt;&lt;/SPAN&gt;&lt;SPAN&gt;&lt;SPAN&gt;Gulf of Alaska coast region. In S. M. Van Parijs, C. Curtice, &amp;amp; M. C. Ferguson (Eds.), Biologically important areas for cetaceans within U.S. waters (pp. 65-78). Aquatic Mammals (Special Issue), 41(1). 128 pp.&lt;/SPAN&gt;&lt;/SPAN&gt;&lt;/P&gt;&lt;P /&gt;&lt;P&gt;&lt;SPAN&gt;&lt;SPAN&gt;Ferguson, M. C., Waite, J.M. Curtice, C., Clarke, J. T., &amp;amp; Harrison, J. (2015). 7. Biologically important areas for cetaceans within U.S. waters &lt;/SPAN&gt;&lt;/SPAN&gt;&lt;SPAN&gt;&lt;SPAN&gt;–&lt;/SPAN&gt;&lt;/SPAN&gt;&lt;SPAN&gt;&lt;SPAN&gt;Aleutian Islands and Bering Sea region. In S. M. Van Parijs, C. Curtice, &amp;amp; M. C. Ferguson (Eds.), Biologically important areas for cetaceans within U.S. waters (pp. 79-93). Aquatic Mammals (Special Issue), 41(1). 128 pp.&lt;/SPAN&gt;&lt;/SPAN&gt;&lt;/P&gt;&lt;P /&gt;&lt;P&gt;&lt;SPAN&gt;&lt;SPAN&gt;Clarke, J. T., Ferguson, M. C., Curtice, C., &amp;amp; Harrison, J. (2015). 8. Biologically important areas for cetaceans within U.S. waters &lt;/SPAN&gt;&lt;/SPAN&gt;&lt;SPAN&gt;&lt;SPAN&gt;–&lt;/SPAN&gt;&lt;/SPAN&gt;&lt;SPAN&gt;&lt;SPAN&gt;Arctic region. In S. M. Van Parijs, C. Curtice, &amp;amp; M. C. Ferguson (Eds.), Biologically important areas for cetaceans within U.S. waters (pp. 94-103). Aquatic Mammals (Special Issue), 41(1). 128 pp.&lt;/SPAN&gt;&lt;/SPAN&gt;&lt;/P&gt;&lt;P /&gt;&lt;/DIV&gt;&lt;/DIV&gt;&lt;/DIV&gt;</useLimit>
                			
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                <attalias>OBJECTID</attalias>
                				
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            <attr>
                				
                <attrlabl>BIA_ID</attrlabl>
                				
                <attalias>BIA_ID</attalias>
                				
                <attrdef>Unique identifier for each Biologically Important Area across all seven regions in US waters.</attrdef>
                				
                <attrdefs>CetSound project</attrdefs>
                				
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                <attrdef>The region (one of seven regional divisions in US waters that reflect Large Marine Ecosystem delineations [Sherman &amp; Alexander, 1986])  this BIA belongs to.</attrdef>
                				
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                    <udom>West Coast
East Coast
Hawaii
Arctic
Aleutian Islands and Bering Sea
Gulf of Alaska
Gulf of Mexico</udom>
                    				
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                <attwidth>50</attwidth>
                				
                <atprecis>0</atprecis>
                				
                <attscale>0</attscale>
                				
                <attrdomv>
                    					
                    <udom>Tursiops truncatus
Eschrichtius robustus
Megaptera novaeangliae
Balaena mysticetus
Balaenoptera musculus
Delphinapterus leucas
Eubalaena glacialis
Balaenoptera physalus
Stenella longirostris
Phocoena phocoena
Other</udom>
                    				
                </attrdomv>
                			
            </attr>
            			
            <attr>
                				
                <attrlabl>cmn_name</attrlabl>
                				
                <attalias>cmn_name</attalias>
                				
                <attrdef>Common name of the species</attrdef>
                				
                <attrdefs>CetSound project</attrdefs>
                				
                <attrtype>String</attrtype>
                				
                <attwidth>50</attwidth>
                				
                <atprecis>0</atprecis>
                				
                <attscale>0</attscale>
                				
                <attrdomv>
                    					
                    <udom>Bottlenose dolphin
Gray whale
Humpback whale
Bowhead whale
Beluga
Blue whale
North Atlantic right whale
Fin whale
Spinner dolphin
Harbor porpoise
Other</udom>
                    				
                </attrdomv>
                			
            </attr>
            			
            <attr>
                				
                <attrlabl>stock_pop</attrlabl>
                				
                <attalias>stock_pop</attalias>
                				
                <attrdef>Identifying stock or population name that this species, as part of this BIA, belongs to.</attrdef>
                				
                <attrdefs>CetSound project</attrdefs>
                				
                <attrtype>String</attrtype>
                				
                <attwidth>50</attwidth>
                				
                <atprecis>0</atprecis>
                				
                <attscale>0</attscale>
                				
                <attrdomv>
                    					
                    <udom>Bering-Chukchi-Beaufort
Eastern North Pacific
Hawaii Island stock
4-island stock
Eastern Chukchi Sea
Kauai/Niihau stock
Northern North Carolina Estuarine System
Oahu stock
Beaufort Sea
Eastern Chukchi Sea and Beaufort Sea
Other</udom>
                    				
                </attrdomv>
                			
            </attr>
            			
            <attr>
                				
                <attrlabl>BIA_name</attrlabl>
                				
                <attalias>BIA_name</attalias>
                				
                <attrdef>Identifying name of this Biologically Important Area</attrdef>
                				
                <attrdefs>CetSound project</attrdefs>
                				
                <attrtype>String</attrtype>
                				
                <attwidth>75</attwidth>
                				
                <atprecis>0</atprecis>
                				
                <attscale>0</attscale>
                				
                <attrdomv>
                    					
                    <udom>Hawaii Island
Alaskan Beaufort Sea
Kodiak Island
Barrow Canyon
Bering Sea
Bristol Bay
Chirikov Basin
Eastern Chukchi and Alaskan Beaufort Seas
Gulf of Maine
Kasegaluk Lagoon
Other</udom>
                    				
                </attrdomv>
                			
            </attr>
            			
            <attr>
                				
                <attrlabl>BIA_type</attrlabl>
                				
                <attalias>BIA_type</attalias>
                				
                <attrdef>Type of Biologically Important Area, can be one of Reproductive, Feeding, Migratory Corridor, or Small and Resident Population.</attrdef>
                				
                <attrdefs>CetSound project</attrdefs>
                				
                <attrtype>String</attrtype>
                				
                <attwidth>50</attwidth>
                				
                <atprecis>0</atprecis>
                				
                <attscale>0</attscale>
                				
                <attrdomv>
                    					
                    <udom>Feeding
Small and resident
Migration
Reproduction</udom>
                    				
                </attrdomv>
                			
            </attr>
            			
            <attr>
                				
                <attrlabl>BIA_time</attrlabl>
                				
                <attalias>BIA_time</attalias>
                				
                <attrdef>Time period for which this BIA is considered active.</attrdef>
                				
                <attrdefs>CetSound project</attrdefs>
                				
                <attrtype>String</attrtype>
                				
                <attwidth>75</attwidth>
                				
                <atprecis>0</atprecis>
                				
                <attscale>0</attscale>
                				
                <attrdomv>
                    					
                    <udom>List of months, e.g. 01,04,12</udom>
                    				
                </attrdomv>
                			
            </attr>
            			
            <attr>
                				
                <attrlabl>migr_dir</attrlabl>
                				
                <attalias>migr_dir</attalias>
                				
                <attrdef>General description of what direction the animals are migrating, if this is a migratory corridor BIA.</attrdef>
                				
                <attrdefs>CetSound project</attrdefs>
                				
                <attrtype>String</attrtype>
                				
                <attwidth>50</attwidth>
                				
                <atprecis>0</atprecis>
                				
                <attscale>0</attscale>
                				
                <attrdomv>
                    					
                    <udom>North
North and East
South
West
North/ South
North/South
South/North
Other</udom>
                    				
                </attrdomv>
                			
            </attr>
            			
            <attr>
                				
                <attrlabl>BIA_size</attrlabl>
                				
                <attalias>BIA_size</attalias>
                				
                <attrdef>Area, in square kilometers, of this BIA.</attrdef>
                				
                <attrdefs>CetSound project</attrdefs>
                				
                <attrtype>Double</attrtype>
                				
                <attwidth>19</attwidth>
                				
                <atprecis>0</atprecis>
                				
                <attscale>0</attscale>
                				
                <attrdomv>
                    					
                    <udom>A number</udom>
                    				
                </attrdomv>
                			
            </attr>
            			
            <attr>
                				
                <attrlabl>BIA_months</attrlabl>
                				
                <attalias>BIA_months</attalias>
                				
                <attrdef>Specific months as numbers that this BIA is considered active. This field is used in the online BIA mapper for user selection criteria, and can also be useful for GIS selection criteria to display BIAs for specific months.</attrdef>
                				
                <attrdefs>CetSound project</attrdefs>
                				
                <attrtype>String</attrtype>
                				
                <attwidth>50</attwidth>
                				
                <atprecis>0</atprecis>
                				
                <attscale>0</attscale>
                				
                <attrdomv>
                    					
                    <udom>Year round
June - October
May - November
June - September
July - November
July - October
April - November
June - August
June - November
September - October
Other</udom>
                    				
                </attrdomv>
                			
            </attr>
            		
        </detailed>
        	
    </eainfo>
    	
    <refSysInfo>
        		
        <RefSystem>
            			
            <refSysID>
                				
                <identCode code="3338"/>
                				
                <idCodeSpace>EPSG</idCodeSpace>
                				
                <idVersion>8.6.2</idVersion>
                			
            </refSysID>
            		
        </RefSystem>
        	
    </refSysInfo>
    	
    <Esri>
        		
        <ArcGISstyle>ISO 19139 Metadata Implementation Specification GML3.2</ArcGISstyle>
        		
        <scaleRange>
            			
            <maxScale>5000</maxScale>
            			
            <minScale>20000000</minScale>
            		
        </scaleRange>
        		
        <CreaDate>2015-02-17</CreaDate>
        		
        <CreaTime>11582800</CreaTime>
        		
        <ModDate>2020-03-26</ModDate>
        		
        <ModTime>15:46:54.15</ModTime>
        		
        <SyncOnce>FALSE</SyncOnce>
        		
        <SyncDate>2017-05-17</SyncDate>
        		
        <SyncTime>11333700</SyncTime>
        		
        <ArcGISFormat>1.0</ArcGISFormat>
        		
        <ArcGISProfile>ISO19139</ArcGISProfile>
        		
        <PublishStatus>editor:esri.dijit.metadata.editor</PublishStatus>
        		
        <DataProperties>
            			
            <itemProps>
                				
                <imsContentType export="False">002</imsContentType>
                				
                <itemName>CetMap_BIA_WGS84</itemName>
                				
                <itemSize>10.662</itemSize>
                				
                <nativeExtBox>
                    					
                    <westBL>-179.726956</westBL>
                    					
                    <eastBL>-66.192490</eastBL>
                    					
                    <southBL>18.591510</southBL>
                    					
                    <northBL>72.265057</northBL>
                    					
                    <exTypeCode>1</exTypeCode>
                    				
                </nativeExtBox>
                			
            </itemProps>
            			
            <coordRef>
                				
                <type>Geographic</type>
                				
                <geogcsn>GCS_WGS_1984</geogcsn>
                				
                <csUnits>Angular Unit: Degree (0.017453)</csUnits>
                				
                <peXml>&lt;GeographicCoordinateSystem xsi:type='typens:GeographicCoordinateSystem' xmlns:xsi='http://www.w3.org/2001/XMLSchema-instance' xmlns:xs='http://www.w3.org/2001/XMLSchema' xmlns:typens='http://www.esri.com/schemas/ArcGIS/10.3'&gt;&lt;WKT&gt;GEOGCS[&amp;quot;GCS_WGS_1984&amp;quot;,DATUM[&amp;quot;D_WGS_1984&amp;quot;,SPHEROID[&amp;quot;WGS_1984&amp;quot;,6378137.0,298.257223563]],PRIMEM[&amp;quot;Greenwich&amp;quot;,0.0],UNIT[&amp;quot;Degree&amp;quot;,0.0174532925199433],AUTHORITY[&amp;quot;EPSG&amp;quot;,4326]]&lt;/WKT&gt;&lt;XOrigin&gt;-400&lt;/XOrigin&gt;&lt;YOrigin&gt;-400&lt;/YOrigin&gt;&lt;XYScale&gt;11258999068426.238&lt;/XYScale&gt;&lt;ZOrigin&gt;-100000&lt;/ZOrigin&gt;&lt;ZScale&gt;10000&lt;/ZScale&gt;&lt;MOrigin&gt;-100000&lt;/MOrigin&gt;&lt;MScale&gt;10000&lt;/MScale&gt;&lt;XYTolerance&gt;8.983152841195215e-009&lt;/XYTolerance&gt;&lt;ZTolerance&gt;0.001&lt;/ZTolerance&gt;&lt;MTolerance&gt;0.001&lt;/MTolerance&gt;&lt;HighPrecision&gt;true&lt;/HighPrecision&gt;&lt;LeftLongitude&gt;-180&lt;/LeftLongitude&gt;&lt;WKID&gt;4326&lt;/WKID&gt;&lt;LatestWKID&gt;4326&lt;/LatestWKID&gt;&lt;/GeographicCoordinateSystem&gt;</peXml>
                			
            </coordRef>
            		
        </DataProperties>
        	
    </Esri>
    	
    <mdHrLv>
        		
        <ScopeCd value="005"/>
        	
    </mdHrLv>
    	
    <mdHrLvName>dataset</mdHrLvName>
    	
    <mdDateSt>2017-05-17</mdDateSt>
    	
    <mdFileID>1584044171214r7608599170491086</mdFileID>
    	
    <mdLang>
        		
        <languageCode value="eng"/>
        	
    </mdLang>
    	
    <mdChar>
        		
        <CharSetCd value="004"/>
        	
    </mdChar>
    	
    <mdContact>
        		
        <rpIndName>Corrie Curtice</rpIndName>
        		
        <rpOrgName>Marine Geospatial Ecology Lab, Duke University</rpOrgName>
        		
        <role>
            			
            <RoleCd value="007"/>
            		
        </role>
        		
        <rpCntInfo>
            			
            <cntAddress addressType="both">
                				
                <eMailAdd>corrie.curtice@duke.edu</eMailAdd>
                				
                <delPoint>135 Duke Marine Lab Road</delPoint>
                				
                <city>Beaufort</city>
                				
                <adminArea>NC</adminArea>
                				
                <postCode>28516</postCode>
                				
                <country>US</country>
                			
            </cntAddress>
            			
            <cntPhone>
                				
                <voiceNum>252-504-7538</voiceNum>
                			
            </cntPhone>
            		
        </rpCntInfo>
        	
    </mdContact>
    	
    <mdMaint>
        		
        <maintFreq>
            			
            <MaintFreqCd value="010"/>
            		
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        </Thumbnail>
        	
    </Binary>
    	
    <spdoinfo>
        		
        <ptvctinf>
            			
            <esriterm Name="CetMap_BIA_WGS84">
                				
                <efeatyp>Simple</efeatyp>
                				
                <efeageom code="4"/>
                				
                <esritopo>FALSE</esritopo>
                				
                <efeacnt>131</efeacnt>
                				
                <spindex>TRUE</spindex>
                				
                <linrefer>FALSE</linrefer>
                			
            </esriterm>
            		
        </ptvctinf>
        	
    </spdoinfo>
    
</metadata>