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        <idAbs>&lt;p&gt;Established in 1997, the BeachCOMBERS (Coastal Ocean Mammal and Bird Education and Research Surveys) program is led by the U.S. Fish and Wildlife Service (USFWS). This initiative uses trained volunteers to conduct monthly surveys of beached marine birds and mammals at selected coastal sections.&lt;/p&gt;&lt;p&gt;Operating as a collaboration between the USFWS, Moss Landing Marine Laboratories (MLML), and the Monterey Bay National Marine Sanctuary (MBNMS), the program also includes participation from the California Department of Fish and Wildlife (CDFW) and the U.S. Geological Survey (USGS). Key highlights of the program include:&lt;br /&gt;•&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;Primary Goal: Monitoring the deposition of beach-cast carcasses to serve as a vital index for the health of the sanctuary.&lt;br /&gt;•&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;Expansion: As of 2026, the program continues its extensive reach, having grown from its original Monterey Bay focus to include volunteers surveying beaches from Santa Cruz to San Diego.&lt;br /&gt;•&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;Scientific Impact: The program has successfully provided critical data for numerous scientific papers, aided in the conservation of sanctuary resources, and helped identify and quantify oiled wildlife.&lt;/p&gt;&lt;p&gt;&lt;strong&gt;&lt;u&gt;For additional details&lt;/u&gt;&lt;/strong&gt;: &lt;a target='_blank' href='https://mlml.sjsu.edu/beachcombers/' rel='nofollow ugc noopener noreferrer'&gt;https://mlml.sjsu.edu/beachcombers/&lt;/a&gt;&lt;br /&gt;&lt;a target='_blank' href='https://chrome-extension://efaidnbmnnnibpcajpcglclefindmkaj/https://mlml.sjsu.edu/beachcombers/wp-content/uploads/sites/35/2019/07/BC-20-yr-report-summary-1.pdf' rel='nofollow ugc noopener noreferrer'&gt;Microsoft Word - BC 20 yr report summary_7-15-19.docx&lt;/a&gt;&lt;/p&gt;&lt;p&gt;&lt;strong&gt;&lt;u&gt;Contacts:&lt;/u&gt;&lt;/strong&gt;&lt;br /&gt;Mark Metevier - GIS Specialist&lt;br /&gt;U.S. Fish &amp;amp; Wildlife Service, Ventura Field Office&lt;br /&gt;2493 Portola Road, Suite B&lt;br /&gt;Ventura, CA &amp;nbsp;93003&lt;br /&gt;mark_metevier@fws.gov &amp;nbsp;&lt;/p&gt;&lt;p&gt;Kirby M. Bartlett (she/her) - Senior Fish and Wildlife Biologist&lt;br /&gt;U.S. Fish &amp;amp; Wildlife Service, Ventura Field Office&lt;br /&gt;2493 Portola Road, Suite B&lt;br /&gt;Ventura, CA &amp;nbsp;93003&lt;br /&gt;kirby_bartlett@fws.gov&lt;/p&gt;&lt;p&gt;Sabrina Kennedy – Fish and Wildlife Biologist&lt;br /&gt;U.S. Fish &amp;amp; Wildlife Service, Ventura Field Office&lt;br /&gt;2493 Portola Road, Suite B&lt;br /&gt;Ventura, CA &amp;nbsp;93003&lt;br /&gt;&lt;a href='mailto:sabrina_kennedy@fws.gov' rel='nofollow ugc'&gt;sabrina_kennedy@fws.gov&lt;/a&gt;&lt;/p&gt;&lt;p&gt;&lt;u&gt;For internal FWS staff, please reference this Data Management Plan&lt;/u&gt;: Project Title: Coastal Ocean Mammal and Bird Education and Research Surveys - BeachCOMBERS&lt;/p&gt;&lt;p&gt;&amp;nbsp;&lt;/p&gt;</idAbs>
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        <keyword>BeachCOMBERS</keyword><keyword>Citizen Science</keyword><keyword>Marine Biology</keyword><keyword>Wildlife Monitoring</keyword><keyword>Conservation</keyword><keyword>California Coast</keyword><keyword>Monterey Bay</keyword><keyword>Moss Landing Marine Labs</keyword><keyword>SJSU (San José State University)</keyword><keyword>MBNMS (Monterey Bay National Marine Sanctuary)</keyword><keyword>Marine Birds</keyword><keyword>Marine Mammals</keyword><keyword>Beached Wildlife</keyword><keyword>Oil Spill Detection</keyword><keyword>Environmental Health</keyword><keyword>Stranding Network</keyword><keyword>Volunteer Opportunities</keyword><keyword>Beach Survey</keyword><keyword>Scientific Research</keyword><keyword>Wildlife Pathology</keyword></searchKeys>
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            <keyword>California Coast</keyword>
            <keyword>Monterey Bay</keyword>
            <keyword>Moss Landing Marine Labs</keyword>
            <keyword>SJSU (San José State University)</keyword>
            <keyword>Marine Birds</keyword>
            <keyword>MBNMS (Monterey Bay National Marine Sanctuary)</keyword>
            <keyword>Marine Mammals</keyword>
            <keyword>Beached Wildlife</keyword>
            <keyword>Oil Spill Detection</keyword>
            <keyword>Environmental Health</keyword>
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            <keyword>Volunteer Opportunities</keyword>
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        <idPurp>Mobile data collection for BeachCOMBER surveys. During the first week of every month, volunteers collect standardized data on all dead marine bird, mammal, and sea turtles along coastal California. If a carcass was encountered, data collection including the following: (1) identified to family or species (when possible); (2) recorded as new versus old deposition; (3) examined for carcass condition (including entanglement); (4) marked to avoid recounting; and (5) occasionally collected for further examination by affiliated biologists.

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</Data>
        </Thumbnail>
    </Binary>
    <mdChar>
        <CharSetCd Sync="FALSE" value="004"/>
    </mdChar>
    <mdDateSt Sync="TRUE">20260116</mdDateSt>
    <mdContact>
        <rpCntInfo>
            <cntAddress addressType="physical">
                <city>Ventura</city>
                <adminArea>CA</adminArea>
                <postCode>93003</postCode>
            </cntAddress>
        </rpCntInfo>
        <role>
            <RoleCd value="002"/>
        </role>
        <rpOrgName>U.S. Fish and Wildlife Service</rpOrgName>
        <rpIndName>Mark Metevier</rpIndName>
        <rpPosName>GIS Specialist</rpPosName>
    </mdContact>
    <dqInfo>
        <report type="DQQuanAttAcc">
            <measResult>
                <ConResult>
                    <conSpec>
                        <resTitle Sync="FALSE">Report</resTitle>
                    </conSpec>
                    <conPass>1</conPass>
                </ConResult>
            </measResult>
        </report>
    </dqInfo>
    <distInfo>
        <distFormat>
            <formatName Sync="TRUE">File Geodatabase Feature Class</formatName>
            <formatVer>File Geodatabase</formatVer>
        </distFormat>
    </distInfo>
    <refSysInfo>
        <RefSystem>
            <refSysID>
                <identCode Sync="TRUE" code="4326"/>
                <idCodeSpace>EPSG</idCodeSpace>
                <idVersion>6.2(3.0.1)</idVersion>
            </refSysID>
        </RefSystem>
    </refSysInfo>
    <mdMaint>
        <maintFreq>
            <MaintFreqCd value="005"/>
        </maintFreq>
    </mdMaint>
    <eainfo>
        <detailed Name="Beach_Survey">
            <enttyp>
                <enttypl Sync="TRUE">Beach_Survey</enttypl>
                <enttypt Sync="TRUE">Feature Class</enttypt>
                <enttypc Sync="TRUE">0</enttypc>
            </enttyp>
            <attr>
                <attrlabl Sync="TRUE">OBJECTID</attrlabl>
                <attalias Sync="TRUE">OBJECTID</attalias>
                <attrtype Sync="TRUE">OID</attrtype>
                <attwidth Sync="TRUE">4</attwidth>
                <atprecis Sync="TRUE">0</atprecis>
                <attscale Sync="TRUE">0</attscale>
                <attrdef Sync="TRUE">Internal feature number.</attrdef>
                <attrdefs Sync="TRUE">Esri</attrdefs>
                <attrdomv>
                    <udom Sync="TRUE">Sequential unique whole numbers that are automatically generated.</udom>
                </attrdomv>
            </attr>
            <attr>
                <attrlabl Sync="TRUE">Shape</attrlabl>
                <attalias Sync="TRUE">Shape</attalias>
                <attrtype Sync="TRUE">Geometry</attrtype>
                <attwidth Sync="TRUE">0</attwidth>
                <atprecis Sync="TRUE">0</atprecis>
                <attscale Sync="TRUE">0</attscale>
                <attrdef Sync="TRUE">Feature geometry.</attrdef>
                <attrdefs Sync="TRUE">Esri</attrdefs>
                <attrdomv>
                    <udom Sync="TRUE">Coordinates defining the features.</udom>
                </attrdomv>
            </attr>
            <attr>
                <attrlabl Sync="TRUE">Header_ID</attrlabl>
                <attalias Sync="TRUE">Header_ID</attalias>
                <attrtype Sync="TRUE">String</attrtype>
                <attwidth Sync="TRUE">8000</attwidth>
                <atprecis Sync="TRUE">0</atprecis>
                <attscale Sync="TRUE">0</attscale>
            </attr>
            <attr>
                <attrlabl Sync="TRUE">Date</attrlabl>
                <attalias Sync="TRUE">Date</attalias>
                <attrtype Sync="TRUE">Integer</attrtype>
                <attwidth Sync="TRUE">4</attwidth>
                <atprecis Sync="TRUE">0</atprecis>
                <attscale Sync="TRUE">0</attscale>
            </attr>
            <attr>
                <attrlabl Sync="TRUE">Year</attrlabl>
                <attalias Sync="TRUE">Year</attalias>
                <attrtype Sync="TRUE">Integer</attrtype>
                <attwidth Sync="TRUE">4</attwidth>
                <atprecis Sync="TRUE">0</atprecis>
                <attscale Sync="TRUE">0</attscale>
            </attr>
            <attr>
                <attrlabl Sync="TRUE">Month</attrlabl>
                <attalias Sync="TRUE">Month</attalias>
                <attrtype Sync="TRUE">Integer</attrtype>
                <attwidth Sync="TRUE">4</attwidth>
                <atprecis Sync="TRUE">0</atprecis>
                <attscale Sync="TRUE">0</attscale>
            </attr>
            <attr>
                <attrlabl Sync="TRUE">Day</attrlabl>
                <attalias Sync="TRUE">Day</attalias>
                <attrtype Sync="TRUE">Integer</attrtype>
                <attwidth Sync="TRUE">4</attwidth>
                <atprecis Sync="TRUE">0</atprecis>
                <attscale Sync="TRUE">0</attscale>
            </attr>
            <attr>
                <attrlabl Sync="TRUE">BeachNumber</attrlabl>
                <attalias Sync="TRUE">BeachNumber</attalias>
                <attrtype Sync="TRUE">Integer</attrtype>
                <attwidth Sync="TRUE">4</attwidth>
                <atprecis Sync="TRUE">0</atprecis>
                <attscale Sync="TRUE">0</attscale>
            </attr>
            <attr>
                <attrlabl Sync="TRUE">SegmentName</attrlabl>
                <attalias Sync="TRUE">SegmentName</attalias>
                <attrtype Sync="TRUE">String</attrtype>
                <attwidth Sync="TRUE">8000</attwidth>
                <atprecis Sync="TRUE">0</atprecis>
                <attscale Sync="TRUE">0</attscale>
            </attr>
            <attr>
                <attrlabl Sync="TRUE">BeachLength</attrlabl>
                <attalias Sync="TRUE">BeachLength</attalias>
                <attrtype Sync="TRUE">Double</attrtype>
                <attwidth Sync="TRUE">8</attwidth>
                <atprecis Sync="TRUE">0</atprecis>
                <attscale Sync="TRUE">0</attscale>
            </attr>
            <attr>
                <attrlabl Sync="TRUE">County</attrlabl>
                <attalias Sync="TRUE">County</attalias>
                <attrtype Sync="TRUE">String</attrtype>
                <attwidth Sync="TRUE">8000</attwidth>
                <atprecis Sync="TRUE">0</atprecis>
                <attscale Sync="TRUE">0</attscale>
            </attr>
            <attr>
                <attrlabl Sync="TRUE">Chapter</attrlabl>
                <attalias Sync="TRUE">Chapter</attalias>
                <attrtype Sync="TRUE">String</attrtype>
                <attwidth Sync="TRUE">8000</attwidth>
                <atprecis Sync="TRUE">0</atprecis>
                <attscale Sync="TRUE">0</attscale>
            </attr>
            <attr>
                <attrlabl Sync="TRUE">BeginTime</attrlabl>
                <attalias Sync="TRUE">BeginTime</attalias>
                <attrtype Sync="TRUE">String</attrtype>
                <attwidth Sync="TRUE">8000</attwidth>
                <atprecis Sync="TRUE">0</atprecis>
                <attscale Sync="TRUE">0</attscale>
            </attr>
            <attr>
                <attrlabl Sync="TRUE">EndTime</attrlabl>
                <attalias Sync="TRUE">EndTime</attalias>
                <attrtype Sync="TRUE">String</attrtype>
                <attwidth Sync="TRUE">8000</attwidth>
                <atprecis Sync="TRUE">0</atprecis>
                <attscale Sync="TRUE">0</attscale>
            </attr>
            <attr>
                <attrlabl Sync="TRUE">TotalTime</attrlabl>
                <attalias Sync="TRUE">TotalTime</attalias>
                <attrtype Sync="TRUE">String</attrtype>
                <attwidth Sync="TRUE">8000</attwidth>
                <atprecis Sync="TRUE">0</atprecis>
                <attscale Sync="TRUE">0</attscale>
            </attr>
            <attr>
                <attrlabl Sync="TRUE">VolName1</attrlabl>
                <attalias Sync="TRUE">VolName1</attalias>
                <attrtype Sync="TRUE">String</attrtype>
                <attwidth Sync="TRUE">8000</attwidth>
                <atprecis Sync="TRUE">0</atprecis>
                <attscale Sync="TRUE">0</attscale>
            </attr>
            <attr>
                <attrlabl Sync="TRUE">VolName2</attrlabl>
                <attalias Sync="TRUE">VolName2</attalias>
                <attrtype Sync="TRUE">String</attrtype>
                <attwidth Sync="TRUE">8000</attwidth>
                <atprecis Sync="TRUE">0</atprecis>
                <attscale Sync="TRUE">0</attscale>
            </attr>
            <attr>
                <attrlabl Sync="TRUE">Vol1TravelTime</attrlabl>
                <attalias Sync="TRUE">Vol1TravelTime</attalias>
                <attrtype Sync="TRUE">Integer</attrtype>
                <attwidth Sync="TRUE">4</attwidth>
                <atprecis Sync="TRUE">0</atprecis>
                <attscale Sync="TRUE">0</attscale>
            </attr>
            <attr>
                <attrlabl Sync="TRUE">Vol2TravelTime</attrlabl>
                <attalias Sync="TRUE">Vol2TravelTime</attalias>
                <attrtype Sync="TRUE">Integer</attrtype>
                <attwidth Sync="TRUE">4</attwidth>
                <atprecis Sync="TRUE">0</atprecis>
                <attscale Sync="TRUE">0</attscale>
            </attr>
            <attr>
                <attrlabl Sync="TRUE">TarBallsPercent</attrlabl>
                <attalias Sync="TRUE">TarBallsPercent</attalias>
                <attrtype Sync="TRUE">String</attrtype>
                <attwidth Sync="TRUE">255</attwidth>
                <atprecis Sync="TRUE">0</atprecis>
                <attscale Sync="TRUE">0</attscale>
            </attr>
            <attr>
                <attrlabl Sync="TRUE">Weather</attrlabl>
                <attalias Sync="TRUE">Weather</attalias>
                <attrtype Sync="TRUE">String</attrtype>
                <attwidth Sync="TRUE">8000</attwidth>
                <atprecis Sync="TRUE">0</atprecis>
                <attscale Sync="TRUE">0</attscale>
            </attr>
            <attr>
                <attrlabl Sync="TRUE">Wind</attrlabl>
                <attalias Sync="TRUE">Wind</attalias>
                <attrtype Sync="TRUE">String</attrtype>
                <attwidth Sync="TRUE">8000</attwidth>
                <atprecis Sync="TRUE">0</atprecis>
                <attscale Sync="TRUE">0</attscale>
            </attr>
            <attr>
                <attrlabl Sync="TRUE">Notes</attrlabl>
                <attalias Sync="TRUE">Notes</attalias>
                <attrtype Sync="TRUE">String</attrtype>
                <attwidth Sync="TRUE">8000</attwidth>
                <atprecis Sync="TRUE">0</atprecis>
                <attscale Sync="TRUE">0</attscale>
            </attr>
            <attr>
                <attrlabl Sync="TRUE">UpCoastLat</attrlabl>
                <attalias Sync="TRUE">UpCoastLat</attalias>
                <attrtype Sync="TRUE">Double</attrtype>
                <attwidth Sync="TRUE">8</attwidth>
                <atprecis Sync="TRUE">0</atprecis>
                <attscale Sync="TRUE">0</attscale>
            </attr>
            <attr>
                <attrlabl Sync="TRUE">UpCoastLong</attrlabl>
                <attalias Sync="TRUE">UpCoastLong</attalias>
                <attrtype Sync="TRUE">Double</attrtype>
                <attwidth Sync="TRUE">8</attwidth>
                <atprecis Sync="TRUE">0</atprecis>
                <attscale Sync="TRUE">0</attscale>
            </attr>
            <attr>
                <attrlabl Sync="TRUE">DownCoastLat</attrlabl>
                <attalias Sync="TRUE">DownCoastLat</attalias>
                <attrtype Sync="TRUE">Double</attrtype>
                <attwidth Sync="TRUE">8</attwidth>
                <atprecis Sync="TRUE">0</atprecis>
                <attscale Sync="TRUE">0</attscale>
            </attr>
            <attr>
                <attrlabl Sync="TRUE">DownCoastLong</attrlabl>
                <attalias Sync="TRUE">DownCoastLong</attalias>
                <attrtype Sync="TRUE">Double</attrtype>
                <attwidth Sync="TRUE">8</attwidth>
                <atprecis Sync="TRUE">0</atprecis>
                <attscale Sync="TRUE">0</attscale>
            </attr>
            <attr>
                <attrlabl Sync="TRUE">MidLat</attrlabl>
                <attalias Sync="TRUE">MidLat</attalias>
                <attrtype Sync="TRUE">Double</attrtype>
                <attwidth Sync="TRUE">8</attwidth>
                <atprecis Sync="TRUE">0</atprecis>
                <attscale Sync="TRUE">0</attscale>
            </attr>
            <attr>
                <attrlabl Sync="TRUE">MidLong</attrlabl>
                <attalias Sync="TRUE">MidLong</attalias>
                <attrtype Sync="TRUE">Double</attrtype>
                <attwidth Sync="TRUE">8</attwidth>
                <atprecis Sync="TRUE">0</atprecis>
                <attscale Sync="TRUE">0</attscale>
            </attr>
            <attr>
                <attrlabl Sync="TRUE">GlobalID</attrlabl>
                <attalias Sync="TRUE">GlobalID</attalias>
                <attrtype Sync="TRUE">GlobalID</attrtype>
                <attwidth Sync="TRUE">38</attwidth>
                <atprecis Sync="TRUE">0</atprecis>
                <attscale Sync="TRUE">0</attscale>
            </attr>
            <attr>
                <attrlabl Sync="TRUE">CreationDate</attrlabl>
                <attalias Sync="TRUE">CreationDate</attalias>
                <attrtype Sync="TRUE">Date</attrtype>
                <attwidth Sync="TRUE">8</attwidth>
                <atprecis Sync="TRUE">0</atprecis>
                <attscale Sync="TRUE">0</attscale>
            </attr>
            <attr>
                <attrlabl Sync="TRUE">Creator</attrlabl>
                <attalias Sync="TRUE">Creator</attalias>
                <attrtype Sync="TRUE">String</attrtype>
                <attwidth Sync="TRUE">128</attwidth>
                <atprecis Sync="TRUE">0</atprecis>
                <attscale Sync="TRUE">0</attscale>
            </attr>
            <attr>
                <attrlabl Sync="TRUE">EditDate</attrlabl>
                <attalias Sync="TRUE">EditDate</attalias>
                <attrtype Sync="TRUE">Date</attrtype>
                <attwidth Sync="TRUE">8</attwidth>
                <atprecis Sync="TRUE">0</atprecis>
                <attscale Sync="TRUE">0</attscale>
            </attr>
            <attr>
                <attrlabl Sync="TRUE">Editor</attrlabl>
                <attalias Sync="TRUE">Editor</attalias>
                <attrtype Sync="TRUE">String</attrtype>
                <attwidth Sync="TRUE">128</attwidth>
                <atprecis Sync="TRUE">0</atprecis>
                <attscale Sync="TRUE">0</attscale>
            </attr>
        </detailed>
    </eainfo>
    <mdConst>
        <Consts>
            <useLimit>&lt;p&gt;None&lt;/p&gt;</useLimit>
        </Consts>
    </mdConst>
    <spatRepInfo>
        <VectSpatRep>
            <topLvl>
                <TopoLevCd Sync="TRUE" value="001"/>
            </topLvl>
            <geometObjs Name="Beach_Survey">
                <geoObjTyp>
                    <GeoObjTypCd Sync="TRUE" value="004"/>
                </geoObjTyp>
                <geoObjCnt Sync="TRUE">0</geoObjCnt>
            </geometObjs>
        </VectSpatRep>
    </spatRepInfo>
    <spdoinfo>
        <ptvctinf>
            <esriterm Name="Beach_Survey">
                <efeatyp Sync="TRUE">Simple</efeatyp>
                <efeageom Sync="TRUE" code="1"/>
                <esritopo Sync="TRUE">FALSE</esritopo>
                <efeacnt Sync="TRUE">0</efeacnt>
                <spindex Sync="TRUE">TRUE</spindex>
                <linrefer Sync="TRUE">FALSE</linrefer>
            </esriterm>
        </ptvctinf>
    </spdoinfo>
</metadata>