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</Data>
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    </Binary>
    <mdChar>
        <CharSetCd value="004"/>
    </mdChar>
    <mdDateSt>20230607</mdDateSt>
    <distInfo>
        <distTranOps>
            <transSize Sync="TRUE">0.000</transSize>
        </distTranOps>
        <distFormat>
            <formatName>Shapefile</formatName>
        </distFormat>
    </distInfo>
    <refSysInfo>
        <RefSystem>
            <refSysID>
                <identCode Sync="TRUE" code="26985"/>
                <idCodeSpace>EPSG</idCodeSpace>
                <idVersion>4.5(3.0.1)</idVersion>
            </refSysID>
        </RefSystem>
    </refSysInfo>
    <eainfo>
        <detailed Name="AnadromousSpawningSites_all_ReformatTable1">
            <enttyp>
                <enttypl>AnadromousSpawningReformat view</enttypl>
                <enttypt>Feature Class</enttypt>
                <enttypc>0</enttypc>
            </enttyp>
            <attr>
                <attrlabl>FID</attrlabl>
                <attalias>FID</attalias>
                <attrtype>OID</attrtype>
                <attwidth>4</attwidth>
                <atprecis>0</atprecis>
                <attscale>0</attscale>
                <attrdef>Internal feature number.</attrdef>
                <attrdefs>Esri</attrdefs>
                <attrdomv>
                    <udom>Sequential unique whole numbers that are automatically generated.</udom>
                </attrdomv>
            </attr>
            <attr>
                <attrlabl>Shape</attrlabl>
                <attalias>Shape</attalias>
                <attrtype>Geometry</attrtype>
                <attwidth>0</attwidth>
                <atprecis>0</atprecis>
                <attscale>0</attscale>
                <attrdef>Feature geometry.</attrdef>
                <attrdefs>Esri</attrdefs>
                <attrdomv>
                    <udom>Coordinates defining the features.</udom>
                </attrdomv>
            </attr>
            <attr>
                <attrlabl>RecordNum</attrlabl>
                <attalias>RecordNum</attalias>
                <attrtype>String</attrtype>
                <attwidth>254</attwidth>
                <atprecis>0</atprecis>
                <attscale>0</attscale>
                <attrdef>Unique number for each record in the dataset. Each record is a composite of data from the same sampling event for multiple species.</attrdef>
                <attrdefs>Uphoff, J. H., Jr., M. McGinty, A. Park, C. Hoover, and S. Dawson. 2020. Marine and estuarine finfish ecological and habitat investigations. Maryland Department of Natural Resources, Fishing and Boating Services, Annapolis, Maryland.</attrdefs>
            </attr>
            <attr>
                <attrlabl>Investigat</attrlabl>
                <attalias>Investigat</attalias>
                <attrtype>String</attrtype>
                <attwidth>254</attwidth>
                <atprecis>0</atprecis>
                <attscale>0</attscale>
            </attr>
            <attr>
                <attrlabl>Source</attrlabl>
                <attalias>Source</attalias>
                <attrtype>String</attrtype>
                <attwidth>254</attwidth>
                <atprecis>0</atprecis>
                <attscale>0</attscale>
                <attrdef>Report pages where the original data was located. For description of the original reports see Uphoff, J. H., Jr., M. McGinty, A. Park, C. Hoover, and S. Dawson. 2020. Marine and estuarine finfish ecological and habitat investigations. Maryland Department of Natural Resources, Fishing and Boating Services, Annapolis, Maryland.</attrdef>
            </attr>
            <attr>
                <attrlabl>Basin</attrlabl>
                <attalias>Basin</attalias>
                <attrtype>String</attrtype>
                <attwidth>254</attwidth>
                <atprecis>0</atprecis>
                <attscale>0</attscale>
                <attrdef>MDE 8-Digit watershed</attrdef>
            </attr>
            <attr>
                <attrlabl>Stream</attrlabl>
                <attalias>Stream</attalias>
                <attrtype>String</attrtype>
                <attwidth>254</attwidth>
                <atprecis>0</atprecis>
                <attscale>0</attscale>
                <attrdef>Stream Name</attrdef>
            </attr>
            <attr>
                <attrlabl>Location</attrlabl>
                <attalias>Location</attalias>
                <attrtype>String</attrtype>
                <attwidth>254</attwidth>
                <atprecis>0</atprecis>
                <attscale>0</attscale>
                <attrdef>Description of sample site.</attrdef>
            </attr>
            <attr>
                <attrlabl>County</attrlabl>
                <attalias>County</attalias>
                <attrtype>String</attrtype>
                <attwidth>254</attwidth>
                <atprecis>0</atprecis>
                <attscale>0</attscale>
                <attrdef>Maryland county sample site located in.</attrdef>
            </attr>
            <attr>
                <attrlabl>Lat</attrlabl>
                <attalias>Lat</attalias>
                <attrtype>Double</attrtype>
                <attwidth>19</attwidth>
                <atprecis>0</atprecis>
                <attscale>0</attscale>
            </attr>
            <attr>
                <attrlabl>Long</attrlabl>
                <attalias>Long</attalias>
                <attrtype>Double</attrtype>
                <attwidth>19</attwidth>
                <atprecis>0</atprecis>
                <attscale>0</attscale>
            </attr>
            <attr>
                <attrlabl>HabitatTyp</attrlabl>
                <attalias>HabitatTyp</attalias>
                <attrtype>String</attrtype>
                <attwidth>254</attwidth>
                <atprecis>0</atprecis>
                <attscale>0</attscale>
            </attr>
            <attr>
                <attrlabl>SampleType</attrlabl>
                <attalias>SampleType</attalias>
                <attrtype>String</attrtype>
                <attwidth>254</attwidth>
                <atprecis>0</atprecis>
                <attscale>0</attscale>
                <attrdef>Type of sample observed: egg chain,  estuarine, tidal, inland, or Reported Commercial and Rec Catch &amp; Collection</attrdef>
            </attr>
            <attr>
                <attrlabl>Institutio</attrlabl>
                <attalias>Institutio</attalias>
                <attrtype>String</attrtype>
                <attwidth>254</attwidth>
                <atprecis>0</atprecis>
                <attscale>0</attscale>
            </attr>
            <attr>
                <attrlabl>Blockage</attrlabl>
                <attalias>Blockage</attalias>
                <attrtype>String</attrtype>
                <attwidth>254</attwidth>
                <atprecis>0</atprecis>
                <attscale>0</attscale>
            </attr>
            <attr>
                <attrlabl>Year</attrlabl>
                <attalias>Year</attalias>
                <attrtype>Integer</attrtype>
                <attwidth>10</attwidth>
                <atprecis>10</atprecis>
                <attscale>0</attscale>
                <attrdef>Year of data collection.</attrdef>
            </attr>
            <attr>
                <attrlabl>A_Herring</attrlabl>
                <attalias>A_Herring</attalias>
                <attrtype>Integer</attrtype>
                <attwidth>5</attwidth>
                <atprecis>5</atprecis>
                <attscale>0</attscale>
                <attrdef>Alewife herring egg or larvae: 0=absent, 1=present.</attrdef>
            </attr>
            <attr>
                <attrlabl>B_Herring</attrlabl>
                <attalias>B_Herring</attalias>
                <attrtype>Integer</attrtype>
                <attwidth>5</attwidth>
                <atprecis>5</atprecis>
                <attscale>0</attscale>
                <attrdef>Blueback herring egg or larvae: 0=absent, 1=present.</attrdef>
            </attr>
            <attr>
                <attrlabl>Herring</attrlabl>
                <attalias>Herring</attalias>
                <attrtype>Integer</attrtype>
                <attwidth>5</attwidth>
                <atprecis>5</atprecis>
                <attscale>0</attscale>
                <attrdef>Herring (alewife or blueback) egg or larvae: 0=absent, 1=present.</attrdef>
            </attr>
            <attr>
                <attrlabl>A_Shad</attrlabl>
                <attalias>A_Shad</attalias>
                <attrtype>Integer</attrtype>
                <attwidth>5</attwidth>
                <atprecis>5</atprecis>
                <attscale>0</attscale>
                <attrdef>American shad egg or larvae: 0=absent, 1=present.</attrdef>
            </attr>
            <attr>
                <attrlabl>H_Shad</attrlabl>
                <attalias>H_Shad</attalias>
                <attrtype>Integer</attrtype>
                <attwidth>5</attwidth>
                <atprecis>5</atprecis>
                <attscale>0</attscale>
                <attrdef>Hickory shad egg or larvae: 0=absent, 1=present.</attrdef>
            </attr>
            <attr>
                <attrlabl>Shad</attrlabl>
                <attalias>Shad</attalias>
                <attrtype>Integer</attrtype>
                <attwidth>5</attwidth>
                <atprecis>5</atprecis>
                <attscale>0</attscale>
                <attrdef>Shad (American or hickory) egg or larvae: 0=absent, 1=present.</attrdef>
            </attr>
            <attr>
                <attrlabl>Clupeid</attrlabl>
                <attalias>Clupeid</attalias>
                <attrtype>Integer</attrtype>
                <attwidth>5</attwidth>
                <atprecis>5</atprecis>
                <attscale>0</attscale>
                <attrdef>Clupeid (alewife herring, blueback herring, American shad, &amp; hickory shad) egg or larvae. 0=absent, 1=present.</attrdef>
            </attr>
            <attr>
                <attrlabl>S_Bass</attrlabl>
                <attalias>S_Bass</attalias>
                <attrtype>Integer</attrtype>
                <attwidth>5</attwidth>
                <atprecis>5</atprecis>
                <attscale>0</attscale>
                <attrdef>Striped bass egg or larvae: 0=absent, 1=present.</attrdef>
            </attr>
            <attr>
                <attrlabl>W_Perch</attrlabl>
                <attalias>W_Perch</attalias>
                <attrtype>Integer</attrtype>
                <attwidth>5</attwidth>
                <atprecis>5</atprecis>
                <attscale>0</attscale>
                <attrdef>White perch egg or larvae: 0=absent, 1=present.</attrdef>
            </attr>
            <attr>
                <attrlabl>Y_Perch</attrlabl>
                <attalias>Y_Perch</attalias>
                <attrtype>Integer</attrtype>
                <attwidth>5</attwidth>
                <atprecis>5</atprecis>
                <attscale>0</attscale>
                <attrdef>Yellow perch egg or larvae: 0=absent, 1=present.</attrdef>
            </attr>
            <attr>
                <attrlabl>PresHerrin</attrlabl>
                <attalias>PresHerrin</attalias>
                <attrtype>Integer</attrtype>
                <attwidth>5</attwidth>
                <atprecis>5</atprecis>
                <attscale>0</attscale>
            </attr>
            <attr>
                <attrlabl>PresShad</attrlabl>
                <attalias>PresShad</attalias>
                <attrtype>Integer</attrtype>
                <attwidth>5</attwidth>
                <atprecis>5</atprecis>
                <attscale>0</attscale>
                <attrdef>Shad (American, hickory, and shad categories combined) egg or larvae: 0=absent, 1=present.</attrdef>
            </attr>
            <attr>
                <attrlabl>PresClupei</attrlabl>
                <attalias>PresClupei</attalias>
                <attrtype>Integer</attrtype>
                <attwidth>5</attwidth>
                <atprecis>5</atprecis>
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