<?xml version="1.0" encoding="UTF-8"?><metadata xml:lang="en">
    <Esri>
        <ArcGISFormat>1.0</ArcGISFormat>
        <ArcGISProfile>DCPLUS</ArcGISProfile>
        <CreaDate>20230322</CreaDate>
        <CreaTime>13462100</CreaTime>
        <ModDate>20230322</ModDate>
        <ModTime>13462100</ModTime>
        <DataProperties>
            <itemProps>
                <portalDetails>
                    <thumbnailURL>https://www.arcgis.com/sharing/rest/content/items/87965f62434144169082109bd074b231/info/thumbnail/ago_downloaded.png</thumbnailURL>
                    <itemDetailsURL>https://www.arcgis.com/home/item.html?id=87965f62434144169082109bd074b231</itemDetailsURL>
                    <itemIdentifier>87965f62434144169082109bd074b231</itemIdentifier>
                    <itemType>Feature Service</itemType>
                    <resourceURL>https://services2.arcgis.com/kNS2ppBA4rwAQQZy/arcgis/rest/services/LC_MapCov/FeatureServer</resourceURL>
                </portalDetails>
            </itemProps>
        </DataProperties>
    </Esri>
    <dataIdInfo>
        <idCitation>
            <resTitle>LC_MapCov</resTitle>
            <date>
                <createDate>2023-03-22T13:46:21</createDate>
                <reviseDate>2023-03-22T13:47:42</reviseDate>
            </date>
        </idCitation>
        <searchKeys>
            <keyword>Lewis and Clark</keyword>
            <keyword>MSDIS</keyword>
            <keyword>Story Map</keyword>
        </searchKeys>
        <dataExt>
            <geoEle>
                <GeoBndBox>
                    <westBL Sync="FALSE">-95.78274881879202</westBL>
                    <eastBL Sync="FALSE">-90.03809559417498</eastBL>
                    <northBL Sync="FALSE">40.61986964552843</northBL>
                    <southBL Sync="FALSE">38.236461464121206</southBL>
                    <exTypeCode Sync="TRUE">1</exTypeCode>
                </GeoBndBox>
            </geoEle>
        </dataExt>
    </dataIdInfo>
    <Binary>
        <Thumbnail>
            <Data EsriPropertyType="PictureX">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</Data>
        </Thumbnail>
    </Binary>
    <mdFileID>87965f62434144169082109bd074b231</mdFileID>
    <distInfo>
        <distTranOps>
            <onLineSrc>
                <linkage>https://services2.arcgis.com/kNS2ppBA4rwAQQZy/arcgis/rest/services/LC_MapCov/FeatureServer</linkage>
            </onLineSrc>
        </distTranOps>
        <distFormat>
            <formatName>Feature Service</formatName>
        </distFormat>
    </distInfo>
    <refSysInfo>
        <RefSystem>
            <refSysID>
                <identCode code="102100"/>
                <idCodeSpace>EPSG</idCodeSpace>
            </refSysID>
        </RefSystem>
    </refSysInfo>
</metadata>
