<?xml version="1.0" encoding="UTF-8"?><metadata xml:lang="en">
    <Esri>
        <ArcGISFormat>1.0</ArcGISFormat>
        <ArcGISProfile>DCPLUS</ArcGISProfile>
        <CreaDate>20220607</CreaDate>
        <CreaTime>20052900</CreaTime>
        <ModDate>20220607</ModDate>
        <ModTime>20052900</ModTime>
        <DataProperties>
            <itemProps>
                <portalDetails>
                    <thumbnailURL>https://www.arcgis.com/sharing/rest/content/items/fc3c7a3e92194c2a8c4fca8d1cff8615/info/thumbnail/ago_downloaded.png</thumbnailURL>
                    <itemDetailsURL>https://www.arcgis.com/home/item.html?id=fc3c7a3e92194c2a8c4fca8d1cff8615</itemDetailsURL>
                    <itemIdentifier>fc3c7a3e92194c2a8c4fca8d1cff8615</itemIdentifier>
                    <itemType>Feature Service</itemType>
                    <resourceURL>https://services7.arcgis.com/1sU4ryVt4fUb3UBC/arcgis/rest/services/GSD_Structures/FeatureServer</resourceURL>
                </portalDetails>
            </itemProps>
        </DataProperties>
    </Esri>
    <dataIdInfo>
        <idCitation>
            <resTitle>GSD Structures</resTitle>
            <date>
                <createDate>2022-06-07T20:05:29</createDate>
                <reviseDate>2022-06-07T20:05:42</reviseDate>
            </date>
        </idCitation>
        <searchKeys/>
        <dataExt>
            <geoEle>
                <GeoBndBox>
                    <westBL Sync="FALSE">-119.84896237492573</westBL>
                    <eastBL Sync="FALSE">-119.80188132135952</eastBL>
                    <northBL Sync="FALSE">34.45331940435687</northBL>
                    <southBL Sync="FALSE">34.423121703392695</southBL>
                    <exTypeCode Sync="TRUE">1</exTypeCode>
                </GeoBndBox>
            </geoEle>
        </dataExt>
    </dataIdInfo>
    <Binary>
        <Thumbnail>
            <Data EsriPropertyType="PictureX">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</Data>
        </Thumbnail>
    </Binary>
    <mdFileID>fc3c7a3e92194c2a8c4fca8d1cff8615</mdFileID>
    <distInfo>
        <distTranOps>
            <onLineSrc>
                <linkage>https://services7.arcgis.com/1sU4ryVt4fUb3UBC/arcgis/rest/services/GSD_Structures/FeatureServer</linkage>
            </onLineSrc>
        </distTranOps>
        <distFormat>
            <formatName>Feature Service</formatName>
        </distFormat>
    </distInfo>
    <refSysInfo>
        <RefSystem>
            <refSysID>
                <identCode code="102100"/>
                <idCodeSpace>EPSG</idCodeSpace>
            </refSysID>
        </RefSystem>
    </refSysInfo>
</metadata>
