<?xml version="1.0" encoding="UTF-8" standalone="no"?><metadata xml:lang="en">
    <Esri>
        <CreaDate>20211206</CreaDate>
        <CreaTime>16531900</CreaTime>
        <ArcGISFormat>1.0</ArcGISFormat>
        <SyncOnce>TRUE</SyncOnce>
        <DataProperties/>
    </Esri>
    <dataIdInfo>
        <idAbs/>
        <searchKeys>
            <keyword>bakersfield</keyword>
        </searchKeys>
        <idPurp>pt 3</idPurp>
        <idCredit/>
        <resConst>
            <Consts>
                <useLimit/>
            </Consts>
        </resConst>
    </dataIdInfo>
    <Binary>
        <Thumbnail>
            <Data EsriPropertyType="PictureX">/9j/4AAQSkZJRgABAQEAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0a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</Data>
        </Thumbnail>
    </Binary>
</metadata>