<?xml version="1.0" encoding="UTF-8" standalone="no"?><metadata xml:lang="en">
    <Esri>
        <CreaDate>20260113</CreaDate>
        <CreaTime>10411500</CreaTime>
        <ArcGISFormat>1.0</ArcGISFormat>
        <SyncOnce>TRUE</SyncOnce>
        <DataProperties><itemProps><portalDetails><thumbnailURL>https://www.arcgis.com/sharing/rest/content/items/0fc644aaac50429185f36d850518046c/info/thumbnail/thumbnail1770830487586.png</thumbnailURL></portalDetails></itemProps></DataProperties>
    </Esri>
    <dataIdInfo>
        <idAbs>&lt;p&gt;Preexiting bike lanes in the Downtown Santa Maria Area. Curated for the Santa Maria Downtown Multimodal Assessment web viewer.&lt;/p&gt;</idAbs>
        <idPurp/>
        <idCredit/>
        <resConst>
            <Consts>
                <useLimit/>
            </Consts>
        </resConst>
    </dataIdInfo>
    <Binary>
        <Thumbnail>
            <Data EsriPropertyType="PictureX">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</Data>
        </Thumbnail>
    </Binary>
</metadata>