<?xml version="1.0" encoding="UTF-8" standalone="no"?><metadata xml:lang="en">
    <Esri>
        <CreaDate>20251013</CreaDate>
        <CreaTime>18074500</CreaTime>
        <ArcGISFormat>1.0</ArcGISFormat>
        <SyncOnce>TRUE</SyncOnce>
    <DataProperties><itemProps><portalDetails><thumbnailURL>https://www.arcgis.com/sharing/rest/content/items/b41959825ec14be7a0c3399c673ba128/info/thumbnail/ago_downloaded.png</thumbnailURL></portalDetails></itemProps></DataProperties></Esri>
    <dataIdInfo>
        <idCitation>
            <resTitle>Cities in Pierce County</resTitle>
        </idCitation>
        <idAbs>&lt;DIV STYLE="text-align:Left;font-size:12pt"&gt;&lt;DIV&gt;&lt;DIV&gt;&lt;P&gt;&lt;SPAN&gt;Incorporated city boundary polygons within Pierce County. Data is based on legal descriptions and coordinate geometry. This theme is used for cartographic purposes only and some hydrographic features have been removed from this data for cartographic purposes. Additionally, it does not include the annexation boundaries, which are available in the layer called "Cities - Annexations".  Please read metadata for additional information (https://matterhorn.piercecountywa.gov/GISmetadata/pdbis_cities.html). Any use or data download constitutes acceptance of the Terms of Use (https://matterhorn.piercecountywa.gov/disclaimer/PierceCountyGISDataTermsofUse.pdf).&lt;/SPAN&gt;&lt;/P&gt;&lt;/DIV&gt;&lt;/DIV&gt;&lt;/DIV&gt;</idAbs>
        <idCredit/>
        <searchKeys/>
        <idPurp/>
        <resConst>
            <Consts>
                <useLimit/>
            </Consts>
        </resConst>
    </dataIdInfo>
<Binary><Thumbnail><Data EsriPropertyType="PictureX">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</Data></Thumbnail></Binary></metadata>