<?xml version="1.0" encoding="UTF-8"?><metadata xml:lang="en">
    <Esri>
        <ArcGISFormat>1.0</ArcGISFormat>
        <ArcGISProfile>DCPLUS</ArcGISProfile>
        <CreaDate>20160524</CreaDate>
        <CreaTime>19282200</CreaTime>
        <ModDate>20180810</ModDate>
        <ModTime>19282200</ModTime>
        <DataProperties>
            <itemProps>
                <portalDetails>
                    <thumbnailURL>https://www.arcgis.com/sharing/rest/content/items/97fa5699ab1247d9a55bae5b539dc163/info/thumbnail/ago_downloaded.png</thumbnailURL>
                    <itemDetailsURL>https://www.arcgis.com/home/item.html?id=97fa5699ab1247d9a55bae5b539dc163</itemDetailsURL>
                    <itemIdentifier>97fa5699ab1247d9a55bae5b539dc163</itemIdentifier>
                    <itemType>Feature Service</itemType>
                    <resourceURL>https://services.arcgis.com/2gdL2gxYNFY2TOUb/arcgis/rest/services/sidewalks/FeatureServer</resourceURL>
                </portalDetails>
            </itemProps>
        </DataProperties>
    </Esri>
    <dataIdInfo>
        <idCitation>
            <resTitle>sidewalks</resTitle>
            <date>
                <createDate>2016-05-24T19:28:22</createDate>
                <reviseDate>2018-08-10T15:47:33</reviseDate>
            </date>
        </idCitation>
        <searchKeys>
            <keyword>sidewalks</keyword>
        </searchKeys>
        <dataExt>
            <geoEle>
                <GeoBndBox>
                    <westBL Sync="FALSE">-72.53765372655799</westBL>
                    <eastBL Sync="FALSE">-72.51541164820173</eastBL>
                    <northBL Sync="FALSE">42.402862089685975</northBL>
                    <southBL Sync="FALSE">42.37928236739598</southBL>
                    <exTypeCode Sync="TRUE">1</exTypeCode>
                </GeoBndBox>
            </geoEle>
        </dataExt>
    </dataIdInfo>
    <Binary>
        <Thumbnail>
            <Data EsriPropertyType="PictureX">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</Data>
        </Thumbnail>
    </Binary>
    <mdFileID>97fa5699ab1247d9a55bae5b539dc163</mdFileID>
    <distInfo>
        <distTranOps>
            <onLineSrc>
                <linkage>https://services.arcgis.com/2gdL2gxYNFY2TOUb/arcgis/rest/services/sidewalks/FeatureServer</linkage>
            </onLineSrc>
        </distTranOps>
        <distFormat>
            <formatName>Feature Service</formatName>
        </distFormat>
    </distInfo>
</metadata>
