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        <ArcGISFormat>1.0</ArcGISFormat>
        <ArcGISProfile>DCPLUS</ArcGISProfile>
        <CreaDate>20231107</CreaDate>
        <CreaTime>16502000</CreaTime>
        <ModDate>20231108</ModDate>
        <ModTime>16502000</ModTime>
        <DataProperties>
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                    <itemDetailsURL>https://www.arcgis.com/home/item.html?id=bdcb14acbcc2483e970e72afa2f4d5a9</itemDetailsURL>
                    <itemIdentifier>bdcb14acbcc2483e970e72afa2f4d5a9</itemIdentifier>
                    <itemType>Feature Service</itemType>
                    <resourceURL>https://services1.arcgis.com/5ly0cVV70qsN8Soc/arcgis/rest/services/Alley_Join/FeatureServer</resourceURL>
                </portalDetails>
            </itemProps>
        </DataProperties>
    </Esri>
    <dataIdInfo>
        <idCitation>
            <resTitle>Alley_Join</resTitle>
            <date>
                <createDate>2023-11-07T16:50:20</createDate>
                <reviseDate>2023-11-08T21:36:26</reviseDate>
            </date>
        </idCitation>
        <searchKeys/>
        <idPurp>Output generated from Join Features</idPurp>
        <idAbs>Output generated from running the Join Features analysis tool.</idAbs>
        <dataExt>
            <geoEle>
                <GeoBndBox>
                    <westBL Sync="FALSE">-88.06566847494389</westBL>
                    <eastBL Sync="FALSE">-87.8699081858453</eastBL>
                    <northBL Sync="FALSE">43.17471643590822</northBL>
                    <southBL Sync="FALSE">42.920891628499945</southBL>
                    <exTypeCode Sync="TRUE">1</exTypeCode>
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        </dataExt>
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