<?xml version="1.0" encoding="UTF-8" standalone="no"?><metadata xml:lang="en">
    <Esri>
        <ArcGISFormat>1.0</ArcGISFormat>
        <ArcGISProfile>DCPLUS</ArcGISProfile>
        <CreaDate>20250127</CreaDate>
        <CreaTime>02091500</CreaTime>
        <ModDate>20250127</ModDate>
        <ModTime>02091500</ModTime>
        <DataProperties>
            <itemProps>
                <portalDetails>
                    <thumbnailURL>https://www.arcgis.com/sharing/rest/content/items/0a4943597b0549e5aa17946e5cb519d2/info/thumbnail/thumbnail1737944757248.png</thumbnailURL>
                    <itemDetailsURL>https://www.arcgis.com/home/item.html?id=0a4943597b0549e5aa17946e5cb519d2</itemDetailsURL>
                    <itemIdentifier>0a4943597b0549e5aa17946e5cb519d2</itemIdentifier>
                    <itemType>Feature Service</itemType>
                    <resourceURL>https://services1.arcgis.com/RTaez8fHeIiDRbgb/arcgis/rest/services/Cross_Slope/FeatureServer</resourceURL>
                </portalDetails>
            </itemProps>
        </DataProperties>
    </Esri>
    <dataIdInfo>
        <idCitation>
            <resTitle>Cross Slope</resTitle>
        </idCitation>
        <searchKeys>
            <keyword>Deepwalk</keyword>
            <keyword>ADA</keyword>
        </searchKeys>
        <dataExt>
            <geoEle>
                <GeoBndBox>
                    <westBL Sync="FALSE">-88.8191233669304</westBL>
                    <eastBL Sync="FALSE">-88.7993752499318</eastBL>
                    <northBL Sync="FALSE">33.464036539911</northBL>
                    <southBL Sync="FALSE">33.459132057004794</southBL>
                    <exTypeCode Sync="TRUE">1</exTypeCode>
                </GeoBndBox>
            </geoEle>
        </dataExt>
    </dataIdInfo>
    <Binary>
        <Thumbnail>
            <Data EsriPropertyType="PictureX">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</Data>
        </Thumbnail>
    </Binary>
    <mdFileID>0a4943597b0549e5aa17946e5cb519d2</mdFileID>
    <distInfo>
        <distTranOps>
            <onLineSrc>
                <linkage>https://services1.arcgis.com/RTaez8fHeIiDRbgb/arcgis/rest/services/Cross_Slope/FeatureServer</linkage>
            </onLineSrc>
        </distTranOps>
        <distFormat>
            <formatName>Feature Service</formatName>
        </distFormat>
    </distInfo>
    <refSysInfo>
        <RefSystem>
            <refSysID>
                <identCode code="102100"/>
                <idCodeSpace>EPSG</idCodeSpace>
            </refSysID>
        </RefSystem>
    </refSysInfo>
</metadata>