<?xml version="1.0" encoding="UTF-8"?><metadata xml:lang="en">
    <Esri>
        <ArcGISFormat>1.0</ArcGISFormat>
        <ArcGISProfile>DCPLUS</ArcGISProfile>
        <CreaDate>20181121</CreaDate>
        <CreaTime>20102600</CreaTime>
        <ModDate>20181121</ModDate>
        <ModTime>20102600</ModTime>
        <DataProperties>
            <itemProps>
                <portalDetails>
                    <thumbnailURL>https://www.arcgis.com/sharing/rest/content/items/fe22911354ed43b7b940b4334da28cf5/info/thumbnail/thumbnail1542831185708.png</thumbnailURL>
                    <itemDetailsURL>https://www.arcgis.com/home/item.html?id=fe22911354ed43b7b940b4334da28cf5</itemDetailsURL>
                    <itemIdentifier>fe22911354ed43b7b940b4334da28cf5</itemIdentifier>
                    <itemType>Feature Service</itemType>
                    <resourceURL>https://services.arcgis.com/B7NI2jUD81lCgSpx/arcgis/rest/services/Political_boundary_shapefile/FeatureServer</resourceURL>
                </portalDetails>
            </itemProps>
        </DataProperties>
    </Esri>
    <dataIdInfo>
        <idCitation>
            <resTitle>Political_boundary_shapefile</resTitle>
            <date>
                <createDate>2018-11-21T20:10:26</createDate>
                <reviseDate>2018-11-21T20:41:03</reviseDate>
            </date>
        </idCitation>
        <searchKeys>
            <keyword>Assignment  3_ Kibera Crime Mapping</keyword>
            <keyword>Crime mapping in Kibera Slum</keyword>
            <keyword>Nairobi</keyword>
            <keyword>Assignment 3_ Kibera Crime Mapping</keyword>
        </searchKeys>
        <idAbs>&lt;span style='color: rgb(0, 0, 0); font-family: open_sansregular, sans-serif;'&gt;&lt;font size='3'&gt;Kibera is in southwest Nairobi roughly 6.5 Kilometers from the city center. Much of its southern border is bounded by the Nairobi River and the Nairobi Dam, an artificial lake that used to provide drinking water to the residents of the city. Kibera is subdivided into 13 villages. &lt;/font&gt;&lt;/span&gt;</idAbs>
        <dataExt>
            <geoEle>
                <GeoBndBox>
                    <westBL Sync="FALSE">36.75388220000001</westBL>
                    <eastBL Sync="FALSE">36.9566353</eastBL>
                    <northBL Sync="FALSE">-1.2927316000000058</northBL>
                    <southBL Sync="FALSE">-1.450791800000005</southBL>
                    <exTypeCode Sync="TRUE">1</exTypeCode>
                </GeoBndBox>
            </geoEle>
        </dataExt>
    </dataIdInfo>
    <Binary>
        <Thumbnail>
            <Data EsriPropertyType="PictureX">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</Data>
        </Thumbnail>
    </Binary>
    <mdFileID>fe22911354ed43b7b940b4334da28cf5</mdFileID>
    <distInfo>
        <distTranOps>
            <onLineSrc>
                <linkage>https://services.arcgis.com/B7NI2jUD81lCgSpx/arcgis/rest/services/Political_boundary_shapefile/FeatureServer</linkage>
            </onLineSrc>
        </distTranOps>
        <distFormat>
            <formatName>Feature Service</formatName>
        </distFormat>
    </distInfo>
</metadata>
