<?xml version="1.0" encoding="UTF-8" standalone="no"?>
<metadata xml:lang="en">
<Esri>
<CreaDate>20170821</CreaDate>
<CreaTime>17360800</CreaTime>
<ArcGISFormat>1.0</ArcGISFormat>
<SyncOnce>TRUE</SyncOnce>
</Esri>
<dataIdInfo>
<idAbs>This Database Contains Master Plan of City Of Kigali</idAbs>
<idPurp>Detailed Physical Plan for Gasabo and Kicukiro, Kigali</idPurp>
<idCredit/>
<resConst>
<Consts>
<useLimit/>
</Consts>
</resConst>
<idCitation>
<resTitle>Kigali City Master Plan</resTitle>
</idCitation>
</dataIdInfo>
<Binary>
<Thumbnail>
<Data EsriPropertyType="PictureX">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</Data>
</Thumbnail>
</Binary>
</metadata>
