<?xml version="1.0" encoding="UTF-8" standalone="no"?>
<metadata xml:lang="fr">
<Esri>
<CreaDate>20190508</CreaDate>
<CreaTime>11391200</CreaTime>
<ArcGISFormat>1.0</ArcGISFormat>
<SyncOnce>TRUE</SyncOnce>
</Esri>
<dataIdInfo>
<idAbs>Orthophoto 2010</idAbs>
<searchKeys>
<keyword>Orthophoto 2010</keyword>
</searchKeys>
<idPurp>Orthophoto 2010</idPurp>
<idCredit>Ville de Drummondville</idCredit>
<resConst>
<Consts>
<useLimit/>
</Consts>
</resConst>
<idCitation>
<resTitle>ortho2010_MTM</resTitle>
</idCitation>
</dataIdInfo>
<Binary>
<Thumbnail>
<Data EsriPropertyType="PictureX">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</Data>
</Thumbnail>
</Binary>
</metadata>
