<?xml version="1.0" encoding="UTF-8" standalone="no"?>
<metadata xml:lang="en">
<Esri>
<CreaDate>20200929</CreaDate>
<CreaTime>13292000</CreaTime>
<ArcGISFormat>1.0</ArcGISFormat>
<SyncOnce>TRUE</SyncOnce>
</Esri>
<dataIdInfo>
<idAbs>Service représentant les requêtes de déneigement</idAbs>
<searchKeys>
<keyword>Deneigement</keyword>
<keyword>ARI</keyword>
</searchKeys>
<idPurp>Service représentant les requêtes de déneigement</idPurp>
<idCredit>Service de la géomatique - Ville de Longueuil</idCredit>
<resConst>
<Consts>
<useLimit/>
</Consts>
</resConst>
<idCitation>
<resTitle>Requetes_Deneigement</resTitle>
</idCitation>
</dataIdInfo>
<Binary>
<Thumbnail>
<Data EsriPropertyType="PictureX">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</Data>
</Thumbnail>
</Binary>
</metadata>
