<?xml version="1.0" encoding="UTF-8" standalone="no"?>
<metadata xml:lang="en">
<Esri>
<CreaDate>20240814</CreaDate>
<CreaTime>09245300</CreaTime>
<ArcGISFormat>1.0</ArcGISFormat>
<SyncOnce>TRUE</SyncOnce>
</Esri>
<dataIdInfo>
<idAbs>Map to sfow the location of closures of road and others</idAbs>
<searchKeys>
<keyword>Closures Detour</keyword>
</searchKeys>
<idPurp>Dawson Creek Road Closures and Detour</idPurp>
<idCredit/>
<resConst>
<Consts>
<useLimit/>
</Consts>
</resConst>
<idCitation>
<resTitle>DC_Road_Closures_Map</resTitle>
</idCitation>
</dataIdInfo>
<Binary>
<Thumbnail>
<Data EsriPropertyType="PictureX">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</Data>
</Thumbnail>
</Binary>
</metadata>
