<?xml version="1.0" encoding="UTF-8" standalone="no"?>
<metadata xml:lang="en">
<Esri>
<CreaDate>20201216</CreaDate>
<CreaTime>16411800</CreaTime>
<ArcGISFormat>1.0</ArcGISFormat>
<SyncOnce>TRUE</SyncOnce>
<MapLyrSync>TRUE</MapLyrSync>
</Esri>
<dataIdInfo>
<idCitation>
<resTitle>SnowPriorityRoadsOperationalAreas</resTitle>
</idCitation>
<idAbs/>
<idPurp>Snow Priority Roads and Public Works Snow Operational Areas</idPurp>
<idCredit/>
<searchKeys>
<keyword>Public Works</keyword>
<keyword>Snow</keyword>
<keyword>Priority Roads</keyword>
</searchKeys>
<resConst>
<Consts>
<useLimit/>
</Consts>
</resConst>
</dataIdInfo>
<Binary>
<Thumbnail>
<Data EsriPropertyType="PictureX">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</Data>
</Thumbnail>
</Binary>
</metadata>
