<?xml version="1.0" encoding="UTF-8" standalone="no"?>
<metadata xml:lang="en">
<Esri>
<CreaDate>20140806</CreaDate>
<CreaTime>10064100</CreaTime>
<ArcGISFormat>1.0</ArcGISFormat>
<SyncOnce>TRUE</SyncOnce>
</Esri>
<dataIdInfo>
<idAbs>Displays snow plow progress grid, downtown prioirty areas and niehgborhooods and Snow Route prioirty by roads (first, second, third)</idAbs>
<idPurp>Displays snow plow progress grid, downtown prioirty areas and niehgborhooods and Snow Route prioirty by roads (first, second, third)</idPurp>
<idCredit/>
<resConst>
<Consts>
<useLimit/>
</Consts>
</resConst>
<idCitation>
<resTitle>Snow_Routes_Areas</resTitle>
</idCitation>
<searchKeys>
<keyword>snow</keyword>
</searchKeys>
</dataIdInfo>
<Binary>
<Thumbnail>
<Data EsriPropertyType="PictureX">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</Data>
</Thumbnail>
</Binary>
</metadata>
