<?xml version="1.0" encoding="UTF-8" standalone="no"?>
<metadata xml:lang="en">
<Esri>
<CreaDate>20190612</CreaDate>
<CreaTime>14161900</CreaTime>
<ArcGISFormat>1.0</ArcGISFormat>
<SyncOnce>TRUE</SyncOnce>
</Esri>
<dataIdInfo>
<idAbs>Randolph County Base Map containing Highways and County Boundary in State Plane NAD 83.</idAbs>
<searchKeys>
<keyword>Highways</keyword>
<keyword>Cities and County Boundary.</keyword>
</searchKeys>
<idPurp>Randolph County Base Map</idPurp>
<idCredit/>
<resConst>
<Consts>
<useLimit/>
</Consts>
</resConst>
<idCitation>
<resTitle>Randolph County, Imagery Base Map</resTitle>
</idCitation>
</dataIdInfo>
<Binary>
<Thumbnail>
<Data EsriPropertyType="PictureX">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</Data>
</Thumbnail>
</Binary>
</metadata>
