<?xml version="1.0" encoding="UTF-8" standalone="no"?>
<metadata xml:lang="en">
<Esri>
<CreaDate>20180802</CreaDate>
<CreaTime>09483100</CreaTime>
<ArcGISFormat>1.0</ArcGISFormat>
<SyncOnce>TRUE</SyncOnce>
</Esri>
<dataIdInfo>
<idAbs>Oregon County Boundaries</idAbs>
<searchKeys>
<keyword>Oregon DOT</keyword>
<keyword>ODOT</keyword>
<keyword>BLM</keyword>
<keyword>county boundaries</keyword>
<keyword>data</keyword>
</searchKeys>
<idPurp>Oregon County Boundaries</idPurp>
<idCredit>Oregon Department of Transportation</idCredit>
<resConst>
<Consts>
<useLimit/>
</Consts>
</resConst>
<idCitation>
<resTitle>county_boundaries</resTitle>
</idCitation>
</dataIdInfo>
<Binary>
<Thumbnail>
<Data EsriPropertyType="PictureX">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</Data>
</Thumbnail>
</Binary>
</metadata>
