<?xml version="1.0" encoding="UTF-8" standalone="no"?>
<metadata xml:lang="en">
<Esri>
<CreaDate>20180412</CreaDate>
<CreaTime>15382100</CreaTime>
<ArcGISFormat>1.0</ArcGISFormat>
<SyncOnce>TRUE</SyncOnce>
</Esri>
<dataIdInfo>
<idAbs>Available Streamflow - Calculated at 50% and 80% Exceedance.</idAbs>
<searchKeys>
<keyword>wab</keyword>
<keyword>water availability</keyword>
<keyword>basins</keyword>
<keyword>hydrographics</keyword>
<keyword>owrd</keyword>
</searchKeys>
<idPurp>Available Streamflow - Calculated at 50% and 80% Exceedance.</idPurp>
<idCredit>Oregon Water Resources Department, Hydrographics</idCredit>
<resConst>
<Consts>
<useLimit/>
</Consts>
</resConst>
<idCitation>
<resTitle>Available Streamflow - Calculated at 50% and 80% Exceedance.</resTitle>
</idCitation>
</dataIdInfo>
<Binary>
<Thumbnail>
<Data EsriPropertyType="PictureX">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</Data>
</Thumbnail>
</Binary>
</metadata>
