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<Esri>
<CreaDate>20210414</CreaDate>
<CreaTime>12590500</CreaTime>
<ArcGISFormat>1.0</ArcGISFormat>
<SyncOnce>TRUE</SyncOnce>
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<dataIdInfo>
<idAbs>This map shows the current impaired waters assessment units.</idAbs>
<searchKeys>
<keyword>IMPAIRED WATERS</keyword>
<keyword>ASSESSMENT UNITS</keyword>
</searchKeys>
<idPurp>Map of Wyoming Assessment Units.</idPurp>
<idCredit>Tetra Tech, WDEQ-WQD, </idCredit>
<resConst>
<Consts>
<useLimit>None</useLimit>
</Consts>
</resConst>
<idCitation>
<resTitle>Wyoming Assessment Unit Map</resTitle>
</idCitation>
</dataIdInfo>
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</Data>
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