<?xml version="1.0" encoding="UTF-8" standalone="no"?>
<metadata xml:lang="en">
<Esri>
<CreaDate>20190613</CreaDate>
<CreaTime>12424300</CreaTime>
<ArcGISFormat>1.0</ArcGISFormat>
<SyncOnce>TRUE</SyncOnce>
</Esri>
<dataIdInfo>
<idAbs>Technical Assistance Scenarios</idAbs>
<searchKeys>
<keyword>Gypsum</keyword>
<keyword>KS</keyword>
</searchKeys>
<idPurp>Gypsum, KS Technical Assistance</idPurp>
<idCredit/>
<resConst>
<Consts>
<useLimit/>
</Consts>
</resConst>
<idCitation>
<resTitle>Gypsum</resTitle>
</idCitation>
</dataIdInfo>
<Binary>
<Thumbnail>
<Data EsriPropertyType="PictureX">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</Data>
</Thumbnail>
</Binary>
</metadata>
