<?xml version="1.0" encoding="UTF-8" standalone="no"?>
<metadata xml:lang="en">
<Esri>
<CreaDate>20180801</CreaDate>
<CreaTime>16191700</CreaTime>
<ArcGISFormat>1.0</ArcGISFormat>
<SyncOnce>TRUE</SyncOnce>
</Esri>
<dataIdInfo>
<idAbs>mineral deriv map</idAbs>
<searchKeys>
<keyword>mineral deriv map</keyword>
</searchKeys>
<idPurp>mineral deriv map</idPurp>
<idCredit>mineral deriv map</idCredit>
<resConst>
<Consts>
<useLimit/>
</Consts>
</resConst>
<idCitation>
<resTitle>mineral deriv map</resTitle>
</idCitation>
</dataIdInfo>
<Binary>
<Thumbnail>
<Data EsriPropertyType="PictureX">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</Data>
</Thumbnail>
</Binary>
</metadata>
