<?xml version="1.0" encoding="UTF-8" standalone="no"?>
<metadata xml:lang="en">
<Esri>
<CreaDate>20191023</CreaDate>
<CreaTime>15430200</CreaTime>
<ArcGISFormat>1.0</ArcGISFormat>
<SyncOnce>TRUE</SyncOnce>
</Esri>
<dataIdInfo>
<idAbs>Wyoming 100K Quadrangles</idAbs>
<searchKeys>
<keyword>USGS</keyword>
<keyword>100K Quads</keyword>
</searchKeys>
<idPurp>Wyoming 100K Quadrangles</idPurp>
<idCredit>USGS</idCredit>
<resConst>
<Consts>
<useLimit>None at this time</useLimit>
</Consts>
</resConst>
<idCitation>
<resTitle>Wyoming USGS 100K Quadrangles</resTitle>
</idCitation>
</dataIdInfo>
<Binary>
<Thumbnail>
<Data EsriPropertyType="PictureX">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</Data>
</Thumbnail>
</Binary>
</metadata>
