<?xml version="1.0" encoding="UTF-8" standalone="no"?>
<metadata xml:lang="en">
<Esri>
<CreaDate>20190627</CreaDate>
<CreaTime>16515000</CreaTime>
<ArcGISFormat>1.0</ArcGISFormat>
<SyncOnce>TRUE</SyncOnce>
</Esri>
<dataIdInfo>
<idAbs>Quaternary Faults for San Ramon </idAbs>
<searchKeys>
<keyword>Quaternary</keyword>
<keyword>Faults</keyword>
<keyword>San Ramon</keyword>
</searchKeys>
<idPurp>Quaternary Faults for San Ramon </idPurp>
<idCredit/>
<resConst>
<Consts>
<useLimit/>
</Consts>
</resConst>
<idCitation>
<resTitle>Quaternary_Faults</resTitle>
</idCitation>
</dataIdInfo>
<Binary>
<Thumbnail>
<Data EsriPropertyType="PictureX">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</Data>
</Thumbnail>
</Binary>
</metadata>
