<?xml version="1.0" encoding="UTF-8" standalone="no"?>
<metadata xml:lang="en">
<Esri>
<CreaDate>20180517</CreaDate>
<CreaTime>11282700</CreaTime>
<ArcGISFormat>1.0</ArcGISFormat>
<SyncOnce>TRUE</SyncOnce>
</Esri>
<dataIdInfo>
<idAbs>Floodplains</idAbs>
<searchKeys>
<keyword>Floodplains</keyword>
</searchKeys>
<idPurp>Floodplains</idPurp>
<idCredit>CA Department of Conservation, CGS</idCredit>
<resConst>
<Consts>
<useLimit/>
</Consts>
</resConst>
<idCitation>
<resTitle>Floodplains</resTitle>
</idCitation>
</dataIdInfo>
<Binary>
<Thumbnail>
<Data EsriPropertyType="PictureX">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</Data>
</Thumbnail>
</Binary>
</metadata>
