<?xml version="1.0" encoding="UTF-8" standalone="no"?>
<metadata xml:lang="en">
<Esri>
<CreaDate>20200928</CreaDate>
<CreaTime>07470300</CreaTime>
<ArcGISFormat>1.0</ArcGISFormat>
<SyncOnce>TRUE</SyncOnce>
</Esri>
<dataIdInfo>
<idAbs>The DFIRM Layer was provided by FEMA</idAbs>
<searchKeys>
<keyword>digital flood insurance rate map</keyword>
<keyword>DFIRM</keyword>
<keyword>FIRM</keyword>
<keyword>Pointe Coupee</keyword>
</searchKeys>
<idPurp>Pointe Coupee Parish Preliminary DFIRM</idPurp>
<idCredit/>
<resConst>
<Consts>
<useLimit/>
</Consts>
</resConst>
<idCitation>
<resTitle>PointeCoupee_PRE_DFIRM</resTitle>
</idCitation>
</dataIdInfo>
<Binary>
<Thumbnail>
<Data EsriPropertyType="PictureX">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</Data>
</Thumbnail>
</Binary>
</metadata>
