<?xml version="1.0" encoding="UTF-8" standalone="no"?>
<metadata xml:lang="en">
<Esri>
<CreaDate>20181018</CreaDate>
<CreaTime>08502500</CreaTime>
<ArcGISFormat>1.0</ArcGISFormat>
<SyncOnce>TRUE</SyncOnce>
</Esri>
<dataIdInfo>
<idAbs/>
<searchKeys>
<keyword>flood map</keyword>
<keyword>Effective FIRM</keyword>
<keyword>Flood Insurance Rate Map</keyword>
</searchKeys>
<idPurp>Acadia Parish Effective FIRM</idPurp>
<idCredit/>
<resConst>
<Consts>
<useLimit/>
</Consts>
</resConst>
<idCitation>
<resTitle>Acadia_EFF_FIRM</resTitle>
</idCitation>
</dataIdInfo>
<Binary>
<Thumbnail>
<Data EsriPropertyType="PictureX">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</Data>
</Thumbnail>
</Binary>
</metadata>
