<?xml version="1.0" encoding="UTF-8" standalone="no"?>
<metadata xml:lang="en">
<Esri>
<CreaDate>20191104</CreaDate>
<CreaTime>10284000</CreaTime>
<ArcGISFormat>1.0</ArcGISFormat>
<SyncOnce>TRUE</SyncOnce>
</Esri>
<dataIdInfo>
<idAbs>Stormwater inftastructure for the City of New Bern</idAbs>
<searchKeys>
<keyword>stormwater</keyword>
<keyword>New Bern drainage basins</keyword>
<keyword>storm pipes</keyword>
<keyword>storm structures</keyword>
</searchKeys>
<idPurp>City of New Bern stormwater infrastructure consisting of drainage basins, piping, stormwater structures, retention ponds, elevation shots, drainage streams and maintenance work zones.</idPurp>
<idCredit>Kevin Gaskins Engineering</idCredit>
<resConst>
<Consts>
<useLimit>City of New Bern</useLimit>
</Consts>
</resConst>
<idCitation>
<resTitle>Stormwater2011</resTitle>
</idCitation>
</dataIdInfo>
<Binary>
<Thumbnail>
<Data EsriPropertyType="PictureX">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</Data>
</Thumbnail>
</Binary>
</metadata>
