<?xml version="1.0" encoding="UTF-8" standalone="no"?>
<metadata xml:lang="en">
<Esri>
<CreaDate>20200228</CreaDate>
<CreaTime>13071900</CreaTime>
<ArcGISFormat>1.0</ArcGISFormat>
<SyncOnce>TRUE</SyncOnce>
</Esri>
<dataIdInfo>
<idAbs>Storm sewer system for the City of Kettering. This includes the Storm Point and Storm Spans. This is being published as a feature layer. Created 2/28/2020</idAbs>
<searchKeys>
<keyword>Storm Spans</keyword>
<keyword>Storm Points</keyword>
<keyword>Kettering</keyword>
</searchKeys>
<idPurp>Storm sewer system for the City of Kettering. This includes the Storm Point and Storm Spans. This is being published as a feature layer. Created 2/28/2020</idPurp>
<idCredit/>
<resConst>
<Consts>
<useLimit/>
</Consts>
</resConst>
<idCitation>
<resTitle>Storm Editing</resTitle>
</idCitation>
</dataIdInfo>
<Binary>
<Thumbnail>
<Data EsriPropertyType="PictureX">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</Data>
</Thumbnail>
</Binary>
</metadata>
