<?xml version="1.0" encoding="UTF-8" standalone="no"?>
<metadata xml:lang="en">
<Esri>
<CreaDate>20171206</CreaDate>
<CreaTime>08450400</CreaTime>
<ArcGISFormat>1.0</ArcGISFormat>
<SyncOnce>TRUE</SyncOnce>
</Esri>
<dataIdInfo>
<idAbs>Water and Stormwater Utlity Data for use with HiperWeb Software.</idAbs>
<idPurp>Water and Stormwater Utlity Data for use with HiperWeb Software.</idPurp>
<idCredit>Nancy Velez, MGIS, GISP</idCredit>
<resConst>
<Consts>
<useLimit>For use by Authorized City of Roswell Employees Only.</useLimit>
</Consts>
</resConst>
<idCitation>
<resTitle>ENVPW_BaseMap_HiperWeb</resTitle>
</idCitation>
<searchKeys>
<keyword>Stormwater Inventory Water Distribution</keyword>
</searchKeys>
</dataIdInfo>
<Binary>
<Thumbnail>
<Data EsriPropertyType="PictureX">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</Data>
</Thumbnail>
</Binary>
</metadata>
