<?xml version="1.0" encoding="UTF-8" standalone="no"?>
<metadata xml:lang="en">
<Esri>
<CreaDate>20190412</CreaDate>
<CreaTime>15492600</CreaTime>
<ArcGISFormat>1.0</ArcGISFormat>
<SyncOnce>TRUE</SyncOnce>
</Esri>
<dataIdInfo>
<idAbs>This layer represents address point data for Minnehaha County, South Dakota.</idAbs>
<searchKeys>
<keyword>Minnehaha County</keyword>
<keyword>Address</keyword>
<keyword>Address Points</keyword>
</searchKeys>
<idPurp>This layer represents address point data for Minnehaha County, South Dakota.</idPurp>
<idCredit>Minnehaha County</idCredit>
<resConst>
<Consts>
<useLimit/>
</Consts>
</resConst>
<idCitation>
<resTitle>AddressPoints</resTitle>
</idCitation>
</dataIdInfo>
<Binary>
<Thumbnail>
<Data EsriPropertyType="PictureX">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</Data>
</Thumbnail>
</Binary>
</metadata>
