<?xml version="1.0" encoding="UTF-8" standalone="no"?>
<metadata xml:lang="en">
<Esri>
<CreaDate>20190517</CreaDate>
<CreaTime>10364000</CreaTime>
<ArcGISFormat>1.0</ArcGISFormat>
<SyncOnce>TRUE</SyncOnce>
</Esri>
<dataIdInfo>
<idAbs>This layer displays house quality codes for each parcel, according to the AS400.</idAbs>
<searchKeys>
<keyword>Minnehaha County</keyword>
<keyword>Equalization</keyword>
</searchKeys>
<idPurp>This layer displays house quality codes for each parcel, according to the AS400.</idPurp>
<idCredit>Minnehaha County</idCredit>
<resConst>
<Consts>
<useLimit>For use only by Minnehaha County Equalization Office</useLimit>
</Consts>
</resConst>
<idCitation>
<resTitle>HouseQuality</resTitle>
</idCitation>
</dataIdInfo>
<Binary>
<Thumbnail>
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</Data>
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