<?xml version="1.0" encoding="UTF-8" standalone="no"?>
<metadata xml:lang="en">
<Esri>
<CreaDate>20200226</CreaDate>
<CreaTime>12555500</CreaTime>
<ArcGISFormat>1.0</ArcGISFormat>
<SyncOnce>TRUE</SyncOnce>
</Esri>
<dataIdInfo>
<idAbs>This layer displays house quality codes for each parcel, according to Proval 2020</idAbs>
<searchKeys>
<keyword>Minnehaha County</keyword>
<keyword>Equalization</keyword>
</searchKeys>
<idPurp>This layer displays house quality codes for each parcel from Proval 2020</idPurp>
<idCredit>Minnehaha County</idCredit>
<resConst>
<Consts>
<useLimit>For use only by Minnehaha County Equalization Office</useLimit>
</Consts>
</resConst>
<idCitation>
<resTitle>HouseQuality_2020</resTitle>
</idCitation>
</dataIdInfo>
<Binary>
<Thumbnail>
<Data EsriPropertyType="PictureX">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</Data>
</Thumbnail>
</Binary>
</metadata>
