<?xml version="1.0" encoding="UTF-8" standalone="no"?>
<metadata xml:lang="en">
<Esri>
<CreaDate>20220808</CreaDate>
<CreaTime>15315300</CreaTime>
<ArcGISFormat>1.0</ArcGISFormat>
<SyncOnce>TRUE</SyncOnce>
</Esri>
<dataIdInfo>
<idAbs>City of Covington, zoning, 2022
extracted from King County property information</idAbs>
<searchKeys>
<keyword>City of Covington</keyword>
<keyword>zoning</keyword>
<keyword>2022</keyword>
</searchKeys>
<idPurp>City of Covington, zoning, 2022</idPurp>
<idCredit>TW</idCredit>
<resConst>
<Consts>
<useLimit/>
</Consts>
</resConst>
<idCitation>
<resTitle>Covington_zoning_08082022</resTitle>
</idCitation>
</dataIdInfo>
<Binary>
<Thumbnail>
<Data EsriPropertyType="PictureX">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</Data>
</Thumbnail>
</Binary>
</metadata>
