<?xml version="1.0" encoding="UTF-8" standalone="no"?>
<metadata xml:lang="sv">
<Esri>
<CreaDate>20210216</CreaDate>
<CreaTime>21495100</CreaTime>
<ArcGISFormat>1.0</ArcGISFormat>
<SyncOnce>TRUE</SyncOnce>
</Esri>
<dataIdInfo>
<idAbs>Kvarter i Skellefteå kommun</idAbs>
<searchKeys>
<keyword>kvarter</keyword>
</searchKeys>
<idPurp>Kvarter</idPurp>
<idCredit>Skellefteå kommun (Plan)</idCredit>
<resConst>
<Consts>
<useLimit/>
</Consts>
</resConst>
<idCitation>
<resTitle>Kvarter_ext</resTitle>
</idCitation>
</dataIdInfo>
<Binary>
<Thumbnail>
<Data EsriPropertyType="PictureX">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</Data>
</Thumbnail>
</Binary>
</metadata>
