<?xml version="1.0" encoding="UTF-8" standalone="no"?>
<metadata xml:lang="sv">
<Esri>
<CreaDate>20181121</CreaDate>
<CreaTime>19214700</CreaTime>
<ArcGISFormat>1.0</ArcGISFormat>
<SyncOnce>TRUE</SyncOnce>
</Esri>
<dataIdInfo>
<idAbs>Översvämningsrisk i Skellefteälven vid höga flöden och dammbrott. Höga havsnivåer.</idAbs>
<searchKeys>
<keyword>översvämning skellefteälven hav dammbrott</keyword>
</searchKeys>
<idPurp>Översvämningsrisk</idPurp>
<idCredit>Skellefteå kommun (SLK Krishantering), MSB</idCredit>
<resConst>
<Consts>
<useLimit/>
</Consts>
</resConst>
<idCitation>
<resTitle>Översvämningsrisk_ext</resTitle>
</idCitation>
</dataIdInfo>
<Binary>
<Thumbnail>
<Data EsriPropertyType="PictureX">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</Data>
</Thumbnail>
</Binary>
</metadata>
