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<CreaDate>20190107</CreaDate>
<CreaTime>17210400</CreaTime>
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<SyncOnce>TRUE</SyncOnce>
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<idAbs>Höjdkurvor (1m, 2m och 5m ekvidistans) och djupkurvor (1m ekvidistans) i havet och ett antal sjöar.</idAbs>
<searchKeys>
<keyword>höjdkurvor djupkurvor nivåkurvor</keyword>
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<idPurp>Nivåkurvor</idPurp>
<idCredit>Skellefteå kommun (Lantmäteri, Miljö), Sjöfartsverket</idCredit>
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<idCitation>
<resTitle>Nivåkurvor_ext</resTitle>
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</Data>
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