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<CreaDate>20200925</CreaDate>
<CreaTime>11251600</CreaTime>
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<resTitle>Radiometria Portugal Continental</resTitle>
</idCitation>
<searchKeys>
<keyword>Radiometria; Radioatividade Natural; Contagem Total</keyword>
<keyword>IDW</keyword>
</searchKeys>
<idPurp>Mapa Radiométrico de Portugal Continental, elaborado através de interpolação com recurso à ferramenta IDW com valores derivados da GRID original.</idPurp>
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</Data>
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