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<keyword>NFIE</keyword>
<keyword>NWC</keyword>
<keyword>NOAA</keyword>
<keyword>NWS</keyword>
<keyword>Forecast</keyword>
<keyword>Flow</keyword>
<keyword>Streamflow</keyword>
<keyword>Flood</keyword>
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<idPurp>Ten day streamflow forecast from the National Water Model</idPurp>
<idCredit>Source: National Weather Service</idCredit>
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<resTitle>National Water Model (Medium Term)</resTitle>
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</Data>
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