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<idAbs>The National Water Model (NWM) is a hydrologic model that simulates observed and forecast streamflow over the entire continental United States. This service is available to all ArcGIS Online users with organizational accounts. For more information on this service, including the terms of use, visit us online at &lt;a href='http://goto.arcgisonline.com/livefeeds2/NWM_Medium_Anomaly'&gt;http://goto.arcgisonline.com/livefeeds2/NWM_Medium_Anomaly&lt;/a&gt;.</idAbs>
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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 anomaly forecast from the National Water Model, symbolized according to anomaly.</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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