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<CreaDate>20191031</CreaDate>
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<idAbs>Hydrant Pressure for City of New Bern based on Gallons per Minute thematic map</idAbs>
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<keyword>hydrant</keyword>
<keyword>flow</keyword>
<keyword>pressure</keyword>
<keyword>new bern</keyword>
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<idPurp>Hydrant Pressure for City of New Bern based on Gallons per Minute</idPurp>
<idCredit>Kevin Gaskins</idCredit>
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<idCitation>
<resTitle>HydrantsOnline</resTitle>
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</Data>
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