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<idAbs>Wet weather basemap. Includes sewer mains, structures, roads and tax parcels.</idAbs>
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<idPurp>Wet weather basemap. Includes Sewer Mains, structures, roads and tax parcels.</idPurp>
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<idCitation>
<resTitle>WW_Basemap_2018</resTitle>
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</Data>
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