20170301 16213500 1.0 TRUE As Unidades de Planejamento Hídrico - UPH são subdivisões das bacias hidrográficas estudadas, caracterizadas por uma homogeneidade de fatores geomorfológicos, hidrográficos e hidrológicos que permitem a organização do planejamento e do aproveitamento dos recursos hídricos ali existentes. As UPHs são formadas por bacias ou sub-bacias hidrográficas de rios afluentes ou segmentos das bacias dos rios principais, com continuidade espacial Região Hidrográfica Bacia Hidrográfica CNRH As unidades de Planejamento Hídrico - UPH são subdivisão das bacias hidrográficas estudadas, caracterizadas por uma homogeneidade. Agência Nacional De Águas - ANA Unidades_de_Planejamento_Hídrico 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