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<CreaDate>20230608</CreaDate>
<CreaTime>17441300</CreaTime>
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<idAbs>A BHO é gerada a partir da cartografia digital da hidrografia do país e organizada de modo a gerar informações hidrologicamente consistentes. Para tanto, a BHO representa a rede hidrográfica em trechos entre os pontos de confluência dos cursos d'água de forma unifilar. Cada trecho é associado a uma superfície de drenagem denominada ottobacia, à qual é atribuída a codificação de bacias de Otto Pfafstetter. Uma característica essencial dessa representação é ser topologicamente consistente, isto é, representar corretamente o fluxo hidrológico dos rios, por meio de trechos conectados e com sentido de fluxo.</idAbs>
<searchKeys>
<keyword>bho</keyword>
<keyword>2013</keyword>
<keyword>trecho</keyword>
<keyword>rio</keyword>
<keyword>drenagem</keyword>
</searchKeys>
<idPurp>A Base Hidrográfica Ottocodificada - BHO utilizada pela ANA na gestão de recursos hídricos é obtida a partir do Mapeamento Sistemático Brasileiro.</idPurp>
<idCredit>Agência Nacional de Águas - ANA</idCredit>
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<idCitation>
<resTitle>Base Hidrográfica 2013</resTitle>
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</Data>
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