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<suppInfo>A definição deste tipo de produto encontra-se na Especificação Técnica para Produtos de Conjuntos de Dados Geoespaciais (ET-PCDG). A PCDG pode ser obtida no Geoportal do Exército Brasileiro (http://www.geoportal.eb.mil.br).</suppInfo>
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<prcStep>
<stepDesc>Coleta de Pontos de Apoio de campo realizada com o objetivo de orientar as imagens aéreas na etapa de aerotriangulação. Para realização desta etapa foram rastreados pontos de apoio suplementar, com tempo de ocupação mínima de 30 minutos e foram utilizadas como base as estações da RBMC.</stepDesc>
<stepDateTm>2018-02-28</stepDateTm>
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<prcStep>
<stepDesc>Modelo Digital de Terreno com resolução espacial de 40 metros por pixel, gerado através de correlação esteroscópica de fotografias aéreas com objetivo exclusivo de geração de Ortofotos.</stepDesc>
<stepDateTm>2018-03-20</stepDateTm>
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<prcStep>
<stepDesc>Aerotriangulação gerada para o lote 01 utilizando as imagens aerofogrametricas e pontos de apoio citados anteriormente.</stepDesc>
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<prcStep>
<stepDesc>Aquisição vetorial a partir da ortoimagem</stepDesc>
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<prcStep>
<stepDesc>Reambulação</stepDesc>
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<prcStep>
<stepDesc>ORTOIMAGEM com resolução espacial de 35cm, nas bandas R,G,B e IR, 8 bits.</stepDesc>
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</prcStep>
<prcStep>
<stepDesc>Modelo Digital de Superfície com resolução espacial de 2,5 metros por pixel, gerado através de correlação esteroscópica de fotografias aéreas.</stepDesc>
<stepDateTm>2020-02-03</stepDateTm>
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<prcStep>
<stepDesc>Restituição da Hidrografia realizada a partir de processos de restituição estereofotogrametrica na escala 1:25000, obtida seguindo as especificações técnicas da ET-ADGV e estruturada seguindo as especificações técnicas da ET-EDGV.</stepDesc>
<stepDateTm>2020-02-03</stepDateTm>
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<prcStep>
<stepDesc>Modelo Digital de Terreno com resolução espacial de 2,5 metros por pixel, gerado através de correlação esteroscópica de fotografias aéreas e processos de filtragem. Para melhor modelagem do MDT foram utilizadas as breaklines da hidrografia como injunção nos modelos.</stepDesc>
<stepDateTm>2020-02-03</stepDateTm>
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<prcStep>
<stepDesc>Curvas de Nível geradas com equidistância de 10 metros a partir do MDT.</stepDesc>
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<prcStep>
<stepDesc>Pontos Cotados obtido a partir do Modelo Digital do Terreno.</stepDesc>
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<stepDesc>Validação</stepDesc>
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<prcStep>
<stepDesc>Criacão da área contínua</stepDesc>
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<prcStep>
<stepDesc>Edição</stepDesc>
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</Data>
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