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<idAbs>&lt;DIV STYLE="text-align:Left;"&gt;&lt;P STYLE="text-align:Justify;margin:0 0 0 0;"&gt;&lt;SPAN&gt;Base cartográfica digital da Região Funcional 1 com geoinformações atualizadas, compatível à escala de 1:25.000, com Padrão de Exatidão Cartográfica (PEC) Classe A, a partir de ortoimagens digitais com resolução espacial de 35cm, datadas de 2019, contemplando classes das seguintes categorias de informação: Agricultura, Biota, Limites, Ciências Atmosféricas, Economia, Elevação, Ambiente, Geocientífico, Saúde, Imagens e Mapas Base, Exército &amp;amp; Inteligência, Águas Interiores, Local, Planejamento e Cadastro, Sociedade, Estrutura, Transporte, Utilitários e Comunicação. Foram geradas 174 cartas topográficas, 174 conjunto de dados geoespaciais vetoriais (CDGV) e uma base contínua vetorial, atendendo às seguintes normas técnicas da Infraestrutura Nacional de Dados Espaciais (INDE): Especificação Técnica para Estruturação de Dados Geoespaciais Vetoriais (ET-EDGV), Especificação Técnica para Aquisição de Dados Geoespaciais Vetoriais (ET-ADGV), Especificação Técnica para Produtos de Conjuntos de Dados Geoespaciais (ET-PCDG) e Especificação Técnica para Controle de Qualidade de Dados Geoespaciais (ET-CQDG).&lt;/SPAN&gt;&lt;/P&gt;&lt;/DIV&gt;</idAbs>
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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>2018-04-18</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>2018-11-06</stepDateTm>
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<stepDesc>Reambulação</stepDesc>
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<stepDesc>ORTOIMAGEM com resolução espacial de 35cm, nas bandas R,G,B e IR, 8 bits.</stepDesc>
<stepDateTm>2019-08-02</stepDateTm>
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<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>2020-10-22</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>2020-10-22</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>2020-10-22</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>
<stepDateTm>2021-06-25</stepDateTm>
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<prcStep>
<stepDesc>Criacão da área contínua</stepDesc>
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</Data>
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