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<idAbs>&lt;DIV STYLE="text-align:Left;"&gt;&lt;P STYLE="margin:0 0 1333 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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<stepSrc>
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<stepSrc>
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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>2018-03-02</stepDateTm>
<stepSrc>
<srcDesc>Ponto de Apoio</srcDesc>
<srcCitatn>
<resTitle>PV-1079</resTitle>
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</prcStep>
<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>
<stepDateTm>2018-03-26</stepDateTm>
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<prcStep>
<stepDesc>Aquisição vetorial a partir da ortoimagem</stepDesc>
<stepDateTm>2018-07-16</stepDateTm>
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<prcStep>
<stepDesc>Reambulação</stepDesc>
<stepDateTm>2018-08-17</stepDateTm>
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<prcStep>
<stepDesc>ORTOIMAGEM com resolução espacial de 35cm, nas bandas R,G,B e IR, 8 bits.</stepDesc>
<stepDateTm>2019-08-06</stepDateTm>
</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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<prcStep>
<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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