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<idAbs>&lt;DIV STYLE="text-align:Left;"&gt;&lt;DIV&gt;&lt;DIV&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;&lt;/DIV&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>
<stepSrc>
<srcDesc>Fotografia Aerea</srcDesc>
<srcCitatn>
<resTitle>04_121_2617</resTitle>
</srcCitatn>
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<geoEle>
<GeoBndBox>
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</geoEle>
</srcExt>
</stepSrc>
<stepSrc>
<srcDesc>Fotografia Aerea</srcDesc>
<srcCitatn>
<resTitle>04_125_1456</resTitle>
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<geoEle>
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</geoEle>
</srcExt>
</stepSrc>
</prcStep>
<prcStep>
<stepDesc>Aerotriangulação gerada para o lote 04 utilizando as imagens aerofogrametricas e pontos de apoio citados anteriormente.</stepDesc>
<stepDateTm>2018-09-15</stepDateTm>
</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>2018-09-25</stepDateTm>
</prcStep>
<prcStep>
<stepDesc>Aquisição vetorial a partir da ortoimagem</stepDesc>
<stepDateTm>2019-03-20</stepDateTm>
</prcStep>
<prcStep>
<stepDesc>Reambulação</stepDesc>
<stepDateTm>2019-05-04</stepDateTm>
</prcStep>
<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>2020-12-15</stepDateTm>
</prcStep>
<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>2020-12-15</stepDateTm>
</prcStep>
<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>2020-12-15</stepDateTm>
</prcStep>
<prcStep>
<stepDesc>Curvas de Nível geradas com equidistância de 10 metros a partir do MDT.</stepDesc>
<stepDateTm>2020-12-15</stepDateTm>
</prcStep>
<prcStep>
<stepDesc>Pontos Cotados obtido a partir do Modelo Digital do Terreno.</stepDesc>
<stepDateTm>2020-12-15</stepDateTm>
</prcStep>
<prcStep>
<stepDesc>Validação</stepDesc>
<stepDateTm>2021-03-08</stepDateTm>
</prcStep>
<prcStep>
<stepDesc>Criacão da área contínua</stepDesc>
<stepDateTm>2021-04-19</stepDateTm>
</prcStep>
<prcStep>
<stepDesc>Edição</stepDesc>
<stepDateTm>2021-04-26</stepDateTm>
</prcStep>
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<ERROR>gmd:MD_ImageDescription</ERROR>
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</Data>
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