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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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<northBL>-29.4702281441435</northBL>
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</srcExt>
</stepSrc>
<stepSrc>
<srcDesc>Ponto de Apoio</srcDesc>
<srcCitatn>
<resTitle>PV-1013</resTitle>
</srcCitatn>
<srcExt>
<geoEle>
<GeoBndBox>
<westBL>-50.2969718952356</westBL>
<eastBL>-50.2969718952356</eastBL>
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<northBL>-29.4305839158114</northBL>
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</geoEle>
</srcExt>
</stepSrc>
</prcStep>
<prcStep>
<stepDesc>Aerotriangulação gerada para o lote 3A utilizando as imagens aerofotogramétricas e pontos de apoio citados anteriormente.</stepDesc>
<stepDateTm>2018-06-04</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>2018-07-30</stepDateTm>
</prcStep>
<prcStep>
<stepDesc>Aquisição vetorial a partir da ortoimagem</stepDesc>
<stepDateTm>2018-09-07</stepDateTm>
</prcStep>
<prcStep>
<stepDesc>Reambulação</stepDesc>
<stepDateTm>2018-10-24</stepDateTm>
</prcStep>
<prcStep>
<stepDesc>ORTOIMAGEM com resolução espacial de 35cm, nas bandas R,G,B e IR, 8 bits.</stepDesc>
<stepDateTm>2019-03-22</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>2020-06-19</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>2020-06-19</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>2020-06-19</stepDateTm>
</prcStep>
<prcStep>
<stepDesc>Curvas de Nível geradas com equidistância de 10 metros a partir do MDT.</stepDesc>
<stepDateTm>2020-06-19</stepDateTm>
</prcStep>
<prcStep>
<stepDesc>Pontos Cotados obtido a partir do Modelo Digital do Terreno.</stepDesc>
<stepDateTm>2020-06-19</stepDateTm>
</prcStep>
<prcStep>
<stepDesc>Validação</stepDesc>
<stepDateTm>2020-10-08</stepDateTm>
</prcStep>
<prcStep>
<stepDesc>Criacão da área contínua</stepDesc>
<stepDateTm>2020-11-06</stepDateTm>
</prcStep>
<prcStep>
<stepDesc>Edição</stepDesc>
<stepDateTm>2020-11-13</stepDateTm>
</prcStep>
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</Data>
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