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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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<northBL>-30.8566804646863</northBL>
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<stepSrc>
<srcDesc>Fotografia Aerea</srcDesc>
<srcCitatn>
<resTitle>05_147_1994</resTitle>
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</prcStep>
<prcStep>
<stepDesc>Aerotriangulação gerada para o lote 05 utilizando as imagens aerofogrametricas e pontos de apoio citados anteriormente.</stepDesc>
<stepDateTm>2018-08-08</stepDateTm>
</prcStep>
<prcStep>
<stepDesc>Aquisição vetorial a partir da ortoimagem</stepDesc>
<stepDateTm>2018-09-28</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>2018-10-10</stepDateTm>
</prcStep>
<prcStep>
<stepDesc>Reambulação</stepDesc>
<stepDateTm>2018-11-13</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>2020-08-12</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>2020-08-12</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>2020-08-12</stepDateTm>
</prcStep>
<prcStep>
<stepDesc>Curvas de Nível geradas com equidistância de 10 metros a partir do MDT.</stepDesc>
<stepDateTm>2020-08-12</stepDateTm>
</prcStep>
<prcStep>
<stepDesc>Pontos Cotados obtido a partir do Modelo Digital do Terreno.</stepDesc>
<stepDateTm>2020-08-12</stepDateTm>
</prcStep>
<prcStep>
<stepDesc>Validação</stepDesc>
<stepDateTm>2020-08-12</stepDateTm>
</prcStep>
<prcStep>
<stepDesc>Criacão da área contínua</stepDesc>
<stepDateTm>2020-11-25</stepDateTm>
</prcStep>
<prcStep>
<stepDesc>Edição</stepDesc>
<stepDateTm>2020-12-02</stepDateTm>
</prcStep>
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W2jp3oE9jDtgWiJkRSjSMc4JJHQMeDzluhPT8qZcw+VKbiLfG0Y2uu35TuIOOOe59hVU38U/kmBnzCitJzsJHfI4zjHf9Mc2A73F2yWsjpCFG5ni6NjO4Z6nnuP/AK8XTMOaNkiWCaC7hKs4M2xRIrDkZJ6jjkkY7dPSlu4BFPbOgPLFSxAwAQWOc9MbKzY1vLMBmCFZJcTAHBD9SMdO3v2HI66Lyh4nkPA2f6vOCsnJBx+P5ipUr7kqfMrdSWa5UR/MwKsu1HdwGbPUA9j/AD/CoI1by5TGy4/hIVuGIwPoRkdvSq7X8U6uYlLTRv8AIoJyPmHI4zzuB7570rWvknYPNa4kPynAwcYU9D06HJz1A9BTvfVGnN7t0Mt4BdXM0gkISFy6iQrhGYbjwO3J9ec856TmZooZpGBK78gSHcSp7A/THc/pT7RIoGZlCSKCJjIpOCpBUYJ74UdD3PTiqj3Hk28hlkiRlkKmQrhSSDgHPoDjnpQ9CdvmVLmCN4kWO3bHmEFgoON3zHvgDG7nH6dHx2MJiWSNjI5kVTCemTztzgZP+HagXCONzxERqd29gDkFuW/LjPv6VecQ7jbZChlyRjqpzx0PQe+az5YsxVOnJ3aM+dn8yO4jtyx2/N+8y3A/iGOMEd89artDcSOxuhI7SFiQ8YJbG3nK9DwMdsE81oSqEEJlklZUlbBO1QVySQDgE4Azn8zUds0M8EqSrIjyZDNgfKu0Ek9hwM+nP5JrUGrsdbGCa2hYyOUjVmGQCykA/exweSx/yK6DRYZIrVwQqx722opz1xn8c7h6Vzcf+kwFJUUtIQ424XcuPQgjnt1xnt1ro9CTyNPjXLqC5CKR+PvjoR+FXTNqL1ubVcrbJIqWpaJdhjjwd5LEbRyE78n/ADiuqrnLJ3ENtvfAWGPZjZuxtHqeOSK2OgZPbSG5lIsomUBclkTOeck/PkDG3tUdgz5eO4hEbg4YAl8EHHc4A49f51dvJpI7R2CzSxjGfNaLbt7kk9uvPtRp0YSAShZPNC/M0axE464+Ufy69cc0AMhXbo+scYyGPt/qE/OioL2c/wDCMeI54pSzLDKVcFTyIF6Y460UAQ+GDj4ZeFj/ANOWnD/0VXSyTFZFXymJY4BGPTPr/nFcr4fYp8L/AAqw/wCfXTB+ZhFddJv2jYBnI60AV5JCPna2bIOFOFJ549fenxTtKob7PIvOPm2gj361zx1u/bVjbKYQnneXyhPG7Hr6V0iBt7Pv3KwGABwKiM1LYiE4zvboS1S1NF+xSyFnBSNyNpP909R0P41cU7lB9RmqOrMkemXLuX+SJ2AQ4JwM8epqnsU9jj7dC8flo6xXJbdgSDcvfBPPTHOM+nvV6O9ktbfzVRXnnd3LAkjGQM+uDxz7dKowRzTsI7kopl4w4Iwucn+Hnp68AH3oj86fY+VSBEjMQTMnHzMG+UYG444Pp9a5k3bQ47u10W40WexxDsaZnMcrg5ZWOGJx1ByAccYwDkYoWTCsTFHCwyjrkDGcdeP9nIPPPtmnWl0skUylWz5rNg7SQd2M5P1//VUb7jK5i8na5CLuDNjA4+UcAEHp0OPetLplq1k0MXSmmke9Zz5zFdu5mUbRwrABiOnfGevOMU9rWeFBcXDAPJMPkdmy7AkhQMgDse/Ax6Gp7Z1S3FnBMzkSEllwCo5yxPQ9+w/Sn3LPLBuEOHEuCYT90nhc/iQT6Z9OapJJXQ+VO9i1IiAYijRdx+cgAbR1BI7+mPQn3rMnmS7jk3oj+agURknAYMwYZGMEdOOfxxiRLi1lYeTJtMvyGN3PzDjOc9+nQ9x7CopYhJZxqGiilIwDGzMsQ5YjB747f0FKT7A22tCndkRyw21umJHCARuWJTI4yDgHrjnsfan6ZIqtOXuZQwBESsuduR3CD5vXB/nUV08SfZfs4NxLGMFXZnYEBck5zx8y4470xI12xKkKK2MtJuAJcMBjaBwfckfSsL2loc7k/aXRpDyBKbU/P5Y2KwzjfyC3Xg89B6+lVzBdB0MreSVGXEQzv7YOB05Ax+tTNeefGIUUiSAq7xh9ykA/dJP+6Bweo6AYzQi2xXUm6TeBhVZo+F5fkDvhTjk9T2rV23NnaLuxLRopWbbGrN5jGZduApGADjHPXPf610/hu3gOnBlLybJmYO/UtjBPqOpGO1chfutw4aFWESckfdaQHIAI+hz746da7Lw5GY7Jh5uVEjDau0qehzwPw9KVJ+8Oi7Ssb1cxa3Fvbx25khDMYIs8k5+Xrt/wH5109cvbSR/ZVU3NtEq2sZZposjAUdW3AEDnjjFdB1Fq9KMQRYwyIMMTtYFRwcqdmCfxFWLN47mPekEEi4GWyB6c9P8AOKqXlxbN5ifb1KRKNwWQEbvQgHPTnH60ljd2t3JJ/pEMhjY7cRlMfieM/wCNIBurps8KeIyIwm62mbA/64Aeg9KKPE8q2vgTxBcJ+8CadcPjd6RHj9KKYFLTofs3w28NQbt3lx6Wm7GM4khFdRcXEsJ+S0mnGM5jKfl8zCudh/5EHQP+4b/6Nhroblplx5cXmZOG/ebcD29+n6/iAUVu5dyEaHerznrDx9f3nv8ApV+Alt7G1eE/7RXJ/wC+SaopPbrcmLz1JB2gC5JYkDoVJ65JH4D8L9u8rqfNQIRwADnPvSTXQSa6DrYg2sJHQov8qivwv2OZyoJVGIycdqWxbfp1q2MZiQ4/AU3UQn2C4Z9nyxscuuQODQ9gexxc8YmS4XCSzZAXMhO8HvknAzuAwD2+tWFSZYAkkQmlMLRoq9N/AA6Dpg89vzqHz1nvHvFQCJhs8wEKUYLle5DYx7cnPAFMlmTd50cjkMxIkZNrI5HK5YDg/wBe+ecW1ucum6CyW1dpGkJ2AMTkkoVJBHByT0HPB6VLd3EUkLtIiyORt+YBsDHy8Y4BAJ6Y9eOKoS26RyxLIythDJjzNuT3ycZXGcY/WrkixKHWJI9oDxxgvkEDPAzjOPT39iTEW1oRFtadv6/A0Ld5Y7NJy7M7gbgwwx6Y9AOOw656c1S1m3urffcwSKZARJISCdpzjIUcnH58cc80faGjurZSCI4m2siglQCp+9kdAeOuOKhuriWSWTZOBOgEQJc5AwDhvpkkk45xzVu1ipWtbsQzXFxtErbIyp5VH4Ocf7XHftnGKZaxI85MTSzNMdjBnI7dicgfT8emQLSWuzT91wjmTcrFJXyykEYYDPAycZGO9NDvJIsZjiMmd5VHI5KnpzjtjA9AO9ZWs9TNpRd2NcyRByoGIi8rRxRDJPJUBhgDjI/HnvTjfLK6y/Kksa5OHJbcBuAJGOAScDPfJ61VcXlxKFuFmdWjCAsOQQTz1AB64xn6cHMluLpNywwxLFPIzB3PLPnlgR9AOh7etPndtEXGpp/wCLTDEbcxOj/vGDOUVTk428A+vf0AxU2oxiS5+Rxnq58zO08cEkcAgAA+3517fT5lZ5ZYJJUBY/Jwd3pyCTjHp+HFWE0raqCTJuOGwCGYrjjPqc+p461F5SVmjK7krNDNs7ZglG2LhpSAG2DOCMdjxyPf611fhRvM0x33M2ZTywI4wO3asK2gSRvPuEHzIS0gwxJ5BZcZ55X1966fREi+yFohjaxU4G3PA5KgAZ/Ct6cLO5vQgubmRrVl2gWPSbOZLM3EogTAXaG+6O7EVqVk2vlnTdNSQT58uMqYt4GQv8RXt7HitzrJpTetGZkjQZGPJKBnzng53AcdcfrSWcbJb7nsY45QQMKqqW6ZOASB34yelN8pXMDL9pCFNvzSOpOOmQTnPXrz71YZoy4UrPuXHTfj169DQBleO/8AknviX/sFXX/opqKTx0f+LeeJTg86Vdf+imooAjkgFv4O0iBSSI5NPQE98TRVqag0oK7b2K3Tqd6Ek8/7w45FVZBu8N6d/v2Z/wDIkdWbi31PZi1vLYyZ4a5gLYH0VloAwG8PzDU3nbU7Zmabe0LW5wdxHGPM9OOlbmkI627nzVkUkAYTBB6nJ3HJ59euax01XWjrr6O0tk0yxFxKtnJ5YOAVBPmcdf09+N6xGoKgF9NavJnnyImUHr6sfb9fwiMYrYmMFHYfpf8AyCbL/rgn/oIpNSmMGn3EoiMpSNm2jHOBnHPrS6X/AMgmy/64J/6CKZqwhbTblZtuDC4+YgcY561T2G9jh7yZbm1Nz5cQbzWI2c7Sox1PI4OcAdz7Znlk/cwgs7ceYgGW2AjGSAMD/wDa571XuZmhhSKBlhcHnzGD9s/hxk96sWyQqhjNxM4lkASMBeOhxn0785PH4VyqV3Y4E/eI1tUDTm2uGLPbfNIX545wB68kA8dB14p+9be8iiMfynptkCnvkgA8jGPyqxcT/ZVMT7pQzFkMR29ckjpxj2yee3GK6hf7LMhlQFzvkHUhsHBBzjjIz9e1VZJ2Q7LZbomuES9M8cqeYFI2jGUAHPI684GB649aqXFuLiSaawiK3AXLSMwO5flyQAcDgnFRnzY9Q/drI6Bv3coiynJOTnPT+fFa1vBG0bW0ahWQLtQnI9j1xjA6Yz70Jc+hVnLQz1013dDLOXLAp5YblQc+n0A4Hep7fTrkQjZcvtAUKrv8y7sDAHQYyQD05Har01iWs5GnjUqF3MIgNz46rjv3/wAKLhPssa4MwKZYeSvy4GSM54/hqlSQlSs72JvsJaDypFLs/wArMEUiM4568gfiarG5itVkkeyaTeAN6RHDrjAP+yOB16cmrFtNcNvfbvZiuAzenVjjP0x7H8IZldYlE6hirPLu2g7eSRyR16/MMfrVuLZq0t0LbL5AiTdkorEENxgEHrnv1z/hTXkjMxf93LCVGeN3B6Yz3PJP4Z65p2fKzFPPKuSQi43MeO+D+v8A9aoWha6t5A0GyMjC5ZsnHQnBBOBxx6Hnpm4om6S9B8f+mqrXCkxqGQrvZXyGzk4ORwCfQ8dO+1okZhtiu1iN7YYN8uDzwM1iM0cLpPLMItwJYooKlsgYwR15PvxzW9oc0M9gJYmZgTgk9zRoaQknK3U1a5uy8QQQW8Vo1teSSxLCmIrWRxhkQ7iwXbgbuee1dJXJWmmxSiOfdZykRo7RTQlmVvKjUd/QDt/F3pm5o3urxQHzWjvNo4XyraZievYRnn/Gn2OtC6tzJPZ3lthiAGgkO5ezfdyPxwazpdN0uVP3yWaR5YMsdjgNuGO/Q8GrcWjabKqQJFEDE+/AtlUdCMYxjHfFAFfxhcLdfDXxFOquqvpN0QHUgj903UGik8XWsdl8MvENvF9yPSboDgD/AJZP6UUAaUa7vD+n9/8Aj2P/AI8lWrueBEdJoXdQhZiE4wPeo7Jd+jWIxn93CenptNOv7dbmJQYt7hgANxGMnBPB7DJoA5cQW9v4kluZr25SzSMqYTdS/KxK4JAbHXdz/tHoAa6e1nt5JCkUUgYD77RMMj/eI5/rWMnhZftxuDPdIRIDgTsEZeuNo9DxyfU963rSzhs4ysMXlgnkbi2fzpJWG3cbpf8AyCbL/rgn/oIqHV5oI9MuFmdBvicBWbBbCkkDufwqfT42j061jdSrJEisD2IAp15bLd2ktuzMqyoUYr1wRjih7EvY4KPZb26QxbGkmIRCyndwByOnAO30/ADh2UkuIyxe3kI2/IwOMEfeyegAI78Htmt+PwqoJJ1K9U7dmFMZyvvmPrzUzeGYXZWe9uWKHMZKREr9MpWKps5fYS6GHFdBxHbpMszRR7j5pI55xjaAMkH8No+tRXbRSL5LeYcqXZUyVLcbh6HvzwPfNbz+GUkLK97clGGSdsW4tnr/AKvt/kVIvhyNJAyX92qgcKBGBnGCcbPSr5W9xulN72M7TIYZoHQR5gMSskSNnKkYwSOM8Hv9egqZ7XfDiHy4VCFAUUDbyM84x9PWrp8Por71v7oH0CxgcnngJ70DQSPNzqd3+8I6LGOg9k5PvVpWRqoPYx5GngWMRiERLIAyoeGySDnC+uPQ8cnmrayWn3J1MaxpnMrfKVyOc55GexPb0q3H4bSGExxX1yPT93F+X3OnX86R/DSvEYv7UvtuAMfu8Y9PuUCcJGK1zfzXDiwEfl5IE2wKSG6tz1GcnOD0PWmzC+fCPNG6bF2OkPLE4HVSBg59h6Gtu18OLBhv7RvDJ3x5eM4A/uew688UxvC6uH36rqB3ZAwYxtHYD5OMf55pWJdKW9zLtdJl/eI90FEmWcCLgkn6YyMA4B/pTodPvzOYftEaW2CqsoC7upIHHGD6H1rYOgOCEi1G4hiDE7USLnPXjZ3yae2hM+B/al8qqMKFEYxxj+56GjlRP1df02cwbCKXVxCJJH8ht0rO/bAyFGT29u5rsNNt4Y4tyQrGwJQbTnjPIB9M1mp4ViS5Mov7osxy25Yj2wcfJ3zzWpZ2D2i7DdSzKBgGRUzj04UUoq2pVClyXbWpfrkNOmaDUmX7XbRZ8lCkirvP7pAADuBOST2PfHWuvrnBpTNJKz2kM0MojbDL82diocg+gXP5VZ0EmqeakluZWiZMMM7/ACwSSBjkknIz+vrWnFbRqE+VyQO7E46e/t/nNYt1oyXrR+ZpNsiq/wA25VbcCRuPGPr68fnftdGt4ogs9vaO2PmdYRyfxzgUAZXxIJX4aeItuRiwlHHHGKKZ8RYkh+GHiCNFCqtjJgKMAcegooA5GyvfG1syRDxRZyRouxUfSVwAOnSQH9asf2742/6D2m/+Co//AB2iigB39t+NRydd0s4PT+yjz/5Gqz/wk/jD/n+0P/wWS/8AyRRRQAf8JP4w/wCf7Q//AAWS/wDyRR/wk3jD/n+0P/wWS/8AyRRRQAn/AAlHi/8A5/dD/wDBZN/8kVND4n8ULu8650d8dNlhKv8AOc0UUATf8JV4g/56aZ/4CSf/AB2j/hKvEH/PTTP/AAEk/wDjtFFAB/wlXiD/AJ6aZ/4CSf8Ax2j/AISrxB/z00z/AMBJP/jtFFAFiHxXqoHlzLZPJ/eSJlH5Fz/Onf8ACXah/wA8rb/vlv8A4qiigCRPFt4u15beB0P8KAqfzyf5VN/wmn/Th/5G/wDsaKKAD/hNP+nD/wAjf/Y0f8Jp/wBOH/kb/wCxoooAP+E0/wCnD/yN/wDY1d0/xF9uvltvsuzIJ3eZnt6YoooA3qKKKACiiigDnvGuntqvg3VdOWYQm5g8rzCm7aGIBOMjPHvRRRQB/9k=</Data>
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