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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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<stepDesc>Modelo Digital de Superfície com resolução espacial de 2,5 metros por pixel, gerado através de correlação esteroscópica de fotografias aéreas.</stepDesc>
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LMuyNZPusCntsPTGcnuc9eKvapdpc3ENz+8MQDByoJRTwdoPQnOefaorTTvPl8xCMDBkkdS+48dMt06kge/HNcsuaUrROCUpSdosu2drd2pWSeVhAq4V9y7kHbt7np24qKaR5bgZBkicCLy8EMmGJwSeh7nI9u+QZZIbaUnfEEwY2hMigkgr84wMDJ9eG79m3runmeW0ixBWByoIfIGGLdmBKjHTp71bslY10S0KstzCIxnzHRTtXhgM5yQBjnucgY7ehFWaP7XcRYQlDuOcLjjcAR+JI5q5HEJYWwsW2NONpY45Iyc+/T/61Qxuq+UskUoJY7dxLCQnIHQ9OAcY4z65zjLzM3pqwijW8tkkSMg7tgJBOcd1JI64z9PrUtlaw/akMgkkjkRSq9ArD5iCR2IweeOvrxLbxz+UZFgEqKGXyRgIRweuMg47fTPbFSJY4fLhW4HmIyrktghCOf8Acx8w7AnGTzxUYrdoIxjfYu3TwGNkcomEaMoT0+6Dz9CM8fh6pDcxyzRoXDoY9iOoGwlckEe+Dg/UZzgU6/22QjligjYHG6QoVYEqRkHPHbntwCaoQl1MfmTTM7A+UcDr6HA9VGc5zjFOTtIbdpE6XeW8mK5k5XlYYm3E/LgDPbGOcVLIyw+WNsUThtkm4nJ4wCQBwOP892y+fKzRw2y29yyLtEJUbiM/Kc4zjGc9OeAM0FdyCKMMkq/M7oxJK8Z5A4HsABjHvUyTRM1ZEbo9pZeWs6eYh2qI8ZQ7v9rII6+oGCO1dZ4dQDT94diGY5BJOW7nn/8AViuNdZYuQrqqM+5gCC5B2g+mAcHpXX+GlmFiztIBEWO2IAcc9c5PGMfz71pSd5GtB3mdBXMWgK2tvuhbaY0wRGWJ+Uc4/LmunrmbCeMpaCWJzJHEgicRpkZUDGSOOvryK6DrC7t3EjyfYydu3DeQCTyemHyO3anWspYqjWckRIxj7OTg8++Mcevp607Upne3nEsV00G0ZBEDA5PXnOfYYzwfan6cEjVmjtpUmA2OY0hzhegOAOmelACopXS9ZBGPvH7uP+WK+9FSMWbS9VY7sMrFdxU5HlAfw8dqKAIPAn/JPfDP/YKtf/RS1sGVt3EJDEcAkZP6+9Y/gYEfD3w0DwRpVr/6KWtt4laVXIHmIOG74PUfTigCuWdnUmyYkKcMdnynHTr+H4U+EknJtTEeOu3+h/zmsWDW7t9aNrIIfL8xkG1TuAGe+ee3auhRgwzuyfaojNS2IhOMr2H1S1JimnXMgUsVhchc9eOn+RV2qt9IkNnLNIcLEjOfmI6DvVPYp7HFWM6w2closmN/zIxYEDuQCf5jvzTX1ATyOrht4JkRwvOAMH6fLnpj68jOhIbWFPLitxlsviFFOYx1yCORgjP+92zWJNFM80ayvLNFKV+VDwCDnGRnnIU8jA4rlbcLXOG7ha7uaDTwWSIr+SrOwWTeCCw9cg5Bzkdjmq91JF5iqtsvIBDq544xjHfBPtmq73C/apBMkuQpVQG5fgnJwABy3v8AyxZt7UwXlql1GFSJflVWxIdwH48Y7+noKUnfRBOz0uRSwW0FrK8v7jBKkgDavy4HG44wTjJ9OvSoo7ELGsdw+VjhUROzABo+OT054zz9KvNavJKjR53DLFWPzKD0L5/iOO3pj6kcUUNiLXETSyEBSrEgfnkk5GcYHHpV8nWwW7obZNK8BRlJSFSFV1O4EHaBkeuMY6c5+r5ocWiMLRnkz8gRCM9+hwPXj6dhVb+z5jcOIZXWSZ9hcs+wj0A6AfMecdx1NWrMyrFa+SN207GaQ7ixyB169e/NOKWzHZWsyKBkto52gEjPkbPNXLbu/OMvgbfwAzVWzMSxSRYVxLlPmbAUnH3tucDOOTip4ZZWjg+0wooK8MSOG6k/Kuf4jwfWq6Wz+Y4hI82I5Rs4UDgZJA/HHfpWU5XkkRKV5JI1Ld3eZ4pUNuvDRyBSQzHb1x756nqeh6GnqMkdlerJFBLIzNtIjQYjycAjn25JIwSMY6VctL7zLII2wO5CxYTDdcDPYEcdR27VHNKkiTMsSPJ5fyfKQPm6EHk5x2/EVq9Ymzs46biGdoo/IfYpVwwaN8EE9ckg5Y88ex9K6Tw9Fs007T96RienJJyW47nOevpXISh1KBWmQg4WMx/KQAM/Nt5OQO/611nhhvM0kSeY7Eu2VYDjnI7AnjHWqhJuVh0n7+q6G9XMWBURwkxRsPJiypfk5XHTPr7fnXT1zFmqyW0KH7IgEEZYyJnIAz16f/rzWx1Fm6tZTlmtbYxZGATgp053Z9fYUWUgujIBaxyKp27lkXg4HXBPXJ/KpLiZGjZYrqNsDKoHBDN1/H14qvb3Mc0jKj2b4X5MMVBGcdcEY69KQEmuRiPwhrZEQj3Wc5wDn/lmaKNcLHwVq2Sm77BNkI+4A+WeAcD+VFMCfwx/yKWjf9eMH/oC1ozERo0hDkKvRAST+ArO8M8+EtG/68YP/QFq7c7yoRQSDw+GwdvsQRg0AZcdvZKILoab5FwxwTHbEsjHgnOB65yR0BrbVAvQDnknHJrKjjiW5lQTyMD8oAunLZ69C3r/AIdKvWjSshEyBSMAYJP6nk/WkrCVuhZrP1eGNtOuHdVLJE5Vj1Xjt+Q/KtCqWpwrLp1wrAEmJwD6ZBoewpfCzkZVf7LbKssrAhQecKScDAOQDwOmOeDVKe1NxCYoVIlIwXU4XJbb9D0PsfxFaUiRS2cc0ceBtAiuAqkycEBmU+2CCeufasp0dHZzKGYDHAxgZPf0wRwx7d+a55tXOKaUbXJILZLZUlaFWkCjCs/HJySDkfl/smtWNLq5MotoY4vIJT5lyc4/EZ/XH1GM6CK2eOOaOFsuxZgFIUHjP44OR2OOCOK2V/0WIrtjgVigUR46HACgdCeTz6GtIRsi4pLUz7qKdvNhCMj9d68Y6Yz1yPoB17UqCK7iu03yxRsNrlXb5sf8C4OMcjBPrU8sk1wojLjzCCrfMUwAcEAjkfd5A9KgRIrS3jXzRlVCAJw27I5JJOTyeep579Vt1Hr0ZnSJHbFoC7/uztKpnJIIA67hnke/B+tXbeB4LaN5926QlNh69QzAjjryMe9UWUw3CxpMzlZUJkWLGT0OQBjrjGOgA7VMd88KQLdxr1ZFJwVBOMkj156+h9aziveuYrclkaB2uJoYiriTBjGCC+wMW5z1455qq0JKRvygXAZvvHbk8kD3B/8A11LdWuowN5ZYOEG/IkzwTw23vnk8HjsPSS4mLolvPNhWOfORMAjd13Z7cfTI9aOW7synaT1RnyJLG/2iMvkLkpx8zHbhju4z69+vSnx3FwL0XcexW2cIoIUjJY4XvjPfnj3q59iiuQC0r2cgZdsUMwAAC4xk57MR/wDW4ptvYRTAozOmX3hweME5UZ7jGMjHXr1yZ5ZdGLllpYifUmZWUoWleQM7dQpPHYcdv85rp/CMRGleYwIYucAgDj8Pw/IVzsdjcLxM4VFVd8nsO+T0wAevtXVeH7KOy0/bE00gJOGkcnd7gZwP09O1VRjLnvI0oKXPdm3WZZM0OjWbR2zzHyEO2PaDnA/vECtOseC4t00ixWb7SMxRgeSknUqO6Cuo7C1MZzF5iQ5bj90UUsD253AcdetSQFzCHktykoGMYUH9CQPzqBWW4QPE0/ltlNrF0Y4zn72Dn8unWntJHFjK3JK5OAHbtk/Xr/QUAUvGEot/BOvzlSRHp1w5A74jY0VB45O74eeJGwRnSbrg9f8AVNRQBq6ZhNHsQBgeRGAB9BTL5okKGW3aTgkEBTjGPX/9XH0plsxTQ7Ejj5IB+ZUU9rKXeW88TEkczxqcDOcDaB69/b3yAZFtpCPq5uixz5hf5ol77uhz/St20ZXiJWPyxnG04/Pj1rNt79v7ak0oKokjiEhcW5CEZHAO7rg/56VrRiXB8xkJzxtXHH51EYxXwkxgo7EvaqmoK72E6opZzG23AHXHHWrdVNQ5s5VDYZo2Ax16duRVjexyNrc5sFs/PkjliO3BcFsHJI6HHp0446YqSFYjPOYpTbCIidgpyHU5xn1PGRj0785pXV6rzwi1iMVwpzuGRnPAGc9cj9ccVe3xvdTlpRJuAiYjocE/eIBHVsdOcAd8VlE4qctWpa2J57sLbs8gXfIDjC/KBnjAz34P4fSqs0c815HcW8m62dGZlQn77DAyvQ4J7kHI+pqeXzJzGJokM0g4XdgOoDEFfTqOOvOD1qpa3bRwwoX8lArBGZgmAOhwPQDGGxxn8E276ltty8iQfuzJtVyZNuCx+4uewH8I3MMdvftFdTP5UrsDH5OWZi7c7ScEcEDp0NPe5DwC6knjETEKjvIAM5yfmBGF4HTuKopArXrpcCMyYLRsTuYgdstnjLMB+PqaGDZNJEhjVxgwwKXYh9vABOePvdz15/UOsnWOUsGhkkZA4IHCpgDHrg8+tJO7Q2SRz7jI537UYR5bGT908AdT+HvlkMIAzLdt5IARcLnjjcNx6jr9c+1QQunc2FmbUICEhLOmQQwyO4xk4JB/Dtx1rPu1aWLbHC6IACskDhTkqcnGOuMcHrjH1g+1mO3SOHzUdifLZMkq2cZYDvlh7cjPXlSGtZtkDFV25IjXGGwRt3Nz12nPP3QB7U5XjqNy0uxkEpLOGJdSykqi7t4+XgccdG9+vXpU4uVjtZI7jJViVWNHG044Pcg9AMY9uvNT2liYtQmkA85nyeXyS3APsBjHH/1qrzaYsIkjhUbo+cFcNyWwSTnPzDj69KVpLUHGVhqxtPFJKbiQQK/mJGxY4wQd2T1wc8Z6BR3rp/D5ElgJUVlBYgYPykZzkAHHOetcvbyMsdxCArbT5irvTcwOQSewI3DjpXTeG4lj0wbVlC7iBvbOQO4/HPvVw3NafxG5WHpuq26xQ2JDGeJI02opYkFEO7pwPm/Q1uVzVvpUBeaSZ4J1byw8c0QO1hHGOvXPAOff2rU6DSvp4o5o/OWTcAzIEeToOCSFGP4h19asW90Z7fzmjaNMZUk9VxnPt+Nc/caPol0FeQW9usTOjrHAmxycDB3KeRxwO9WrfRdMlCImx1jZvl8hACMngjbjAyB+H1oAZ41kE3w38RSgEB9IuWAPvC1FR+MLdLX4Z+ILeP7kekXKjgD/AJZN6cUUAaSf8gDT/wDt2/8AQkq7cTJEPnWQjuVBwo9SapRRs+hWARSxxbnA9AyEn8hV+aIOQ3lh26HJxxQByyXiDXZ5TNMbBkMXkBWDq/HzHv2Pvz0rpLd7cjfDGVz32EZz39+lVP7LCzOFkuvLbYT+/JB65HJzjpnnnNaUMaxRhFXaAMYznFJKw27ktUdVZF0u53Krnyn2of4jtPAq6CMVWvYZbm2eKKVIy6lSXjLjkemRTEcQ371IoolUkEO0sChEVcnbyG5+9xj3NWltd1vJFJbuku4u2EIB6lQG75LDn65xwK09P8NPp0bRw3UO1hg5t/pwPm4FSnRLrcxS/jjBO4bbflT7fN6HH5e+Y5ephGm73ktWY001wzRLvcExbMBerHJ6dcDA9eG5z1qlKiBnEaYt0QIIiNqtsz1PXHA659fY9BF4akgKrDcwopBEpETBn44yQ+eMnv3pE8LPHcrOt6pdW3fNBn5uec7s9CRjOPalyt7idOTWpnq0UkTNBGwjC4XzVDLnBUBce4Hcfe59qctzJLc5kmjkDo3CELtJwcHk889wBjk4ron0BgC3nwH5cEG3JBGCDxu9Carx+FZYypXUFTaANqQnHBz3Y57dc9BRKLY3TbRmXdnK9tIJSwCx7zIAAAcZzxnOOfy61ElnJcNEJh5UqHnLZwvAAyCQTgA9uvPSt/8A4R+UQ+SL1FTZ5eFg25HpwR+X+NRweG5YUAF3E20gqr25KqwPDAbuvfPvUukmR7C5z01iLUTPGz+YrbCEIBGSAzDn0A6475xkYtQC0eRw8caRuVQAjJ4yMHd0JDHPPf1JxvDRbhpnle9iLscD/RzhVxwoBbp1P41Enhs2yt5EsSo0gcpHEVGc8nG/HvT5GtivYtLQz7T7Cm2OFZYVLjy/4VyST8uME9OfwqxGrrbBmeQ7iCpYgbgABj7oB6cc+lWpNAnlnt5jcW4MW7hrdsgN1UEOMfrTpNBeVUWSa3cLjAa3OBjpxvxmrSfUaps5aaSS71CQQJ8pYMGkf50DN94DnA/iPPYAgnp1+iCU2hZimC+3K5AIHGR6g8Y9uMnANZl34Xe4uUdJ41X+ILbjbweM/Nnufy59Dq6RpsunJIktxFPg4DLb7Gx1wTk7utTGPKwpQlF6mvXNJdraaveIWuFXz0GFiLK37qP/AGTn8Dn8q6TIrIa0k/tC4kERMcrh8hV5wir3Oe3p6VobkGqXkMnl7YLt5MMFC28i9cd9hx9at2j2rRp5a3WCON0ci8ED2A9Kintbi4SONY2RQGLNIygkn/dBHc/l+NX7WOeKELM+9+cnPT0HQUgMfxyQ3w78SkZ/5BV11GP+WTUUzx/KkHw68SM/Q6ZcLwO7RsB+popgcfZaz4xtoY1Gs6VJHGuxUfS2xgDA6TA1a/4Sjxf/AM/uh/8Agsm/+SKKKAF/4Sbxf/z/AGh/+CyX/wCSKP8AhJ/GH/P9of8A4LJf/kiiigA/4Sfxh/z/AGh/+CyX/wCSKfD4n8VDa813ozIeqpp8qn8zOf5UUUAWP+Eq8Qf89NM/8BJP/jtH/CVeIP8Anppn/gJJ/wDHaKKALEfirVV/dzCzd/7yRMo/Lef507/hLtQ/55W3/fLf/FUUUAL/AMJbqH/PK2/75b/4qj/hLdQ/55W3/fLf/FUUUAH/AAluof8APK2/75b/AOKp9v4wufNZJrWJwBxsJX+eaKKAJv8AhNP+nD/yN/8AY0f8Jp/04f8Akb/7GiigA/4TT/pw/wDI3/2NH/Caf9OH/kb/AOxoooAP+E0/6cP/ACN/9jXS2032i2il27d6hsZzjIzRRQBNRRRQAUUUUAYXjDTf7Y8G6tp/neT9otXTft3bcjrjIzRRRQB//9k=</Data>
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