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<resTitle>Map</resTitle>
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<idAbs>O mapeamento da cobertura da terra do Distrito Federal tem o objetivo de estruturar uma base de dados anual a partir do ano de 1984 em escala regional (1:100.000) por meio de dados orbitais multitemporais, a fim de contribuir com políticas de ordenamento territorial.</idAbs>
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<keyword>Análise multitemporal</keyword>
<keyword> Brazil</keyword>
<keyword> Sensoriamento remoto</keyword>
<keyword> Cobertura da terra</keyword>
<keyword> Distrito Federal</keyword>
</searchKeys>
<idPurp>Auxiliar nas tomadas de decisão acerca da gestão dos recursos naturais e ordenamento territorial</idPurp>
<idCredit>CODEPLAN</idCredit>
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yXlsbqB5WFvFvjV2Zucbg4JAKg8g5z1FVvCGp3WrQGK70u4R0iDLdBWVJc5DcgYBw3AAwefauj1DSZr3TLqK+1R9k4wzGKMeWCTkLgdwQMnJ4HNTWNpaaZZ2dsHbbbKEjaWQ4YZ2k46Z98Y+bjrRSoKMrzSvv0/pEU8PTpxfPGPNe99Lrz/4fr1LDxzTohjJE8hxucbdi85wMfh69KZP4fzHtjkHmryXYN8+f5HOeme1WoL2KXEVspm25YyE8LtYqQCec5BAH9KV7iOG8VF4ON77pyBEMYBI9/T2z715WMlCpOzd0tDxsWqVSbU3dLTr/X9djIs9JdZczM6GdCgTaSWHDcZ4B4Hp371M/h2wmn8uVnLnICyRZJXjPOOmT9Kqa3eaisqWui2kswk27g8yLD0LfKxbcCOPugr269MmS98c3koma50S3hTOP3TuMnICs2MjscrjoPpSp4KDScpxXq9fuWv4HGqVCL5X9/6GvpcZ068e0aZ441jJJC5IT8RkY47dMVot5rRRWNv5ZSXlmYbhjqDg+uP6VHb3bS6JGupRyXF4qATC1BYKTwWVsA4xz3445rPtrdbO1j/etfeYpaLyMAgr99T17nBGPrWDj7NNKz6X+fT/AIBr7adKg6MXeD38vzC98LxB3u9Mfy3hJaSMk7Gk4yAB7ZH5Y71NZ3CeWJVk8iLcu0yy4X0wcn1OPqfeteI3ENnHHbWCoFZcpvUDkc5x0wfb3pIrKOwUO2Wk3AeXEM/KTx9Oe5pwpqpVgtf62O7L1CE+eLs+1t/S/Tv528zIleO9UApHcJgoGeMMZF5HOeCD16UunaPFB50xghSOTKBI7cIUBABwRzj5Rn6D0q7sNtdeesa4kyHVWJVGPOc44756duOubIaOGTDtI0xHPBwRknge3+Fe3DC1nPnr1L6uy6eV/wDI9ypCjNLmWvq/yvbU525SPTrpZIyssQ6DO1cdtzfjwO/NbdvE5EbeZLEHk3LFuD5G0gocjOOSeuQR6A5p39pI0XmxEmAcmNuCnHv29qbo9hMIJbT/AFVuxBC7TkA/3Tnjp+HFceGX1fFOLg127dfw+Z87hebD4t0nB+Xbv9z9S/Z6dFOWvLmZvLkIMSFtuF5IB59WzxjqB250p3SKRyJwBjLJuGF9/wAeP8k1TljX7ObaO4CJbBdxIzxkYUn6Y98Ec96y7+9bzBDanEOzcwSPOQSQT9Kv9zCbrvVdlrd7deiR6NbE0oxVacua3Ra/dsaUky/Y4okLqzEbiu4HcTz04HOMfpUyQCJupG0bdqk44/z/AJxXONDcyO0arcmF38wK8fAPTOAPbiqabYbhio2TgEHs4GenrjiuWjipYVuUqbcej2PIo46WFbnKm3Ho9v0OpFx/pJAyI9xDZbOSB/CBn2z09MZNJJcW9xZSMqGYhcqiYJDdsg8fnxxWBBZS3eUSLcrMWYkfLk9Sff8AWtqPSxHayxLO6vKMFwBx+B/z9K76GJq4tNRp2g79fy+e56GHxlbGJqNK0HfW/wCXz3KWhyRXWx3tY0kC+ahCY2cBecnO48/QHHrWnObfzQHRi6kSEopxwDgtj6dDWLFp10kyzSLGPJLLvMa5G7Hz5YHAAz0P8R54q/a6vocTXGi6dIjXlnGxeBAwC7eDl8EZyQCck5962w1WcKShNa+S/r5nRgalVUVCcbNeRIl5LePKsKRfZx0nYllIxzxxnuODjBByeRVKeDVblIbWzmiePzUlW8ZiPLKuGwFH38YAHIHHJq+8sFyEht7uN0ZWTZHIAWAO0kEeh4+tXo0VZA6YGOEBPyqP8967XeVzulBzTUv6/r7zr1O5Q2MZGcU6q1nJC9uixSeYEAXJOT071ZruTurnmhRRRTAKKKKACiiigAooooAKKKKAPF9L8Iap4OTWNevERQI3VTC5cwxk5aTuTtwOMH19a0tF0PN5/a1zK8jED7OA7KI4yOnUkk9yxyemMV2PjybyPAWvPhjmxlT5evzKR+XNef6J400y9TTdK0n7Q7hEEsskRCQqF5DEngnG0dsnrXHLAxheutle/ZfgawrfvnOpK2i007nRy3kZvDHsIVCERnAUB8jlc9cZP5e9WUSKKMom6XzHLOcjnPHXgcYA65wBVKV9LMpsBPDDeXCsyIZAWJJbccZyeQc+tXb+aHR9MurhU3JaxNKVHy7sDOPxrgowftW27p6p/p22Ko0antpczunqn+FuzKkVtPLexyNCYIQCJBIwIJBLfj1B9M564q7dqbeFMoxjwd/REx3JA7noAc+9ec6P4+udR1C3k1ewga2jkAjaGNxmRiBgksR93cQMZJUDjNd1pfiW11+C8a3guIprKXZNBMPnGDwcLu7gj14P1ry8TQcZy5NjixWDnTnO3rf1KU0Jny8CKk0ShirxdB2Zxxkls/XnpirUeYNLikWaeZpBsWVQyiPHHKqcZ+g59+7Lq7QRwzwB5S+6NzHN5sadS2X6FvlAx2wfxuaPcxx2AjbbGJZyibj1OB+JP0/SuFaT5dmeTGPLV5NnbUxLG/mhbN3OH3L88zBUdTj1GBjjofXrW3aWhdbaWGbfBNGk2dhHmY2kFjnIPPvkdelMvNFjWczWipDsQqXlGVTIxkdyeemR9ayleSQskkjOpJYEEqo6D5RngcdjUOfslee514HDz5/Z1Wve0T+a/q/y667N7cbrqeES+U7IArjlTnjOQPlI964/V9esoNTaPWRIkCjy7ZonYSgqCpl3AcnkAHPY+pFNup5dHSdtRxPpEnBJBkaAYx8+cl1P5gnuORn6j9ml0FrqGVbrRTGSHDZlhyTkjd94AkfKSCMY9q7KFKbanHaT0a79rvaXk9+j2v71XAxjLmjJppa20dl12f369tOlzw94m2XsukSXzavbvIYonlYeYS3Refvr2LdvQLg11Cm+soDKIfOjVixSRzJJGcYZVwOQDkDv9a4Sx8L61osltfaJbR3dx95ZnAIx1GBn5SRkHPODxjJrt5ZtIfT4LuO+jhurn/SLb97tkkBHIxwe5GPYGu+eNfs7LVd9np8v66nNi8XzQbpK6112aa8rP8fmT3l3Fc2UO87PNbna+doBxyOD6/lVa71/T9A1WGzu57mBpowwuGYvGecbTknB6ckfU1j32prpcUsjywo7owLSckjqce/P5mvL0F1f3mEDy3Mz/LHyckn3zUYPEuspTqK+yuYZZOWIc6lWOqsrvTa/9PsfRUF3BPbozujrKd0ZXkOpyykeowOvSqt7ayzWsUSXAycLKfLHIxzweAPbmqOkWF/o/hvTbeVEcwIVmRFAK/eORjgnOB+Oc9cv0+5aW9nBlBjcKY0c4fp12nnB6/hW2Hp0+Vatcztp/X9XNYQpOKjd+87fr+P6mg0kcCDzJAoA6s2OlU9SjknsRLbW0E86MGjW4BAHPzc4yDtzzRfQWc11F5sCTTFWQAqGKrjJ69ug/GoS9010yRKbeHccyeXkE9ySevQ4ruxFZU1ytXvpZf8AB0Oyvio0WoyjzJ2VrXv67K3zFE0UsVvOkjrbRScbD5YJHHPTI65GMcCrGoeb5Yh3RxK4G53bBA7/ANB171ajAjiVSRhQBuJqC88wRlkjZzvRiASflUjIA7cZwB1IFDpNx5ZPRrX/AIHkS8PL2fLJ6Na2/TfQUF/su3awGVUF2+YrkAk579eP8cVxt18M7QyTS2urX0Uk2Q5fD7g3XOMEj1ya7hts0fy4YcMpzwe45/CojsdXkTeCSrOi8NkYPT6DHuK3dOPY7YLk+Ep6BpH9haFb6cZxOYd/z42hsszdMnH3qvyQFzuEjI+MZXp+I70yKNI7dlQHa0jMQqgZyxJ4+p5/GiTEbRAvOuQR8q5B+vB56/5xVpWVht31ZvaEii3klJVpS2x2C4Py9Bj8SfxrZrE0G3kitpJXkJWV9yBhg4AAye3OM8AcYrbreHwo8ecuabYUUUVZIUUUUAFFFFABRRRQAUUVk3eqrBN5Ua7zg5YHPOM4AHPcfmPwyq1oUY803YTaW5zfjaC815V0JY4k0xykl3LIcmXa6sIkCnK/d5Y9MjGecSWiWsEKQ20MVuigDyggUKOOMDHY/hn8KfJdsYi8kZdpWDIY4iM55OeTg5yMVOIjsiO8bzkNgZz14yOAc/yNec8xhVSpt2/rf+vyOuhKEaak9G9CjNp+kXs0d9PbwzPbkmKRo8lcHOQfrUl1Fba1Zz2pIa3lTYy5KNg9efp7f/Wnkije0Us7KrYU7VOQSQAMY468+lYYkeLeiPgE4O09cV42Px/sai5G2mu/U66NGGIT5Ju6+48+8US3SWVvoum6O0drGeJo0aQzY5BQ4wATzkEscDccjFTeDtL8Qauur6jbarNbTghW6lpZV+ZQTkADOAc5GCeK7gsrwywssYSUkyYGN+QQc44OcnOf6UWd1HptzGgQx27vuYQJj5vUgDpWH9pxaSjHfqU8NUjTlGyuvm39/cg0rS/7EvEN9NqM815O0srTopiZgCpbCEhc7hj2HsMb8WmW6tbT2sgYR5AyqsSGZSee33R+XrWXrWpQTTWzQuXTG5j82VUgjOMdM49O/pTYnkLwtA0aGJBxtyXbPJ3E/TAx68+mFTEupU2/4J588D7a0pp8zW9tF/Xl9xr6oUjtmiLHezhlXcSce+e3XisQQs5MoXOwcn0rQSymvN80syqwbaSw6kUlzdQKjW9pHhGwGfJy2K4qycnzS0R6lGnGKVG3O07t9n/WxDZLC8zCaMSfISiE43N2HNeXXOkeM0bW1h0SWO0ug2+3ilWRY84JK4J3MRkHHUnp0Fei3GpaLYOiX2qW0EqtiVHfleMgHHQ45x71keL/ABnotx4Snm0XV9l2W/dpBK0cmW+UkqCM8HPPTr1FfQZD9ZoNR9jdTa1abW90+3nfy06nFmTjOpzwk7pNeS7/AH/1uYS6nP4n0jR7e11SLSb2xEyX/n3Ri242ndjrjg/Q8Zq1ovhx/Cus301y6ziJFSF1VT5gbBY4LcDB9c9T066ek6foum+ETFqdkjR2VsZJiSQWcr8w+bqSWwPqKpSazFfKPtEEto7wOR574JkwVVAcfMe/boOnOFicTHnl9WXu3a1/q/5279ThxFXG06fs7LXrff8AL9fyOPv4hBqUS3OW+fz5o9xPlBm5TII569xnjpXq+lw6Lciw1PTraJ2bbHFPJksqqMEHPOdq/n19a8v065ez86eOznkRkZn81W27g3T3AyM59O1dnpniLwzGbazSSS1Ez+dJHbwsYzKw2FCSM4x0wPT0weqlO1KcX2/rQ6Yzl7KUGtvxet/S35Hb3115dhftP5UEMKkCSRmA5Hc44HI+6T+HSsrVbiWxthd6XYS6hOQGEaT7cIecgHqPoD/hl+I/GdpYzHT2iuLq/UJujVTFGHyDgZ+bp04Ocjrxi14I1ZNX8PErC6i3laIK0hckYDD5jj+9j8KrL1a6a3DAQaTcl2K/h7xfNrd3LazWX2W/t2+e2dyC0eOSMj7wbGQccGuiuLWHUBGXZ12/MNpKMDyOfpn88H0rK1LQrO+1NJ5SYNQi2yQ3UB2soJPyt2PQgZH58g6cBEVypM0Jkmi3SbTwWXGWHtzXpQd1rqd7cZK/Qo6rPZ6ToZFzNJaQQuqrLAv+r5+Vio7e2MZ7VYstSj1O1/4l2pWVzIjDzHUZ2qfVQ2QTjuf8KqatpTa7Z6jpT3jIk4SRXMQwp4wFOeRlMn/e61ykfwvMt8ZbTVY1gjcAtECzIw565GD0+lRKpyytbQnngtHp/wAD5noHmyWOdqS3O5PlUKMIQfXj+8OOuBxVshQRt3FeMEgjNYXh+PV30YR69GI7iMgLIkwbzFA4fg4/PqRmtTzggWOSRw+Tt43KR2JOMDge3f2pKK5vaRe5PKoz509H9xVv7eWW1jWJ2hZZMAx5YqpOAenXGCfTJ571Np0lxfqsCxzwzMdpaePaQM8kY4JABPvSxSxw28k0rhIkX5pHyvAHJO7kc5610Wi2csMLvcRlZmO0FiCSg6H8e4q6dFKbkt3a5z1Ixot1IvWVvwNSOJIoljjG1EAUD0AqSiiu44wooooAKKKKACiiigAooooAp6g/l6dcMGZSIm+ZRkjjqBXIyzorrIqblAZdkSnAwPViM8E9B7V27oHQqwypGCK4qZ44r65t5LdSYGx5zsGXDYAGAS2c9sDPqM15GZpwtVT20MqjcPfTs/6/QdYL9nsYIW8oyyJuAZs8nkgZHI4JP51DqIuJp4obaRIrUg75VQFomIGGQ5469cHr+FPhvHTUDb3EKvJFGu6SIgKFYkbjnBHQ4Az0NOnthqTq7RsTbsTHw0asewJByV6ZxkHHI4xXjwajJuotzOGl+fUaPLudPJtLqO7YDDSbwx3dyxXgnI6ADpgVnpZTyyKsapIu04eMEK3PXkn6fr3FbkiF0jinVJJ2Qcgbc7SN3qQM4PUnn2qnp2mXVrcb1uiLf+BW3cg8nK8YP/1648RD2rSa0+RtRx9bDSShG8fyf6/Miiso1uzDE5nlTIcAYQHGdrHnGQR68HpVWzjktLuO31CGMEqu5iQ6nI6g8HgjnIFa0moL9qYQwzSyplNvRRzyabqDStaIXtQZCGydu4RD1J/w/KsuSnJctNao7pYivSfPXd01bpf5encyppmunkht4Y5mBEQkTIwFyOD+PqB1561BAslpJDDINz7AQVyQwPHDdM/yP4Vb0+JHuLiMlJUC4WZR8vB5BPbkcj2+lUJo2EQ8kxyyg4JlBX8enPByMcYNY8rjaU11+468HiqeJTVLRdU19+z0/rqaTXun2lxFZXYnLO26L5XkMjYGeFB9jz6/hWfHeXNyXbSbUxKsmGmuoWZtvP3VyNp6YLfkaRFMcsht7YNLKweWVhuL4GBuJ7ADpwB6U6ynvL2SCK3EkayEHzGOVVepJGQeRwPcjPFaupGVROlHru7HGsSlOpBtu3T3rfN/0vNmTe2NxZaSLKzcNeyuXEs6hmy7Fnlxxk8sRjvgVSsPCGnaBdC7kgku2ZlkeS8K5jwc71JAxzyTz0rsLt9OW8w6ulwGBeUYfJGRg/8A6uOOAOK5nWo21TXnQ3dy1nAEeIcBcc8YwO4z+Q4wK6ViqsYTpqpZN3feXr+nqzGrnGFjFSavJaW7ehauZre4udN0eXE8Lsskr8SJPlCWJwPuqG+XjrtPatTW/DFlrUDGO6ktrpCTHcxhQpzjg4HTj1HI74qzF4flTUYb8G3k2LhYmGI1bkiQADluTzweTz6WCzzXM1vItus6iNcyR/I68E7T1I5Uf7JOcngVdOyirHNWlOU7yadr2a/r+keGTtcaS1zpmYd8chEhU7gxHBAbuPaoLOznvrxLW1iMkrj5EXHOATkZ+hNewa34G0nXJzdXE0tvfMAGkWTfllAGCGHPAHp1z0ryjxDp7aF4glt4Lh5BCVaOcrt3HAyV5PGc457V6VKUZ62PUw1SFV6bvf1/r5nR6r4d1HVZ49e1EwLHL5KSfMwMpwFyBjK54GMZ6niul8C6XdaRZS2VwU80SPKUyylT8gx15B2+mR75qtpNtfeJfhzBbRX8ccysY2kZDwqtlQCDweF5rP8AA/iHULjWPsd9cG5JTYJAGkYYKgfd429fmPrnNdShKFSDh8P9bFuNaMo8jXLs0/0/4J6EqSWemou15ZUUBvKILSEe7dzjqT3696hVDsnZ42hVHBJ3lmk6Mfm6kc7Rj0I6VcdNyFVkmQg53AZPHpkEd6ztU1DVJL7TYdPtLedJJdtyshYOibh+8AOOAueeeSPTnqqTVOze35FTfI1fY0sHzEyibAflJHK8Yx9etK8klurSoS0arkwkDBIBxg4znOPy6VSNrcw3bm8kV7Z3/d7eHi4I+9/EO/qCT1xU8my5szi48uKcARsMAkEe+c5rKc4VE4T2ez8/6RlOop3jNadNd2Wb+3juPL83cOh2hz1ByOAcdv8AOKiEyONyIzuB90DBHsc4x9DWdNZCfxBa3dxJM0lqGaMogCEyAqQcDPARep/pWkxnDlgEZMcIOG/Pp6cYH1q8NCVOkoy3Rph4uFNRe5HZ2Plfut6CF5eIgnQMcbVIIx37d67iuPsGjn1e13SSKhYhUK4DOoJ69ex9uK7CuykrJs5cT8VkFFFFanMFFFFABRRRQAUUUUAFFFFABXCa/HdRX8khneOSZ1WIBwyALl920jj68nt6V3dY+r2EUtq0ojVpAwPIBGCcHg8dDn8K8/MaEq1K0empjWg5wsjk9Msrm1kihZ3JkTzpjs2mVxwFLdTgEc5ySvJIOK1JWVHVIllmeJwgIVW8kkZ7kfwnGeev1qs1srMzW80bzqxZ0835UJwCB1Iz0/P6VIsMENzHEwUguwgwP9XnGQPToeeoJ7ZAr5pSvuc8XyqzJfI23tzIt7NNcmJWFs8ihUGWwQoHGeRk56d8U43gaBIllAuXQHCkOV9W44x3z/8Aqpsl95UE86iPCMkY81vLEhOOQxzn72B6kYzzmoRO0M0jNBgBDtcneCABgE9Rznsfrk4NcjcXPorXNXGVvJblgFTLEjzt5gG7apxubucD69DkflkV726mjEaqkbeYfL+f7uD7dxjNTDEkSmVFeXHLHjr/AJxUd7C97amFpFPylsnIIfjAH+z19+ld8o1YQkoU9Ht3/Xc6qkK0aclCG+3f06+hnQExXsn2e6jXTzIouFuGJUuWxiNj0OcAjoegwSadqSA3s0qSZ3BGZGG1lyCo4687D1H/ANarptssl00EkTGdGEiBidqsvILAehwaXdNdaqbO5M5NuFj+0CNVFw5G4genR+M8AD1583F2xFNSirN9O1gy7Fw9pGs2o3vdfp0/q5FHCtwT5u3Yu1tjDOPf0z/kZ5rVisBvP2a53pIhRmX5WXPPytz6dPfOelZzhLW4hSOLckh3MJVOBGRySf735jOBnnIU6y4WVSrS4JaNsnJIOVHsOuT15rjpU401zT32DM81pz9yE/dej/rf5/LoUbyGO2u3gSXzNnXjGD6VX2RiTzpHEaIrF3PRV4JJ+gFPvrhJLi61Dc6wthnEnJTAxgY68jp1OTSxXVtf2BtYrBiLgBZ/ta4baQCQApyDj3GDzziqpYaMp80pcse/f07nzVHCRqVOaT5YX37+SW7Zdm8WJi0trYmPzDj92ys+0DgrkY7c8fStC4RtRmt50SNCp8uOXBGQyt1BA4xgYz1P0qtEllpRZorBQEi+QQR7ZGVQDtB6ntwx79qS512K2tI7wx3gknVvKtCipNlMhtqsfmI9iRjGM9/Zp4WnyShVevR/8N/XXqfS4Ok6LkpSu07LTy/rp5myYgr4VyzJxlmBaQY6ZPPXH6VleIPD1l4g07yb4NbtEQ/mZXfGOeeCeDyPrz2qxpWq2+txzyWMyzxbVw5jZMkj7pJHIznOOn1FWnt0VI4IneFEBcqgyTgDKs5PB6c8dua0rYuUW6a2XYutiZwk4LZdtzwi7k1vQJptOa6urRUbmFZzt69sHB+o75r1bwb4cj0vQLeSNWN/OqzyNJHwpIwEzjIx0Iznrx2qx5Vw9yLm4sURbkBWWZkfay5+6wwcEn+ZA5rae6uV0xGtrfMp+VMDI6Zzg4PQd/brXJUxcnps0c1XMZVFyuNmu3UdPHchYyu1FIzIxIyg/kf8n2LVFtOjAQtuiwVZxhWJ5yPX609L1kgBaTzih2uyLkk5weBVQ3yz2/8ApIhIL+S2OEcnAH3uxJx35NevH20uX2jVt9H+B6UXVnyub030/IljjXjeGZkHLNnbu7kA9Oef8mle2tvLCPEhQHhCOM5B6fhUEc8cVrL9saMJEzbnJyijJIGT6AgHNPgS2g3yhEiZ25YnrnHQnt+ma6moaJpHQ/Z3UWkV9PaMJNLCrvCZCqkvI8mF+UgqwyBkNgZ9+5rTkjYRZdPlPDAkcD1Pt/jWJrFtJLp1ymnqbiZY96Q7wEDc4OOMknPU8468CpE1caZZWMWqXG6dlRZnbAd2OBkKM5+Zh7DnnoK5pTrU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