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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>
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<idPurp>Auxiliar nas tomadas de decisão acerca da gestão dos recursos naturais e ordenamento territorial</idPurp>
<idCredit>CODEPLAN</idCredit>
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</Data>
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