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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>
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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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