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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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