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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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