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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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