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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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