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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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