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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>
</searchKeys>
<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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