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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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