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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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