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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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