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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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