<?xml version="1.0" encoding="UTF-8" standalone="no"?>
<metadata xml:lang="pt">
<Esri>
<CreaDate>20221111</CreaDate>
<CreaTime>11133100</CreaTime>
<ArcGISFormat>1.0</ArcGISFormat>
<SyncOnce>TRUE</SyncOnce>
</Esri>
<dataIdInfo>
<idAbs>Feições de polígonos, confeccionadas a partir dos dados do Projeto Zoneamento Socioeconômico Ecológico do Estado de Mato Grosso, etapa Diagnóstico, escala 1:1.500.000, que explicitam as áreas com potencial de beleza cênica do Estado de Mato Grosso, que junto com as feições de linhas de padrões de forma de relevo e da geologia estrutural, e das feições de pontos de aspectos de beleza cênica (monumento natural, jazimento fossilífero, cachoeira, cânion, morro testemunho, e caverna), e com potencial de água mineral e termal, integram o mapa de Aspectos de Beleza Cênica e Potencial de Água Mineral e Termal do Estado de Mato Grosso, estudo integrado dos temas Geomorfologia e Geologia. Este mapa integra o Atlas de Mato Grosso, (SEPLAN-MT, 2011). </idAbs>
<searchKeys>
<keyword>BC01_ASPECTOS DE BELEZA CÊNICA E POTÊCIAL DE ÁGUA MINERAL E TERMAL</keyword>
</searchKeys>
<idPurp>Feições de polígonos, confeccionadas no Projeto Zoneamento Socioeconômico Ecológico do Estado de Mato Grosso, etapa Diagnóstico, escala 1:1.500.000</idPurp>
<idCredit>INTERGEO - INTERMAT</idCredit>
<resConst>
<Consts>
<useLimit>PÚBLICO</useLimit>
</Consts>
</resConst>
<idCitation>
<resTitle>BC01</resTitle>
</idCitation>
</dataIdInfo>
<Binary>
<Thumbnail>
<Data EsriPropertyType="PictureX">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</Data>
</Thumbnail>
</Binary>
</metadata>
