<?xml version="1.0" encoding="UTF-8" standalone="no"?>
<metadata xml:lang="pt">
<Esri>
<CreaDate>20221117</CreaDate>
<CreaTime>10554900</CreaTime>
<ArcGISFormat>1.0</ArcGISFormat>
<SyncOnce>TRUE</SyncOnce>
</Esri>
<dataIdInfo>
<idAbs>Feições de polígonos, confeccionadas no Projeto Zoneamento Socioeconômico Ecológico do Estado de Mato Grosso, etapa Diagnóstico, escala 1:1.500.000, que explicitam as unidades aquíferas, dadas pela análise hidrológica quanto a forma de circulação da água subterrânea, submetidas ao controle da porosidade primária (granular) ou secundária (fraturas e fissuras, dissolução cárstica), expressas no mapa de Unidades Aquíferas do Estado de Mato Grosso, estudo do tema Geologia. Este mapa é anexo do Relatório Técnico Consolidado da Geologia do Estado de Mato Grosso, cuja sistematização das informações hidrológicas envolveu a utilização de dados existentes, até o ano de 1995, de poços tubulares profundos cadastrados, baseada em informações estatísticas da capacidade específica, vazão e profundidade, associadas à geologia da área de interesse, que teve seu levantamento de campo no ano de 1997, cuja avaliação permitiu converter unidades litoestratigráficas em unidades hidrolitológicas, segundo metodologia de Struckmeier e Margat (1995), (SEPLAN-MT/CNEC, 2000c).</idAbs>
<searchKeys>
<keyword>AQ01_AQUIFERO</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>AP01</resTitle>
</idCitation>
</dataIdInfo>
<Binary>
<Thumbnail>
<Data EsriPropertyType="PictureX">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</Data>
</Thumbnail>
</Binary>
</metadata>
