<?xml version="1.0" encoding="UTF-8" standalone="no"?>
<metadata xml:lang="it">
<Esri>
<CreaDate>20241017</CreaDate>
<CreaTime>12452300</CreaTime>
<ArcGISFormat>1.0</ArcGISFormat>
<SyncOnce>TRUE</SyncOnce>
</Esri>
<dataIdInfo>
<idAbs>Idrologia</idAbs>
<searchKeys>
<keyword>idrologia</keyword>
<keyword>geoambientale</keyword>
<keyword>brescia</keyword>
</searchKeys>
<idPurp>Idrologia</idPurp>
<idCredit>Provincia di Brescia, Ufficio Cartografia e Gis</idCredit>
<resConst>
<Consts>
<useLimit/>
</Consts>
</resConst>
<idCitation>
<resTitle>aims_GEO_idrologia</resTitle>
</idCitation>
</dataIdInfo>
<Binary>
<Thumbnail>
<Data EsriPropertyType="PictureX">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</Data>
</Thumbnail>
</Binary>
</metadata>
