<?xml version="1.0" encoding="UTF-8" standalone="no"?>
<metadata xml:lang="it">
<Esri>
<CreaDate>20241028</CreaDate>
<CreaTime>11531400</CreaTime>
<ArcGISFormat>1.0</ArcGISFormat>
<SyncOnce>TRUE</SyncOnce>
</Esri>
<dataIdInfo>
<idAbs>PTUA 2006 : Punti di captazione di acque potabili</idAbs>
<searchKeys>
<keyword>ptua</keyword>
<keyword>ptua 2006</keyword>
</searchKeys>
<idPurp>Punti di captazione di acque potabili</idPurp>
<idCredit>Provincia di Brescia, Ufficio Cartografia e Gis</idCredit>
<resConst>
<Consts>
<useLimit/>
</Consts>
</resConst>
<idCitation>
<resTitle>PTUA_2006_captazione_acque</resTitle>
</idCitation>
</dataIdInfo>
<Binary>
<Thumbnail>
<Data EsriPropertyType="PictureX">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</Data>
</Thumbnail>
</Binary>
</metadata>
