<?xml version="1.0" encoding="UTF-8" standalone="no"?>
<metadata xml:lang="it">
<Esri>
<CreaDate>20241017</CreaDate>
<CreaTime>11253200</CreaTime>
<ArcGISFormat>1.0</ArcGISFormat>
<SyncOnce>TRUE</SyncOnce>
</Esri>
<dataIdInfo>
<idAbs>Dusaf 2009</idAbs>
<searchKeys>
<keyword>dusaf</keyword>
<keyword>brescia</keyword>
</searchKeys>
<idPurp>Dusaf_2009</idPurp>
<idCredit>Provincia di Brescia, Ufficio Cartografia e Gis</idCredit>
<resConst>
<Consts>
<useLimit/>
</Consts>
</resConst>
<idCitation>
<resTitle>Dusaf_2009</resTitle>
</idCitation>
</dataIdInfo>
<Binary>
<Thumbnail>
<Data EsriPropertyType="PictureX">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</Data>
</Thumbnail>
</Binary>
</metadata>
