<?xml version="1.0" encoding="UTF-8" standalone="no"?>
<metadata xml:lang="it">
<Esri>
<CreaDate>20241017</CreaDate>
<CreaTime>08434900</CreaTime>
<ArcGISFormat>1.0</ArcGISFormat>
<SyncOnce>TRUE</SyncOnce>
</Esri>
<dataIdInfo>
<idAbs>fasce altimetriche</idAbs>
<searchKeys>
<keyword>fasce altimetriche</keyword>
</searchKeys>
<idPurp>fasce altimetriche</idPurp>
<idCredit>Provincia di Brescia, Ufficio Cartografia e GIS</idCredit>
<resConst>
<Consts>
<useLimit/>
</Consts>
</resConst>
<idCitation>
<resTitle>Copy_of_aims_altimetria</resTitle>
</idCitation>
</dataIdInfo>
<Binary>
<Thumbnail>
<Data EsriPropertyType="PictureX">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</Data>
</Thumbnail>
</Binary>
</metadata>
