<?xml version="1.0" encoding="UTF-8" standalone="no"?>
<metadata xml:lang="it">
<Esri>
<CreaDate>20241119</CreaDate>
<CreaTime>10552700</CreaTime>
<ArcGISFormat>1.0</ArcGISFormat>
<SyncOnce>TRUE</SyncOnce>
</Esri>
<dataIdInfo>
<idAbs>base ortofoto</idAbs>
<searchKeys>
<keyword>Base Ortofoto</keyword>
</searchKeys>
<idPurp>base ortofoto</idPurp>
<idCredit>Provincia di Brescia, Ufficio Cartografia e Gis</idCredit>
<resConst>
<Consts>
<useLimit/>
</Consts>
</resConst>
<idCitation>
<resTitle>base ortofoto</resTitle>
</idCitation>
</dataIdInfo>
<Binary>
<Thumbnail>
<Data EsriPropertyType="PictureX">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</Data>
</Thumbnail>
</Binary>
</metadata>
