<?xml version="1.0" encoding="UTF-8" standalone="no"?>
<metadata xml:lang="it">
<Esri>
<CreaDate>20241107</CreaDate>
<CreaTime>13565100</CreaTime>
<ArcGISFormat>1.0</ArcGISFormat>
<SyncOnce>TRUE</SyncOnce>
</Esri>
<dataIdInfo>
<idAbs>Ortofoto 2015</idAbs>
<searchKeys>
<keyword>Ortofoto 2015</keyword>
</searchKeys>
<idPurp>Ortofoto 2015</idPurp>
<idCredit>Provincia di Brescia, Ufficio Cartografia e Gis</idCredit>
<resConst>
<Consts>
<useLimit>Ortofoto 2015</useLimit>
</Consts>
</resConst>
<idCitation>
<resTitle>base_ortofoto_2012</resTitle>
</idCitation>
</dataIdInfo>
<Binary>
<Thumbnail>
<Data EsriPropertyType="PictureX">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</Data>
</Thumbnail>
</Binary>
</metadata>
