<?xml version="1.0" encoding="UTF-8" standalone="no"?>
<metadata xml:lang="it">
<Esri>
<CreaDate>20241016</CreaDate>
<CreaTime>13391200</CreaTime>
<ArcGISFormat>1.0</ArcGISFormat>
<SyncOnce>TRUE</SyncOnce>
</Esri>
<dataIdInfo>
<idAbs>Fenomeni di degrado del paesaggio - Areali a rischio di degrado diffuso. PTCP 2014 della Provincia di Brescia</idAbs>
<searchKeys>
<keyword>degrado</keyword>
<keyword>brescia</keyword>
</searchKeys>
<idPurp>Areali a rischio di degrado</idPurp>
<idCredit>Provincia di Brescia, Ufficio Cartografia e Gis</idCredit>
<resConst>
<Consts>
<useLimit/>
</Consts>
</resConst>
<idCitation>
<resTitle>TAV_2_2_Ambiti_prev_val_naturale_1_NEW</resTitle>
</idCitation>
</dataIdInfo>
<Binary>
<Thumbnail>
<Data EsriPropertyType="PictureX">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</Data>
</Thumbnail>
</Binary>
</metadata>
