<?xml version="1.0" encoding="UTF-8" standalone="no"?>
<metadata xml:lang="it">
<Esri>
<CreaDate>20211117</CreaDate>
<CreaTime>11115100</CreaTime>
<ArcGISFormat>1.0</ArcGISFormat>
<SyncOnce>TRUE</SyncOnce>
</Esri>
<dataIdInfo>
<idAbs/>
<idPurp/>
<idCredit/>
<resConst>
<Consts>
<useLimit/>
</Consts>
</resConst>
<idCitation>
<resTitle>Mappa</resTitle>
</idCitation>
</dataIdInfo>
<Binary>
<Thumbnail>
<Data EsriPropertyType="PictureX">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</Data>
</Thumbnail>
</Binary>
</metadata>
