<?xml version="1.0" encoding="UTF-8" standalone="no"?>
<metadata xml:lang="it">
<Esri>
<CreaDate>20250605</CreaDate>
<CreaTime>09292900</CreaTime>
<ArcGISFormat>1.0</ArcGISFormat>
<SyncOnce>TRUE</SyncOnce>
</Esri>
<dataIdInfo>
<idAbs/>
<idPurp/>
<idCredit/>
<resConst>
<Consts>
<useLimit/>
</Consts>
</resConst>
<idCitation>
<resTitle>Frabosa sotto Risorse.mxd</resTitle>
</idCitation>
</dataIdInfo>
<Binary>
<Thumbnail>
<Data EsriPropertyType="PictureX">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</Data>
</Thumbnail>
</Binary>
</metadata>
