<?xml version="1.0" encoding="UTF-8" standalone="no"?>
<metadata xml:lang="it">
<Esri>
<CreaDate>20220516</CreaDate>
<CreaTime>17401600</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>
