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<CreaDate>20241018</CreaDate>
<CreaTime>09212700</CreaTime>
<ArcGISFormat>1.0</ArcGISFormat>
<SyncOnce>TRUE</SyncOnce>
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<dataIdInfo>
<idAbs>Individuazione delle limitazioni di transito dei trasporti eccezzionali sulle strade della Provincia di Brescia</idAbs>
<searchKeys>
<keyword>trasporti</keyword>
<keyword>strade</keyword>
<keyword>eccezionali</keyword>
</searchKeys>
<idPurp>Trasporti eccezionali</idPurp>
<idCredit>Provincia di Brescia, Ufficio Cartografia e Gis</idCredit>
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<idCitation>
<resTitle>aims_rete_stradale</resTitle>
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</Data>
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