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<CreaDate>20241018</CreaDate>
<CreaTime>09194900</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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