<?xml version="1.0" encoding="UTF-8" standalone="no"?>
<metadata xml:lang="it">
<Esri>
<CreaDate>20241018</CreaDate>
<CreaTime>08485500</CreaTime>
<ArcGISFormat>1.0</ArcGISFormat>
<SyncOnce>TRUE</SyncOnce>
</Esri>
<dataIdInfo>
<idAbs>Trasporto pubblico locale suddiviso per aree di concessione</idAbs>
<searchKeys>
<keyword>trasporti</keyword>
<keyword>tpl</keyword>
<keyword>bus</keyword>
</searchKeys>
<idPurp>Rete del traporto pubblico locale</idPurp>
<idCredit>Provincia di Brescia, Ufficio Cartografia e Gis</idCredit>
<resConst>
<Consts>
<useLimit/>
</Consts>
</resConst>
<idCitation>
<resTitle>rete_tpl</resTitle>
</idCitation>
</dataIdInfo>
<Binary>
<Thumbnail>
<Data EsriPropertyType="PictureX">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</Data>
</Thumbnail>
</Binary>
</metadata>
