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<CreaDate>20190708</CreaDate>
<CreaTime>15403200</CreaTime>
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<resTitle>BDGeo100 Aree instabili (Map Image Layer)</resTitle>
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<idAbs>&lt;div style='text-align:Left; font-size:12pt;'&gt;&lt;div&gt;&lt;p&gt;&lt;span&gt;Carta delle aree instabili. Il tema, tratto dalla Banca Dati dei Processi Geologici realizzata dalla Regione Piemonte nella seconda metà degli anni `80, illustra i settori di versante vulnerabili da fenomeni di fluidificazione dei terreni incoerenti della copertura superficiale.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span&gt;Per la descrizione completa si rimanda alla &lt;/span&gt;&lt;a href='http://webgis.arpa.piemonte.it/gpserver_arpa/catalog/search/resource/details.page?uuid=ARLPA_TO%3A07-04-01_ai-D_2013-11-20%3A09%3A30' rel='nofollow ugc' style='font-size: 12pt;' target='_blank'&gt;scheda metadati&lt;/a&gt;&lt;/p&gt;&lt;/div&gt;&lt;/div&gt;</idAbs>
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<keyword>danni</keyword>
<keyword>abitazioni</keyword>
<keyword>terreni</keyword>
<keyword>trasporto in massa</keyword>
<keyword>fluidificazione</keyword>
<keyword>_rischi_naturali</keyword>
</searchKeys>
<idPurp>Carta delle aree instabili in Piemonte</idPurp>
<idCredit>ARPA Piemonte</idCredit>
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<useLimit>&lt;div style='text-align:Left;font-size:12pt'&gt;&lt;p&gt;&lt;span&gt;Il presente geoservizio è condiviso sulla base della Licenza CCBY 2.5 Italia (&lt;/span&gt;&lt;a href='http://webgis.arpa.piemonte.it/w-metadoc/_Licenze/Licenza_map_service.pdf' rel='nofollow ugc' target='_blank'&gt;vedi licenza&lt;/a&gt;&lt;span&gt;). &lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span&gt;Attribuzione: Arpa Piemonte - Geoportale&lt;/span&gt;&lt;/p&gt;&lt;/div&gt;</useLimit>
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</Data>
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