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<resTitle>Conoidi alluvionali in Piemonte (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;Cartografia morfologica “Conoidi alluvionali” in Piemonte in scala 1:10.000, corredata dalle informazioni contenute nell’“Archivio conoidi” (caratteristiche generali dell'apparato, posizione rispetto alla valle principale, evoluzione del conoide in senso longitudinale, rapporti con altri apparati, informazioni disponibili sui fenomeni torrentizi che si sono verificati in epoca storica) e dalla “Caratterizzazione bacini” di alimentazione dal punto di vista morfometrico e litologico. L'ambito di analisi copre i rilievi alpini dalla Valle Ossola (VCO) all'alta Valle Tanaro nonché i rilievi appenninico-collinari piemontesi (fino alla Valle Scrivia - AL). Lo strumento d'indagine consiste principalmente nella foto-interpretazione del Volo Regione Piemonte Alluvione 2000 e nell’analisi in ambiente GIS delle Ortofoto TerraItaly IT2000 - aggiornamento 2007, integrate da speditivi rilievi di terreno.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span&gt;&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='https://webgis.arpa.piemonte.it/gpserver_arpa/catalog/search/resource/details.page?uuid=ARLPA_TO%3A07.03.19-D_2014-09-19-14%3A45' rel='nofollow ugc' style='font-size: 12pt;' target='_blank'&gt;scheda metadati&lt;/a&gt;&lt;/p&gt;&lt;p&gt;&lt;span&gt;&lt;/span&gt;&lt;/p&gt;&lt;/div&gt;&lt;/div&gt;</idAbs>
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<keyword>conoide</keyword>
<keyword>morfologia</keyword>
<keyword>fotointerpretazione</keyword>
<keyword>danni</keyword>
<keyword>bacini di alimentazione</keyword>
<keyword>litologia</keyword>
<keyword>Piemonte</keyword>
<keyword>_rischi_naturali</keyword>
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<idPurp>Inventario dei conoidi alluvionali 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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