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<resTitle>BDGeo100 AlveoTipi Portate (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 degli alveo-tipi e portate massime misurate o indirettamente valutate. Il tema, tratto dalla Banca Dati dei Processi Geologici realizzata dalla Regione Piemonte nella seconda metà degli anni `80, illustra i principali tronchi d'alveo della rete idrografica piemontese, differenziati in funzione dell'ambiente caratteristico, così come le portate massime registrate o valutate indirettamente associate ad un punto di misura. Sono stati esaminati: frequenza delle piene e regime delle portate, pendenza dell'alveo, quantità e dimensioni granulometriche dei materiali trasportati, erodibilità delle sponde e del fondo.&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%3A07-03-01_atp-D_2013-10-21%3A16%3A00&amp;amp;title=Arpa%20Piemonte%20-%20BDGeo100%20-%20Alveo%20tipi%20e%20portate" STYLE="text-decoration:underline;"&gt;&lt;SPAN&gt;scheda metadati&lt;/SPAN&gt;&lt;/A&gt;&lt;/P&gt;&lt;/DIV&gt;&lt;/DIV&gt;</idAbs>
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<keyword>tributari</keyword>
<keyword>portata</keyword>
<keyword>piene</keyword>
<keyword>trasporto in massa</keyword>
<keyword>tendenze evolutive</keyword>
<keyword>_rischi_naturali</keyword>
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<idPurp>Carta degli alveo-tipi e portate massime misurate o indirettamente valutate.</idPurp>
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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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