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<Esri>
<CreaDate>20210414</CreaDate>
<CreaTime>14145300</CreaTime>
<ArcGISFormat>1.0</ArcGISFormat>
<SyncOnce>TRUE</SyncOnce>
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<resTitle>GeoPiemonte_test</resTitle>
</idCitation>
<searchKeys>
<keyword>Geologia</keyword>
<keyword>Piemonte</keyword>
<keyword>_geologia</keyword>
</searchKeys>
<idPurp>La Carta Geologica Interattiva del Piemonte (Progetto GeoPiemonteMap)</idPurp>
<idAbs>&lt;div style='text-align:Left;font-size:12pt'&gt;&lt;div&gt;&lt;div&gt;&lt;p&gt;&lt;span&gt;La carta geologica della Regione Piemonte (Italia) è una rappresentazione grafica della geologia della regione basata sul contenuto di un'ampia banca dati che può essere interrogata attraverso la carta interattiva multiscala (GeoPiemonte Map) resa disponibile mediante un'applicazione WebGIS. I dati geologici rappresentati nella carta derivano dalla revisione delle carte geologiche e della letteratura esistente integrata con dati originali non pubblicati. La revisione e l'armonizzazione dei dati esistenti e nuovi è stata basata su criteri generali (litostratigrafici e litotettonici) utilizzati per la classificazione delle unità geologiche e della loro rappresentazione sulla carta. L¿applicazione di tali criteri fornisce una suddivisione gerarchica delle unità geologiche del Piemonte.Tali unità sono state descritte utilizzando vocabolari standard (IUGS CGI Standard Vocabulary per le Geoscienze). La carta fornisce informazioni riguardo a: unità litologiche, domini geotettonici, composizione, struttura ed età delle unità litologiche. Inoltre è fornita una descrizione litologica sintetica ad uso tecnico conforme allo standard SimpleLithology.&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='http://webgis.arpa.piemonte.it/gpserver_arpa/catalog/search/resource/details.page?uuid=ARLPA_TO%3A07-11-00-D_2017-05-22-12%3A00' 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;&lt;/div&gt;</idAbs>
<idCredit>Arpa Piemonte, CNR IGG</idCredit>
<resConst>
<Consts>
<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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