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      <title>I LONGOBARDI A PAVIA by Teresa de Feo</title>
      <link>https://padlet.com/francamentenonloso/eojmwha6mtpd</link>
      <description></description>
      <language>en-us</language>
      <pubDate>2016-06-10 23:29:43 UTC</pubDate>
      <lastBuildDate>2025-04-15 08:48:25 UTC</lastBuildDate>
      <webMaster>hello@padlet.com</webMaster>
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         <url></url>
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      <item>
         <title>Cappella di Teodolinda, Duomo di Monza</title>
         <author>francamentenonloso</author>
         <link>https://padlet.com/francamentenonloso/eojmwha6mtpd/wish/114366248</link>
         <description><![CDATA[<div>La <strong>cappella di Teodolinda</strong> si trova nel <a href="https://it.wikipedia.org/wiki/Duomo_di_Monza">duomo di Monza</a>, a sinistra dell'abside centrale. Vi si conserva, in un'apposita teca nell'altare, la <a href="https://it.wikipedia.org/wiki/Corona_ferrea">corona ferrea</a>, inoltre è decorata da un ciclo di affreschi degli <a href="https://it.wikipedia.org/wiki/Zavattari">Zavattari</a>, famiglia di pittori con bottega a <a href="https://it.wikipedia.org/wiki/Milano">Milano</a>, che è il maggior esempio di ciclo pittorico dell'epoca <a href="https://it.wikipedia.org/wiki/Gotico_internazionale_in_Italia#Lombardia">tardo gotica lombarda</a>.</div>]]></description>
         <enclosure url="https://it.wikipedia.org/wiki/Cappella_di_Teodolinda" />
         <pubDate>2016-03-31 17:11:23 UTC</pubDate>
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      <item>
         <title></title>
         <author>francamentenonloso</author>
         <link>https://padlet.com/francamentenonloso/eojmwha6mtpd/wish/114366249</link>
         <description><![CDATA[<div><strong>Pisanello | The Vision of Saint Eustace</strong></div>]]></description>
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         <pubDate>2016-06-10 23:17:43 UTC</pubDate>
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      <item>
         <title>I Tarocchi - La storia</title>
         <author>francamentenonloso</author>
         <link>https://padlet.com/francamentenonloso/eojmwha6mtpd/wish/114366250</link>
         <description><![CDATA[<div>I Visconti-Sforza sono mazzi di Tarocchi  che risalgono al XV secolo. Molto probabilmente sono stati l’origine dei mazzi classici e,  in particolare, della variante marsigliese dalla quale derivano gran parte dei Tarocchi moderni. Il mazzo dei Visconti è di grande interesse sia storico, sia artistico, per la bellezza delle illustrazioni  realizzate con materiali preziosi. Si ritiene che, in alcuni casi, ritraggano membri delle famiglie Visconti e Sforza.<br><br></div><div>È uno dei mazzi di Tarocchi più antichi conservati sino ai nostri giorni, forse il più bello in assoluto. Queste carte sono riconosciute, dalla maggior parte degli studiosi, come uno dei più straordinari esempi dell’arte della miniatura e del simbolismo rinascimentale. Racchiudono, inoltre, anche un messaggio che possiamo definire  socio-culturale, dal momento che uniscono praticamente due dinastie ( i Visconti e gli Sforza) impegnate a governare Milano e la Lombardia tutta dal XIII secolo.<br><br></div>]]></description>
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         <pubDate>2016-05-26 22:16:56 UTC</pubDate>
         <guid>https://padlet.com/francamentenonloso/eojmwha6mtpd/wish/114366250</guid>
      </item>
      <item>
         <title>Chiesa di Sant&#39;Eusebio (Pavia)</title>
         <author>francamentenonloso</author>
         <link>https://padlet.com/francamentenonloso/eojmwha6mtpd/wish/114366251</link>
         <description><![CDATA[<div>La&nbsp;<strong>chiesa di Sant'Eusebio</strong>&nbsp;era una chiesa di<strong>&nbsp;</strong><a href="https://it.wikipedia.org/wiki/Pavia"><strong>Pavia</strong></a>, della quale oggi rimane soltanto la&nbsp;<a href="https://it.wikipedia.org/wiki/Cripta">cripta</a>. Costruita come&nbsp;<a href="https://it.wikipedia.org/wiki/Cattedrale">cattedrale</a><a href="https://it.wikipedia.org/wiki/Arianesimo">ariana</a>&nbsp;da&nbsp;<a href="https://it.wikipedia.org/wiki/Rotari">Rotari</a>&nbsp;(<a href="https://it.wikipedia.org/wiki/636">636</a>-<a href="https://it.wikipedia.org/wiki/652">652</a>), divenne in seguito il fulcro della&nbsp;<a href="https://it.wikipedia.org/wiki/Conversione_al_cattolicesimo_dei_Longobardi">conversione al cattolicesimo dei Longobardi</a>&nbsp;avviata da<strong>&nbsp;</strong><a href="https://it.wikipedia.org/wiki/Teodolinda"><strong>Teodolinda</strong></a>&nbsp;e dai&nbsp;<a href="https://it.wikipedia.org/wiki/Monaci_di_San_Colombano">monaci di San Colombano</a>.<br>Del&nbsp;<a href="https://it.wikipedia.org/wiki/VII_secolo">VII secolo</a>&nbsp;resta oggi la<strong>&nbsp;</strong><a href="https://it.wikipedia.org/wiki/Cripta"><strong>cripta</strong></a>, che, sebbene rimaneggiata in&nbsp;<a href="https://it.wikipedia.org/wiki/Architettura_romanica">epoca romanica</a>, mostra ancora alcuni&nbsp;<a href="https://it.wikipedia.org/wiki/Capitello"><strong>capitelli</strong></a><strong>,</strong>&nbsp;rara testimonianza di&nbsp;<a href="https://it.wikipedia.org/wiki/Scultura_longobarda">scultura longobarda</a>&nbsp;che mostra un allontanamento dall'<a href="https://it.wikipedia.org/wiki/Arte_classica">arte classica</a>&nbsp;attraverso forme originali ispirate all'<a href="https://it.wikipedia.org/wiki/Oreficeria_longobarda">oreficeria</a>. Forse erano originariamente ricoperti da paste vitree o grosse pietre colorate, che avrebbero dato un aspetto più maestoso ed aggraziato all'insieme; uno è diviso in campi chiusi triangolari, che ricorda le coeve<strong>&nbsp;</strong><a href="https://it.wikipedia.org/wiki/Fibula_%28spilla%29"><strong>fibule</strong></a>&nbsp;alveolate, mentre un secondo presenta ovali longitudinali, assimilati a grandi foglie d'acqua, che sembrano derivare dalle fibule "a cicala" usate in tutta l'oreficeria barbarica da modelli orientali. (da wikipedia)<br><br></div>]]></description>
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         <pubDate>2016-03-31 17:03:45 UTC</pubDate>
         <guid>https://padlet.com/francamentenonloso/eojmwha6mtpd/wish/114366251</guid>
      </item>
      <item>
         <title>Plutei di Teodote</title>
         <author>francamentenonloso</author>
         <link>https://padlet.com/francamentenonloso/eojmwha6mtpd/wish/114366252</link>
         <description><![CDATA[<div>I&nbsp;<strong><em>plutei di Teodote</em></strong>&nbsp;sono due&nbsp;<a href="https://it.wikipedia.org/wiki/Plutei">plutei</a>&nbsp;istoriati provenienti dall'<a href="https://it.wikipedia.org/w/index.php?title=Oratorio_di_San_Michele_alla_Pusterla&amp;action=edit&amp;redlink=1">oratorio di San Michele alla Pusterla</a>. Risalenti alla prima metà dell'<a href="https://it.wikipedia.org/wiki/VIII_secolo">VIII secolo</a>&nbsp;e conservati presso i<strong>&nbsp;</strong><a href="https://it.wikipedia.org/w/index.php?title=Musei_Civici_%28Pavia%29&amp;action=edit&amp;redlink=1"><strong>Musei Civici</strong></a><strong>&nbsp;</strong>di&nbsp;<a href="https://it.wikipedia.org/wiki/Pavia">Pavia</a>, sono una delle più alte testimonianze della&nbsp;<a href="https://it.wikipedia.org/wiki/Scultura_longobarda">scultura longobarda</a>&nbsp;nel periodo di massima fioritura dell'<a href="https://it.wikipedia.org/wiki/Arte_longobarda">arte longobarda</a>.</div>]]></description>
         <enclosure url="https://it.wikipedia.org/wiki/Plutei_di_Teodote" />
         <pubDate>2016-03-31 16:59:27 UTC</pubDate>
         <guid>https://padlet.com/francamentenonloso/eojmwha6mtpd/wish/114366252</guid>
      </item>
      <item>
         <title>Teodolinda</title>
         <author>francamentenonloso</author>
         <link>https://padlet.com/francamentenonloso/eojmwha6mtpd/wish/114366253</link>
         <description><![CDATA[<div>regina dei&nbsp;<a href="http://www.sapere.it/enciclopedia/Longobardi+o+Langobardi.html">Longobardi</a>&nbsp;(m. 625). Figlia di&nbsp;<a href="http://www.sapere.it/enciclopedia/Garibaldo+%28re+di+Baviera%29.html">Garibaldo</a>, duca dei&nbsp;<a href="http://www.sapere.it/enciclopedia/B%C3%A0vari+o+Bai%C3%B9vari.html">Bavari</a>, sposò (589)&nbsp;<a href="http://www.sapere.it/enciclopedia/%C3%80utari.html">Autari</a>, re dei Longobardi, e dopo la sua morte (590) il suo successore&nbsp;<a href="http://www.sapere.it/enciclopedia/Agilulfo.html">Agilulfo</a>. Fervente cattolica, si adoperò, con l'aiuto di&nbsp;<a href="http://www.sapere.it/enciclopedia/Greg%C3%B2rio+I+%28papa%29.html">Gregorio Magno</a>, per la conversione del suo popolo dall'<a href="http://www.sapere.it/enciclopedia/arian%C3%A9simo.html">arianesimo</a>&nbsp;al cattolicesimo, contribuendo notevolmente a raddolcire i rapporti con le popolazioni indigene. Fu larga di donazioni alla Chiesa e fece costruire a Monza la basilica di S. Giovanni Battista, donandole tesori, tra cui la corona ferrea. Rimasta nuovamente vedova, resse il regno per il figlio&nbsp;<a href="http://www.sapere.it/enciclopedia/Adaloaldo.html">Adaloaldo</a>.<br>da www.sapere.it<br><br>Teodolinda sposa Agilulfo (dettaglio). Affresco degli&nbsp;<a href="https://it.wikipedia.org/wiki/Zavattari">Zavattari</a>,&nbsp;<a href="https://it.wikipedia.org/wiki/1444">1444</a>.</div>]]></description>
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         <pubDate>2016-03-31 16:40:09 UTC</pubDate>
         <guid>https://padlet.com/francamentenonloso/eojmwha6mtpd/wish/114366253</guid>
      </item>
      <item>
         <title>San Pietro in ciel d&#39;o</title>
         <author></author>
         <link>https://padlet.com/francamentenonloso/eojmwha6mtpd/wish/114366254</link>
         <description><![CDATA[<div>di<strong>&nbsp;Evelina Mitrofan</strong><br>Sorta sul luogo in cui si presuppone sia morto Severino Boezio, San Michele in ciel d'oro è alquanto rinomata nel mondo religioso per avere al suo interno i resti di Severino Boezio (cripta), Agostino, a cui é dedicato uno splendido sarcofago, e i resti di Liutprando (alla base di un pilastro). La facciata é divisa da due contrafforti, uno dei quali al suo interno ha le scale che portano ai matronei. I tipici archetti pensili (intrecciati) del romanico seguono la linea delle falde. Al di sotto di essi si trova una serie di loggette cieche. La luce entra attraverso monofore, diafore e finestrelle. Inoltre possiamo osservare dei piatti in ceramica e vetro che decorano la facciata. Essi però sono delle copie, gli originali sono conservati ai musei civici.</div>]]></description>
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         <pubDate>2016-04-14 20:11:25 UTC</pubDate>
         <guid>https://padlet.com/francamentenonloso/eojmwha6mtpd/wish/114366254</guid>
      </item>
      <item>
         <title>Alessandro Degani/ Facciata della Certosa di Pavia</title>
         <author>aledega2000_games</author>
         <link>https://padlet.com/francamentenonloso/eojmwha6mtpd/wish/114366255</link>
         <description><![CDATA[<div>Questa maestosa facciata, non ancora terminata, è di stile bramantesco; il progetto iniziale del&nbsp;<strong>Guiniforte Solari&nbsp;</strong>era tuttavia molto meno grandioso e complesso. Essa segna un'epoca importantissima nella storia dell'arte, un punto di partenza per una nuova architettura, destinata ad innovare il sistema archiacuto introdotto dagli ingegneri tedeschi del Barbarossa, per averne "un' altra nuova e più buona".&nbsp; La Certosa divenne perciò il centro di questa scuola innovatrice.<br><strong>Particolari della facciata.</strong><br>Alla base troviamo 60 medaglioni rappresentanti teste d'Imperatori e di Re, stemmi e medaglie antiche, opera di&nbsp;<strong>Giovanni Antonio Amadeo</strong>&nbsp;e dei suoi compagni Benedetto da Porlezza, Giovan Battista da Sesto, Stefano da Sesto e Antonio romano, i quali entro il 1498 realizzarono le sculture fino al primo cornicione " facendo&nbsp; &nbsp;<br>historie con figure". Il lavoro fu poi ripreso dal Briosco e dal De Ganti, su disegni del Dolcebuono e di &nbsp; Ambrogio da Fossano detto "<strong>&nbsp;il Bergognone&nbsp;</strong>", sotto la direzione dello scultore Cristoforo Mantegazza.</div>]]></description>
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         <pubDate>2016-05-26 19:54:49 UTC</pubDate>
         <guid>https://padlet.com/francamentenonloso/eojmwha6mtpd/wish/114366255</guid>
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         <title>&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; PAVIA IN EPOCA VISCONTEA</title>
         <author>francamentenonloso</author>
         <link>https://padlet.com/francamentenonloso/eojmwha6mtpd/wish/114366256</link>
         <description><![CDATA[]]></description>
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         <pubDate>2016-06-10 22:49:50 UTC</pubDate>
         <guid>https://padlet.com/francamentenonloso/eojmwha6mtpd/wish/114366256</guid>
      </item>
      <item>
         <title>&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; PAVIA DALL&#39;EPOCA LONGOBARDA AL ROMANICO</title>
         <author>francamentenonloso</author>
         <link>https://padlet.com/francamentenonloso/eojmwha6mtpd/wish/114366257</link>
         <description><![CDATA[]]></description>
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         <pubDate>2016-06-10 22:46:20 UTC</pubDate>
         <guid>https://padlet.com/francamentenonloso/eojmwha6mtpd/wish/114366257</guid>
      </item>
      <item>
         <title>I Longobardi </title>
         <author>francamentenonloso</author>
         <link>https://padlet.com/francamentenonloso/eojmwha6mtpd/wish/114366258</link>
         <description><![CDATA[<div>La popolazione longobarda, di origine germanica, occupò parte&nbsp; dell'Italia settentrionale sotto la guida di&nbsp;<strong>Alboino</strong>&nbsp;(568), ponendo a&nbsp;<strong>Pavia</strong>&nbsp;la&nbsp; propria capitale, e in seguito estese il dominio su altre regioni centrali e&nbsp; meridionali della penisola, fino all'avvento di Carlo Magno nel 774. I&nbsp; Longobardi erano cristiani aderenti all'eresia ariana, ma agli inizi del sec.&nbsp; VII si convertirono al cattolicesimo con la<strong>&nbsp;regina Teodolinda</strong>.&nbsp;<br><br></div><div>Le principali testimonianze dell'arte longobarda sono affidate a una ricca serie di<strong>&nbsp;oggetti in metallo</strong>, spesso prezioso, che i Longobardi&nbsp; portarono dalla Pannonia e continuarono a produrre durante la permanenza in&nbsp; Italia. Questi oggetti (soprattutto&nbsp;<strong>else di spada, fibule, croci</strong>) sono lavorati&nbsp; e decorati con<strong>&nbsp;intrecci lineari o con motivi zoomorfi&nbsp;</strong>(fibule e croci nel Museo&nbsp; di Cividale). Non mancano figurazioni stilizzate, come nella croce del duca&nbsp; Gisulfo (secc. VI-VII, Museo di Cividale) o nella lamina sbalzata dell'elenco di&nbsp; Agilulfo (sec. VII, Firenze, Museo del Bargello). Spesso questi oggetti di&nbsp; oreficeria sono arricchiti con<strong>&nbsp;pietre preziose</strong>&nbsp;o semplicemente colorate (<strong>croce&nbsp; di Agilulfo, VII secolo, Monza, tesoro del duomo</strong>).&nbsp;<br><br></div><div>Sono inoltre note alcune sculture in pietra appartenenti&nbsp; all'ultimo periodo della dominazione longobarda, tra le quali il&nbsp;<strong>sarcofago di&nbsp; Teodora a Pavia</strong>&nbsp;(720 ca) e i bassorilievi dell'ara del duca Ratchis (metà del&nbsp; sec. VIII, Cividale, Museo cristiano), raffiguranti scene del Nuovo Testamento.&nbsp;<br><br></div><div>In campo architettonico le piante di alcune chiese rivelano&nbsp; riferimenti classici e orientali, pur distinguendosi per l'inserimento di piante&nbsp; stellari e doppi ambulacri (per es. S. Sofia di Benevento, ca 762).&nbsp;<br>da www.sapere.it</div>]]></description>
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         <pubDate>2016-03-31 16:11:26 UTC</pubDate>
         <guid>https://padlet.com/francamentenonloso/eojmwha6mtpd/wish/114366258</guid>
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      <item>
         <title>Alessandro Degani/ La storia della Certosa di Pavia</title>
         <author>aledega2000_games</author>
         <link>https://padlet.com/francamentenonloso/eojmwha6mtpd/wish/114366259</link>
         <description><![CDATA[<div>La costruzione della Certosa di Pavia fu iniziata da&nbsp;<strong>Gian Galeazzo Visconti</strong>, Duca di Milano, che il 27 agosto 1396 poneva la prima pietra della Certosa. Dopo l'investitura a Duca, pagata diecimila fiorini all'imperatore Venceslao nel 1395, e l'impulso dato nel 1385 alla costruzione del Duomo di Milano, anche l'erezione di questo monumento, per cui il Visconti avrebbe speso somme ingentissime, rappresentava uno strumento di autorità e prestigio con gareggiava con le altre corti italiane del tempo. In esso avrebbe dovuto essere collocata anche la tomba monumentale del Duca, per la quale lasciò precise disposizioni testamentarie solo in parte adempiute quasi un secolo dopo la sua morte.</div>]]></description>
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         <pubDate>2016-05-11 19:42:57 UTC</pubDate>
         <guid>https://padlet.com/francamentenonloso/eojmwha6mtpd/wish/114366259</guid>
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      <item>
         <title>Basilica di San Michele Maggiore a Pavia</title>
         <author>francamentenonloso</author>
         <link>https://padlet.com/francamentenonloso/eojmwha6mtpd/wish/114366260</link>
         <description><![CDATA[<div>La&nbsp;<a href="https://it.wikipedia.org/wiki/Basilica"><strong>basilica</strong></a><strong>&nbsp;di&nbsp;</strong><a href="https://it.wikipedia.org/wiki/Arcangelo_Michele"><strong>San Michele</strong></a><strong>&nbsp;Maggiore</strong>, capolavoro di&nbsp;<a href="https://it.wikipedia.org/wiki/Stile_romanico">stile romanico</a><a href="https://it.wikipedia.org/wiki/Lombardia">lombardo</a>, è un&nbsp;<a href="https://it.wikipedia.org/wiki/Chiesa_%28architettura%29">luogo di culto</a><a href="https://it.wikipedia.org/wiki/Chiesa_cattolica">cattolico</a>&nbsp;di&nbsp;<a href="https://it.wikipedia.org/wiki/Pavia">Pavia</a>&nbsp;risalente ai secoli&nbsp;<a href="https://it.wikipedia.org/wiki/XI_secolo">XI</a>&nbsp;e&nbsp;<a href="https://it.wikipedia.org/wiki/XII_secolo">XII</a>. Una prima chiesa dedicata a san Michele Arcangelo fu costruita originariamente sul luogo della&nbsp;<a href="https://it.wikipedia.org/wiki/Cappella">cappella</a>&nbsp;del&nbsp;<a href="https://it.wikipedia.org/wiki/Palazzo_Reale_%28Pavia%29">Palazzo Reale</a>&nbsp;nel&nbsp;<a href="https://it.wikipedia.org/wiki/Arte_longobarda">periodo longobardo</a>&nbsp;grazie anche ai monaci di&nbsp;<a href="https://it.wikipedia.org/wiki/San_Colombano">san Colombano</a>&nbsp;di&nbsp;<a href="https://it.wikipedia.org/wiki/Bobbio">Bobbio</a>&nbsp;(a questo periodo risale la parte inferiore del&nbsp;<a href="https://it.wikipedia.org/wiki/Campanile">campanile</a>), ma fu distrutta da un incendio nel&nbsp;<a href="https://it.wikipedia.org/wiki/1004">1004</a>.</div>]]></description>
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         <pubDate>2016-03-31 17:13:05 UTC</pubDate>
         <guid>https://padlet.com/francamentenonloso/eojmwha6mtpd/wish/114366260</guid>
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      <item>
         <title>Alessandro Degani/ Descrizione della Certosa di Pavia</title>
         <author>aledega2000_games</author>
         <link>https://padlet.com/francamentenonloso/eojmwha6mtpd/wish/114366261</link>
         <description><![CDATA[<div>L'accesso al complesso monastico avviene attraverso un vestibolo di epoca rinascimentale, affrescato sia interiormente che esteriormente. Nella lunetta d'ingresso, sbiadita, due angeli reggono la stemma del committente<strong> Gian Galeazzo</strong>, con il biscione visconteo e l'aquila imperiale. Meglio conservata la decorazione superiore, stesa da Bernardino de' Rossi nel 1508. All'interno, un arcone marmoreo a motivi vegetali reca tondi con le effigi di <strong>Gian Galeazzo e Filippo Maria Visconti</strong>. Ai lati, i santi Cristoforo e Sebastiano di<strong> Bernardino Luini</strong>, seguace di Leonardo. Tutto l'interno è coperto da motivi rinascimentali a vivaci colori.<br>La chiesa ha pianta a croce latina divisa in tre navate con abside e transetto, coperta da volte a crociera su archi a sesto acuto, ispirata, seppure in scala ridotta, alle proporzioni del Duomo di Milano.<br>I materiali utilizzati per la costruzione sono misti: i pilastri e le parti basse dei muri sono in pietra da taglio, cui si sovrappongono le parti alte e le volte in laterizio. La tecnica di costruzione delle volte è a crociera gotica. Le volte delle navate laterali risultano dalla combinazione di cinque spicchi di crociera e si aprono come "cuffie" verso lo spazio centrale. Le volte esapartite sono dipinte alternativamente con motivi geometrici e con un cielo stellato, su disegno del <strong>Bergognone</strong>, ideatore di tutte le decorazioni pittoriche di epoca rinascimentale. Le volte sono sostenute da pilastri a fascio, di chiara ispirazione gotica, mentre gli arconi di accesso alle cappelle laterali delle navate presentano già un discegno classico con capitelli corinzi, testimoniando la transizione dal gotico al rinascimento.</div>]]></description>
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         <pubDate>2016-05-26 19:47:08 UTC</pubDate>
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      <item>
         <title>Sarcofago di Sant&#39; Agostino, Basilica di San Pietro in Ciel d&#39;Oro a Pavia</title>
         <author></author>
         <link>https://padlet.com/francamentenonloso/eojmwha6mtpd/wish/114366262</link>
         <description><![CDATA[<div>di<strong> Evelina Mitrofan</strong><br>Il sarcofago é fatto in marmo ed é scolpito dai maestri comacini. É diviso in tre parti principalmente:<br>-Parte inferiore: raffigurazioni di santi e apostoli;<br>-Parte intermedia: statua di Sant'Agostino giacente su un lenzuolo;<br>-Parte superiore: formelle raffiguranti la vita del santo le quali sorreggono delle cuspidi triangolari raffiguranti i miracoli di Agostino.</div>]]></description>
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         <pubDate>2016-04-14 20:35:14 UTC</pubDate>
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      <item>
         <title>Foto di Federico Martiorana e Giulia Beccaria</title>
         <author>francamentenonloso</author>
         <link>https://padlet.com/francamentenonloso/eojmwha6mtpd/wish/114366263</link>
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         <pubDate>2016-06-08 14:56:18 UTC</pubDate>
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         <title></title>
         <author></author>
         <link>https://padlet.com/francamentenonloso/eojmwha6mtpd/wish/114366264</link>
         <description><![CDATA[<div>SIMONE DI BLASI VERIFICA</div>]]></description>
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         <pubDate>2016-06-05 22:10:21 UTC</pubDate>
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      <item>
         <title>Verifica di storia dell&#39;arte Matteo Pandini </title>
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         <link>https://padlet.com/francamentenonloso/eojmwha6mtpd/wish/114366265</link>
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         <pubDate>2016-06-05 17:40:56 UTC</pubDate>
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      <item>
         <title>verifica storia dell&#39;arte Martorana</title>
         <author></author>
         <link>https://padlet.com/francamentenonloso/eojmwha6mtpd/wish/114366266</link>
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         <pubDate>2016-06-05 13:02:40 UTC</pubDate>
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      <item>
         <title>lobosco lorenzo verifica</title>
         <author></author>
         <link>https://padlet.com/francamentenonloso/eojmwha6mtpd/wish/114366267</link>
         <description><![CDATA[<div>1)Lo stile gotico deriva dalle tradizioni romano-bizantine, in questo particolare contesto furono di particolare rilievo l’esperienza toscana e quella romana, dalle quali nascono poi le nuove scuole Romana, Fiorentina e Senese.&nbsp;<br><br></div><div><br></div><div>La personalità di maggior spicco della pittura Fiorentina è il pittore Cimabue: leggenda narra che fosse stato il maestro di Giotto. La formazione di Cimabue è fortemente legata alla tradizione bizantina colta che continuava a rappresentare il principale punto di riferimento artistico e culturale. Oggetti di origine orientale , infatti, venivano importati con continuità in occidente e maestri bizantini furono chiamati ad affrescare la cupola del battistero di parma, mentre altri influenzarono i mosaici di Venezia e Sicilia. forte degli strumenti tecnici che proprio da tale tradizione aveva appreso, Cimabue incomincia sperimentare nuove forme pittoriche ispirate da un nuovo concetto di aderenza alla realtà. Lui già da giovanissimo era particolarmente attratto dall’idea di dipingere soggetti ispirati alla vita quotidiana.<br><br></div><div><br></div><div>&nbsp;Il capostipite della scuola Senese è Duccio di Buoninsegna, il tipo di pittura che ne scaturisce è del tutto differente da quello fiorentino. Mentre Cimabue e i suoi successori privilegeranno la rappresentazione tridimensionale dei volumi e la loro collocazione all’interno d’uno spazio il più realistico possibile, Duccio concentra la sua attenzione soprattutto sulla fluidità delle linee e sulla raffinata armonia dei colori. Il volume, quindi, viene impiegato dal maestro senese solo per definire ogni singola figura e non per mettere in rapporto fra loro i vari personaggi che, invece, risultano legati dal ritmo, equilibrato e studiatissimo, del disegno e dei colori.<br><br></div><div><br></div><div>La scuola Romana ha invece come maggior esponente Pietro de’ Cerroni, soprannominato Cavallini. L’origine romana determina nel cavallini una tenace aderenza nelle antiche tecniche pittoriche e musive di tradizione paleocristiana e tardo-antica. Ciò conferisce alla sua produzione artistica un senso di maestosità classicheggiante al quale gli influssi Gotici europei aggiungono quella scioltezza di linee e quella morbidezza nelle forme che la rigidità degli schemi pittorici bizantini non avrebbe certo consentito.<br><br></div><div><br></div><div>Dal punto di vista storico-sociale il trecento è un secolo di guerre, di pestilenze e di grandi rivolgimenti sociali; in questo periodo era andata formandosi una nuova e attiva classe sociale: la borghesia. La borghesia è costituita proprio da questi individui: artigiani, mercanti, banchieri e rappresentanti delle varie professioni. Essi, a differenza della nobiltà feudale, non nascono necessariamente ricchi ma lo diventano, grazie al proprio lavoro e alla propria intraprendenza. Essi per i loro affari necessitano però di un’organizzazione politica e legislativa più moderna, snella e rispondente alle loro esigenze, nacquero così i comuni. In essi le famiglie borghesi più ricche avevano dato vita a forti oligarchie che gestivano il potere nell’interesse della classe sociale di appartenenza .<br><br></div><div><br></div><div><a href="https://www.google.it/url?sa=i&amp;rct=j&amp;q=&amp;esrc=s&amp;source=images&amp;cd=&amp;cad=rja&amp;uact=8&amp;ved=0ahUKEwicobGR-I7NAhWDVBQKHRzRC3UQjRwIBw&amp;url=https%3A%2F%2Fit.wikipedia.org%2Fwiki%2FCrocifisso_di_Santa_Croce&amp;psig=AFQjCNFcdF9NoSPrmaYLd6_AnfMKUiC06Q&amp;ust=1465149126584382"><figure class="attachment attachment-preview" 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","width":308}' 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"><figcaption 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"><figcaption class="caption"></figcaption></figure></a><br><br></div><div><br></div><div>2)Giotto fa il suo esordio al fianco di Cimabue, che stava affrescando il coro e il transetto nella chiesa superiore della basilica francescana di assisi con grandi cicli rappresentanti storie tratte dalla bibbia e dalla vita di Maria. Nonostante ciò ancora oggi l’intervento diretto di Giotto in questa opera è messo in dubbio, ma comunque si attribuisce all’artista il celebre ciclo ispirato alle storie di san Francesco. Tale ciclo occupa la parte inferiore delle parete longitudinali della basilica di assisi e si compone di ventotto affreschi quadrangolari di grandi dimensioni, ognuno di essi è incorniciato da due colonne fertili dipinte che sorreggono un architrave di coronamento, con mensole affrescate in una prospettiva molto realistica. sotto il registro figurato sono dipinte una cornice marmorea e un drappo, probabile opera di bottega, che imita un ricco tessuto ornato da motivi geometrici, appesa a dei ganci come addobbare sontuosamente la parte inferiore della navata. Grazie a questo artificio Giotto riesce a dilatare illusoriamente lo spazio delle pareti e a far apparire le scene che vi dipinge come se fossero viste attraverso un alto porticato aperto verso l’esterno.<br><br></div><div><br></div><div>Giotto fu un fulmine a ciel sereno per la pittura del trecento, per le enormi innovazioni che portò. Tramite l’utilizzo di una nuova prospettiva e l’uso sapiente dei colori e del chiaroscuro, infatti, egli conferisce alle proprie pitture una verosimiglianza, un volume e un taglio nuovi e sconvolgenti. I corpi dei personaggi sono presentati da Giotto con ulteriore e assoluta libertà. Lo spazio all’interno del quale tali corpi vengono inseriti acquisisce un nuovo senso di tridimensionalità. Esso appare molto più vicino a quello naturale, in cui il paesaggio e le architetture contribuiscono a dare chiarezza alla composizione e profondità alla scena. Negli affreschi i cieli di Giotto sono di un azzurro intenso, i volti dei suoi personaggi non sono più ripetitivi e stilizzati, ma rappresentano volti di uomini e di donne che soffrono, che gioiscono, che piangono e che ridono: che vivono. Giotto nelle storie sacre narrate nei suoi affreschi&nbsp; e nelle sue tavole cerca di figurarsi lo svolgimento dei fatti nel modo più semplice e naturale possibile, e sono proprio la semplicità e la naturalezza delle rappresentazioni i due elementi che riducono la pittura giottesca all’essenzialità della cultura classica.<br><br></div><div><br></div><div>&nbsp;&nbsp;<br><br></div><div><br></div><div><a href="https://www.google.it/url?sa=i&amp;rct=j&amp;q=&amp;esrc=s&amp;source=images&amp;cd=&amp;cad=rja&amp;uact=8&amp;ved=0ahUKEwigg8-K-Y7NAhXSERQKHWPyCjkQjRwIBw&amp;url=https%3A%2F%2Fkulturebite.wordpress.com%2F2011%2F04%2F22%2Fzero-degree-2%2F&amp;bvm=bv.123664746,d.d24&amp;psig=AFQjCNG6DellwK8JiBOlvmjxnKsCOm6fVA&amp;ust=1465149400778167"><figure class="attachment attachment-preview" 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","width":564}' 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"><figcaption class="caption"></figcaption></figure></a><br><br></div><div><br></div>]]></description>
         <enclosure url="" />
         <pubDate>2016-06-04 18:06:50 UTC</pubDate>
         <guid>https://padlet.com/francamentenonloso/eojmwha6mtpd/wish/114366267</guid>
      </item>
      <item>
         <title>Matthias Duranti &amp;amp; Davide Costanza/ Castello Visconteo di Pavia</title>
         <author></author>
         <link>https://padlet.com/francamentenonloso/eojmwha6mtpd/wish/114366268</link>
         <description><![CDATA[<div>Il castello Visconteo di Pavia fu costruito nel 1360 da&nbsp;<strong>Galeazzo II Visconti</strong>. I Visconti vollero anche disegnare un grandioso parco di caccia, che si estendeva originariamente per una decina di chilometri, fino alla Certosa di Pavia; oggi parte del territorio del parco è ancora presente, ma non più collegato al castello, e chiamato Parco della Vernavola.</div><div>La costruzione di una "cittadella" fortificata a ovest del nuovo edificio, sull'area limitrofa a<strong>&nbsp;S. Pietro in Ciel d’Oro</strong>, permise di sviluppare gli aspetti residenziali anziché quelli militari: in effetti, più che una fortezza, il Castello di Pavia fu soprattutto la splendida sede di una<strong>&nbsp;corte raffinata</strong>, come è ancora possibile intuire dalle grandi bifore esterne, dall'aereo loggiato del cortile e dagli affreschi delle sale interne, elementi che rispecchiano il gusto del gotico internazionale. Nella seconda metà del XIV e nel XV secolo il maniero fu un importante centro di produzione artistica. Di particolare bellezza il decoro con imprese viscontee sul cielo stellato della "<strong>Sala Azzurra</strong>", le figure del Cristo morto e dei Santi nell'originaria cappella a piano terreno, i motivi a tappezzeria e le immagini muliebri su sfondo di rose.<br>In un'ala poi distrutta, si ricordino anche i pregevoli affreschi del&nbsp;<strong>Pisanello</strong>&nbsp;(1439-40), che ritraevano diversi animali "fatti d'oro".</div><div>Teatro della celebre battaglia che si combatté nel Parco nel 1525, mutilato nel lato nord dalle artiglierie francesi nel 1527 durante il sacco della città e in seguito divenuto caserma, il Castello di Pavia è stato acquistato dal Comune, restaurato negli anni '20 e '30 del XX secolo e, a partire dal secondo dopoguerra, è divenuto sede dei Musei Civici e ospita la civica Pinacoteca Malaspina.</div><div>Negli ultimi anni all'interno del castello vengono organizzate diverse mostre e, durante l'estate, anche concerti all'interno della corte.</div><div>Dal secondo dopoguerra il castello ospita anche i&nbsp;<strong>musei civici di Pavia</strong>. Questi spazi espositivi sono suddivisi in base al periodo storico legato ai reperti esposti. I musei ospitati nel castello sono il<strong>&nbsp;"museo archeologico e sala longobarda"</strong>, il<strong>&nbsp;"museo romanico e rinascimentale"</strong>, il<strong>&nbsp;"museo del '600 del '700"</strong>, la<strong>&nbsp;"quadreria dell''800"</strong>, il<strong>&nbsp;"museo del Risorgimento"</strong>&nbsp;e il<strong>&nbsp;"museo di arte moderna e gipsoteca"</strong>.</div><div>In particolare, il museo del Risorgimento è stato fondato nel 1885 grazie soprattutto alle donazioni di privati. Le esposizioni di questo museo comprendono oggetti di varia natura, documenti, libri e fotografie. La datazione dei cimeli parte dal Regno Lombardo-Veneto alla prima guerra mondiale con particolar attenzione ai reperti legati al territorio. È anche presente una sezione dedicata a&nbsp;<strong>Giuseppe Garibaldi</strong>.<figure data-trix-content-type="image" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:300,&quot;url&quot;:&quot;http://www.scuderiepavia.com/wp-content/uploads/2015/02/scuderie_home-430x300.png&quot;,&quot;width&quot;:430}" class="attachment attachment-preview"><img src="http://www.scuderiepavia.com/wp-content/uploads/2015/02/scuderie_home-430x300.png" height="300" width="430"><figcaption class="caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2016-05-31 14:46:56 UTC</pubDate>
         <guid>https://padlet.com/francamentenonloso/eojmwha6mtpd/wish/114366268</guid>
      </item>
      <item>
         <title>Stemma della famiglia Visconti</title>
         <author>matthis_inter</author>
         <link>https://padlet.com/francamentenonloso/eojmwha6mtpd/wish/114366269</link>
         <description><![CDATA[]]></description>
         <enclosure url="https://upload.wikimedia.org/wikipedia/commons/thumb/5/57/Coat_of_arms_of_the_House_of_Visconti_%281395%29.svg/420px-Coat_of_arms_of_the_House_of_Visconti_%281395%29.svg.png" />
         <pubDate>2016-05-30 16:45:20 UTC</pubDate>
         <guid>https://padlet.com/francamentenonloso/eojmwha6mtpd/wish/114366269</guid>
      </item>
      <item>
         <title>Matthias Duranti &amp;amp; Davide Costanza/Visconti</title>
         <author>matthis_inter</author>
         <link>https://padlet.com/francamentenonloso/eojmwha6mtpd/wish/114366270</link>
         <description><![CDATA[<div>La famiglia Visconti è una delle più antiche dinastie europee attestata sin dalla fine del X secolo nel territorio dell'Italia settentrionale, dove venne infeudato l'omonimo&nbsp;<strong>Ducato Visconteo</strong>&nbsp;con capitale Milano.</div><div>I<strong>&nbsp;Visconti</strong>&nbsp;furono signori di Milano dal<strong>&nbsp;1277 al 1395</strong>, anno in cui il sovrano del Sacro Romano Impero Venceslao di Lussemburgo conferì a&nbsp;<strong>Gian Galeazzo Visconti&nbsp;</strong>il titolo di duca di Milano, nonché vicario imperiale.</div><div>Il ramo principale dei Visconti dominò la scena politica dell'Italia settentrionale fino al 1447, alla morte senza eredi legittimi d<strong>i Filippo Maria Visconti</strong>; ad essi subentrarono gli&nbsp;<strong>Sforza</strong>, per il matrimonio di Francesco Sforza con Bianca Maria Visconti, figlia legittimata dell'ultimo duca.</div><div>Visconti erano i signori di Massino, comune strategico sulle rive del lago Maggiore e del fiume Ticino, in cui risultano presenti dal XII secolo come vassalli arcivescovili. Il cognome deriva dal latino vice comitis, che significa "vice conti".</div><div>Il capostipite della dinastia Visconti è spesso affidato a Ildebrando Visconti, già cardinale, il quale fondò l'omonimo regno nel 1056. Allo stesso modo i duchi viscontei erano e sono comunemente noti anche come principi, titolo che nell'araldica già a quei tempi aveva valore equipollente. Ricoprirono anche cariche ecclesiastiche come cardinali e arcivescovi di Milano e furono vicari imperiali.</div><div>Sono spesso ricorrenti nei documenti storici, fra gli altri, altri due capostipiti: Eriprando Visconti e Valderico Visconti (dell'863 d.C.).</div><div>In termini storici si ritiene che si trattasse di una delle famiglie di capitanei che l'arcivescovo Landolfo investì dei feudi detti caput plebis. La documentazione relativa risale al 1157 e da essa risulta come i Visconti fossero titolari del capitanato di Marliano (l'odierna Mariano Comense). In epoca coeva, comunque prima del 1070, ottennero l'ufficio pubblico di visconte che poi diventò ereditario in tutta la discendenza maschile. Alla funzione di visconti, o vicari del conte, si collega l'adozione dell'insegna recante una vipera che ingoia un fanciullo, tuttora nello stemma del Comune di Milano. Ben presto la famiglia si suddivise in diversi rami, alcuni dei quali investiti di feudi lontani da Milano, mentre il ramo che diede alla città la dinastia signorile viene fatto discendere da Uberto, deceduto nella prima metà del XIII secolo.</div><div>Suo figlio Ottone fu investito da Papa Urbano IV dell'arcivescovato di Milano il 22 luglio 1262 e, appoggiato dai suoi capitanei e valvassori, sostenne una lunga lotta contro la fazione popolare capeggiata dai Della Torre, contro i quali prevalse a Desio nel 1277. Egli fece eleggere capitano del popolo, nel 1287, il pronipote Matteo I cui l'imperatore Rodolfo I concesse il vicariato nel 1288. La resistenza dell'opposta parte condusse all'esilio visconteo nel 1302, tuttavia nel 1310, grazie al supporto di Enrico VII, i Visconti rientrarono in Milano. La reazione guelfa e pontificia non si fece attendere, conducendo Matteo I ad abdicare a favore del figlio Galeazzo I che la fronteggiò valorosamente finché fu preso prigioniero da Ludovico il Bavaro. Dei fratelli di quest'ultimo, Marco fu condottiero, mentre Luchino e Giovanni assursero alla signoria dopo la morte di Azzone , figlio di Galeazzo I, che l'aveva riavuta nel 1329. Luchino Novello, figlio di Luchino, venne fatto escludere dalla signoria da Giovanni. La dinastia fu continuata dalla progenie di Stefano, figlio di Matteo, i cui tre figli Matteo II, Galeazzo II e Bernabò , le diedero lustro e potenza. A Galeazzo II succedette nel 1378 il figlio Gian Galeazzo, che nel 1385 fece prigioniero lo zio Bernabò di cui aveva sposato in seconde nozze la figlia Caterina, e nel 1395 fu nominato duca di Milano dall'imperatore Venceslao. Mentre sua figlia Valentina , unica figlia della prima moglie Isabella di Francia, andava in sposa a Luigi d'Orleans, gli succedevano i figli di seconde nozze, prima Giovanni Maria (1389-1412) e poi Filippo Maria.</div><div>Dopo la nomina di Gian Galeazzo Visconti a duca di Milano, i Visconti affidarono ai letterati di corte la redazione della leggenda relativa alla genealogia familiare che faceva risalire le origini ad ascendenze troiane individuando come capostipite Anglo, figlio di Enea, a cui venne attribuita la fondazione di Angera.</div>]]></description>
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         <pubDate>2016-05-30 16:43:23 UTC</pubDate>
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      <item>
         <title>Power point Tarocchi Visconti-Sforza</title>
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         <link>https://padlet.com/francamentenonloso/eojmwha6mtpd/wish/114366271</link>
         <description><![CDATA[<div>di  Mattia Di Pirro</div>]]></description>
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         <pubDate>2016-05-29 20:54:25 UTC</pubDate>
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      <item>
         <title>Pisanello</title>
         <author></author>
         <link>https://padlet.com/francamentenonloso/eojmwha6mtpd/wish/114366272</link>
         <description><![CDATA[<div>di&nbsp;<strong>Diana Belez</strong></div>]]></description>
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         <pubDate>2016-05-29 10:27:27 UTC</pubDate>
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         <title></title>
         <author>francamentenonloso</author>
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         <pubDate>2016-05-26 22:06:40 UTC</pubDate>
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         <title></title>
         <author>francamentenonloso</author>
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         <pubDate>2016-05-26 22:05:31 UTC</pubDate>
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      <item>
         <title>Mattia</title>
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         <pubDate>2016-05-26 21:47:38 UTC</pubDate>
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         <title></title>
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         <description><![CDATA[<div><strong>I Tarocchi del papà di Mattia</strong></div>]]></description>
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         <pubDate>2016-05-26 21:43:36 UTC</pubDate>
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         <title></title>
         <author>francamentenonloso</author>
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         <pubDate>2016-05-26 21:42:20 UTC</pubDate>
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      <item>
         <title>I Tarocchi Visconti-Sforza</title>
         <author>francamentenonloso</author>
         <link>https://padlet.com/francamentenonloso/eojmwha6mtpd/wish/114366278</link>
         <description><![CDATA[<div>di&nbsp;<strong>Mattia Di Pirro</strong></div>]]></description>
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         <pubDate>2016-05-26 21:40:26 UTC</pubDate>
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      </item>
      <item>
         <title>La Cappella di Teodolinda</title>
         <author>giu_becca00</author>
         <link>https://padlet.com/francamentenonloso/eojmwha6mtpd/wish/114366279</link>
         <description><![CDATA[<div>Beccaria e Viganò</div>]]></description>
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         <pubDate>2016-05-26 20:13:54 UTC</pubDate>
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      <item>
         <title>Che legame c&#39;è tra Pisanello e Pavia?</title>
         <author></author>
         <link>https://padlet.com/francamentenonloso/eojmwha6mtpd/wish/114366280</link>
         <description><![CDATA[<div>Effettivamente noi ora non abbiamo la possibilità di vedere i suoi lavori ma sappiamo, grazie alla testimonianza del Breventano (scrittore dell'Istoria di Pavia), che l'artista lavorò a Pavia tra il 1423-24. In quel periodo <strong>Filippo Maria Visconti </strong>faceva abbellire il castello per l'arrivo dell<strong>'imperatore bizantino Giovanni VIII Paleologo</strong>. Il Visconti affidò a Pisanello la decorazione delle sale del lato Nord . Purtroppo le artigliere dell'esercito francese nel 1427 abbattendo tale lato, oltre a privare il castello del suo perimetro integrale,ci hanno tolto la&nbsp; possibilità di ammirare i preziosi affreschi con scene di caccia , giostre e feste. Risulta addirittura che Pisanello abbia usato lamine d'oro e d'argento per impreziosire i suoi lavori.<br>(Pisanello era anche noto per le sue accurate rappresentazioni di animali)</div><div><em>Evelina Mitrofan</em></div>]]></description>
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         <pubDate>2016-05-24 19:55:59 UTC</pubDate>
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      <item>
         <title>xxxxxxxx</title>
         <author>francamentenonloso</author>
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         <description><![CDATA[]]></description>
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         <pubDate>2016-04-16 16:44:20 UTC</pubDate>
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         <title>San Michele e l&#39;alunno Martorana</title>
         <author></author>
         <link>https://padlet.com/francamentenonloso/eojmwha6mtpd/wish/114366282</link>
         <description><![CDATA[<div>Dimensioni di un pilastro composito.<br><br></div>]]></description>
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         <pubDate>2016-04-14 21:11:58 UTC</pubDate>
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         <title>San Michele</title>
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         <link>https://padlet.com/francamentenonloso/eojmwha6mtpd/wish/114366283</link>
         <description><![CDATA[<div>Mosaico Pavimentale del presbiterio raffigurante le stagioni.<br>di<strong>&nbsp;Evelina Mitrofan</strong></div>]]></description>
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         <pubDate>2016-04-14 21:08:30 UTC</pubDate>
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         <pubDate>2016-04-14 21:07:07 UTC</pubDate>
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         <title>San Michele</title>
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         <description><![CDATA[<div>Vetrata raffigurant San Michele.<br>di<strong>&nbsp;Evelina Mitrofan</strong></div>]]></description>
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         <pubDate>2016-04-14 21:05:40 UTC</pubDate>
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         <title></title>
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         <description><![CDATA[<div>Matronei non praticabili di San Michele.</div>]]></description>
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         <pubDate>2016-04-14 21:02:38 UTC</pubDate>
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         <title>San Pietro in ciel d&#39;oro</title>
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         <pubDate>2016-04-14 21:00:41 UTC</pubDate>
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         <title>San Michele a Pavia</title>
         <author></author>
         <link>https://padlet.com/francamentenonloso/eojmwha6mtpd/wish/114366288</link>
         <description><![CDATA[<div>Pianta<br><strong>Evelina Mitrofan</strong></div>]]></description>
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         <pubDate>2016-04-14 20:59:22 UTC</pubDate>
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         <pubDate>2016-04-14 20:57:37 UTC</pubDate>
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         <title>Mosaico pavimentale barbarico</title>
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         <pubDate>2016-04-14 20:52:59 UTC</pubDate>
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         <pubDate>2016-04-14 20:45:52 UTC</pubDate>
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         <description><![CDATA[<div>San Pietro in ciel d'oro viene anche citata da Dante nella Divina Commedia.</div>]]></description>
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         <pubDate>2016-04-14 20:32:47 UTC</pubDate>
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         <title>San pietro in ciel d&#39;oro pavia</title>
         <author></author>
         <link>https://padlet.com/francamentenonloso/eojmwha6mtpd/wish/114366293</link>
         <description><![CDATA[<div>Portale in arenaria <br>di<strong> Evelina Mitrofan</strong></div>]]></description>
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         <pubDate>2016-04-14 20:07:29 UTC</pubDate>
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         <title>San pietro in ciel d&#39;oro pavia</title>
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         <pubDate>2016-04-14 20:03:18 UTC</pubDate>
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         <author>matthis_inter</author>
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         <pubDate>2016-04-08 14:13:56 UTC</pubDate>
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         <pubDate>2016-04-01 11:19:58 UTC</pubDate>
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         <title>Musei Civici di Pavia</title>
         <author>francamentenonloso</author>
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         <pubDate>2016-04-01 11:09:51 UTC</pubDate>
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         <title>Ciao a tutti</title>
         <author>matthis_inter</author>
         <link>https://padlet.com/francamentenonloso/eojmwha6mtpd/wish/114366299</link>
         <description><![CDATA[]]></description>
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         <pubDate>2016-04-01 11:08:31 UTC</pubDate>
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         <title></title>
         <author>matthis_inter</author>
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         <pubDate>2016-04-01 11:06:36 UTC</pubDate>
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         <title>Basilica di san Pietro in Ciel
D&#39;oro</title>
         <author>francamentenonloso</author>
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         <description><![CDATA[<div>La <strong>basilica di San Pietro in Ciel d'Oro</strong> (<strong><em>in coelo aureo</em></strong>) è una chiesa con dignità di <a href="https://it.wikipedia.org/wiki/Basilica_minore">basilica minore</a><a href="https://it.wikipedia.org/wiki/Basilica_di_San_Pietro_in_Ciel_d%27Oro#cite_note-1">[1]</a> e <a href="https://it.wikipedia.org/wiki/Basilica">basilica</a> di <a href="https://it.wikipedia.org/wiki/Pavia">Pavia</a>, eretta in <a href="https://it.wikipedia.org/wiki/Architettura_longobarda">epoca longobarda</a> (<a href="https://it.wikipedia.org/wiki/VIII_secolo">VIII secolo</a>) e in seguito ricostruita in <a href="https://it.wikipedia.org/wiki/Architettura_romanica">stile romanico</a> (<a href="https://it.wikipedia.org/wiki/XII_secolo">XII secolo</a>). <br>Insigne esempio di architettura romanica lombarda e generalmente considerato, insieme alla basilica di <a href="https://it.wikipedia.org/wiki/San_Michele_Maggiore">San Michele Maggiore</a>, il più importante monumento religioso medievale della città di <a href="https://it.wikipedia.org/wiki/Pavia">Pavia</a>, la chiesa venne consacrata da <a href="https://it.wikipedia.org/wiki/Papa_Innocenzo_II">Papa Innocenzo II</a> nel 1132 e vanta grande prestigio e notorietà nel mondo cattolico in quanto ospita le spoglie di <a href="https://it.wikipedia.org/wiki/Sant%27Agostino">sant'Agostino</a> da Ippona e di San <a href="https://it.wikipedia.org/wiki/Severino_Boezio">Severino Boezio</a> (475-525), martire e Padre della Chiesa. Viene già citata da <a href="https://it.wikipedia.org/wiki/Dante">Dante</a> (Paradiso, canto X, v. 127-128) in quanto sacra depositaria delle spoglie di Boezio e dal <a href="https://it.wikipedia.org/wiki/Petrarca">Petrarca</a> (<em>Lettera del Petrarca a Giovanni Boccaccio</em> in <a href="https://it.wikipedia.org/wiki/Epistole"><em>Seniles</em></a>, Lib. V, Lett. 1a)<br><br></div>]]></description>
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         <pubDate>2016-03-31 17:17:06 UTC</pubDate>
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         <title>Griglie di valutazione</title>
         <author>francamentenonloso</author>
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         <pubDate>2016-06-16 22:11:40 UTC</pubDate>
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