<?xml version="1.0" encoding="utf-8"?><rss xmlns:a10="http://www.w3.org/2005/Atom" version="2.0"><channel><title>Serena Baiesi � Avvisi</title><link>https://www.unibo.it/sitoweb/serena.baiesi/avvisi/</link><description /><language>it-IT</language><copyright>� Copyright 2004-2026 - Universit� di Bologna</copyright><a10:link rel="self" type="application/rss+xml" href="https://www.unibo.it/sitoweb/serena.baiesi/avvisi/rss" /><item><guid isPermaLink="false">227cc827</guid><link>https://www.unibo.it/sitoweb/serena.baiesi/avvisi/227cc827</link><title>Modifica giorno ricevimento</title><description>Si avvisano gli studenti e le studentesse che questa settimana il ricevimento si terrà &lt;strong&gt;venerdì 24/04nbsp;&lt;/strong&gt;alle &lt;strong&gt;ore 12:30&lt;/strong&gt; solo online usando il link indicato nella pagina web docente iniziale.</description><pubDate>Mon, 20 Apr 2026 09:50:13 +0200</pubDate><a10:updated>2026-04-20T09:50:13+02:00</a10:updated></item><item><guid isPermaLink="false">953f05be</guid><link>https://www.unibo.it/sitoweb/serena.baiesi/avvisi/953f05be</link><title>Incontro informativo obbligatorio per scambi Erasmus+ Baiesi a.a. 2026/27</title><description>&lt;p&gt;Si informano gli studenti e le studentesse interessati/e alle sedi estere coordinate dalla docente di presentarsi durante l'orario di &lt;strong&gt;ricevimento&lt;/strong&gt; &lt;strong&gt;ONLINE&lt;/strong&gt; al fine di ricevere tutte le informaizoni necessarie PRIMA di compilare la domanda di selezione al &lt;strong&gt;bando di mobilità Erasmus+ a.a. 2026/27&lt;/strong&gt;. &lt;br /&gt;
&lt;/p&gt;
&lt;p&gt;Le &lt;strong&gt;destinazioni&lt;/strong&gt; coordinate sono elencate nella pagina web docente, sezione "Didattica":&lt;/p&gt;
&lt;p&gt;https://www.unibo.it/sitoweb/serena.baiesi/didattica?tab=accordi&lt;/p&gt;
&lt;p&gt;CONTROLLARE &lt;strong&gt;SEMPRE&lt;/strong&gt; GLI AVVISI IN CASO DI MODIFICA DEL GIORNO E ORARIO DI RICEVIMENTO (VEDI PAGINA INIZIALE DOVE SI TROVA ANCHE IL LINK ALLA STANZA TEAMS)&lt;br /&gt;
&lt;/p&gt;
&lt;p&gt;Vi aspetto numerosi/e!!!&lt;/p&gt;
&lt;p&gt;Serena Baiesi&lt;br /&gt;
&lt;/p&gt;</description><pubDate>Mon, 12 Jan 2026 17:40:17 +0100</pubDate><a10:updated>2026-01-12T17:40:17+01:00</a10:updated></item><item><guid isPermaLink="false">2e5a35d7</guid><link>https://www.unibo.it/sitoweb/serena.baiesi/avvisi/2e5a35d7</link><title>Giornata di studi &amp;quot;Leggere, tradurre e insegnare Jane Austen&amp;quot; - 11 dicembre 2025</title><description>&lt;p&gt;&lt;strong&gt;11 DICEMBRE 2025&lt;/strong&gt;: Giornata di studinbsp;"&lt;strong&gt;Leggere, tradurre e insegnare Jane Austen&lt;/strong&gt;"nbsp;&lt;/p&gt;
&lt;p&gt;Luogo: Sede dell'Assemblea Legislativa Regione Emilia-Romagna, via Aldo Moro, 50, Bologna&lt;/p&gt;
&lt;p&gt;Programma:nbsp;&lt;/p&gt;
&lt;p&gt;&lt;a href="http://https://site.unibo.it/cisr/it/attivita-culturale/leggere-tradurre-e-insegnare-jane-austen"&gt;Leggere, tradurre e insegnare Jane Austen&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;Nel 250° anniversario della nascita di Jane Austen, la giornata di studi indaga le ragioni che hanno reso la scrittrice inglese un’icona letteraria internazionale. L’iniziativa si rivolge a studiosi, docenti, traduttori e lettori appassionati impegnati nelle sfide della lettura e della trasmissione dei suoi romanzi: come mantenere accessibile un’autrice molto amata senza ridurne la complessità linguistica e semantica.L’iniziativa è organizzata dal &lt;strong&gt;CISR&lt;/strong&gt; (Centro Interuniversitario per lo Studio del Romanticismo) del Dipartimento di Lingue, Letterature e Culture Moderne dell’Università di Bologna con il patrocinio dell'&lt;strong&gt;Assemblea Legislativa della Regione Emilia-Romagna &lt;/strong&gt;e della &lt;strong&gt;JASIT &lt;/strong&gt;(Jane Austen Society of Italy) ed è stata accreditata come attività formativa dal Ministero dell’Istruzione per gli insegnanti di scuola secondaria, nonché come iniziativa CTO-PLS-POT 2025/2026.&lt;/p&gt;</description><pubDate>Mon, 08 Dec 2025 18:34:56 +0100</pubDate><a10:updated>2025-12-08T18:34:56+01:00</a10:updated></item><item><guid isPermaLink="false">d6cf5e3a</guid><link>https://www.unibo.it/sitoweb/serena.baiesi/avvisi/d6cf5e3a</link><title>Convegno Internazionale P.B. Shelley</title><description>&lt;p&gt;Care studentesse, cari studenti, &lt;/p&gt;
&lt;p&gt; vi invito a partecipare al convegno internazionale &lt;em&gt;&lt;strong&gt;P.B. Shelley's Contemporaneity/ies International Bicentenary Conference&lt;/strong&gt;&lt;/em&gt;&lt;em&gt; &lt;/em&gt;organizzato dal CISR di UNIBO in collaborazione con il Museo Byron di Ravenna, la Keats-Shelley Memorial Association e la Fondazione Cassa di Risparmio di Ravenna, che si terrà fra Bologna e Ravenna dal 20 al 22 ottobre 2022. &lt;/p&gt;
&lt;p&gt;&lt;br /&gt;
Trovere il programma dettagliato al seguente sito web:&lt;br /&gt;
&lt;a href="https://eventi.unibo.it/shelley-conference"&gt;https://eventi.unibo.it/shelley-conference&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
E questo è il sito del CISR:&lt;/p&gt;
&lt;p&gt;&lt;a href="https://site.unibo.it/cisr/it"&gt;https://site.unibo.it/cisr/it&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
Per coloro che non riuscissero a partecipare in presenza, nelle due giornate bolognesi (20 e 21 ottobre), sono state predisposte due aule Teams. Ecco di seguito i link:&lt;/p&gt;
&lt;p&gt;&lt;a href="https://lingue.unibo.it/it/eventi/convegno-internazionale-p-b-shelley-s-contemporaneity-ies-international-bicentenary-conference"&gt;https://lingue.unibo.it/it/eventi/convegno-internazionale-p-b-shelley-s-contemporaneity-ies-international-bicentenary-conference&lt;/a&gt;&lt;/p&gt;
&lt;p&gt; Cari saluti,&lt;br /&gt;
&lt;/p&gt;
&lt;p&gt; Serena Baiesi&lt;/p&gt;</description><pubDate>Wed, 19 Oct 2022 17:57:51 +0200</pubDate><a10:updated>2022-10-19T17:57:51+02:00</a10:updated></item><item><guid isPermaLink="false">29e5b270</guid><link>https://www.unibo.it/sitoweb/serena.baiesi/avvisi/29e5b270</link><title>Lezione su &amp;quot;Mary Shelley e il grande schermo tra realt&amp;#224; e invenzione&amp;quot;</title><description>&lt;p&gt;Care/i Studentesse e Studenti,&lt;/p&gt;
&lt;p&gt;il giorno giovedì 31 marzo alle ore 9.30 terrò una lezione online per il Corso di Lingue dell'Università di Cassino e del Lazio Meridioanle dal titolo "Mary Shelley e il grande schermo tra realtà e invenzione".&lt;/p&gt;
&lt;p&gt;Siccome questa autrice è inserita anche nel nostro programma di studio, coloro che fossero interessati a collegarsi online possono farlo usando il link alla stanza Zoom che trovate nella locandina che vi sarà inviata su richiesta.&lt;/p&gt;
&lt;p&gt;Spero di vedervi!! Cari saluti,&lt;/p&gt;
Serena Baiesi</description><pubDate>Fri, 25 Mar 2022 07:59:10 +0100</pubDate><a10:updated>2022-03-25T07:59:10+01:00</a10:updated></item><item><guid isPermaLink="false">480c6866</guid><link>https://www.unibo.it/sitoweb/serena.baiesi/avvisi/480c6866</link><title>Eco-Romanticism: Human-NonHuman Conversations - Online  Day Conference organized by CISR</title><description>&lt;p&gt;Vi segnalo la bella iniziativa organizzata dall'Università di Parma in collaborazione con il CISR (Centro Interuniversitario per lo Studio del Romanticismo):&lt;/p&gt;
&lt;p&gt;ONLINE DAY CONFERENCE ECO-ROMANTICISM: &lt;strong&gt;HUMAN-NONHUMAN CONVERSATIONS &lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;Conferenza organizzata dalla sede CISR dell’Università di Parma &lt;/p&gt;
&lt;p&gt;25 NOVEMBER 2021&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;9.00 WELCOME AND INTRODUCTION&lt;/strong&gt;&lt;br /&gt;
MORNING SESSION: &lt;strong&gt;Eco-Engagements&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;CHAIR: &lt;strong&gt;SERENA BAIESI (Univ&lt;/strong&gt;&lt;strong&gt;ersità di Bologna)&lt;/strong&gt;
&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;9.30-10 FRANCO NASI (Università di Modena e Reggio Emilia)&lt;/strong&gt;&lt;br /&gt;
An Epistemology of Silence: Walt Whitman’s Ecopoetics&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;10-10.30 ANTONELLA RIEM (Università di Udine)&lt;/strong&gt;&lt;br /&gt;
Samuel Taylor Coleridge’s Organicism and Environmentalism in“This Lime-Tree Bower My Prison”&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;10.30-11 KATE RIGBY (Bath Spa University)&lt;/strong&gt;&lt;br /&gt;
Goethe’s Italian Gleanings: Eros, Ecology and Sympoiesis&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;11-11.30 DAVID HIGGINS (Leeds University)&lt;/strong&gt;&lt;br /&gt;
Thomas Bewick’s Ecomimesis&lt;/p&gt;
&lt;p&gt;AFTERNOON SESSION: &lt;strong&gt;Eco-Romantic Italies&lt;/strong&gt;&lt;br /&gt;
CHAIR: &lt;strong&gt;LILLA MARIA CRISAFULLI (Università di Bologna)&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;14-14.30 FIONA STAFFORD (University of Oxford)&lt;/strong&gt;&lt;br /&gt;
On Love and Leaves: Shelley, Italy and the Environment&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;14.30-15 SUSAN OLIVER (University of Essex)&lt;/strong&gt;&lt;br /&gt;
Transformative Geologies: Scott, Byron and the Stones of ItalianRomance&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;15-15.30 GIOIA ANGELETTI (Università di Parma)&lt;/strong&gt;&lt;br /&gt;
“Nature never disappoints”: Human/Nonhuman Dialectics in LadyMorgan’s&lt;br /&gt;
Italy&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;15.30-16 DIEGO SAGLIA (Università di Parma)&lt;/strong&gt;&lt;br /&gt;
The British Romantics’ Northern Italy as a Human/NonhumanAssemblage&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;16.00 FINAL DISCUSSION&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Contacts:&lt;/strong&gt;&lt;br /&gt;
&lt;strong&gt;Diego Saglia &lt;/strong&gt;diego.saglia@unipr.it&lt;br /&gt;
&lt;strong&gt;Gioia Angeletti &lt;/strong&gt;gioia.angeletti@unipr.it&lt;/p&gt;
&lt;p&gt;Here is the link to the UNIPR page with all the relevant info and programme (and the link for accessing the Teams meeting of the conference):&lt;/p&gt;
&lt;p&gt;https://dusic.unipr.it/it/notizie/25-novembre-2021-giornata-di-studi-online-eco-romanticism-human-nonhuman-conversations &lt;/p&gt;
&lt;p&gt;Vedi locandina nel sito web del CISR:&lt;/p&gt;
&lt;p&gt;https://www.lilec.it/romanticismo/online-day-conference-eco-romanticism-human-nonhumanconversations/&lt;/p&gt;
&lt;p&gt;E sulla Pagina Facebook del CISR:&lt;/p&gt;
&lt;p&gt;https://www.facebook.com/Centro-Interuniversitario-per-lo-Studio-del-Romanticismo-CISR-101181688717224 &lt;br /&gt;
&lt;br /&gt;
&lt;/p&gt;</description><pubDate>Wed, 24 Nov 2021 10:07:12 +0100</pubDate><a10:updated>2021-11-24T10:07:46+01:00</a10:updated></item><item><guid isPermaLink="false">513bd8cd</guid><link>https://www.unibo.it/sitoweb/serena.baiesi/avvisi/513bd8cd</link><title>I Sabati del LILEC: &amp;quot;Da Mansfield Park a Bridgerton: Jane Austen fra diversit&amp;#224; e inclusione&amp;quot; - 20/11/2021</title><description>&lt;p&gt;All'interno della rassegna "&lt;strong&gt;I Sabati del LILEC&lt;/strong&gt;" che si terrà ONLINEnbsp;il &lt;strong&gt;20 novembre alle ore 11.30&lt;/strong&gt; , Serena Baiesi e Carlotta Farese presenteranno un intervento dal titolo: &lt;/p&gt;
&lt;p&gt;&lt;strong&gt;"Da Mansfield Park a Bridgerton: Jane Austen fra diversità e inclusione"&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;/strong&gt;Speriamo di vederci in questa bella occasione.&lt;br /&gt;
Serena Baiesi e Carlotta Farese&lt;/p&gt;
&lt;p&gt;Il programma dettagliato e i LINK alle aule virtuali si trovano nella pagina web del LILEC:&lt;/p&gt;
&lt;p&gt;https://lingue.unibo.it/it/eventi/i-sabati-del-lilec &lt;br /&gt;
&lt;/p&gt;</description><pubDate>Tue, 09 Nov 2021 18:12:20 +0100</pubDate><a10:updated>2021-11-09T18:13:29+01:00</a10:updated></item><item><guid isPermaLink="false">7bb38138</guid><link>https://www.unibo.it/sitoweb/serena.baiesi/avvisi/7bb38138</link><title>Premio letterario miglior tesi di LT su Jane Austen</title><description>&lt;p&gt;Per celebrare una collaborazione ormai pluriennale, la &lt;strong&gt;Jane Austen Society of Italy (JASIT)&lt;/strong&gt; e il &lt;strong&gt;Centro Interuniversitario per lo Studio del Romanticismo (CISR&lt;/strong&gt; – LILEC dell’Università di Bologna) bandiscono per l’a.a. 2020-2021, un &lt;strong&gt;concorso letterario&lt;/strong&gt; aperto a tutti gli studenti e studentesse di atenei italiani, per la&lt;strong&gt; miglior tesi di laurea triennale dedicata&lt;/strong&gt; alla scrittrice inglese del periodo romantico &lt;strong&gt;Jane Austen.&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;Troverete il &lt;strong&gt;regolamento&lt;/strong&gt; riportato nel dettaglio alle pagine Web del CISR e di JASIT:&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;CISR:&lt;/strong&gt; https://www.lilec.it/romanticismo/premio-letterario-per-tesi-di-laurea-triennale-jasit-cisr/&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;JASIT:&lt;/strong&gt; https://www.jasit.it/concorso_tesi_laurea/&lt;/p&gt;
&lt;p&gt;Referenti CISR (Unibo): Serena Baiesi e Carlotta Farese.&lt;/p&gt;
&lt;p&gt;PARTECIPATE NUMEROSI/E!!!!&lt;br /&gt;
&lt;/p&gt;
&lt;p&gt;nbsp;&lt;/p&gt;</description><pubDate>Tue, 09 Nov 2021 18:09:51 +0100</pubDate><a10:updated>2021-11-09T18:09:51+01:00</a10:updated></item><item><guid isPermaLink="false">acb17f6a</guid><link>https://www.unibo.it/sitoweb/serena.baiesi/avvisi/acb17f6a</link><title>Convegno DIVE-IN: &amp;quot;Le parole sono importanti. Comprendere la diversit&amp;#224; e l&amp;#39;inclusione attraverso lo studio delle parole&amp;quot;.</title><description>&lt;p&gt;La settimana prossima (&lt;strong&gt;giovedì 13 e venerdì 14 maggio&lt;/strong&gt;) si svolgerà il secondo convegno del progetto DIVE-IN "&lt;strong&gt;Le parole sono importanti&lt;/strong&gt;. Comprendere &lt;strong&gt;la diversità e l'inclusione &lt;/strong&gt;attraverso lo studio delle parole". &lt;br /&gt;
&lt;/p&gt;
&lt;p&gt;Sul sito https://eventi.unibo.it/convegno-parole potete trovare il programma aggiornato, gli abstract delle comunicazioni e il link alla stanza Teams&lt;br /&gt;
&lt;/p&gt;</description><pubDate>Thu, 06 May 2021 15:19:24 +0200</pubDate><a10:updated>2021-05-06T15:19:24+02:00</a10:updated></item><item><guid isPermaLink="false">06795817</guid><link>https://www.unibo.it/sitoweb/serena.baiesi/avvisi/06795817</link><title>BARS Digital Events: Geo &amp;amp; Eco Criticism – Returning to Romantic Italy</title><description>In collaboration with the &lt;strong&gt;Inter-university Centre for the Study of Romanticism&lt;/strong&gt;
&lt;p&gt;&lt;strong&gt;Participants&lt;/strong&gt;:&lt;/p&gt;
&lt;p&gt;Gioia Angeletti; Serena Baiesi; Paolo Bugliani; Lilla Maria Crisafulli; Diego Saglia; Elena Spandri. &lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;em&gt;Geo amp; Eco-Criticism: Returning to Romantic Italy&lt;/em&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;15 April 2021&lt;/p&gt;
&lt;p&gt;http://www.bars.ac.uk/blog/ &lt;br /&gt;
&lt;/p&gt;
&lt;p&gt;nbsp;&lt;/p&gt;</description><pubDate>Thu, 01 Apr 2021 18:41:50 +0200</pubDate><a10:updated>2021-04-01T18:42:20+02:00</a10:updated></item><item><guid isPermaLink="false">1c7d28e2</guid><link>https://www.unibo.it/sitoweb/serena.baiesi/avvisi/1c7d28e2</link><title>Opportunit&amp;#224; di Tirocinio presso il CISR (Centro Interuniversitario per lo Studio del Romanticismo)</title><description>&lt;p&gt; Si ricorda agli studenti del terzo anno di LLS e LMCA che è possibile svolgere il tirocinio curriculare presso il &lt;strong&gt;&lt;em&gt;Centro Interuniversitario per lo Studio del Romanticismonbsp; &lt;/em&gt;&lt;/strong&gt;(https://www.lilec.it/romanticismo/) che ha sede presso il nostro Dipartimento LILEC (via Cartoleria 5). &lt;/p&gt;
&lt;p&gt;Presso il CISR si svolgono attività culturali, scientifiche e editoriali legati allo studio della letteratura inglese del periodo romantico con approccio interdisciplinare e multilinguistico. &lt;br /&gt;
&lt;/p&gt;
&lt;p&gt; Tutti gli interessati, sono invitati a contattarmi via email oppure durante il mio orario di ricevimento per conoscere modalità e tempistiche di svolgimento. &lt;/p&gt;
&lt;p&gt;Vi aspettiamo!!! &lt;br /&gt;
&lt;/p&gt;</description><pubDate>Tue, 03 Sep 2019 11:12:53 +0200</pubDate><a10:updated>2019-09-03T11:12:53+02:00</a10:updated></item><item><guid isPermaLink="false">cbfda6cd</guid><link>https://www.unibo.it/sitoweb/serena.baiesi/avvisi/cbfda6cd</link><title>Workshop Prof.ssa Fiona Price (University of Chichester)</title><description>&lt;p&gt;Si avvisano gli studenti che la prof.ssa &lt;strong&gt;Fiona Price &lt;/strong&gt;(University of Chichester) terrà &lt;strong&gt;mercoledì 8 maggio 2019 alle ore 14.00&lt;/strong&gt; in Sala Giunta un &lt;strong&gt;Workshop&lt;/strong&gt; in lingua inglese dedicato alla letteratura periodo romantico e il romanzo femminile.&lt;/p&gt;
&lt;p&gt;L’evento si inserisce all’interno delle attività del dottorato EDGES-LILEC e del Centro Interuniversitario per lo Studio del Romanticismo (CISR) ed è aperto a tutti gli studenti e docenti del LILEC.&lt;br /&gt;
&lt;/p&gt;
&lt;p&gt;Titolo del Workshop: &lt;/p&gt;
&lt;p&gt;&lt;em&gt;“Mary Wollstonecraft’s contribution to literature across genres&lt;/em&gt;&lt;em&gt;”&lt;/em&gt; e &lt;em&gt;“Romantic Women Writers and Europe”.&lt;/em&gt;&lt;br /&gt;
&lt;/p&gt;</description><pubDate>Sat, 04 May 2019 11:08:33 +0200</pubDate><a10:updated>2019-05-04T11:08:33+02:00</a10:updated></item><item><guid isPermaLink="false">ac244101</guid><link>https://www.unibo.it/sitoweb/serena.baiesi/avvisi/ac244101</link><title>AlmaOrienta 2019 - sospensione lezioni e ricevimento 26-27 febbraio 2019</title><description>&lt;p&gt;Si avvisano gli studenti che a causa degli impegni della docente ad AlmaOrienta 2019 le lezioni del 26 e 27 febbraio saranno sospese e anche il ricevimento. Riprenderanno regolarmente la prossima settimana.&lt;/p&gt;
&lt;p&gt;nbsp;&lt;/p&gt;</description><pubDate>Tue, 26 Feb 2019 18:05:04 +0100</pubDate><a10:updated>2019-02-26T18:05:04+01:00</a10:updated></item><item><guid isPermaLink="false">8f149298</guid><link>https://www.unibo.it/sitoweb/serena.baiesi/avvisi/8f149298</link><title>Orario  ricevimento secondo semestre</title><description>&lt;p&gt;Si avvisano gli studenti che dalla prossima settimana il ricevimento studenti si terrà ogni&lt;br /&gt;
&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;mercoledì alle ore 15.00
&lt;/strong&gt;&lt;/p&gt;</description><pubDate>Thu, 31 Jan 2019 17:03:35 +0100</pubDate><a10:updated>2019-01-31T17:03:35+01:00</a10:updated></item><item><guid isPermaLink="false">be6f8a2b</guid><link>https://www.unibo.it/sitoweb/serena.baiesi/avvisi/be6f8a2b</link><title>Studenti Letteratura Inglese 2 in debito d&amp;#39;esame -- programma prof.ssa L.M. Crisafulli</title><description>&lt;p&gt;Si avvisano gli studenti di Letteratura Inglese 2 in debito d'esame e afferenti al gruppo della prof.ssa Crisafulli che potranno iscriversi alle mie liste su AlmaEsami. &lt;/p&gt;
&lt;p&gt;Avranno inoltre l'opzione di sostenere la prova orale con il programma della prof.ssa Crisafulli concordando con la docente la prova orale, oppure cambiare programma e portare quello dei miei corsi seguendo le indicazioni su AlmaEsami.&lt;/p&gt;
&lt;p&gt;nbsp;&lt;/p&gt;
&lt;p&gt;nbsp;&lt;/p&gt;</description><pubDate>Mon, 07 Jan 2019 14:52:37 +0100</pubDate><a10:updated>2019-01-07T15:06:17+01:00</a10:updated></item><item><guid isPermaLink="false">92caf9e2</guid><link>https://www.unibo.it/sitoweb/serena.baiesi/avvisi/92caf9e2</link><title>Frankenreads in Bologna</title><description>&lt;p&gt;&lt;strong&gt;FRANENKREADS IN BOLOGNA&lt;/strong&gt;&lt;br /&gt;
&lt;/p&gt;
&lt;p&gt;On &lt;strong&gt;30 and 31 of October&lt;/strong&gt; Bologna will celebrate &lt;strong&gt;Mary Shelley’s novel &lt;/strong&gt;across the city with a great number of events: readings in squares and public spaces; books display; creative writing contest in secondary schools; Frankenstein film festival; round tables on Monsters, Science, Contexts and Media; guided tour to the Anatomical Theatre of Archiginnasio; Literary Tour on a Red City Bus; a night at the Palazzo Poggi Museum; a marathon reading at the Theatre Arena del Sole from 10 pm to 6 am. &lt;/p&gt;
&lt;p&gt;These events have been organized by the Inter-university Centre for Romantic Studies (CISR) of the University of Bologna, in collaboration with the &lt;/p&gt;
&lt;p&gt;Departments of ARTS (DAR), Cineteca of Bologna, Museo di Palazzo Poggi, Biblioteca Archiginnasio, Biblioteca Salaborsa, Arena del Sole, City Red Bus e il Comune di Bologna.&lt;/p&gt;
&lt;p&gt;&lt;a href="http://http://www.lilec.it/romanticismo/frankenreads-in-bologna/"&gt;http://http//www.lilec.it/romanticismo/frankenreads-in-bologna/&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&lt;img alt="" 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" /&gt;&lt;/p&gt;</description><pubDate>Thu, 25 Oct 2018 09:07:10 +0200</pubDate><a10:updated>2018-10-25T09:07:10+02:00</a10:updated></item><item><guid isPermaLink="false">06f384c3</guid><link>https://www.unibo.it/sitoweb/serena.baiesi/avvisi/06f384c3</link><title>Aperitivo Scientifico: ​Eruzioni Mostruose -- L&amp;#39;anno (senza estate) in cui naque Frankenstein</title><description>&lt;p&gt;&lt;strong&gt;MARTEDì 25 SETTEMBRE ORE 18.00&lt;/strong&gt; -- VELOSTAZIONE DYNAMO&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;a href="http://nottedeiricercatori-society.eu/edizione2018/aspettando-la-notte-2018/"&gt;Eruzioni Mostruose -- L'anno (senza estate) in cui naque Frankenstein&lt;/a&gt;&lt;/strong&gt;&lt;br /&gt;
&lt;/p&gt;
&lt;p&gt;Via Indipendenza 71, Bologna&lt;br /&gt;
&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;APERITIVO SCIENTIFICO&lt;/strong&gt;&lt;br /&gt;
Serena Baiesi (Università di Bologna)&lt;br /&gt;
Micol Todesco (INGV, Bologna)&lt;br /&gt;
&lt;/p&gt;
&lt;p&gt;INGRESSO LIBERO FINO A ESAURIMENTO POSTI&lt;br /&gt;
www.nottedeiricercatori-society.eu&lt;br /&gt;
&lt;/p&gt;
&lt;p&gt;Illustrazioni di Greta Folgarìa (ABA, Bologna)&lt;/p&gt;
&lt;p&gt;&lt;br /&gt;
Il capolavoro di Mary Shelly viene pubblicato nel 1818, ma la storia del romanzo parte da lontano. È il 1815 quando il vulcano Tambora si risveglia, scuotendo l’Indonesia. L’anno dopo, gli effetti della potente eruzione sprofondano l’Europa in un lungo anno senza risorse e senza estate. In questo contesto, la giovane autrice concepisce una storia ricca di suggestioni, che sembra parlare di noi. La conversazione, a cavallo fra letteratura e scienza, sarà accompagnata dalle immagini di una giovane artista.&lt;/p&gt;
&lt;p&gt;nbsp;&lt;/p&gt;
&lt;p&gt;http://nottedeiricercatori-society.eu/edizione2018/aspettando-la-notte-2018/&lt;/p&gt;
&lt;p&gt;nbsp;&lt;/p&gt;
&lt;p&gt;nbsp;&lt;/p&gt;
&lt;p&gt;nbsp;&lt;/p&gt;</description><pubDate>Tue, 25 Sep 2018 11:45:29 +0200</pubDate><a10:updated>2018-09-25T11:47:33+02:00</a10:updated></item><item><guid isPermaLink="false">9e197c59</guid><link>https://www.unibo.it/sitoweb/serena.baiesi/avvisi/9e197c59</link><title>International Conference &amp;quot;Mary Shelley’s Frankenstein, 1818–2018: Circuits and Circulation&amp;quot;</title><description>nbsp;&lt;a href="https://eventi.unibo.it/frankenstein200"&gt;International Converence "Mary Shelley's Frankenstein" 1818-2018&lt;/a&gt;
&lt;p&gt;Web page: &lt;strong&gt;https://eventi.unibo.it/frankenstein200&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;
The &lt;strong&gt;Interuniversity Centre for the Study of Romanticism (CISR) &lt;/strong&gt;and the Department of Languages,&lt;br /&gt;
Literatures, and Modern Culture at the University of Bologna, together with &lt;strong&gt;Cardiff University&lt;/strong&gt;, the ERA&lt;br /&gt;
(&lt;strong&gt;European Romanticisms in Association&lt;/strong&gt;) network, the &lt;strong&gt;British Association for Romantic Studies &lt;/strong&gt;and the &lt;strong&gt;Open University&lt;/strong&gt;, are sponsoring a two-day conference (&lt;strong&gt;20-21 September 2018&lt;/strong&gt;) to celebrate the bicentenary of the publication of Mary Shelley’s Frankenstein in 1818. There will also be a half-day pre-conference on &lt;strong&gt;19 September&lt;/strong&gt;, aimed at postgraduate and early career researchers.&lt;/p&gt;
&lt;p&gt;&lt;br /&gt;
The conference focuses on the various circuits and connections that have been involved in the circulation of&lt;br /&gt;
Frankenstein. Perhaps no literary work has shaped perceptions of literature and science more than&lt;br /&gt;
Frankenstein, which has played a pivotal role in Romantic and modern history and culture. An already&lt;br /&gt;
substantial body of scholarship on literature and science has enriched and complicated our understanding of Frankenstein in early nineteenth-century culture. Moreover, given that our knowledge of the Romantic&lt;br /&gt;
period has grown by leaps and bounds in recent decades, it is high time for a re-evaluation of Shelley’s novel in relation to a number of key contexts: the scientific culture of the time; Shelley’s familial and intellectual circles; gender dynamics; transnational networks; editions; literary sources and models; translations and adaptations. The conference will also consider Frankenstein’s afterlives, together with contemporary critical readings of the text.&lt;/p&gt;
&lt;p&gt;&lt;br /&gt;
&lt;strong&gt;Confirmed international speakers:&lt;/strong&gt;&lt;br /&gt;
Richard Sha (American University, Washington); Nora Crook (Cambridge, UK); Stuart Curran (University&lt;br /&gt;
of Pennsylvania); Dino Felluga (Purdue University, Indiana); Sonia Hofkosh (Tufts University,&lt;br /&gt;
Massachusetts); Lucy Morrison (Co-Editor European Romantic Review); Tim Fulford (De Monfort);&lt;br /&gt;
Maximiliaan van Woudenberg (Sheridan); Lisa Vargo (Saskatchewan); Angela Wright (Sheffield); Dale&lt;br /&gt;
Townshend (MMU); Andrew Smith (Sheffield).&lt;br /&gt;
&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Organizing Committee: &lt;/strong&gt;Lilla Maria Crisafulli; Serena Baiesi; Gilberta Golinelli; Carlotta Farese; Anthony Mandal; Nicola Watson.&lt;/p&gt;</description><pubDate>Thu, 06 Sep 2018 15:14:55 +0200</pubDate><a10:updated>2018-09-06T15:19:42+02:00</a10:updated></item><item><guid isPermaLink="false">b166ed75</guid><link>https://www.unibo.it/sitoweb/serena.baiesi/avvisi/b166ed75</link><title>Appelli d&amp;#39;esame sessione estiva</title><description>&lt;p&gt;Si avvisano gli studenti che durante la &lt;strong&gt;sessione estiva&lt;/strong&gt; sono previsti i seguenti appelli:&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Lettertura Inglese 1:&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;Test scritto di storia letteraria: 31 maggio 9.30-11.30 (appello di fronte all' AULA II - Dip. LILEC)&lt;/p&gt;
&lt;p&gt;Appelli orali per la parte relativa alla discussione critica dei testi primari (e anni pregressi): 19-22 giugno e 11-16 luglio 2018 (aula da confermare)&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Letteratura Inglese 2&lt;/strong&gt;:&lt;/p&gt;
&lt;p&gt;Primo appello scritto (esame completo): 30 maggio 9.00-13.00 (appello di fronte all'aula V - Dip. LILEC)&lt;/p&gt;
&lt;p&gt;Secondo appello scritto (esame completo e anni pregressi): 18 giugno 9.00-13.00 (appello di fronte all'aula VI - Dip. LILEC)&lt;/p&gt;
&lt;p&gt;Terzo appello orale (e anni pregressi): 11-16 luglio 2018 (aula da definire)&lt;/p&gt;
&lt;p&gt;Le liste di iscrizione sono già state inserite su AlmaEsami.&lt;/p&gt;</description><pubDate>Fri, 13 Apr 2018 08:38:27 +0200</pubDate><a10:updated>2018-04-30T11:10:05+02:00</a10:updated></item><item><guid isPermaLink="false">4e65a5c2</guid><link>https://www.unibo.it/sitoweb/serena.baiesi/avvisi/4e65a5c2</link><title>Recupero lezioni letteratura inglese 1 e 2</title><description>&lt;p&gt;Si avvisano gli studenti di letteratura inglese 1 e 2 che sono in programma tre giornate di &lt;strong&gt;recupero lezioni&lt;/strong&gt; &lt;/p&gt;
&lt;p&gt;&lt;strong&gt;LETTERATURA INGLESE 1:&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;giovedì 05/04 dalle 12.00-13.30 &lt;/p&gt;
&lt;p&gt;giovedì 12/04 dalle 12.00-13.30 &lt;/p&gt;
&lt;p&gt;giovedì 19/04 dalle 12.00-13.30 &lt;/p&gt;
&lt;p&gt;&lt;strong&gt;nbsp;&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;LETTERATURA INGLESE 2:&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;giovedì 05/04 dalle 10.15-11.45 &lt;/p&gt;
&lt;p&gt;giovedì 12/04 dalle 10.15-11.45 &lt;/p&gt;
&lt;p&gt;&lt;strong&gt;VENERDI' 20/04 dalle 13.45-15.15 &lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;nbsp;&lt;/p&gt;
&lt;p&gt;Tutte le lezioni di recupero si terranno in &lt;strong&gt;AULA MAGNA (via Filippo Re 8)&lt;/strong&gt;&lt;/p&gt;</description><pubDate>Tue, 13 Mar 2018 19:14:55 +0100</pubDate><a10:updated>2018-04-18T11:05:05+02:00</a10:updated></item><item><guid isPermaLink="false">b772adee</guid><link>https://www.unibo.it/sitoweb/serena.baiesi/avvisi/b772adee</link><title>Otello all&amp;#39;Arena del Sole</title><description>&lt;p&gt;Avviso per gli studenti di Letteratura Inglese 1:&lt;/p&gt;
&lt;p&gt;Lo spettacolo Otello andrà in scena all'Arena del Sole dal 22 al 25 marzo e gli orari di inizio spettacolo sono i seguenti: &lt;br /&gt;
- Giovedì 22-3 ore 21&lt;br /&gt;
- Venerdì 23-3 ore 21&lt;br /&gt;
- Sabato 24-3 ore 19.30&lt;br /&gt;
- Domenica 25-3 ore 16 &lt;/p&gt;
&lt;p&gt;Informazioni ( con elenco dei prezzi dei biglietti riservati agli studenti):&lt;/p&gt;
&lt;p&gt;http://bologna.emiliaromagnateatro.com/&lt;/p&gt;
&lt;p&gt;nbsp;&lt;/p&gt;</description><pubDate>Sat, 10 Mar 2018 19:23:25 +0100</pubDate><a10:updated>2018-03-10T19:23:25+01:00</a10:updated></item><item><guid isPermaLink="false">cc2a69c5</guid><link>https://www.unibo.it/sitoweb/serena.baiesi/avvisi/cc2a69c5</link><title>Lezione a Palazzo Poggi -- cambio data</title><description>&lt;p&gt;AVVISO PER GLI STUDENTI DI &lt;strong&gt;LETTERATURA INGLESE 2&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;La lezione presso il &lt;strong&gt;Museo di Palazzo Poggi&lt;/strong&gt;  è stata posticipata a &lt;strong&gt;mercoledì 21 marzo&lt;/strong&gt; 2018:&lt;/p&gt;
&lt;p&gt;-- Meeting point: via Zamboni 33 ore 10.00&lt;/p&gt;
&lt;p&gt;-- Visita  delle sale anatomiche e laboratorio Galvaninbsp; (probabilmente n. 2 gruppi da 30 persone ciascuno)&lt;/p&gt;
&lt;p&gt;-- Reading del romanzo &lt;em&gt;&lt;strong&gt;Frankenstein &lt;/strong&gt;&lt;/em&gt;di Mary Shelley in Aula Carducci (pianonbsp; terra)&lt;/p&gt;
&lt;p&gt;-- Fine della lezione: 11.40 &lt;/p&gt;
&lt;p&gt;Partecipate!! &lt;/p&gt;</description><pubDate>Thu, 08 Mar 2018 10:30:01 +0100</pubDate><a10:updated>2018-03-08T10:30:01+01:00</a10:updated></item><item><guid isPermaLink="false">7e5370b6</guid><link>https://www.unibo.it/sitoweb/serena.baiesi/avvisi/7e5370b6</link><title>Frankenstein -- Study Group FB page</title><description>&lt;p&gt;Please join the &lt;strong&gt;Frankenstein 1818 &lt;/strong&gt;study group at the following Facebook page:&lt;/p&gt;
&lt;p&gt;https://www.facebook.com/groups/421640981618391/?hc_ref=ARTg16ATGk4MAEWWih53kAjNAM8lFxHPAo7fReZXUw_hufV2A4ewG9DerdxtdedApkwamp;pnref=story&lt;/p&gt;
&lt;p&gt;&lt;/p&gt;
&lt;p&gt;nbsp;&lt;/p&gt;</description><pubDate>Thu, 22 Feb 2018 09:23:09 +0100</pubDate><a10:updated>2018-02-22T09:23:09+01:00</a10:updated></item><item><guid isPermaLink="false">6ecdf6c4</guid><link>https://www.unibo.it/sitoweb/serena.baiesi/avvisi/6ecdf6c4</link><title>Orario ricevimento secondo semestre a.a. 2017/2018</title><description>&lt;p&gt;Si avvisano gli studenti che dalla prossima settima e durante il secondo semestre a.a. 2017/2018 il ricevimento si terrà il giorno&lt;strong&gt; Mercoledì alle ore 14.30&lt;/strong&gt;&lt;strong&gt;&lt;/strong&gt; (Studio 32 - Dipartimento LILEC)&lt;/p&gt;</description><pubDate>Thu, 08 Feb 2018 10:53:54 +0100</pubDate><a10:updated>2018-04-03T20:54:40+02:00</a10:updated></item><item><guid isPermaLink="false">9751328c</guid><link>https://www.unibo.it/sitoweb/serena.baiesi/avvisi/9751328c</link><title>SCAMBIO ERASMUS UNIVERSITY OF BIRMINGHAM -- AVVISO IMPORTANTE</title><description>&lt;p&gt;SI AVVIANO GLI STUDENTI INTERESSATI A PRESENTARE DOMANDA PER LO SCAMBIO ERASMUS PRESSO LA &lt;strong&gt;UNIVERSITY OF BIRMINGHAM &lt;/strong&gt;(UK) CHE SONO PRESENTI DUE MODALITA':&lt;/p&gt;
&lt;p&gt;1) 73161 UK BIRMING02 - The University of Birmingham&lt;/p&gt;
&lt;p&gt;Scambio con n. 6 posti aperti &lt;strong&gt;SOLO&lt;/strong&gt; per &lt;strong&gt;LT in Lingue e Letterature Straniere&lt;/strong&gt; presso il &lt;strong&gt;Department of Modern Languages&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;(https://www.birmingham.ac.uk/schools/lcahm/departments/languages/index.aspx) &lt;/p&gt;
&lt;p&gt;nbsp;&lt;/p&gt;
&lt;p&gt;2) 83656 UK BIRMING02 - The University of Birmingham&lt;/p&gt;
&lt;p&gt;Sambio di n. 6 posti aperto agli studenti di LT e &lt;strong&gt;LM&lt;/strong&gt; con il &lt;strong&gt;Department of English Language and Applied Linguistics&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;(https://www.birmingham.ac.uk/schools/edacs/departments/englishlanguage/index.aspx)&lt;/p&gt;
&lt;p&gt;nbsp;&lt;/p&gt;
&lt;p&gt;Gli studenti dovranno tenere presente della differenza dei due dipartimenti e la concordanza dei loro piani di studio Unibo con la relativa offerta formativa della sede inglese al momento della presentazione della domanda. &lt;/p&gt;
&lt;p&gt;nbsp;&lt;/p&gt;</description><pubDate>Sat, 03 Feb 2018 12:08:12 +0100</pubDate><a10:updated>2018-02-03T12:12:55+01:00</a10:updated></item><item><guid isPermaLink="false">c1014b6e</guid><link>https://www.unibo.it/sitoweb/serena.baiesi/avvisi/c1014b6e</link><title>Appello d&amp;#39;esame 18 settembre 2017</title><description>&lt;p&gt;Si avvisano gli studenti iscritti all'appello del 18 settembre che l'esame si sosterà durante l'intera giornata di lunedì, e nel caso anche nei giorni sucessivi. La lista definitiva verrà esposta davanti lo studio 32 lunedì dopo l'appello.&lt;/p&gt;
&lt;p&gt;nbsp;&lt;/p&gt;</description><pubDate>Sun, 17 Sep 2017 12:41:41 +0200</pubDate><a10:updated>2017-09-17T12:41:41+02:00</a10:updated></item><item><guid isPermaLink="false">df5a8791</guid><link>https://www.unibo.it/sitoweb/serena.baiesi/avvisi/df5a8791</link><title>Ricevimento studenti</title><description>&lt;p&gt;Si avvisano gli studenti che il  ricevimento durante il primo semestre si terrà il &lt;strong&gt;martedì alle ore 10.30 &lt;/strong&gt;(studio 32).&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;ATTENZIONE:&lt;/strong&gt; CONTROLLARE SEMPRE LA SEZIONE AVVISI IN CASO DI MODIFICHE DI GIORNO E/O ORARIO&lt;/p&gt;</description><pubDate>Tue, 29 Aug 2017 15:46:34 +0200</pubDate><a10:updated>2017-09-07T15:43:34+02:00</a10:updated></item><item><guid isPermaLink="false">94fa4105</guid><link>https://www.unibo.it/sitoweb/serena.baiesi/avvisi/94fa4105</link><title>Suddivisione studenti appello orale 5 luglio 2017</title><description>&lt;strong&gt;&lt;/strong&gt;APPELLO ORALE 5 LUGLIO 2017 -- PROF.SSA SERENA BAIESI
&lt;p&gt;31031 - LETTERATURA INGLESE 1; 31146 - LETTERATURA INGLESE 2 + ANNI PREGRESSI &lt;/p&gt;
&lt;p&gt;PARTE PRIMA:&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Storia letteraria – parte propedeutica di Letteratura Inglese 1&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;Presentarsi presso lo &lt;strong&gt;STUDIO 56 &lt;/strong&gt;(dott.ssa Gilberta Golinelli) per sostenere il colloquio sulla parte di storia letteraria e successivamente presentarsi per completare l’esame nel giorno/orario indicato di seguito&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Mercoledì 5 luglio ore 9.30&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;Chillau Alex Matteo  LETTERATURA INGLESE 1 &lt;/p&gt;
&lt;p&gt;Chadri Ines  LETTERATURA INGLESE 1 &lt;/p&gt;
&lt;p&gt;Boni Alice LETTERATURA INGLESE 1 &lt;/p&gt;
&lt;p&gt;Cossu Michela LETTERATURA INGLESE 1 &lt;/p&gt;
&lt;p&gt;Chiadini Irina LETTERATURA INGLESE 1&lt;/p&gt;
&lt;p&gt;Campagnola Giulia  LETTERATURA INGLESE 1 &lt;/p&gt;
&lt;p&gt;CONTEGRECO MARIA  LETTERATURA INGLESE 1 &lt;/p&gt;
&lt;p&gt;LOSITO LUCIANA LETTERATURA INGLESE 1 &lt;/p&gt;
&lt;p&gt;Baldicchi Anna Giulia  LETTERATURA INGLESE 1 &lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Mercoledì 5 luglio ore 14.30&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;Colombini Chiara LETTERATURA INGLESE 1 &lt;/p&gt;
&lt;p&gt;Corea Caterina  LETTERATURA INGLESE 1 &lt;/p&gt;
&lt;p&gt;Acocella Maria Cristina  LETTERATURA INGLESE 1 &lt;/p&gt;
&lt;p&gt;Farshbaf Arefi Anahita  LETTERATURA INGLESE 1 &lt;/p&gt;
&lt;p&gt;EL KHATTABI Sara LETTERATURA INGLESE 1 &lt;/p&gt;
&lt;p&gt;&lt;strong&gt;PARTE PRIMA:&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Storia letteraria – parte propedeutica di Letteratura Inglese 2&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;Presentarsi presso lo &lt;strong&gt;STUDIO 64&lt;/strong&gt; (dott.ssa Carlotta Farese e dott. Fabio Liberto) per sostenere il colloquio sulla parte di storia letteraria e successivamente presentarsi per completare l’esame nel giorno/orario indicato di seguito.&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Mercoledì 5 luglio ore 9.00:&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;ROCCATI ELISA &lt;/p&gt;
&lt;p&gt;MONTI SARA   &lt;/p&gt;
&lt;p&gt;Russo Valentina &lt;/p&gt;
&lt;p&gt;Martini Tommaso&lt;/p&gt;
&lt;p&gt;papi laura &lt;/p&gt;
&lt;p&gt;Ricci Margherita &lt;/p&gt;
&lt;p&gt;RAFFAELLI SERENA&lt;/p&gt;
&lt;p&gt;Ruggiu Filippo&lt;/p&gt;
&lt;p&gt;Zanardi Alice&lt;/p&gt;
&lt;p&gt;Postorino Marzia&lt;/p&gt;
&lt;p&gt;Pozielli Martina&lt;/p&gt;
&lt;p&gt;Montecchiari Serena&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Mercoledì 5 luglio ore 14.00:&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;Zagaria Elisa&lt;/p&gt;
&lt;p&gt;Marras Sara&lt;/p&gt;
&lt;p&gt;Wilson Gregory&lt;/p&gt;
&lt;p&gt;Rabatti Sofia&lt;/p&gt;
&lt;p&gt;Sinatra Federica&lt;/p&gt;
&lt;p&gt;Razavi Seyedmersad&lt;/p&gt;
&lt;p&gt;Toffalori Noemi&lt;/p&gt;
&lt;p&gt;Atti Alessandra&lt;/p&gt;
&lt;p&gt;Scaglioni Nicole&lt;/p&gt;
&lt;p&gt;Pitzus Eva&lt;/p&gt;
&lt;p&gt;Siena Marchesini Alice&lt;/p&gt;
&lt;p&gt;Valentini Paolo&lt;/p&gt;
&lt;p&gt;Zagnoni Camilla&lt;/p&gt;
&lt;p&gt;Violi Fabio&lt;/p&gt;
&lt;p&gt;Tasini Lucia&lt;/p&gt;
&lt;p&gt;Pasini Sara&lt;/p&gt;
&lt;p&gt;Pinotti Susanna&lt;/p&gt;
&lt;p&gt;Romano Giulia&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Giovedì 6 luglio ore 9.00:&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;Postiglione Jessica &lt;/p&gt;
&lt;p&gt;Marcelli Elisa &lt;/p&gt;
&lt;p&gt;Garofalo Rossella &lt;/p&gt;
&lt;p&gt;zanichelli anna &lt;/p&gt;
&lt;p&gt;MUÑOZ PENDON IVAN &lt;/p&gt;
&lt;p&gt;&lt;strong&gt; &lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Giovedì 6 luglio ore 14.30:&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;Monfregola Alessandro &lt;/p&gt;
&lt;p&gt;Nicoli Dario &lt;/p&gt;
&lt;p&gt;Siena Marchesini Valentina &lt;/p&gt;
&lt;p&gt;MAGGIO LISA &lt;/p&gt;
&lt;p&gt;Venturelli Maria Chiara &lt;/p&gt;
&lt;p&gt;Rizzi Maria Chiara&lt;/p&gt;
&lt;p&gt;Gozzi Lisa&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;PARTE SECONDA – prof.ssa Serena Baiesi: ANALISI CRITICA DEI TESTI IN PROGRAMMA&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;LETTERATURA INGLESE 1 E LETTERATURA INGLESE 2 (Studio 32)&lt;br /&gt;
&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;
&lt;strong&gt;Mercoledì 5 luglio ore 9.30:&lt;/strong&gt;&lt;br /&gt;
&lt;br /&gt;
Dondi Annalisa LETTERATURA INGLESE 1&lt;br /&gt;
&lt;br /&gt;
Guerrini Giulia LETTERATURA INGLESE 1&lt;br /&gt;
&lt;br /&gt;
Benvenuto Lorenzo LETTERATURA INGLESE 1&lt;br /&gt;
&lt;br /&gt;
Carlaccini Flavia LETTERATURA INGLESE 1&lt;br /&gt;
&lt;br /&gt;
ALTINI ILARIA LETTERATURA INGLESE 1&lt;br /&gt;
&lt;br /&gt;
Dallari Luigi LETTERATURA INGLESE 1&lt;br /&gt;
&lt;br /&gt;
Giordani Erika LETTERATURA INGLESE 1&lt;br /&gt;
&lt;br /&gt;
Ghelli Nicolò LETTERATURA INGLESE 1&lt;br /&gt;
&lt;br /&gt;
IATTONI SIMONE LETTERATURA INGLESE 1&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;Mercoledì 5 luglio ore 14.30&lt;br /&gt;
&lt;/strong&gt;&lt;br /&gt;
ROCCATI ELISA LETTERATURA INGLESE 2&lt;br /&gt;
&lt;br /&gt;
MONTI SARA LETTERATURA INGLESE 2&lt;br /&gt;
&lt;br /&gt;
Russo Valentina LETTERATURA INGLESE 2&lt;br /&gt;
&lt;br /&gt;
Martini Tommaso LETTERATURA INGLESE 2&lt;br /&gt;
&lt;br /&gt;
papi laura LETTERATURA INGLESE 2&lt;br /&gt;
&lt;br /&gt;
Ricci Margherita LETTERATURA INGLESE 2&lt;br /&gt;
&lt;br /&gt;
RAFFAELLI SERENA LETTERATURA INGLESE 2&lt;br /&gt;
&lt;br /&gt;
Negrini Giorgia LETTERATURA INGLESE 2&lt;br /&gt;
&lt;br /&gt;
Chillau Alex Matteo LETTERATURA INGLESE 1&lt;br /&gt;
&lt;br /&gt;
Ruggiu Filippo LETTERATURA INGLESE 2&lt;br /&gt;
&lt;br /&gt;
zanardi alice LETTERATURA INGLESE 2&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;Giovedì 6 luglio ore 9.00&lt;br /&gt;
&lt;/strong&gt;&lt;br /&gt;
fabbri chiara LETTERATURA INGLESE 1&lt;br /&gt;
&lt;br /&gt;
Grasso Giulia LETTERATURA INGLESE 1&lt;br /&gt;
&lt;br /&gt;
Cortellazzi Licia LETTERATURA INGLESE 1&lt;br /&gt;
&lt;br /&gt;
Postorino Marzia LETTERATURA INGLESE 2&lt;br /&gt;
&lt;br /&gt;
Pozielli Martina LETTERATURA INGLESE 2&lt;br /&gt;
&lt;br /&gt;
Montecchiari Serena LETTERATURA INGLESE 2&lt;br /&gt;
&lt;br /&gt;
Zagaria Elisa LETTERATURA INGLESE 2&lt;br /&gt;
&lt;br /&gt;
Buono Beatrice LETTERATURA INGLESE 1&lt;br /&gt;
&lt;br /&gt;
Marras Sara LETTERATURA INGLESE 2&lt;/p&gt;
&lt;p&gt;CALEFFI FRANCESCA LETTERATURA INGLESE 1&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;Giovedì 6 luglio ore 14.30&lt;br /&gt;
&lt;/strong&gt;&lt;/p&gt;
WILSON Gregory LETTERATURA INGLESE 2&lt;br /&gt;
&lt;p&gt;
Rabatti Sofia LETTERATURA INGLESE 2&lt;br /&gt;
&lt;br /&gt;
Chadri Ines LETTERATURA INGLESE 1&lt;br /&gt;
&lt;br /&gt;
Bulseco Marie Jossa Bagoyo LETTERATURA INGLESE 1&lt;br /&gt;
&lt;br /&gt;
Bonavita Giada LETTERATURA INGLESE 1&lt;br /&gt;
&lt;br /&gt;
Boni Alice LETTERATURA INGLESE 1&lt;br /&gt;
&lt;br /&gt;
Casari Sara LETTERATURA INGLESE 1&lt;br /&gt;
&lt;br /&gt;
Cossu Michela LETTERATURA INGLESE 1&lt;br /&gt;
&lt;br /&gt;
Sinatra Federica LETTERATURA INGLESE 2&lt;br /&gt;
&lt;br /&gt;
razavi seyedmersad LETTERATURA INGLESE 2&lt;br /&gt;
&lt;br /&gt;
Chiadini Irina LETTERATURA INGLESE 1&lt;/p&gt;
&lt;p&gt;Gozzi Lisa LETTERATURA INGLESE 2&lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;Venerdì 7 luglio ore 9.00&lt;br /&gt;
&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;Campagnola Giulia LETTERATURA INGLESE 1&lt;br /&gt;
&lt;br /&gt;
ferrari laura LETTERATURA INGLESE 1&lt;br /&gt;
&lt;br /&gt;
CONTEGRECO MARIA LETTERATURA INGLESE 1&lt;br /&gt;
&lt;br /&gt;
Toffalori Noemi LETTERATURA INGLESE 2&lt;br /&gt;
&lt;br /&gt;
Barogi Margherita LETTERATURA INGLESE 1&lt;br /&gt;
&lt;br /&gt;
ATTI ALESSANDRA LETTERATURA INGLESE B1 e B2&lt;br /&gt;
&lt;br /&gt;
Scaglioni Nicole LETTERATURA INGLESE 2&lt;br /&gt;
&lt;br /&gt;
Pitzus Eva LETTERATURA INGLESE 2&lt;br /&gt;
&lt;br /&gt;
Astolfi Alessandro LETTERATURA INGLESE 1&lt;br /&gt;
&lt;br /&gt;
Vanni Alice LETTERATURA INGLESE 2&lt;br /&gt;
&lt;br /&gt;
Fernandez Francesco LETTERATURA INGLESE 1&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;Lunedì 10 luglio ore 9.00&lt;br /&gt;
&lt;/strong&gt;&lt;br /&gt;
SIENA MARCHESINI ALICE LETTERATURA INGLESE 2&lt;br /&gt;
&lt;br /&gt;
Guidi Maddalena LETTERATURA INGLESE 1&lt;br /&gt;
&lt;br /&gt;
Valentini Paolo LETTERATURA INGLESE 2&lt;br /&gt;
&lt;br /&gt;
Bianchi Alessandra LETTERATURA INGLESE 1&lt;br /&gt;
&lt;br /&gt;
Zagnoni Camilla LETTERATURA INGLESE 2&lt;br /&gt;
&lt;br /&gt;
VIOLI FABIO LETTERATURA INGLESE 2&lt;br /&gt;
&lt;br /&gt;
LOSITO LUCIANA LETTERATURA INGLESE 1&lt;br /&gt;
&lt;br /&gt;
Baldicchi Anna Giulia LETTERATURA INGLESE 1&lt;br /&gt;
&lt;br /&gt;
Colombini Chiara LETTERATURA INGLESE 1&lt;br /&gt;
&lt;br /&gt;
Tasini Lucia LETTERATURA INGLESE 2&lt;br /&gt;
&lt;br /&gt;
Corea Caterina LETTERATURA INGLESE 1&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;Lunedì 10 luglio ore 14.30&lt;/strong&gt;&lt;br /&gt;
&lt;br /&gt;
PASINI SARA LETTERATURA INGLESE 2&lt;br /&gt;
&lt;br /&gt;
Pinotti Susanna LETTERATURA INGLESE 2&lt;br /&gt;
&lt;br /&gt;
Acocella Maria Cristina LETTERATURA INGLESE 1&lt;br /&gt;
&lt;br /&gt;
Romano Giulia LETTERATURA INGLESE 2&lt;br /&gt;
&lt;br /&gt;
Postiglione Jessica LETTERATURA INGLESE 2&lt;br /&gt;
&lt;br /&gt;
Farshbaf Arefi Anahita LETTERATURA INGLESE 1&lt;br /&gt;
&lt;br /&gt;
Marcelli Elisa LETTERATURA INGLESE 2&lt;br /&gt;
&lt;br /&gt;
Garofalo Rossella LETTERATURA INGLESE 2&lt;br /&gt;
&lt;br /&gt;
zanichelli anna LETTERATURA INGLESE 2&lt;br /&gt;
&lt;br /&gt;
Cacciari Davide LETTERATURA INGLESE 1&lt;br /&gt;
&lt;br /&gt;
MUÑOZ PENDON IVAN LETTERATURA INGLESE 2&lt;br /&gt;
&lt;br /&gt;
RIGHI ELEONORA LETTERATURA INGLESE 2&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;Martedì 11 luglio ore 9.00&lt;br /&gt;
&lt;/strong&gt;&lt;br /&gt;
Monfregola Alessandro LETTERATURA INGLESE 2&lt;br /&gt;
&lt;br /&gt;
Alvisi Laura LETTERATURA INGLESE 1&lt;br /&gt;
&lt;br /&gt;
Nicoli Dario LETTERATURA INGLESE 2&lt;br /&gt;
&lt;br /&gt;
Siena Marchesini Valentina LETTERATURA INGLESE 2&lt;br /&gt;
&lt;br /&gt;
EL KHATTABI Sara LETTERATURA INGLESE 1&lt;br /&gt;
&lt;br /&gt;
MAGGIO LISA LETTERATURA INGLESE 2&lt;br /&gt;
&lt;br /&gt;
Costoli Leonardo LETTERATURA INGLESE 1&lt;br /&gt;
&lt;br /&gt;
Venturelli Maria Chiara LETTERATURA INGLESE 2&lt;br /&gt;
&lt;br /&gt;
Rizzi Maria Chiara LETTERATURA INGLESE 2&lt;/p&gt;</description><pubDate>Mon, 03 Jul 2017 13:29:25 +0200</pubDate><a10:updated>2017-07-03T18:15:31+02:00</a10:updated></item><item><guid isPermaLink="false">cb4c8c17</guid><link>https://www.unibo.it/sitoweb/serena.baiesi/avvisi/cb4c8c17</link><title>Suddivisione appello orale 12 giugno 2017</title><description>&lt;p&gt;&lt;strong&gt;APPELLO ORALE 12 GIUGNO 2017&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;PROF.SSA SERENA BAIESI &lt;/p&gt;
&lt;p&gt;31031 - LETTERATURA INGLESE 1; 31146 - LETTERATURA INGLESE 2 + ANNI PREGRESSI &lt;/p&gt;
&lt;p&gt;&lt;strong&gt;PARTE PRIMA:&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Storia letteraria – parte propedeutica di Letteratura Inglese 1&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;Presentarsi presso lo &lt;strong&gt;STUDIO 56&lt;/strong&gt; (dott.ssa Gilberta Golinelli) per sostenere il colloquio sulla parte di storia letteraria e successivamente presentarsi presso lo studio 32 per completare l’esame nel giorno/orario indicato di seguito&lt;/p&gt;
&lt;p&gt;El Khattabi Saranbsp;nbsp;nbsp;nbsp; Lunedì 12/06 ore 9.30 &lt;/p&gt;
&lt;p&gt;Farshbaf Arefi Anahitanbsp;nbsp; Lunedì 12/06 ore 9.30 &lt;/p&gt;
&lt;p&gt;Ferlazzo Federicanbsp;nbsp;nbsp; Lunedì 12/06 ore 9.30 &lt;/p&gt;
&lt;p&gt;Corea Caterinanbsp;nbsp;nbsp;nbsp; Lunedì 12/06 ore 9.30  &lt;/p&gt;
&lt;p&gt;&lt;strong&gt;PARTE PRIMA:&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Storia letteraria – parte propedeutica di Letteratura Inglese 2&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;Presentarsi presso lo &lt;strong&gt;STUDIO 64&lt;/strong&gt; (dott.ssa Carlotta Farese) per sostenere il colloquio sulla parte di storia letteraria e successivamente presentarsi presso lo studio 32 per completare l’esame nel giorno/orario indicato di seguito.&lt;/p&gt;
&lt;p&gt;Siena Marchesini Alice&lt;/p&gt;
&lt;p&gt;Lunedì 12/06 ore 9.30&lt;/p&gt;
&lt;p&gt;Armuzzi Giulia&lt;/p&gt;
&lt;p&gt;Lunedì 12/06 ore 9.30&lt;/p&gt;
&lt;p&gt;Van Den Berg Miriam Naomi&lt;/p&gt;
&lt;p&gt;Lunedì 12/06 ore 9.30&lt;/p&gt;
&lt;p&gt;Probett Laura&lt;/p&gt;
&lt;p&gt;Lunedì 12/06 ore 9.30&lt;/p&gt;
&lt;p&gt;Semeraro Giordana&lt;/p&gt;
&lt;p&gt;Lunedì 12/06 ore 9.30&lt;/p&gt;
&lt;p&gt;Malena Alessia&lt;/p&gt;
&lt;p&gt;Lunedì 12/06 ore 9.30&lt;/p&gt;
&lt;p&gt;Grafin Von Matuschka Isabelle&lt;/p&gt;
&lt;p&gt;Lunedì 12/06 ore 9.30&lt;/p&gt;
&lt;p&gt;Razavi Seyedmersad&lt;/p&gt;
&lt;p&gt;Lunedì 12/06 ore 9.30&lt;/p&gt;
&lt;p&gt;Farshbaf Arefi Anahita&lt;/p&gt;
&lt;p&gt;Lunedì 12/06 ore 9.30&lt;/p&gt;
&lt;p&gt;Pereira Da Cruz Beatriz Inês&lt;/p&gt;
&lt;p&gt;Lunedì 12/06 ore 9.30&lt;/p&gt;
&lt;p&gt;Zhu Ziyao&lt;/p&gt;
&lt;p&gt;Lunedì 12/06 ore 9.30&lt;/p&gt;
&lt;p&gt;Paganelli Silvia&lt;/p&gt;
&lt;p&gt;Lunedì 12/06 ore 9.30&lt;/p&gt;
&lt;p&gt;Roccati Elisa&lt;/p&gt;
&lt;p&gt;Lunedì 12/06 ore 9.30&lt;/p&gt;
&lt;p&gt;Marcelli Elisa&lt;/p&gt;
&lt;p&gt;Lunedì 12/06 ore 9.30&lt;/p&gt;
&lt;p&gt;Gevelt Andreas&lt;/p&gt;
&lt;p&gt;Lunedì 12/06 ore 9.30&lt;/p&gt;
&lt;p&gt;Sacco Claudia&lt;/p&gt;
&lt;p&gt;Lunedì 12/06 ore 9.30&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;PARTE SECONDA&lt;/strong&gt;: ANALISI CRITICA DEI TESTI IN PROGRAMMA&lt;/p&gt;
&lt;p&gt;LETTERATURA INGLESE 1 E LETTERATURA INGLESE 2&lt;/p&gt;
&lt;p&gt;STUDIO 32 – prof.ssa SERENA BAIESI&lt;/p&gt;
&lt;p&gt;Catellani Beatrice&lt;/p&gt;
&lt;p&gt;Lunedì 12/06 ore 9.30&lt;/p&gt;
&lt;p&gt;Siena Marchesini Alice&lt;/p&gt;
&lt;p&gt;Lunedì 12/06 ore 14.30&lt;/p&gt;
&lt;p&gt;Guarnieri Giacomo&lt;/p&gt;
&lt;p&gt;Lunedì 12/06 ore 14.30&lt;/p&gt;
&lt;p&gt;Armuzzi Giulia&lt;/p&gt;
&lt;p&gt;Lunedì 12/06 ore 14.30&lt;/p&gt;
&lt;p&gt;Van Den Berg Miriam Naomi&lt;/p&gt;
&lt;p&gt;Lunedì 12/06 ore 14.30&lt;/p&gt;
&lt;p&gt;Probett Laura&lt;/p&gt;
&lt;p&gt;Lunedì 12/06 ore 14.30&lt;/p&gt;
&lt;p&gt;Semeraro Giordana&lt;/p&gt;
&lt;p&gt;Lunedì 12/06 ore 14.30&lt;/p&gt;
&lt;p&gt;Galli Giacomo&lt;/p&gt;
&lt;p&gt;Lunedì 12/06 ore 9.30&lt;/p&gt;
&lt;p&gt;El Khattabi Sara&lt;/p&gt;
&lt;p&gt;Lunedì 12/06 ore 14.30&lt;/p&gt;
&lt;p&gt;Bracaccini Nicola&lt;/p&gt;
&lt;p&gt;Lunedì 12/06 ore 9.30&lt;/p&gt;
&lt;p&gt;Cucchi Elisa&lt;/p&gt;
&lt;p&gt;Lunedì 12/06 ore 9.30&lt;/p&gt;
&lt;p&gt;Di Vaio Serena&lt;/p&gt;
&lt;p&gt;Lunedì 12/06 ore 9.30&lt;/p&gt;
&lt;p&gt;Donati Melissa&lt;/p&gt;
&lt;p&gt;Lunedì 12/06 ore 9.30&lt;/p&gt;
&lt;p&gt;Collina Matilde&lt;/p&gt;
&lt;p&gt;Lunedì 12/06 ore 14.30&lt;/p&gt;
&lt;p&gt;Biavati Eugenia&lt;/p&gt;
&lt;p&gt;Lunedì 12/06 ore 14.30&lt;/p&gt;
&lt;p&gt;Borghetto Anna&lt;/p&gt;
&lt;p&gt;Lunedì 12/06 ore 14.30&lt;/p&gt;
&lt;p&gt;Hordziy Arsen&lt;/p&gt;
&lt;p&gt;Martedì 13/06 ore 9.30&lt;/p&gt;
&lt;p&gt;Bandini Anna&lt;/p&gt;
&lt;p&gt;Martedì 13/06 ore 9.30&lt;/p&gt;
&lt;p&gt;Gozza Camilla&lt;/p&gt;
&lt;p&gt;Martedì 13/06 ore 9.30&lt;/p&gt;
&lt;p&gt;Golinelli Federica&lt;/p&gt;
&lt;p&gt;Martedì 13/06 ore 9.30&lt;/p&gt;
&lt;p&gt;D'ascenzo Giorgia&lt;/p&gt;
&lt;p&gt;Martedì 13/06 ore 9.30&lt;/p&gt;
&lt;p&gt;Guidi Maddalena&lt;/p&gt;
&lt;p&gt;Martedì 13/06 ore 9.30&lt;/p&gt;
&lt;p&gt;Lanzara Veronica&lt;/p&gt;
&lt;p&gt;Martedì 13/06 ore 9.30&lt;/p&gt;
&lt;p&gt;Foschini Alice&lt;/p&gt;
&lt;p&gt;Martedì 13/06 ore 9.30&lt;/p&gt;
&lt;p&gt;Grassilli Sara&lt;/p&gt;
&lt;p&gt;Martedì 13/06 ore 14.30&lt;/p&gt;
&lt;p&gt;Fenati Ludovica&lt;/p&gt;
&lt;p&gt;Martedì 13/06 ore 14.30&lt;/p&gt;
&lt;p&gt;Malena Alessia&lt;/p&gt;
&lt;p&gt;Martedì 13/06 ore 14.30&lt;/p&gt;
&lt;p&gt;Bizzocchi Carlotta&lt;/p&gt;
&lt;p&gt;Martedì 13/06 ore 14.30&lt;/p&gt;
&lt;p&gt;Crescioli Rebecca&lt;/p&gt;
&lt;p&gt;Martedì 13/06 ore 14.30&lt;/p&gt;
&lt;p&gt;Carmignan Chiara&lt;/p&gt;
&lt;p&gt;Martedì 13/06 ore 14.30&lt;/p&gt;
&lt;p&gt;Grafin Von Matuschka Isabelle&lt;/p&gt;
&lt;p&gt;Martedì 13/06 ore 14.30&lt;/p&gt;
&lt;p&gt;Razavi Seyedmersad&lt;/p&gt;
&lt;p&gt;Martedì 13/06 ore 14.30&lt;/p&gt;
&lt;p&gt;Lelli Daniele&lt;/p&gt;
&lt;p&gt;Mercoledì 14/06 ore 9.30&lt;/p&gt;
&lt;p&gt;Bochicchio Andrea&lt;/p&gt;
&lt;p&gt;Mercoledì 14/06 ore 9.30&lt;/p&gt;
&lt;p&gt;Farshbaf Arefi Anahita&lt;/p&gt;
&lt;p&gt;Mercoledì 14/06 ore 9.30&lt;/p&gt;
&lt;p&gt;Farshbaf Arefi Anahita&lt;/p&gt;
&lt;p&gt;Mercoledì 14/06 ore 9.30&lt;/p&gt;
&lt;p&gt;Bosi Chiara&lt;/p&gt;
&lt;p&gt;Mercoledì 14/06 ore 9.30&lt;/p&gt;
&lt;p&gt;Campagnola Giulia&lt;/p&gt;
&lt;p&gt;Mercoledì 14/06 ore 9.30&lt;/p&gt;
&lt;p&gt;Crespi Nicolò&lt;/p&gt;
&lt;p&gt;Mercoledì 14/06 ore 9.30&lt;/p&gt;
&lt;p&gt;Amadori Giulia&lt;/p&gt;
&lt;p&gt;Mercoledì 14/06 ore 9.30&lt;/p&gt;
&lt;p&gt;Carloni Giulia&lt;/p&gt;
&lt;p&gt;Mercoledì 14/06 ore 14.30&lt;/p&gt;
&lt;p&gt;Gobbetto Angela&lt;/p&gt;
&lt;p&gt;Mercoledì 14/06 ore 14.30&lt;/p&gt;
&lt;p&gt;Pereira Da Cruz Beatriz Inês&lt;/p&gt;
&lt;p&gt;Mercoledì 14/06 ore 14.30&lt;/p&gt;
&lt;p&gt;Zhu Ziyao&lt;/p&gt;
&lt;p&gt;Mercoledì 14/06 ore 14.30&lt;/p&gt;
&lt;p&gt;Francini Giulia&lt;/p&gt;
&lt;p&gt;Mercoledì 14/06 ore 14.30&lt;/p&gt;
&lt;p&gt;Giordani Erika&lt;/p&gt;
&lt;p&gt;Mercoledì 14/06 ore 14.30&lt;/p&gt;
&lt;p&gt;Paganelli Silvia&lt;/p&gt;
&lt;p&gt;Mercoledì 14/06 ore 14.30&lt;/p&gt;
&lt;p&gt;Bignozzi Camilla&lt;/p&gt;
&lt;p&gt;Mercoledì 14/06 ore 14.30&lt;/p&gt;
&lt;p&gt;Bulacu Cristian&lt;/p&gt;
&lt;p&gt;Giovedì 15/06 ore 9.30&lt;/p&gt;
&lt;p&gt;Ferlazzo Federica&lt;/p&gt;
&lt;p&gt;Giovedì 15/06 ore 9.30&lt;/p&gt;
&lt;p&gt;Lupi Andrea&lt;/p&gt;
&lt;p&gt;Giovedì 15/06 ore 9.30&lt;/p&gt;
&lt;p&gt;Giacinti Annalisa&lt;/p&gt;
&lt;p&gt;Giovedì 15/06 ore 9.30&lt;/p&gt;
&lt;p&gt;Roccati Elisa&lt;/p&gt;
&lt;p&gt;Giovedì 15/06 ore 9.30&lt;/p&gt;
&lt;p&gt;Marcelli Elisa&lt;/p&gt;
&lt;p&gt;Giovedì 15/06 ore 9.30&lt;/p&gt;
&lt;p&gt;Di Giacomo Gaia&lt;/p&gt;
&lt;p&gt;Giovedì 15/06 ore 9.30&lt;/p&gt;
&lt;p&gt;Carlomagno Laura&lt;/p&gt;
&lt;p&gt;Giovedì 15/06 ore 9.30&lt;/p&gt;
&lt;p&gt;Corea Caterina&lt;/p&gt;
&lt;p&gt;Giovedì 15/06 ore 14.30&lt;/p&gt;
&lt;p&gt;Li Cristina&lt;/p&gt;
&lt;p&gt;Giovedì 15/06 ore 14.30&lt;/p&gt;
&lt;p&gt;Di Fabrizio Silvia&lt;/p&gt;
&lt;p&gt;Giovedì 15/06 ore 14.30&lt;/p&gt;
&lt;p&gt;Dublanc Giada&lt;/p&gt;
&lt;p&gt;Giovedì 15/06 ore 14.30&lt;/p&gt;
&lt;p&gt;Gevelt Andreas&lt;/p&gt;
&lt;p&gt;Giovedì 15/06 ore 14.30&lt;/p&gt;
&lt;p&gt;Sacco Claudia&lt;/p&gt;
&lt;p&gt;Giovedì 15/06 ore 14.30&lt;/p&gt;
&lt;p&gt;Giancecchi Agnese&lt;/p&gt;
&lt;p&gt;Giovedì 15/06 ore 14.30&lt;/p&gt;
&lt;p&gt;Lorito Daniel&lt;/p&gt;
Giovedì 15/06 ore 14.30</description><pubDate>Tue, 13 Jun 2017 12:35:53 +0200</pubDate><a10:updated>2017-06-13T12:35:53+02:00</a10:updated></item><item><guid isPermaLink="false">8cf7527a</guid><link>https://www.unibo.it/sitoweb/serena.baiesi/avvisi/8cf7527a</link><title>PUBBLICAZIONE RISULTATI PROVE SCRITTE LETTERATURA INGLESE 1 E 2</title><description>&lt;p&gt;Si avvisano gli studenti di letteratura inglese 1 e 2 che &lt;strong&gt;i risultati delle prove scritte&lt;/strong&gt; (del 29 e 30 maggio rispettivamente) sono state pubblicate nella sezione &lt;strong&gt;"Contenuti Utili"&lt;/strong&gt;.&lt;/p&gt;
&lt;p&gt;Si prega di prendere visione dei risultati e di leggere attentamente le &lt;strong&gt;note&lt;/strong&gt; apposte alla fine delle liste.&lt;/p&gt;</description><pubDate>Thu, 08 Jun 2017 09:13:59 +0200</pubDate><a10:updated>2017-06-08T09:13:59+02:00</a10:updated></item><item><guid isPermaLink="false">bc500cd3</guid><link>https://www.unibo.it/sitoweb/serena.baiesi/avvisi/bc500cd3</link><title>Recupero lezioni Letteratura Inglese 1 e 2</title><description>&lt;p&gt;Si avvisano gli studenti che è previsto un &lt;strong&gt;recupero&lt;/strong&gt; delle lezioni il seguente giorno:&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;giovedì 4 maggio 2017 presso l'AULA MAGNA (VIA FILIPPO RE)&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;ore 10.15-11-45 Letteratura Inglese 1 &lt;/p&gt;
&lt;p&gt;ore 12.00-13-30 Letteratura Inglese 2&lt;/p&gt;</description><pubDate>Thu, 20 Apr 2017 11:25:52 +0200</pubDate><a10:updated>2017-04-20T11:25:52+02:00</a10:updated></item><item><guid isPermaLink="false">836fb0c1</guid><link>https://www.unibo.it/sitoweb/serena.baiesi/avvisi/836fb0c1</link><title>Appelli sessione estiva a.a. 2016/2017 -- aggiornato!</title><description>&lt;p&gt;Si avvisano gli studenti che durante la sessione estiva a.a. 2016/2017 sono previsti i seguenti appelli:&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Esami scritti:&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Letteratura Inglese 1:&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;Esame scritto relativo alla storia letteraria (studenti frequentanti) - &lt;strong&gt;29 maggio 2017&lt;/strong&gt; (AULA VI e AULA VII - Dip. Lilec) appello ore 9.30 (atrio del primo piano di fronte all'aula VI).&lt;/p&gt;
&lt;p&gt;Dopo il superamento della prova scritta, gli studenti dovranno presentarsi ad uno degli appelli orali per completarla con la discussione dei testi primari. In caso di non superamento della prova o di non iscrizione alla prova scritta (studenti non frequentanti) gli studenti soterranno l'intero esame oralmente.&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Letteratura Inglese 2:&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;Esame scritto (storia letteraria + analisi dei testi per studenti frequentanti) - &lt;strong&gt;30 maggio 2017&lt;/strong&gt; (Aula Magna, via Filippo Re), appello ore 9.30 (di fronte all'aula magna, p. terra).&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Appelli orali Letteratura Inglese 1 e 2 + anni pregressi:&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;12 giugno 2017 &lt;/strong&gt;ore 9.00&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;5 luglio 2017&lt;/strong&gt; ore 9.00&lt;/p&gt;
&lt;p&gt;Gli esami orali si svolgeranno presso lo studio 32 (Dip. LILEC via Cartoleria 5).&lt;br /&gt;
Tutti gli studenti devono portare i &lt;strong&gt;TESTI PRIMARI &lt;/strong&gt;(estratti di poesie, romanzi, play) perchè oggetto di lettura e commento durante la prova orale. (Il colloquio si svolgerà in lingua italiana per gli studenti del primo anno e in inglese per quelli del secondo).&lt;/p&gt;
&lt;p&gt;
Gli &lt;strong&gt;studenti in debito d'esame &lt;/strong&gt;sono pregati di portare anche copia cartacea del programma di riferimento. &lt;/p&gt;
&lt;p&gt;&lt;strong&gt;NB:&lt;/strong&gt; A chiusura della lista verrà pubblicata nella pagina web della docente la &lt;strong&gt;suddivisione in giorni e orari&lt;/strong&gt; dei vari gruppi prima del giorno dell'esame. Gli studenti che hanno impedimenti o sovrapposizioni con altri esami sono pregati di scrivere alla docente solo DOPO la pubblicazione della suddivisione dei gruppi.&lt;/p&gt;
&lt;p&gt;nbsp;&lt;/p&gt;
&lt;p&gt;nbsp;&lt;/p&gt;</description><pubDate>Thu, 30 Mar 2017 11:48:13 +0200</pubDate><a10:updated>2017-04-20T11:32:21+02:00</a10:updated></item><item><guid isPermaLink="false">673b2d19</guid><link>https://www.unibo.it/sitoweb/serena.baiesi/avvisi/673b2d19</link><title>Ricevimento secondo semestre a.a. 2016/2017</title><description>&lt;p&gt;Si avvisano gli studenti che durante il secondo semestre a.a. 2016/2017 il ricevimento si terrà i&lt;strong&gt; mercoledì dalle ore 15.00 alle 17.00 &lt;/strong&gt;presso lo studio 32.&lt;/p&gt;
&lt;p&gt;*** Controllare sempre gli AVVISI in caso di modifiche o spostamenti ***&lt;/p&gt;</description><pubDate>Mon, 06 Feb 2017 10:41:45 +0100</pubDate><a10:updated>2017-02-06T10:41:45+01:00</a10:updated></item><item><guid isPermaLink="false">c00b2003</guid><link>https://www.unibo.it/sitoweb/serena.baiesi/avvisi/c00b2003</link><title>Incontro informativo studenti interessati al Bando Erasmus+ Studio 2017/2018</title><description>&lt;p&gt;Tutti gli studenti interessati a presentare domanda per il &lt;strong&gt;bando Erasmus+ Studio 2017/2018&lt;/strong&gt; sono invitati a partecipare all’incontro informativo che si terrà &lt;strong&gt;giovedì 19 gennaio 2017&lt;/strong&gt;, dalle 10.00 alle 12.00, presso l'&lt;strong&gt;Aula Magna&lt;/strong&gt; della Scuola di Lingue e Letterature, Traduzione e Interpretazione - via Filippo Re, 8.&lt;/p&gt;
&lt;p&gt;http://www.scuolalingue.unibo.it/it/bacheca/incontro-informativo-bando-erasmus-sede-di-bologna&lt;/p&gt;
&lt;p&gt;Successivamente, gli studenti interessati in particolare alle sedi coordinate dalla docente (&lt;strong&gt;Birmingham, Glasgow, Bristol, York, Swansea, Leicester, Oxford, Paris VII, Grecia&lt;/strong&gt;) sono pregati di recarsi al ricevimento il giorno &lt;strong&gt;24 gennaio 2017 alle ore 10.30 &lt;/strong&gt;durante il quale verranno esposte le caratteristiche di ciascuna università e si potranno richiedere informazioni specifiche sulle modalità di accesso, livello di lingua richiesto, learning agreement e altro. Tale colloquio è &lt;strong&gt;obbligatorio&lt;/strong&gt; per coloro che intendano fare domanda nellenbsp; sedi universitarie sopra elencate.&lt;/p&gt;
&lt;p&gt;nbsp;&lt;/p&gt;</description><pubDate>Mon, 16 Jan 2017 12:32:37 +0100</pubDate><a10:updated>2017-01-16T12:32:37+01:00</a10:updated></item><item><guid isPermaLink="false">31280b44</guid><link>https://www.unibo.it/sitoweb/serena.baiesi/avvisi/31280b44</link><title>Sospensione ricevimento</title><description>&lt;p&gt;A causa dell'appello d'esame numeroso, il ricevimento di domani 17 gennaio 2017 è rimandato alla prossima settimana, tranne per la consegna di capitoli e materiali da parte dei laureandi.&lt;/p&gt;
&lt;p&gt;Serena Baiesi&lt;/p&gt;</description><pubDate>Mon, 16 Jan 2017 12:22:58 +0100</pubDate><a10:updated>2017-01-16T12:37:29+01:00</a10:updated></item><item><guid isPermaLink="false">f7dd4f47</guid><link>https://www.unibo.it/sitoweb/serena.baiesi/avvisi/f7dd4f47</link><title>Suddivisione  orari appello d&amp;#39;esame del 17 gennaio 2017</title><description>&lt;p&gt;APPELLO del 17 gennaio 2017&lt;/p&gt;
&lt;p&gt;PROF.SSA S.BAIESI&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Letteratura inglese 1 &lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Storia letteraria – parte propedeutica di Letteratura Inglese 1&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;Presentarsi presso lo &lt;strong&gt;STUDIO 56&lt;/strong&gt; per sostenere la parte di storia letteraria e successivamente presso lo studio 32 per completare l’esame.&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Martedì 17 gennaio 2017 ore 9.30&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;Garofalo Rossella&lt;/p&gt;
&lt;p&gt;De Lilla Annamaria&lt;/p&gt;
&lt;p&gt;Fanti Valentina&lt;/p&gt;
&lt;p&gt;Continati Giulia&lt;/p&gt;
&lt;p&gt;Bardotti Giovanna&lt;/p&gt;
&lt;p&gt;Asadi Mobarakenh&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;nbsp;&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Letteratura inglese 2 &lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Parte Istituzionale e commento critico letture &lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;Presentarsi presso lo &lt;strong&gt;STUDIO 32&lt;/strong&gt; &lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Martedì 17 gennaio 2017 ore 9.30&lt;br /&gt;
&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;Capra Valeria (letteratura inglese 2)&lt;/p&gt;
&lt;p&gt;Vaccari Arianna (letteratura inglese 2)&lt;/p&gt;
&lt;p&gt;Armuzzi Giulia (letteratura inglese 2)&lt;/p&gt;
&lt;p&gt;Consolini Elisabetta (letteratura inglese 2)&lt;/p&gt;
&lt;p&gt;Sirri Lucia (letteratura inglese 2)&lt;/p&gt;
&lt;p&gt;Piccinelli Beatrice (letteratura inglese 2)&lt;/p&gt;
&lt;p&gt;Sagrandini Riccardo (letteratura inglese 2)&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Dopo aver sostenuto la prima parte, presentarsi in mattinata presso lo studio 32:&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;Garofalo Rossella (letteratura inglese 1)&lt;/p&gt;
&lt;p&gt;De Lilla Annamaria (letteratura inglese 1)&lt;/p&gt;
&lt;p&gt;Fanti Valentina (letteratura inglese 1)&lt;/p&gt;
&lt;p&gt;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Parte Istituzionale e commento critico letture Letteratura Inglese 2 &lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;ore 14.30&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;Giorgia Ricci (DAMS)&lt;/p&gt;
&lt;p&gt;Luisetto Alberto (letteratura inglese 2)&lt;/p&gt;
&lt;p&gt;Mazzarella Alessandra (letteratura inglese 2)&lt;/p&gt;
&lt;p&gt;Martone Bianca (letteratura inglese 2)&lt;/p&gt;
&lt;p&gt;Intonti Cecilia (letteratura inglese 2)&lt;/p&gt;
&lt;p&gt;Zhang Haonan (letteratura inglese 2)&lt;/p&gt;
&lt;p&gt;De Ingeniis Elena (letteratura inglese 2)&lt;/p&gt;
&lt;p&gt;Mazzucchelli Martina (letteratura inglese 2)&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Dopo aver sostenuto la prima parte, presentarsi durante il pomeriggio presso lo studio 32:&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;Continati Giulia (letteratura inglese 1)&lt;/p&gt;
&lt;p&gt;Bardotti Giovanna (letteratura inglese 1)&lt;/p&gt;
&lt;p&gt;Asadi Mobarakenh (letteratura inglese 1)&lt;/p&gt;</description><pubDate>Mon, 16 Jan 2017 12:17:25 +0100</pubDate><a10:updated>2017-01-16T13:18:12+01:00</a10:updated></item><item><guid isPermaLink="false">e5f4edc8</guid><link>https://www.unibo.it/sitoweb/serena.baiesi/avvisi/e5f4edc8</link><title>Appello unico d&amp;#39;esame sessione invernale gennaio 2017</title><description>&lt;p&gt;Si avvisano gli studenti in debito d'eame di Letterature Inglese 1 e Letteratura Inglese 2 che l'appello (unico) orale della sessione invernale è stato fissato il giorno &lt;strong&gt;17 gennaio 2017 alle ore 9,30&lt;/strong&gt; presso lo studio 32. &lt;/p&gt;
&lt;p&gt;Nel caso in cui il numero studenti sia elevato verrà pubblicato, dopo la chiusura della lista, l'elenco degli studenti suddivisi per giorni e orari (controllare dunque il sito web docente il giorno prima dell'appello).&lt;/p&gt;
&lt;p&gt;Nel caso si presentassero sovrapposizioni con altri appelli d'esame si prega di conttattare la docente via mail.&lt;/p&gt;
&lt;p&gt;nbsp;&lt;/p&gt;</description><pubDate>Mon, 05 Dec 2016 15:59:43 +0100</pubDate><a10:updated>2016-12-05T15:59:43+01:00</a10:updated></item><item><guid isPermaLink="false">301da723</guid><link>https://www.unibo.it/sitoweb/serena.baiesi/avvisi/301da723</link><title>Posticipo giorno di ricevimento</title><description>&lt;p&gt;Si avvisano gli studenti che la  il giorno di ricevimento di questa settimana è stato posticipato anbsp; &lt;strong&gt;Mercoledì &lt;/strong&gt; 7 dicembre alle ore 14.30 anzichè martedì 6 dicembre. Mi scuso per il cambiamento.&lt;/p&gt;</description><pubDate>Mon, 19 Sep 2016 12:12:20 +0200</pubDate><a10:updated>2016-12-05T09:38:27+01:00</a10:updated></item><item><guid isPermaLink="false">a84fa19a</guid><link>https://www.unibo.it/sitoweb/serena.baiesi/avvisi/a84fa19a</link><title>Convegno: The Gothic Galaxy</title><description>&lt;p&gt;Tutti gli studenti sono inviati al &lt;strong&gt;convegno internazionale &lt;/strong&gt;dedicato alla letteratura gotica dalle origini ai giorni nostri.&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;em&gt;T&lt;/em&gt;&lt;/strong&gt;&lt;strong&gt;&lt;em&gt;&lt;strong&gt;&lt;em&gt;h&lt;/em&gt;&lt;/strong&gt;e Gothic Galaxy: Intersections and Metamorphoses &lt;/em&gt;&lt;/strong&gt; si terrà nei giorni 15 e 16 settembre 2016 in Aula V presso il Dipartimento LILEC. &lt;/p&gt;
&lt;p&gt;Il programma e gli abstract degli interventi sono presenti nel &lt;strong&gt;sito web del convegno&lt;/strong&gt;:&lt;/p&gt;
&lt;p&gt;&lt;a href="https://eventi.unibo.it/gothic-galaxy-2016"&gt;The Gothic Galaxy&lt;/a&gt; (http://eventi.unibo.it/gothic-galaxy-2016)&lt;/p&gt;
&lt;p&gt;nbsp;&lt;/p&gt;
&lt;p&gt;Non mancate!!!&lt;/p&gt;
&lt;p&gt;&lt;/p&gt;</description><pubDate>Thu, 08 Sep 2016 12:07:45 +0200</pubDate><a10:updated>2016-09-08T12:07:45+02:00</a10:updated></item><item><guid isPermaLink="false">77935247</guid><link>https://www.unibo.it/sitoweb/serena.baiesi/avvisi/77935247</link><title>Appello unico d&amp;#39;esame sessione autunnale e ricevimento mese di settembre 2016</title><description>&lt;p&gt;Si avvisano gli studenti che l'appello d'esame della sessione autunnale sarà &lt;strong&gt;unico - 6 settemrbe 2016 -&lt;/strong&gt; in quanto sarò impegnata in una missione all'estero alla fine del mese. &lt;/p&gt;
&lt;p&gt;Calendario &lt;strong&gt;ricevimento&lt;/strong&gt; mese di &lt;strong&gt;settembre 2016&lt;/strong&gt;:&lt;/p&gt;
&lt;p&gt;9 settembre ore 10,00&lt;/p&gt;
&lt;p&gt;14 settembre ore 11,00&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;21 settembre ore 10,30&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;Si prega di controllare sempre il sito web docente in caso di modifica dei giorni e orari di ricevimento.&lt;/p&gt;</description><pubDate>Wed, 31 Aug 2016 09:45:28 +0200</pubDate><a10:updated>2016-09-19T12:09:36+02:00</a10:updated></item><item><guid isPermaLink="false">d31160cc</guid><link>https://www.unibo.it/sitoweb/serena.baiesi/avvisi/d31160cc</link><title>Suddivisione giorni e orari  appello 4 luglio 2016</title><description>&lt;p&gt;&lt;strong&gt;Prof. S. Baiesi&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;4 luglio 2016 -SECONDO APPELLO A.A. 2016/2017&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Letteratura inglese 1 e Letteratura inglese 2&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;nbsp;&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;PRIMA PARTE:&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Parte Istituzionale Letteratura Inglese 1&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;Presentarsi presso lo &lt;strong&gt;STUDIO 66&lt;/strong&gt; per sostenere la parte di storia letteraria e successivamente presso lo studio 32 nel giorno indicato (I GIORNI E GLI ORARI POSSONO ESSERE &lt;strong&gt;DIVERSI&lt;/strong&gt; PER LE DUE PARTI DELL’ESAME).&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Martedì 5/07 ore 15.00&lt;/strong&gt; &lt;strong&gt;studio 66&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;Federici Sharon&lt;/p&gt;
&lt;p&gt;Fantini Federica&lt;/p&gt;
&lt;p&gt;Giovannetti Sofia&lt;/p&gt;
&lt;p&gt;Castagnoli Lucia&lt;/p&gt;
&lt;p&gt;Ghelli Aurora&lt;/p&gt;
&lt;p&gt;Ferlazzo Federica&lt;/p&gt;
&lt;p&gt;Chadri Ines&lt;/p&gt;
&lt;p&gt;Asadi Mobarakeh Mohammad Javad&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Mercoledì 6/07 ore 9.30 studio 66&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;Caiello Gaia&lt;/p&gt;
&lt;p&gt;Castellani Elena &lt;/p&gt;
&lt;p&gt;Leon Molina Daniela&lt;/p&gt;
&lt;p&gt;Lazzari Francesca&lt;/p&gt;
&lt;p&gt;Biolchi Virginia&lt;/p&gt;
&lt;p&gt;Velashej Aurela&lt;/p&gt;
&lt;p&gt;LUISETTO ALBERTO&lt;/p&gt;
&lt;p&gt;De Tomi Luigi&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Parte Istituzionale Letteratura Inglese 2&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;Presentarsi presso lo &lt;strong&gt;STUDIO 59&lt;/strong&gt; per sostenere la parte di storia letteraria e successivamente presso lo studio 32 nel giorno indicato (I GIORNI E GLI ORARI POSSONO ESSERE &lt;strong&gt;DIVERSI&lt;/strong&gt; PER LE DUE PARTI DELL’ESAME)&lt;/p&gt;
&lt;p&gt;&lt;strong&gt; &lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Lunedì 4/07 ore 9.30 studio 59&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;ZORNETTA ANNA&lt;/p&gt;
&lt;p&gt;Medri Aline&lt;/p&gt;
&lt;p&gt;Malandri Camilla&lt;/p&gt;
&lt;p&gt;PATACCA VALENTINA&lt;/p&gt;
&lt;p&gt;Rizzi Maria Chiara&lt;/p&gt;
&lt;p&gt;MAGGIO LISA&lt;/p&gt;
&lt;p&gt;ARMUZZI GIULIA&lt;/p&gt;
&lt;p&gt;Zaccarelli Nicole&lt;/p&gt;
&lt;p&gt;MARANGIO ALESSIA&lt;/p&gt;
&lt;p&gt;VIOLI FABIO&lt;/p&gt;
&lt;p&gt;Zagaria Elisa&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Lunedì 4/07 ore 14.30 studio 59&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;Nesti Costanza&lt;/p&gt;
&lt;p&gt;Sagradini Riccardo&lt;/p&gt;
&lt;p&gt;Marcelli Elisa&lt;/p&gt;
&lt;p&gt;RIZZI ELENA&lt;/p&gt;
&lt;p&gt;Sama Emili&lt;/p&gt;
&lt;p&gt;Venezia Rossella&lt;/p&gt;
&lt;p&gt;RIGHETTI FRANCESCA&lt;/p&gt;
&lt;p&gt;PETILLO DANIELE&lt;/p&gt;
&lt;p&gt;Pasinetti Desy&lt;/p&gt;
&lt;p&gt;Baldi Arianna&lt;/p&gt;
&lt;p&gt;MARCHIANI MARIAPAOLA&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Martedì 5/07 ore 14.30 studio 59&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;Ndiaye Mamadou Lamine&lt;/p&gt;
&lt;p&gt;Quondamatteo Sara&lt;/p&gt;
&lt;p&gt;Martone Bianca&lt;/p&gt;
&lt;p&gt;Miccichè Ilenia&lt;/p&gt;
&lt;p&gt;MINGHETTI ANGELO&lt;/p&gt;
&lt;p&gt;Torsani Andrea&lt;/p&gt;
&lt;p&gt;De Ingeniis Elena&lt;/p&gt;
&lt;p&gt;CAPRA VALERIA&lt;/p&gt;
&lt;p&gt;SIRRI LUCIA&lt;/p&gt;
&lt;p&gt;GOZDECKA ALICJA FRANCISZKA&lt;/p&gt;
&lt;p&gt;ZHANG HAONAN&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Mercoledì 6/07 ore 10.00 studio 59&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;SIENA MARCHESINI ALICE&lt;/p&gt;
&lt;p&gt;Mazzarella Alessandra&lt;/p&gt;
&lt;p&gt;Stanojevic - Ginin Andrijana&lt;/p&gt;
&lt;p&gt;ROZAVA ALENA&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Mercoledì 6/07 ore 14.30 studio 59&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;Michelini Lorenzo Arun&lt;/p&gt;
&lt;p&gt;Mazzucchelli Martina&lt;/p&gt;
&lt;p&gt;SPANO PAOLO&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;nbsp;&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;SECONDA PARTE:&lt;br /&gt;
&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Prof. Serena Baiesi &lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;ANALISI DEI TESTI&lt;/strong&gt; &lt;/p&gt;
&lt;p&gt;(GLI STUDENTI DEVONO AVER SUPERATO LA PARTE DI &lt;strong&gt;STORIA LETTERAIA&lt;/strong&gt;)&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Lunedì 4/07 ore 9.00&lt;/strong&gt; Studio 32&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Cognome e Nome&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;Zannoni Francesca&lt;/p&gt;
&lt;p&gt;ZORNETTA ANNA&lt;/p&gt;
&lt;p&gt;Medri Aline&lt;/p&gt;
&lt;p&gt;Gurnari Giulia&lt;/p&gt;
&lt;p&gt;Borghi Valentina&lt;/p&gt;
&lt;p&gt;Andrisani Eliana&lt;/p&gt;
&lt;p&gt;CASUCCIO Marta&lt;/p&gt;
&lt;p&gt;Giuliani Martina&lt;/p&gt;
&lt;p&gt;Malandri Camilla&lt;/p&gt;
&lt;p&gt;Dall'Aglio Francesca&lt;/p&gt;
&lt;p&gt;Amadei Alessia&lt;/p&gt;
&lt;p&gt;Aprea Valentina&lt;/p&gt;
&lt;p&gt;PATACCA VALENTINA&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Lunedì 4/07 ore 14.30&lt;/strong&gt; studio 32&lt;/p&gt;
&lt;p&gt;Fuscaldo Mario&lt;/p&gt;
&lt;p&gt;Rizzi Maria Chiara&lt;/p&gt;
&lt;p&gt;MAGGIO LISA&lt;/p&gt;
&lt;p&gt;Guietti Serena&lt;/p&gt;
&lt;p&gt;Boccaleoni Martina&lt;/p&gt;
&lt;p&gt;ARMUZZI GIULIA&lt;/p&gt;
&lt;p&gt;Giovannetti Fabio&lt;/p&gt;
&lt;p&gt;Zaccarelli Nicole&lt;/p&gt;
&lt;p&gt;Bini Beatrice&lt;/p&gt;
&lt;p&gt;Donati Rachele&lt;/p&gt;
&lt;p&gt;MARANGIO ALESSIA&lt;/p&gt;
&lt;p&gt;VIOLI FABIO&lt;/p&gt;
&lt;p&gt;Zagaria Elisa&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Martedì 5/07 ore 14.30&lt;/strong&gt; studio 32&lt;/p&gt;
&lt;p&gt;Federici Sharon&lt;/p&gt;
&lt;p&gt;Fantini Federica&lt;/p&gt;
&lt;p&gt;Giovannetti Sofia&lt;/p&gt;
&lt;p&gt;Castagnoli Lucia&lt;/p&gt;
&lt;p&gt;Ghelli Aurora&lt;/p&gt;
&lt;p&gt;Ferlazzo Federica&lt;/p&gt;
&lt;p&gt;Chadri Ines&lt;/p&gt;
&lt;p&gt;Asadi Mobarakeh Mohammad Javad&lt;/p&gt;
&lt;p&gt;Halpin Sophie Marie&lt;/p&gt;
&lt;p&gt;DE LILLA ANNAMARIA&lt;/p&gt;
&lt;p&gt;Nesti Costanza&lt;/p&gt;
&lt;p&gt;Sagradini Riccardo&lt;/p&gt;
&lt;p&gt;Marcelli Elisa&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Mercoledì 6/07 ore 14.30&lt;/strong&gt; studio 32&lt;/p&gt;
&lt;p&gt;Bolognesi Luca&lt;/p&gt;
&lt;p&gt;Ferrari Laura&lt;/p&gt;
&lt;p&gt;RIZZI ELENA&lt;/p&gt;
&lt;p&gt;Bartoli Giulia&lt;/p&gt;
&lt;p&gt;Caiello Gaia&lt;/p&gt;
&lt;p&gt;Gaggini Alessia&lt;/p&gt;
&lt;p&gt;Sama Emili&lt;/p&gt;
&lt;p&gt;Venezia Rossella&lt;/p&gt;
&lt;p&gt;RIGHETTI FRANCESCA&lt;/p&gt;
&lt;p&gt;PETILLO DANIELE&lt;/p&gt;
&lt;p&gt;Pasinetti Desy&lt;/p&gt;
&lt;p&gt;Baldi Arianna&lt;/p&gt;
&lt;p&gt;MARCHIANI MARIAPAOLA&lt;/p&gt;
&lt;p&gt;Rocchi Marianna&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Giovedì 7/07 ore 9.00&lt;/strong&gt; studio 32&lt;/p&gt;
&lt;p&gt;Ndiaye Mamadou Lamine&lt;/p&gt;
&lt;p&gt;Castellani Elena &lt;/p&gt;
&lt;p&gt;Quondamatteo Sara&lt;/p&gt;
&lt;p&gt;Martone Bianca&lt;/p&gt;
&lt;p&gt;Faulds William&lt;/p&gt;
&lt;p&gt;Leon Molina Daniela&lt;/p&gt;
&lt;p&gt;Miccichè Ilenia&lt;/p&gt;
&lt;p&gt;MINGHETTI ANGELO&lt;/p&gt;
&lt;p&gt;Torsani Andrea&lt;/p&gt;
&lt;p&gt;Isernia Dèsirèe&lt;/p&gt;
&lt;p&gt;Lazzari Francesca&lt;/p&gt;
&lt;p&gt;De Ingeniis Elena&lt;/p&gt;
&lt;p&gt;Biolchi Virginia&lt;/p&gt;
&lt;p&gt;CAPRA VALERIA&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Giovedì 7/07 ore 14.30&lt;/strong&gt; studio 32&lt;/p&gt;
&lt;p&gt;SIRRI LUCIA&lt;/p&gt;
&lt;p&gt;GOZDECKA ALICJA FRANCISZKA&lt;/p&gt;
&lt;p&gt;ZHANG HAONAN&lt;/p&gt;
&lt;p&gt;Velashej Aurela&lt;/p&gt;
&lt;p&gt;SIENA MARCHESINI ALICE&lt;/p&gt;
&lt;p&gt;Mazzarella Alessandra&lt;/p&gt;
&lt;p&gt;LUISETTO ALBERTO&lt;/p&gt;
&lt;p&gt;Stanojevic - Ginin Andrijana&lt;/p&gt;
&lt;p&gt;De Tomi Luigi&lt;/p&gt;
&lt;p&gt;GOVONI ALESSIA&lt;/p&gt;
&lt;p&gt;Berti Giorgia&lt;/p&gt;
&lt;p&gt;ROZAVA ALENA&lt;/p&gt;
&lt;p&gt;Michelini Lorenzo Arun&lt;/p&gt;
&lt;p&gt;Mazzucchelli Martina&lt;/p&gt;
&lt;p&gt;SPANO PAOLO&lt;/p&gt;
&lt;p&gt;Felicani Maurizio&lt;/p&gt;</description><pubDate>Fri, 01 Jul 2016 20:33:55 +0200</pubDate><a10:updated>2016-07-01T20:34:32+02:00</a10:updated></item><item><guid isPermaLink="false">3a40e5e1</guid><link>https://www.unibo.it/sitoweb/serena.baiesi/avvisi/3a40e5e1</link><title>Verbalizzazione prova scritta Letteratura Inglese 2</title><description>&lt;p&gt;Si avvisano gli studenti che hanno superato la &lt;strong&gt;prova scritta di Letteratura Inglese 2&lt;/strong&gt; sostenuta il 31 maggio 2016 che &lt;strong&gt;il voto sarà verbalizzato&lt;/strong&gt; domani &lt;strong&gt;21 giugno 2016&lt;/strong&gt;. Gli studenti NON devono iscriversi alla lista dell'appello orale di AlmaEsami. Coloro che desiderano sospendere o posticipare la verbalizzazione dovranno recarsi personalmente al &lt;strong&gt;ricevimento studenti&lt;/strong&gt;, altrimenti il voto verrà verbalizzato automaticamente (NON verranno considerate richieste via mail).&lt;/p&gt;</description><pubDate>Mon, 20 Jun 2016 16:30:51 +0200</pubDate><a10:updated>2016-06-20T16:30:51+02:00</a10:updated></item><item><guid isPermaLink="false">2840459e</guid><link>https://www.unibo.it/sitoweb/serena.baiesi/avvisi/2840459e</link><title>Suddivisione giorni e orari  appello 13 giugno 2016</title><description>&lt;p&gt;&lt;strong&gt;Prof. S. Baiesi&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;13 giugno 2016 -PRIMO APPELLO A.A. 2015/2016&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Letteratura inglese 1 e Letteratura inglese 2&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;Benni Camilla - Lunedì 13/06 ore 9.00&lt;/p&gt;
&lt;p&gt;Gjini Stefani - Lunedì 13/06 ore 9.00&lt;/p&gt;
&lt;p&gt;Gozzi Lisa - Lunedì 13/06 ore 9.00&lt;/p&gt;
&lt;p&gt;Cannizzaro Caterina - Lunedì 13/06 ore 9.00&lt;/p&gt;
&lt;p&gt;Maurizzi Federico - Lunedì 13/06 ore 14.30 &lt;/p&gt;
&lt;p&gt;CUPIDO FABIANA - Lunedì 13/06 ore 9.00 &lt;/p&gt;
&lt;p&gt;ASPETTI SARA - Lunedì 13/06 ore 9.00&lt;/p&gt;
&lt;p&gt;Castagnoli Lucia - Lunedì 13/06 ore 14.30&lt;/p&gt;
&lt;p&gt;Fattore Federica - Lunedì 13/06 ore 9.00 &lt;/p&gt;
&lt;p&gt;Gabbricci Giorgia - Lunedì 13/06 ore 9.00 &lt;/p&gt;
&lt;p&gt;Costantini Sara - Lunedì 13/06 ore 9.00 &lt;/p&gt;
&lt;p&gt;Amaducci Martina - Lunedì 13/06 ore 9.00 &lt;/p&gt;
&lt;p&gt;FERRARA MICHELA - Lunedì 13/06 ore 14.30 &lt;/p&gt;
&lt;p&gt;Leo Giorgia - Lunedì 13/06 ore 14.30 &lt;/p&gt;
&lt;p&gt;Ballati Sara - Lunedì 13/06 ore 14.30 &lt;/p&gt;
&lt;p&gt;Buda Lucia - Lunedì 13/06 ore 14.30 &lt;/p&gt;
&lt;p&gt;Bedini Lucrezia - Martedì 14/06 ore 9.30 &lt;/p&gt;
&lt;p&gt;Baldoni Ida - Lunedì 13/06 ore 14.30 &lt;/p&gt;
&lt;p&gt;Bigazzi Chiara - Lunedì 13/06 ore 14.30 &lt;/p&gt;
&lt;p&gt;Lerario Serena - Lunedì 13/06 ore 14.30 &lt;/p&gt;
&lt;p&gt;LUSUARDI FEDERICA - Lunedì 13/06 ore 14.30 &lt;/p&gt;
&lt;p&gt;Baldini Anna - Lunedì 13/06 ore 14.30 &lt;/p&gt;
&lt;p&gt;Landi Alice - Lunedì 13/06 ore 14.30 &lt;/p&gt;
&lt;p&gt;Giacopelli Beatrice - Lunedì 13/06 ore 14.30 &lt;/p&gt;
&lt;p&gt;Locantore Mariana - Lunedì 13/06 ore 14.30 &lt;/p&gt;
&lt;p&gt;Esposito Flavia - Martedì 14/06 ore 14.30 &lt;/p&gt;
&lt;p&gt;PETILLO DANIELE - Martedì 14/06 ore 15.00 &lt;/p&gt;
&lt;p&gt;Colzi Arianna - Martedì 14/06 ore 9.30 &lt;/p&gt;
&lt;p&gt;Calabrese Giulia - Martedì 14/06 ore 9.30 &lt;/p&gt;
&lt;p&gt;Denicolò Francesca - Martedì 14/06 ore 9.30 &lt;/p&gt;
&lt;p&gt;Di Giacomo Martina - Martedì 14/06 ore 9.30 &lt;/p&gt;
&lt;p&gt;Boni Alice - Martedì 14/06 ore 9.30 &lt;/p&gt;
&lt;p&gt;Bartolotta Simona - Martedì 14/06 ore 9.30 &lt;/p&gt;
&lt;p&gt;Fucci Chiara - Martedì 14/06 ore 9.30 &lt;/p&gt;
&lt;p&gt;Fiorentino Veronica - Martedì 14/06 ore 9.30 &lt;/p&gt;
&lt;p&gt;Berti Giorgia - Martedì 14/06 ore 9.30 &lt;/p&gt;
&lt;p&gt;SIRRI LUCIA - Mercoledì 15/06 ore 9.00 &lt;/p&gt;
&lt;p&gt;Faulds William - Mercoledì 15/06 ore 9.00 &lt;/p&gt;
&lt;p&gt;razavi seyedmersad - Lunedì 13/06 ore 14.30 &lt;/p&gt;
&lt;p&gt;RIGHETTI FRANCESCA - Mercoledì 15/06 ore 9.00 &lt;/p&gt;
&lt;p&gt;Bendinelli Gaia - Martedì 14/06 ore 14.30 &lt;/p&gt;
&lt;p&gt;NICOLELLA Lucas - Mercoledì 15/06 ore 9.00 &lt;/p&gt;
&lt;p&gt;Bianchi Anna - Martedì 14/06 ore 14.30 &lt;/p&gt;
&lt;p&gt;Bartoli Giulia - Martedì 14/06 ore 14.30 &lt;/p&gt;
&lt;p&gt;GOVONI ALESSIA - Martedì 14/06 ore 14.30 &lt;/p&gt;
&lt;p&gt;Farci Ilarianbsp; - Martedì 14/06 ore 14.30&lt;/p&gt;
&lt;p&gt;Bocconi Giovanni - Martedì 14/06 ore 14.30 &lt;/p&gt;
&lt;p&gt;Campioli Francesca - Martedì 14/06 ore 14.30 &lt;/p&gt;
&lt;p&gt;de tomi Luigi - Martedì 14/06 ore 9.30 &lt;/p&gt;
&lt;p&gt;Giovannetti Fabio - Martedì 14/06 ore 14.30 &lt;/p&gt;
&lt;p&gt;BIUNNO GIOVANNA - Mercoledì 15/06 ore 14.00 &lt;/p&gt;
&lt;p&gt;De Meo Vito - Martedì 14/06 ore 14.30 &lt;/p&gt;
&lt;p&gt;Di Domenico Daniela - Martedì 14/06 ore 14.30 &lt;/p&gt;
&lt;p&gt;Gray Calvo James - Mercoledì 15/06 ore 9.00 &lt;/p&gt;
&lt;p&gt;Camprincoli Francesco - Mercoledì 15/06 ore 14.00 &lt;/p&gt;
&lt;p&gt;CAPRA VALERIA - Mercoledì 15/06 ore 14.30 &lt;/p&gt;
&lt;p&gt;Chadri Ines - Mercoledì 15/06 ore 14.00 &lt;/p&gt;
&lt;p&gt;Albertini Gioele - Mercoledì 15/06 ore 14.00 &lt;/p&gt;
&lt;p&gt;RUTTER Megan - Mercoledì 15/06 ore 14.00 &lt;/p&gt;
&lt;p&gt;ZHANG HAONAN - Mercoledì 15/06 ore 14.30 &lt;/p&gt;
&lt;p&gt;MAMBELLI ALESSIA - Mercoledì 15/06 ore 14.30 &lt;/p&gt;
&lt;p&gt;Salami Irene - Mercoledì 15/06 ore 14.30 &lt;/p&gt;
&lt;p&gt;Host Elisa - Mercoledì 15/06 ore 14.00 &lt;/p&gt;
&lt;p&gt;Ascani Francesca - Giovedì 16/06 ore 9.30 &lt;/p&gt;
&lt;p&gt;Bartoli Carolina Francesca - Giovedì 16/06 ore 9.30 &lt;/p&gt;
&lt;p&gt;Colzi Bianca - Giovedì 16/06 ore 9.30 &lt;/p&gt;
&lt;p&gt;Cangini Lisa - Giovedì 16/06 ore 9.30 &lt;/p&gt;
&lt;p&gt;FIORETTI CECILIA - Giovedì 16/06 ore 9.30 &lt;/p&gt;
&lt;p&gt;Gallicchio Teresa - Giovedì 16/06 ore 9.30 &lt;/p&gt;
&lt;p&gt;TRAPELLA CHIARA - Mercoledì 15/06 ore 14.30 &lt;/p&gt;
&lt;p&gt;Boccaleoni Martina - Giovedì 16/06 ore 9.30 &lt;/p&gt;
&lt;p&gt;Leon Molina Daniela - Giovedì 16/06 ore 9.30 &lt;/p&gt;
&lt;p&gt;DE MARCO SIMONA - Mercoledì 15/06 ore 14.00&lt;/p&gt;
&lt;p&gt;nbsp;&lt;/p&gt;
&lt;p&gt;Att: Il giorno &lt;strong&gt;mercoledì 15/06&lt;/strong&gt; gli studenti programmati al mattino sosterranno metà dell'esame nel pomeriggio.&lt;/p&gt;</description><pubDate>Sat, 11 Jun 2016 12:03:42 +0200</pubDate><a10:updated>2016-06-12T16:59:41+02:00</a10:updated></item><item><guid isPermaLink="false">e5432965</guid><link>https://www.unibo.it/sitoweb/serena.baiesi/avvisi/e5432965</link><title>Risulati esame scritto Letteratura Inglese 1 e Letteratura inglese 2</title><description>&lt;p&gt;Si avvisano gli studenti che i risulati dell'esame scritto di Letteratura inglese 1 (30/05/2016) e Letteratura ingelse 2 (31/05/2016) sono stati pubblicati nella pagina del docente alla voce "Contenuti Utili".&lt;/p&gt;
&lt;p&gt;Avviso importante per gli &lt;strong&gt;studenti del secondo anno&lt;/strong&gt;:&lt;/p&gt;
&lt;p&gt;Gli studenti che hanno superato la prova di &lt;strong&gt;LETTERATURA INGLESE 2 &lt;/strong&gt;non devono recasi dal docente e nemmeno iscriversi nelle liste degli appelli orali. Il voto sarà verbalizzato direttamente su AlmaEsami il &lt;strong&gt;21 giugno 2016&lt;/strong&gt;. Si prega di venire al ricevimento il 21 giugno se desiderate visionare la prova &lt;strong&gt;prima&lt;/strong&gt; della verabalizzazione. In caso di urgeze contattare la docente via mail.&lt;/p&gt;</description><pubDate>Wed, 08 Jun 2016 19:06:49 +0200</pubDate><a10:updated>2016-06-08T19:06:49+02:00</a10:updated></item><item><guid isPermaLink="false">92d33407</guid><link>https://www.unibo.it/sitoweb/serena.baiesi/avvisi/92d33407</link><title>Divisione studenti appello d&amp;#39;esame 13 giugno 2016</title><description>&lt;p&gt;Si avvisano gli studenti che, visto l'elevato numero di studenti iscritti all'esame orale  del 13 giugno 2016, procederò ad una suddivisione degli iscritti per giorni e orari durante i quali gli studenti dovranno presentarsi  direttamente presso lo studio 32 per sostenere l'esame.&lt;/p&gt;
&lt;p&gt;La suddivisione sarà pubblicata,nbsp;&lt;strong&gt;alla chiusura della lista&lt;/strong&gt;, negli AVVISI del sito web docente.&lt;/p&gt;
&lt;p&gt;Si ricorda a tutti gli studenti di portare i testi primari perchè oggetto di lettura e commento durante l'esame. Per gli esami pregressi gli studenti dovranno portare anche copia cartacea del prorpio programma di riferimento. Grazie.&lt;/p&gt;</description><pubDate>Wed, 08 Jun 2016 11:40:45 +0200</pubDate><a10:updated>2016-06-08T11:42:17+02:00</a10:updated></item><item><guid isPermaLink="false">3c8eaa6e</guid><link>https://www.unibo.it/sitoweb/serena.baiesi/avvisi/3c8eaa6e</link><title>Colloquio linguistico-motivazionale per scambi Erasmus</title><description>&lt;p&gt;Si avvisano gli studenti che il colloquio linguistico e motivaizonale per coloro che hanno fatto domanda di scambio &lt;strong&gt;Erasmus+&lt;/strong&gt; presso le seguenti sedi:&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Bristol; Glasgow; Leicester; York; Cambridge; Swansea &lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;si terrà il giorno &lt;strong&gt;16 marzo 2016 alle ore 11.00&lt;/strong&gt; presso lo &lt;strong&gt;studio 59&lt;/strong&gt; (Centro di Studi Romantici) - Dip. LILEC.&lt;/p&gt;
&lt;p&gt;Gli studenti che hanno indicato la sede di &lt;strong&gt;Birmingham&lt;/strong&gt; non devono sostenere il colloquio linguistico perchè dovranno fornire il certificato IELS direttamente alla sede ospitante in caso di vincita.&lt;/p&gt;
&lt;p&gt;nbsp;&lt;/p&gt;</description><pubDate>Thu, 10 Mar 2016 15:53:40 +0100</pubDate><a10:updated>2016-03-10T15:53:40+01:00</a10:updated></item><item><guid isPermaLink="false">b4d64412</guid><link>https://www.unibo.it/sitoweb/serena.baiesi/avvisi/b4d64412</link><title>Materiali corsi di Letterature Inglese 1 e 2</title><description>Gli studenti che afferiscono ai miei corsi di &lt;strong&gt;Letteratura Inglese 1 e 2 &lt;/strong&gt;sono pregati di attendere l'inizio dei corsi prima della richiesta dei &lt;strong&gt;materiali primari e di critica&lt;/strong&gt; in quanto durante i primi incontri verranno fornite tutte le indicazioni sulle modalità di reperimento delle fonti. Gli studenti non frequentanti sono pregati di contattarmi dopo l'inizio dei corso.</description><pubDate>Mon, 01 Feb 2016 09:00:06 +0100</pubDate><a10:updated>2016-02-01T09:00:06+01:00</a10:updated></item><item><guid isPermaLink="false">95e1d82b</guid><link>https://www.unibo.it/sitoweb/serena.baiesi/avvisi/95e1d82b</link><title>Informazioni per scambi Erasmus</title><description>Tutti gli studenti interessati agli scambi &lt;strong&gt;Erasmus+ &lt;/strong&gt;di cui sono coordinatrice (Birmingham, Bristol, Swansea, York, Glasgow, Leicester, Paris VII e Grecia) sono pregati di venire al mio &lt;strong&gt;ricevimento&lt;/strong&gt; per ricevere informazioni circa l'&lt;strong&gt;offerta formativa&lt;/strong&gt; delle singole sedi, i &lt;strong&gt;requisiti linguistici&lt;/strong&gt; richiesti e le modalità di svolgimento del &lt;strong&gt;colloquio&lt;/strong&gt; linguistico-motivazionale.</description><pubDate>Mon, 01 Feb 2016 08:57:11 +0100</pubDate><a10:updated>2016-02-01T08:57:24+01:00</a10:updated></item><item><guid isPermaLink="false">d353b7fe</guid><link>https://www.unibo.it/sitoweb/serena.baiesi/avvisi/d353b7fe</link><title>LETTERATURA INGLESE 2 (M-Z)</title><description>&lt;p&gt;Il corso di &lt;strong&gt;Letteratura Inglese 2&lt;/strong&gt; (studenti M-Z) avrà inizio lunedì &lt;strong&gt;15 febbraio 2016&lt;/strong&gt; e rispetterà il seguente calendario:&lt;/p&gt;
&lt;p&gt;LUNEDI' 17.15-18.45nbsp; (Aula II)&lt;/p&gt;
&lt;p&gt;MARTEDI' 17.15-18.45 (Aula II)&lt;/p&gt;
&lt;p&gt;MERCOLEDI' 15.30-17.00 (Aula II)&lt;/p&gt;
Letture primarie, testi critici e materiali didattici di riferimento verranno messi a disposizione degli studenti dopo l'inizio del corso.</description><pubDate>Thu, 07 Jan 2016 08:29:02 +0100</pubDate><a10:updated>2016-01-07T08:29:02+01:00</a10:updated></item><item><guid isPermaLink="false">2bbec93b</guid><link>https://www.unibo.it/sitoweb/serena.baiesi/avvisi/2bbec93b</link><title>ORARIO LEZIONI LETTERATURA INGLESE 1 (A-L)</title><description>&lt;p&gt;Il corso di &lt;strong&gt;Letteratura Inglese 1&lt;/strong&gt; (studenti A-L) inizierà lunedì 15 febbraio 2016 e rispetterà il seguente calendario:&lt;/p&gt;
&lt;p&gt;LUNEDI' 10.15-11-45 (Aula VI)&lt;/p&gt;
&lt;p&gt;MARTEDI' 10.15-11-45 (Aula VI)&lt;/p&gt;
&lt;p&gt;MERCOLEDI' 10.15-11-45 (Aula VI)&lt;/p&gt;
&lt;p&gt;Testi primari di riferimento, letture di critica e materiali didattici saranno messi a disposizione degli studenti dopo l'inizio delle lezioni.&lt;/p&gt;</description><pubDate>Thu, 07 Jan 2016 08:25:49 +0100</pubDate><a10:updated>2016-01-07T08:25:49+01:00</a10:updated></item><item><guid isPermaLink="false">3c4a6bea</guid><link>https://www.unibo.it/sitoweb/serena.baiesi/avvisi/3c4a6bea</link><title>Convegno 6 novembre 2015 &amp;quot;Subversive Jane Austen: from the Critic to the Reader&amp;quot;</title><description>&lt;p&gt;Si invitano tutti gli studenti di &lt;strong&gt;Letteratura Inglese&lt;/strong&gt; a partecipare alla giornata di studi organizzata dal &lt;em&gt;Centro Interuniversitario per lo Studio del Romanticismo&lt;/em&gt; (CISR) dell'Università di Bologna dedicata a: &lt;/p&gt;
&lt;p&gt;"&lt;em&gt;&lt;strong&gt;Subversive Jane Austen: from the Critic to the Reader&lt;/strong&gt;&lt;/em&gt;"&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;6 novembre 2015 &lt;/strong&gt;(Aula V) Dipartimento LILEC (via Cartoleria 5) &lt;/p&gt;
&lt;p&gt;Il &lt;strong&gt;programma&lt;/strong&gt; completo è disponibile alla seguente pagina web:&lt;/p&gt;
&lt;p&gt;http://www3.lingue.unibo.it/romanticismo/?p=3796&lt;/p&gt;
&lt;p&gt;nbsp;&lt;/p&gt;</description><pubDate>Mon, 02 Nov 2015 14:36:02 +0100</pubDate><a10:updated>2015-11-02T14:36:02+01:00</a10:updated></item><item><guid isPermaLink="false">be118b2c</guid><link>https://www.unibo.it/sitoweb/serena.baiesi/avvisi/be118b2c</link><title>Presentazione corso Letteratura Inglese 1</title><description>&lt;p&gt;A tutti gli studenti di &lt;strong&gt;LETTERATURA INGLESE 1&lt;/strong&gt;:&lt;/p&gt;
&lt;p&gt;Troverete nella mia pagina dell'insegnamento di &lt;strong&gt;Letteratura Inglese 1&lt;/strong&gt; alla voce &lt;strong&gt;Materiale didattico on-line&lt;/strong&gt; la presentazione del corso  esposta durante il Welcome Day!&lt;/p&gt;</description><pubDate>Wed, 30 Sep 2015 12:39:03 +0200</pubDate><a10:updated>2015-09-30T12:40:19+02:00</a10:updated></item><item><guid isPermaLink="false">11d56c82</guid><link>https://www.unibo.it/sitoweb/serena.baiesi/avvisi/11d56c82</link><title>Modifica orario ricevimento marted&amp;#236; 15 settembre 2015</title><description>Il ricevimento di &lt;strong&gt;martedì&lt;/strong&gt; &lt;strong&gt;15/09/2015 &lt;/strong&gt;si terrà alle ore &lt;strong&gt;12.00&lt;/strong&gt;.</description><pubDate>Mon, 14 Sep 2015 10:06:39 +0200</pubDate><a10:updated>2015-09-14T10:06:39+02:00</a10:updated></item><item><guid isPermaLink="false">b2105c30</guid><link>https://www.unibo.it/sitoweb/serena.baiesi/avvisi/b2105c30</link><title>Ricevimento Primo semestre a.a. 2015/2016</title><description>&lt;p&gt;Il  ricevimento studenti durante il &lt;strong&gt;primo semestre&lt;/strong&gt; a.a. 2015/2016 si terrà ogni &lt;strong&gt;martedì &lt;/strong&gt;dalle &lt;strong&gt;ore 10.30&lt;/strong&gt; alle &lt;strong&gt;12.30&lt;/strong&gt; presso lo studio 32 (Dipartimento LILEC).&lt;/p&gt;
&lt;p&gt;*** Per ogni &lt;strong&gt;variazione&lt;/strong&gt; controllare sempre il sito web docente alla voce "Ultimi Avvisi".&lt;/p&gt;</description><pubDate>Sat, 16 May 2015 12:47:46 +0200</pubDate><a10:updated>2015-09-14T09:21:46+02:00</a10:updated></item><item><guid isPermaLink="false">96ed4dd5</guid><link>https://www.unibo.it/sitoweb/serena.baiesi/avvisi/96ed4dd5</link><title>Appello sessione autunnale a.a. 2014/2015</title><description>&lt;p&gt;Si avvisano gli studenti che l'appello ORALE di Letteratura Inglese 2 durante la sessione autunnale a.a. 2014/2015 si terrà il seguente giorno: &lt;strong&gt;&lt;/strong&gt;&lt;br /&gt;
&lt;strong&gt;&lt;/strong&gt;&lt;br /&gt;
&lt;strong&gt;16 SETTEMBRE 2015 &lt;/strong&gt;ore 9,30&lt;/p&gt;
&lt;p &gt;
L'appello si svolgerà presso lo &lt;strong&gt;Studio 32 &lt;/strong&gt;(Dip. LILEC) e gli studentinbsp; sono pregati di portare tutte le &lt;strong&gt;letture primarie&lt;/strong&gt; scelte perchè oggetto di lettura e commento durante l'esame e anche  copia cartacea del programma in caso di corsi pregressi.&lt;/p&gt;</description><pubDate>Mon, 20 Apr 2015 12:12:41 +0200</pubDate><a10:updated>2015-07-21T17:23:10+02:00</a10:updated></item><item><guid isPermaLink="false">e43eed21</guid><link>https://www.unibo.it/sitoweb/serena.baiesi/avvisi/e43eed21</link><title>Colloquio motivazionale in lingua Scambi Eramsus+ a.a. 2015/2016</title><description>Si avvisano gli studenti che hanno fatto domanda per partecipare al Bando &lt;strong&gt;Erasmus+ a.a. 2015/2016&lt;/strong&gt; presso le sedi gestite dalle Proff.nbsp; Crisafulli enbsp; Baiesi di presentarsi il giorno&lt;br /&gt;
&lt;strong&gt;MARTEDI' 17 MARZO 2015 ALLE ORE 14.00&lt;/strong&gt; &lt;br /&gt;
presso lo Studio 59 (Centro di Studi Romantici) - Dip. LILEC via Cartoleria 5&lt;br /&gt;
per sostenere il colloquio obbligatorio motivazionale in lingua.</description><pubDate>Tue, 10 Mar 2015 12:43:52 +0100</pubDate><a10:updated>2015-03-10T12:43:52+01:00</a10:updated></item><item><guid isPermaLink="false">aa46a925</guid><link>https://www.unibo.it/sitoweb/serena.baiesi/avvisi/aa46a925</link><title>Appelli esame Letteratura Inglese 2 (sessione invernale)</title><description>Si avvisano gli studenti in debito d'esame che i prossimi &lt;strong&gt;appelli di Letteratura Inglese 2&lt;/strong&gt; si terranno nelle seguenti giornate:&lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;14 gennaio 2015 ore 9.30&lt;br /&gt;
4 febbraio 2015 ore 9.30&lt;/strong&gt;&lt;br /&gt;
&lt;br /&gt;
Gli esami si terranno presso lo &lt;strong&gt;studio 32&lt;/strong&gt; (Dipartimento LILEC via Cartoleria 5).&lt;br /&gt;
TUTTI gli studenti sono pregati di portare copia cartacea del &lt;strong&gt;programma&lt;/strong&gt; di riferimento e relativi &lt;strong&gt;TESTI PRIMARI&lt;/strong&gt; perchegrave; oggetto di lettura e commento durante la prova.</description><pubDate>Tue, 09 Dec 2014 17:36:31 +0100</pubDate><a10:updated>2014-12-09T17:36:31+01:00</a10:updated></item><item><guid isPermaLink="false">6af4e81f</guid><link>https://www.unibo.it/sitoweb/serena.baiesi/avvisi/6af4e81f</link><title>Orario lezioni Letteratura Inglese 2 (studenti M-Z) II semestre a.a.2014/2015</title><description>Si avvisano gli studenti che le lezioni di &lt;strong&gt;Letteratura Inglese 2 (studenti M-Z)&lt;/strong&gt; inizieranno il giorno &lt;strong&gt;16 febbraio 2015&lt;/strong&gt; e rispetteranno il seguente calendario:&lt;br /&gt;
&lt;strong&gt;Lunedigrave;, Martedigrave;, Mercoledigrave; ore 10.15-11.45&lt;/strong&gt; (&lt;strong&gt;Aula VI &lt;/strong&gt;Dip. LILEC via Cartoleria 5).&lt;br /&gt;
&lt;br /&gt;
La lista completa del materiale di riferimento saragrave; fornita all'inizio del corso e inserita nel programma on-line cosigrave; come il relativo materiale didattico.</description><pubDate>Tue, 09 Dec 2014 17:33:20 +0100</pubDate><a10:updated>2014-12-09T17:33:20+01:00</a10:updated></item><item><guid isPermaLink="false">f2d78878</guid><link>https://www.unibo.it/sitoweb/serena.baiesi/avvisi/f2d78878</link><title>Appelli e risultati esami pregressi Prof.ssa Battaglia</title><description>Si avvisano gli studenti in debito d'esame che gli &lt;strong&gt;appelli e i risultati d'esame&lt;/strong&gt; di Letteratura Inglese e Storia della Cultura inglese pregressi afferenti ai programmi svolti dalla prof.ssa Battaglia sono pubblicati nel sito web docente della prof.ssa Battaglia.</description><pubDate>Tue, 23 Sep 2014 12:04:07 +0200</pubDate><a10:updated>2014-09-23T12:04:07+02:00</a10:updated></item><item><guid isPermaLink="false">03da32a3</guid><link>https://www.unibo.it/sitoweb/serena.baiesi/avvisi/03da32a3</link><title>RISULATI esami pregressi Prof. Battaglia</title><description>&lt;p&gt;&lt;strong&gt;&lt;span style="text-decoration: underline; font-variant: small-caps;"&gt;Pregressi Prof. B. battaglia&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style="font-variant: small-caps;"&gt;Letteratura inglese 2 &lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style="font-variant: small-caps;"&gt;e Storia della cultura&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span&gt;nbsp;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span&gt;Hanno superato il test i seguenti Studenti:&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style="font-variant: small-caps;"&gt;Delogu m.nbsp;nbsp; 19&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style="font-variant: small-caps;"&gt;Lembo g.nbsp;nbsp; 25&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style="font-variant: small-caps;"&gt;Luppi m.l.nbsp;nbsp; 26&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span&gt;Dovranno sostenere una prova orale i seguenti Studenti:&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style="font-variant: small-caps;"&gt;Antognoni g.nbsp; *&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style="font-variant: small-caps;"&gt;Colla d.nbsp;nbsp;nbsp; *&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style="font-variant: small-caps;"&gt;Tutti &lt;/span&gt;&lt;span&gt;gli Studenti potranno vedere i loro elaborati&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style="text-decoration: underline;"&gt;Giovedigrave; 3 luglio alle ore 11, St. 64&lt;/span&gt;&lt;span&gt; (LILEC).&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span&gt;(Si raccomanda la lettura dei testi primari in lingua inglese)&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style="font-variant: small-caps;"&gt;nbsp;&lt;/span&gt;&lt;/p&gt;</description><pubDate>Tue, 01 Jul 2014 10:07:35 +0200</pubDate><a10:updated>2014-07-01T10:07:35+02:00</a10:updated></item><item><guid isPermaLink="false">d94f44d3</guid><link>https://www.unibo.it/sitoweb/serena.baiesi/avvisi/d94f44d3</link><title>Risulati esame scritto LETTERATURA INGLESE 2 (21 maggio 2014)</title><description>I &lt;strong&gt;risultati&lt;/strong&gt; dell'esame scritto di Letteratura Inglese 2 del &lt;strong&gt;21 maggio 2014 &lt;/strong&gt;sono presenti da ora in "&lt;strong&gt;CONTENUTI UTILI&lt;/strong&gt;" del sito web del docente.&lt;br /&gt;
Gli studenti sono pregati di &lt;strong&gt;leggere ATTENTAMENTE le note esplicative&lt;/strong&gt; alla fine dell'elenco dei risultati relative alle procedure di visione del compito, eventuale necessitagrave; di un colloquio orale e verbalizzazione.</description><pubDate>Fri, 30 May 2014 12:51:58 +0200</pubDate><a10:updated>2014-05-30T12:51:58+02:00</a10:updated></item><item><guid isPermaLink="false">8f657c9e</guid><link>https://www.unibo.it/sitoweb/serena.baiesi/avvisi/8f657c9e</link><title>RISULATI APPELLO 20 MARZO 2014  Prof. Battaglia</title><description>&lt;div style="border: 1pt solid windowtext; padding: 1pt 4pt;"&gt;
&lt;p style="border: medium none; padding: 0cm;"&gt;&lt;span style="font-variant: small-caps;"&gt;Esami Prof. Battaglia&lt;/span&gt;&lt;/p&gt;
&lt;p style="border: medium none; padding: 0cm;"&gt;&lt;span&gt;Risultati dellrsquo;appello del 20.03.14&lt;/span&gt;&lt;/p&gt;
&lt;p style="border: medium none; padding: 0cm;"&gt;&lt;strong&gt;&lt;span&gt;Letteratura inglese 2 e Storia della cultura inglese:&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p style="border: medium none; padding: 0cm;"&gt;&lt;span&gt;Arcidiacono *&lt;/span&gt;&lt;/p&gt;
&lt;p style="border: medium none; padding: 0cm;"&gt;&lt;span&gt;Asaro 30&lt;/span&gt;&lt;/p&gt;
&lt;p style="border: medium none; padding: 0cm;"&gt;&lt;span&gt;Grillo F. 29&lt;/span&gt;&lt;/p&gt;
&lt;p style="border: medium none; padding: 0cm;"&gt;&lt;span&gt;Lembonbsp; 19&lt;/span&gt;&lt;/p&gt;
&lt;p style="border: medium none; padding: 0cm;"&gt;&lt;span&gt;Lipparininbsp;nbsp; 24&lt;/span&gt;&lt;/p&gt;
&lt;p style="border: medium none; padding: 0cm;"&gt;&lt;span&gt;Moschini 26&lt;/span&gt;&lt;/p&gt;
&lt;p style="border: medium none; padding: 0cm;"&gt;&lt;span&gt;Nanetti 23&lt;/span&gt;&lt;/p&gt;
&lt;p style="border: medium none; padding: 0cm;"&gt;&lt;span&gt;Nestola *&lt;/span&gt;&lt;/p&gt;
&lt;p style="border: medium none; padding: 0cm;"&gt;&lt;span&gt;Nota: Gli elaborati saranno visibili il giorno 7 aprile alle ore 11,15 St. 64 Lilec.&lt;/span&gt;&lt;/p&gt;
&lt;p style="border: medium none; padding: 0cm;"&gt;&lt;span&gt;Gli studenti i cui nomi non compaiono nella lista non hanno superato lrsquo;esame. Per i prossimi appelli si ricorda che la lettura dei testi in originale egrave; obbligatoria da programma.&lt;/span&gt;&lt;/p&gt;
&lt;/div&gt;</description><pubDate>Tue, 01 Apr 2014 09:22:11 +0200</pubDate><a10:updated>2014-04-01T09:22:11+02:00</a10:updated></item><item><guid isPermaLink="false">4e9e3c98</guid><link>https://www.unibo.it/sitoweb/serena.baiesi/avvisi/4e9e3c98</link><title>Colloquio per scambi Erasmus+ a.a. 2014/15</title><description>Si avvisano gli studenti che hanno fatto domanda per partecipare al Bando &lt;strong&gt;Erasmus+ a.a. 2014/2015&lt;/strong&gt; presso le sedi gestite dalla Prof.ssa Lilla Maria Crisafulli e dalla Dott.ssa Serena Baiesi di presentarsi il giorno&lt;br /&gt;
&lt;strong&gt;LUNEDI' 10 MARZO ALLE ORE 14.00&lt;/strong&gt; presso lo Studio 59 (Centro di Studi Romantici) - Dip. LILEC via Cartoleria 5&lt;br /&gt;
per sostenere il colloquio obbligatorio motivazionale in lingua.&lt;br /&gt;</description><pubDate>Fri, 28 Feb 2014 15:37:55 +0100</pubDate><a10:updated>2014-02-28T15:37:55+01:00</a10:updated></item><item><guid isPermaLink="false">897ab4a5</guid><link>https://www.unibo.it/sitoweb/serena.baiesi/avvisi/897ab4a5</link><title>RISULATI test Prof. Battaglia e RICEVIMENTO</title><description>&lt;strong&gt;&lt;span style="font-variant: small-caps;"&gt;Prof. Battaglia&lt;/span&gt;&lt;span style="font-variant: small-caps;"&gt; - Risultati dellrsquo;appello del 31/1 &lt;/span&gt;&lt;/strong&gt;
&lt;p style="margin-bottom: 6pt;"&gt;&lt;strong&gt;&lt;span style="font-variant: small-caps;"&gt;Letteratura inglese 2:&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style="font-variant: small-caps;"&gt;Cavazzono Pederzini I.nbsp; nbsp;&lt;em&gt;29&lt;/em&gt;&lt;/span&gt; &lt;/p&gt;
&lt;p&gt;&lt;span style="font-variant: small-caps;"&gt;Coppola I. nbsp;nbsp;&lt;em&gt;23&lt;/em&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style="font-variant: small-caps;"&gt;Greconbsp; R. nbsp;nbsp;&lt;em&gt;18&lt;/em&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style="font-variant: small-caps;"&gt;Greco S. nbsp;nbsp;&lt;em&gt;orale&lt;/em&gt;&lt;/span&gt; &lt;/p&gt;
&lt;p&gt;&lt;span style="font-variant: small-caps;"&gt;Koskiniotisnbsp; nbsp;nbsp;&lt;em&gt;21&lt;/em&gt;&lt;/span&gt; &lt;/p&gt;
&lt;p&gt;&lt;span style="font-variant: small-caps;"&gt;Lorenzoni nbsp;nbsp;&lt;em&gt;orale&lt;/em&gt;&lt;/span&gt; &lt;/p&gt;
&lt;p&gt;&lt;span style="font-variant: small-caps;"&gt;Lusetti M. nbsp;nbsp;nbsp;&lt;em&gt;29&lt;/em&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style="font-variant: small-caps;"&gt;Ricci c. nbsp;nbsp;(28) &lt;em&gt;orale&lt;/em&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style="font-variant: small-caps;"&gt;&lt;em&gt;nbsp;&lt;/em&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style="font-variant: small-caps;"&gt;Nota: &lt;/span&gt;&lt;span&gt;Gli elaborati saranno visibili nei prossimi due ricevimenti a partire dal 19/2 alle ore 11.45 nello St. 64 del Dipartimento. &lt;/span&gt;&lt;/p&gt;
&lt;p style="text-align: center;"&gt;&lt;span&gt;Per eventuali mutamenti degli orari consultare questo sito o comunicare con la Prof. Battaglia: &lt;a href="mailto:epizephi@racine.ra.it"&gt;epizephi@racine.ra.it&lt;/a&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style="text-align: center;"&gt;&lt;span&gt;&lt;a href="mailto:maria.battaglia@unibo.it"&gt;maria.battaglia@unibo.it&lt;/a&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style="text-align: center;"&gt;&lt;span&gt;nbsp;&lt;/span&gt;&lt;/p&gt;
&lt;p style="text-align: center;"&gt;&lt;span&gt;nbsp;&lt;/span&gt;&lt;/p&gt;
&lt;p style="text-align: center;"&gt;&lt;span&gt;nbsp;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span&gt;nbsp;&lt;/span&gt;&lt;/p&gt;</description><pubDate>Mon, 10 Feb 2014 09:48:47 +0100</pubDate><a10:updated>2014-02-10T09:48:47+01:00</a10:updated></item><item><guid isPermaLink="false">74fa9e29</guid><link>https://www.unibo.it/sitoweb/serena.baiesi/avvisi/74fa9e29</link><title>AVVISO PER GLI STUDENTI DELLA PROF.SSA BATTAGLIA</title><description>Si comunica che la &lt;strong&gt;Prof. Battaglia&lt;/strong&gt; terragrave;nbsp; nella presente sessione invernale un Appello il &lt;strong&gt;31 gennaio&lt;/strong&gt; (Lista aperta su Almaesami a suo nome) e un Postappello a metagrave; marzo con data precisa da comunicarsi in questo sito.&lt;br /&gt;
Il &lt;strong&gt;PROSSIMO RICEVIMENTO&lt;/strong&gt; saragrave; il &lt;strong&gt;31 gennaio alle 10&lt;/strong&gt; in Aula VI e/o Studio 64 del Dipartimento.&lt;br /&gt;
Emails: epizephi@racine.ra.it&lt;br /&gt;
nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp; maria.battaglia@unibo.it&lt;br /&gt;
nbsp;</description><pubDate>Tue, 21 Jan 2014 19:20:26 +0100</pubDate><a10:updated>2014-01-21T19:20:26+01:00</a10:updated></item><item><guid isPermaLink="false">d82de752</guid><link>https://www.unibo.it/sitoweb/serena.baiesi/avvisi/d82de752</link><title>APPELLO LETTERATURA INGLESE - SESSIONE INVERNALE 2014</title><description>Si avvisano gli studenti in debito d'esame che l'appello di &lt;strong&gt;Letteratura Inglese 2 &lt;/strong&gt;(studenti di Lingue e Letterature Straniere - 9cfu) /&lt;strong&gt; Letteratura Inglese&lt;/strong&gt; (studenti di Lettere - 6 e 12 cfu) si terragrave; nei seguenti giorni:&lt;br /&gt;
&lt;br /&gt;
I appello:nbsp; &lt;strong&gt;14 gennaio 2014 ore 9.30&lt;/strong&gt;&lt;br /&gt;
II appello: &lt;strong&gt;12 febbraio 2014 ore 9.30&lt;/strong&gt;&lt;br /&gt;
&lt;br /&gt;
Come indicato su AlmaEsami, l'esame si svolgeragrave; presso lo &lt;strong&gt;sudio della docente (n. 32)&lt;/strong&gt;, Dipartimento di Lingue e Lett. Straniere, via Cartoleria 5.&lt;br /&gt;
Gli studenti dovranno portare copia cartacea del &lt;strong&gt;programma&lt;/strong&gt; e i &lt;strong&gt;testi primari&lt;/strong&gt;, perchegrave; oggetto di lettura e discussione durante l'esame.&lt;br /&gt;
Se gli iscritti saranno numerosi, dopo l'appello al quale tutti gli studenti dovranno essere presenti, la lista verragrave; suddivisa nei giorni seguenti l'appello e gli studenti saranno pregati di presentarsi nel giorno e all'orario del turno assegnato.</description><pubDate>Mon, 02 Dec 2013 12:08:53 +0100</pubDate><a10:updated>2013-12-02T12:08:53+01:00</a10:updated></item><item><guid isPermaLink="false">425d9c26</guid><link>https://www.unibo.it/sitoweb/serena.baiesi/avvisi/425d9c26</link><title>AVVISO PROF.SSA B.BATTAGLIA - APPELLO 6 NOVEMBRE 2013 - RISULTATI</title><description>&lt;p style="margin-bottom: 6pt;"&gt;&lt;span style="font-size: 12pt; line-height: 115%; font-variant: small-caps;"&gt;Prof. Battaglia ndash; Appello nbsp;del 6 novembre 2013 ndash; Risultati&lt;/span&gt;&lt;/p&gt;
&lt;ul&gt;
    &lt;li&gt;Hanno superato il test:&lt;/li&gt;
&lt;/ul&gt;
&lt;p style="margin-bottom: 6pt;"&gt;&lt;span style="font-size: 12pt;"&gt;Chiulli V.&lt;/span&gt;&lt;/p&gt;
&lt;p style="margin-bottom: 6pt;"&gt;&lt;span style="font-size: 12pt;"&gt;Kotel A.&lt;/span&gt;&lt;/p&gt;
&lt;ul&gt;
    &lt;li&gt;Sono convocati per la visone dei loro elaborati:&lt;/li&gt;
&lt;/ul&gt;
&lt;p style="margin-bottom: 6pt;"&gt;&lt;span style="font-size: 12pt;"&gt;Antognoni, Koskiniotis, Ricci,Ma.&lt;/span&gt;&lt;/p&gt;
&lt;ul&gt;
    &lt;li&gt;Il prossimo incontro egrave; fissato per il giovedigrave; &lt;strong&gt;28 /11&lt;/strong&gt; alle ore 10,30nbsp; St. 64 del Dipartimento.&lt;/li&gt;
    &lt;li&gt;Per eventuali comunicazioni allanbsp; Prof. Battaglia: &lt;/li&gt;
&lt;/ul&gt;
&lt;p style="margin-bottom: 6pt;"&gt;&lt;span style="font-size: 12pt;"&gt;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp;nbsp; &lt;a href="mailto:epizephi@racine.ra.it"&gt;epizephi@racine.ra.it&lt;/a&gt;nbsp; oppure &lt;a href="mailto:maria.battaglia@unibo.it"&gt;maria.battaglia@unibo.it&lt;/a&gt;&lt;/span&gt;&lt;/p&gt;</description><pubDate>Mon, 18 Nov 2013 07:47:56 +0100</pubDate><a10:updated>2013-11-18T07:47:56+01:00</a10:updated></item><item><guid isPermaLink="false">c7cabd8d</guid><link>https://www.unibo.it/sitoweb/serena.baiesi/avvisi/c7cabd8d</link><title>Appelli d'esame Letteratura Inglese sessione autunnale a.a. 2012-2013</title><description>Si comunica che sono stati pubblicati su Alma Esami i seguenti appelli d'esame di &lt;strong&gt;Letteratura Inglese&lt;/strong&gt; per la sessione autunnale a.a. 2012-2013:&lt;br /&gt;
nbsp;&lt;strong&gt;4nbsp; settembre 2013 ore 9,30&lt;/strong&gt; (studio 32)&lt;br /&gt;
&lt;strong&gt;26 settembre 2013 ore 9,30&lt;/strong&gt; (studio 32)&lt;br /&gt;
&lt;br /&gt;
Gli esami sono &lt;strong&gt;ORALI&lt;/strong&gt; e gli studenti sono pregati di
portare copia del programma di riferimento e i testi primari perchegrave;
oggetto di lettura e commento.</description><pubDate>Fri, 12 Jul 2013 11:08:41 +0200</pubDate><a10:updated>2013-07-12T11:08:41+02:00</a10:updated></item><item><guid isPermaLink="false">c913b646</guid><link>https://www.unibo.it/sitoweb/serena.baiesi/avvisi/c913b646</link><title>Esame Letteratura Inglese 2 a.a. 2011/2012 (programma Prof.ssa C. Comellini)</title><description>&lt;style&gt;
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&lt;p&gt;&lt;span style="font-size: 10pt; font-family: Times;"&gt;&lt;/span&gt;&lt;span style="font-size: 10pt;"&gt;Gli studenti in debito d'esame di &lt;strong&gt;Letterature Inglese 2 &lt;/strong&gt;dell'&lt;strong&gt;a.a. 2011/2012&lt;/strong&gt; afferenti al &lt;strong&gt;gruppo E-L&lt;/strong&gt; della prof.ssa &lt;strong&gt;Comellini&lt;/strong&gt; potranno sostenere l'esame iscrivendosi alla mia lista AlmaEsami per il prossimo appello fissato il 10 luglio 2013 mantenendo il programma relativo al proprio a.a. e incentrato su "Il romanzo inglese fra 700 e 800: origine ed evoluzione". &lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;span style="font-size: 10pt;"&gt;Per le sessioni successive invece gli studenti dovranno preparare il mio programma, scegliendo quello dello stesso a.a. oppure uno degli anni successivi (vedi insegnamenti on-line). &lt;/span&gt;&lt;/strong&gt; &lt;/p&gt;
&lt;p&gt;&lt;span style="font-size: 10pt;"&gt;In caso di dubbi o necessitagrave; di chiarimenti si prega di presentarsi personalmente, oppure di telefonare (0512097222), durante il mio orario di ricevimento.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style="font-size: 10pt; font-family: Times;"&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p class="MsoNormal"&gt;&lt;span&gt;&lt;/span&gt;&lt;/p&gt;</description><pubDate>Fri, 14 Jun 2013 20:22:29 +0200</pubDate><a10:updated>2013-06-14T20:22:29+02:00</a10:updated></item><item><guid isPermaLink="false">b22a62c2</guid><link>https://www.unibo.it/sitoweb/serena.baiesi/avvisi/b22a62c2</link><title>Appelli sessione estiva a.a. 2012-2013</title><description>Si comunica che sono stati pubblicati su Alma Esami i seguenti appelli d'esame di &lt;strong&gt;Letteratura Inglese&lt;/strong&gt; per la sessione estiva a.a. 2012-2013:&lt;br /&gt;
&lt;strong&gt;11 giugno 2013 ore 9,30&lt;/strong&gt; (studio 32)&lt;br /&gt;
&lt;strong&gt;10 luglio 2013 ore 9,30&lt;/strong&gt; (studio 32)&lt;br /&gt;
&lt;br /&gt;
Gli esami sono &lt;strong&gt;ORALI&lt;/strong&gt; e gli studenti sono pregati di portare copia del programma di riferimento e i testi primari perchegrave; oggetto di lettura e commento.&lt;br /&gt;</description><pubDate>Thu, 18 Apr 2013 03:10:48 +0200</pubDate><a10:updated>2013-04-18T03:10:48+02:00</a10:updated></item><item><guid isPermaLink="false">4d2d8818</guid><link>https://www.unibo.it/sitoweb/serena.baiesi/avvisi/4d2d8818</link><title>RISULTATI ESAME SCRITTO DEL 11/01/2013 FACOLTA' DI LETTERE E FILOSOFIA</title><description>&lt;h3&gt;RISULTATI ESAME SCRITTO DEL 11/01/2013 FACOLTA' DI LETTERE E FILOSOFIA&lt;/h3&gt;
&lt;div class="itemabstract"&gt;I &lt;strong&gt;RISULTATI&lt;/strong&gt; DELL'ESAME SCRITTO DI &lt;strong&gt;LETTERATURA INGLESE &lt;/strong&gt;(6 CFU E 12 CFU), FACOLTA' DI LETTERE E FILOSOFIA, DELL' 11 GENNAIO 2013 SONO ESPOSTI NEL SITO DOCENTE ALLA VOCE "&lt;strong&gt;CONTENUTI UTILI&lt;/strong&gt;".&lt;br /&gt;
GLI STUDENTI SONO PREGATI DI LEGGERE CON &lt;strong&gt;MOLTA ATTENZIONE &lt;/strong&gt;TUTTE LE &lt;strong&gt;ISTRUZIONI&lt;/strong&gt;.&lt;/div&gt;</description><pubDate>Tue, 29 Jan 2013 14:58:19 +0100</pubDate><a10:updated>2013-01-29T14:58:19+01:00</a10:updated></item><item><guid isPermaLink="false">2f3b7e26</guid><link>https://www.unibo.it/sitoweb/serena.baiesi/avvisi/2f3b7e26</link><title>RISULTATI ESAME SCRITTO DEL 9/01/2013 FACOLTA' DI LINGUE E LETT. STRANIERE</title><description>I &lt;strong&gt;RISULTATI&lt;/strong&gt; DELL'ESAME SCRITTO DI &lt;strong&gt;LETTERATURA INGLESE 2 &lt;/strong&gt;(9CFU), FACOLTA' DI LINGUE E LETTERATURE STRANIERE, DEL 9 GENNAIO 2013 SONO ESPOSTI NEL SITO DOCENTE ALLA VOCE "&lt;strong&gt;CONTENUTI UTILI&lt;/strong&gt;".&lt;br /&gt;
GLI STUDENTI SONO PREGATI DI LEGGERE CON &lt;strong&gt;MOLTA ATTENZIONE &lt;/strong&gt;TUTTE LE &lt;strong&gt;ISTRUZIONI&lt;/strong&gt;.</description><pubDate>Sun, 27 Jan 2013 15:52:56 +0100</pubDate><a10:updated>2013-01-27T15:52:56+01:00</a10:updated></item><item><guid isPermaLink="false">90488753</guid><link>https://www.unibo.it/sitoweb/serena.baiesi/avvisi/90488753</link><title>Appelli d'esame sessione invernale a.a. 2012/2013</title><description>Gli appelli &lt;strong&gt;ORALI&lt;/strong&gt; di &lt;strong&gt;Letteratura inglese 2 &lt;/strong&gt;+ anni pregressi (Letteratura inglese B1 e B2) per gli studenti della &lt;strong&gt;Facoltagrave; di Lingue e Letterature Straniere&lt;/strong&gt; e di &lt;strong&gt;Letteratura Inglese &lt;/strong&gt;per gli studenti della &lt;strong&gt;Facoltagrave; di Lettere e Filosofia &lt;/strong&gt;(programma di quest'anno e anni pregressi afferenti al prof. Elam) si terranno nelle seguenti date:&lt;br /&gt;
&lt;strong&gt;16 gennaio 2013 ore 9,30&lt;br /&gt;
13 febbraio 2013 ore 9,30&lt;/strong&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;Studenti della Facoltagrave; di Lingue e Letterature Straniere:&lt;br /&gt;
SOLO&lt;/strong&gt; gli studenti &lt;strong&gt;frequentanti&lt;/strong&gt; del corso di Letteratura Inglese 2 dell'a.a. 2012/2013 (programma: &lt;strong&gt;&lt;em&gt;Fellow Romantics: Male and Female British Writers&lt;/em&gt;&lt;/strong&gt;) possono iscriversi all'esame &lt;strong&gt;SCRITTO&lt;/strong&gt; che si terragrave; il giorno &lt;strong&gt;9 gennaio 2013 ore 9,30&lt;/strong&gt; (Aula VI - via Cartoleria 5).&lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;&lt;strong&gt;Studenti della Facoltagrave; di Lettere e Filosofia:&lt;/strong&gt;&lt;br /&gt;
SOLO&lt;/strong&gt; gli studenti &lt;strong&gt;frequentanti&lt;/strong&gt; del corso di Letteratura Inglese dell'a.a. 2012/2013 (programma: &lt;strong&gt;&lt;em&gt;Literary Itineraries in British Romanticism&lt;/em&gt;&lt;/strong&gt;) possono iscriversi all'esame &lt;strong&gt;SCRITTO&lt;/strong&gt; che si terragrave; il giorno &lt;strong&gt;11 gennaio 2013 ore 13,00 &lt;/strong&gt;(Aula II - Via Zamboni 38).</description><pubDate>Sat, 15 Dec 2012 16:35:32 +0100</pubDate><a10:updated>2012-12-15T16:35:32+01:00</a10:updated></item><item><guid isPermaLink="false">1645e9de</guid><link>https://www.unibo.it/sitoweb/serena.baiesi/avvisi/1645e9de</link><title>Lezione Letteratura Inglese (Dr Gillian Dow)</title><description>Tutti gli studenti sono invitati a partecipare alla lezione che la &lt;strong&gt;Dr. Gillian Dow &lt;/strong&gt;(University of Southampton - ISA Fellow) terragrave; il giorno &lt;br /&gt;
&lt;strong&gt;GIOVEDI' 29 NOVEMBRE 2012 alle ore 17.00&lt;/strong&gt; &lt;br /&gt;
presso l'Aula VII Dipartimento di Lingue, Letterature e Culture Moderne (via Cartoleria, 5) dal titolo &lt;strong&gt;"ADAPTING JANE AUSTEN: lsquo;TRANSLATIONSrsquo; THEN AND NOW"&lt;/strong&gt; inserita all'interno del corso di Letteratura Inglese e promossa dal Centro Interuniversitario per lo Studio del Romanticismo (CISR).&lt;br /&gt;
&lt;br /&gt;
Locandina: http://www.lingue.unibo.it/DLLSM/Bacheca/Eventi/2012/11/Adapting_Jane_Austen_translations.htm</description><pubDate>Mon, 26 Nov 2012 20:29:51 +0100</pubDate><a10:updated>2012-11-26T20:29:51+01:00</a10:updated></item><item><guid isPermaLink="false">a899c7de</guid><link>https://www.unibo.it/sitoweb/serena.baiesi/avvisi/a899c7de</link><title>Lecture by Visiting Professor Gillian Dow (University of Southampton)</title><description>Studenti, dottorandi, assegnisti e docenti sono invitati alla lecture che si terragrave;&lt;br /&gt;
&lt;strong&gt;Martedigrave; 13 novmebre 2012 alle ore 18,30&lt;/strong&gt; presso &lt;strong&gt;Residenza di Studi Superiori&lt;/strong&gt; (l'Aula Enriques, via Fantin, 15) dal titolo:&lt;br /&gt;
&lt;br /&gt;
CRISS-CROSSING THE CHANNEL: TRANSLATION, WOMEN'S WRITING, AND THE PAN-EUROPEAN RISE OF THE NOVEL&lt;br /&gt;
&lt;br /&gt;
tenuta dalla &lt;strong&gt;Dr Gillian Dow&lt;/strong&gt; (University of Southampton, UK), Visiting Professor dell'Istituto di Studi Superiori.&lt;br /&gt;
&lt;br /&gt;
http://www.lingue.unibo.it/DLLSM/Bacheca/Eventi/2012/11/121113_Criss_Crossing_the_Channel.htm&lt;br /&gt;</description><pubDate>Mon, 12 Nov 2012 08:39:18 +0100</pubDate><a10:updated>2012-11-12T08:39:18+01:00</a10:updated></item><item><guid isPermaLink="false">81ad70df</guid><link>https://www.unibo.it/sitoweb/serena.baiesi/avvisi/81ad70df</link><title>Info corso Letteratura Inglese 2 (P-Z) facolt&amp;#224; di LINGUE E LETT. STRANIERE a.a. 2012/2013</title><description>Si avvisano gli studenti che il corso di &lt;strong&gt;Letteratura Inglese 2 (P-Z) &lt;/strong&gt;&lt;em&gt;&lt;strong&gt;&lt;br /&gt;
&lt;/strong&gt;&lt;/em&gt;&lt;strong&gt;&lt;em&gt;Fellow Romantics: Male and Female British Writers,
1790-1835&lt;/em&gt;&lt;/strong&gt;&lt;br /&gt;
si svolgeragrave; durante il &lt;strong&gt;PRIMO SEMESTRE&lt;/strong&gt;. &lt;br /&gt;
Le lezioni inizieranno il giorno &lt;strong&gt;lunedigrave; 1 ottobre 2012&lt;/strong&gt; e rispetteranno il seguente calendario:&lt;strong&gt;&lt;em&gt;&lt;/em&gt;&lt;/strong&gt;&lt;br /&gt;
nbsp;&lt;br /&gt;
&lt;strong&gt;Lunedi`nbsp;nbsp; 15.30-17.00 Aula VI &lt;br /&gt;
Martedi`nbsp; 17.15-18.45 Aula VI &lt;br /&gt;
Giovedi`nbsp; 17.15-18.45 Aula VII &lt;/strong&gt;&lt;br /&gt;
&lt;br /&gt;
Si ricorda a coloro che hanno richiesto il passaggio di gruppo che tale richiesta egrave; accettata previa autorizzazione del docente responsabile del proprio gruppo e solo per studenti frequentanti.</description><pubDate>Thu, 27 Sep 2012 18:07:20 +0200</pubDate><a10:updated>2012-09-27T18:07:20+02:00</a10:updated></item><item><guid isPermaLink="false">7e3882bc</guid><link>https://www.unibo.it/sitoweb/serena.baiesi/avvisi/7e3882bc</link><title>Ricevimento settembre 2012</title><description>Il prossimo ricevimento studentinbsp; si terragrave; il giorno &lt;strong&gt;13/09/2012 &lt;/strong&gt;alle ore 12,00. &lt;br /&gt;
I capitoli di tesi corretti per i&lt;strong&gt; laureandi &lt;/strong&gt;potranno essere ritirati presso la portineria del Dipartimento di LLSM dal giorno 31/08/2012 cosigrave; gli studenti potranno venire al successivo ricevimento per discutere le correzioni.&lt;br /&gt;
Per urgenze, in particolare per gli studenti &lt;strong&gt;Erasmus in partenza&lt;/strong&gt;, si prega di contattarmi via mail.&lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;HAPPY SUMMER HOLIDAY!&lt;/strong&gt;</description><pubDate>Tue, 31 Jul 2012 17:39:32 +0200</pubDate><a10:updated>2012-07-31T17:39:32+02:00</a10:updated></item><item><guid isPermaLink="false">99ddf5d9</guid><link>https://www.unibo.it/sitoweb/serena.baiesi/avvisi/99ddf5d9</link><title>Appelli d'esame sessione autunnale 2012</title><description>Gli appelli di &lt;strong&gt;Letteratura Inglese&lt;/strong&gt; 2 a.a. 2011/2012 + anni pregressi + B1 e B2 si terranno nelle seguenti date:&lt;br /&gt;
&lt;strong&gt;12/09 ore 9,30&lt;br /&gt;
27/09 ore 9,30&lt;/strong&gt;&lt;br /&gt;
presso lo &lt;strong&gt;studio 32 &lt;/strong&gt;(Dipartimento di LLSM).&lt;br /&gt;
Ricordo agli studenti che la prova saragrave; &lt;strong&gt;orale&lt;/strong&gt; e che bisogna portare copia cartacea del programma e le &lt;strong&gt;letture primarie &lt;/strong&gt;(poesie, romanzi e opere teatrali) perchegrave; oggetto di lettura e commento durante la prova. Inoltre ricordo che la prova includeragrave; domande di &lt;strong&gt;storia letteraria&lt;/strong&gt; come propedeutiche al successivo svolgimento dell'esame.&lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;Auguro a tutti buone vacanze!!!&lt;/strong&gt;&lt;br /&gt;</description><pubDate>Thu, 26 Jul 2012 10:40:08 +0200</pubDate><a10:updated>2012-07-26T10:40:08+02:00</a10:updated></item><item><guid isPermaLink="false">1063a6f4</guid><link>https://www.unibo.it/sitoweb/serena.baiesi/avvisi/1063a6f4</link><title>RISULTATI TEST 16 MAGGIO 2012</title><description>I risultati del test di Letteratura Inglese 2 del 16 maggio 2012 sono pubblicati alla voce "contenuti utili". Si prega di leggere &lt;strong&gt;ATTENTAMENTE&lt;/strong&gt;nbsp; le &lt;strong&gt;istruzioni&lt;/strong&gt; per la visione del compito, il colloquio orale e la verbalizzazione.</description><pubDate>Sun, 27 May 2012 12:12:21 +0200</pubDate><a10:updated>2012-05-27T12:12:21+02:00</a10:updated></item><item><guid isPermaLink="false">586786de</guid><link>https://www.unibo.it/sitoweb/serena.baiesi/avvisi/586786de</link><title>Colloquio obbligatorio scambi erasmus 2012 - RIPESCAGGIO</title><description>ll colloquio obbligatorio previsto per gli scambi ribanditi con il secondo ripescaggio e coordinati dalle Proff. Lilla Maria Crisafulli e Serena Baiesi si svolgeragrave;&lt;br /&gt;
&lt;strong&gt;Mercoledigrave; 23 maggio 2012 alle ore 10.00 &lt;/strong&gt;&lt;br /&gt;
presso lo studio n.32 (Dipartimento di LLSM, via Cartoleria).&lt;br /&gt;
Il colloquio si svolgeragrave; in lingua inglese con brevi prove di lettura,&lt;br /&gt;
traduzione e riassunto e discussione delle motivazioni sulla scelta della sede.&lt;br /&gt;
Coloro che sono impossibilitati a presentarsi per quella data sono pregati di avvertire la docente via mail (serena.baiesi@unibo.it).
&lt;p&gt;&lt;a id="ctl00_ctl00_GenericContent_MainContent_Box_PaginaWebDocente_Box_PWD_Avvisi1_rpNews_ctl03_UniboHyperLink1" name="MyPortal"&gt;&lt;/a&gt;&lt;/p&gt;
&lt;h4&gt;&lt;a id="ctl00_ctl00_GenericContent_MainContent_Box_PaginaWebDocente_Box_PWD_Avvisi1_rpNews_ctl04_UniboHyperLink2" name="MyPortal" href="http://www.unibo.it/SitoWebDocente/default.htm?NRMODE=Publishedamp;TabControl1=TabAvvisiamp;upn=serena.baiesi%40unibo.itamp;news=31460"&gt;&lt;/a&gt;&lt;/h4&gt;</description><pubDate>Sat, 12 May 2012 16:47:05 +0200</pubDate><a10:updated>2012-05-12T16:47:05+02:00</a10:updated></item><item><guid isPermaLink="false">9f7d93ab</guid><link>https://www.unibo.it/sitoweb/serena.baiesi/avvisi/9f7d93ab</link><title> Cineforum: &amp;quot;Romantic and Victorian England on Screen&amp;quot;</title><description>&lt;strong&gt;Cineforum: "Romantic and Victorian England on Screen"&lt;/strong&gt;&lt;br /&gt;
Dedicato in particolare agli studenti di &lt;strong&gt;letteratura inglese&lt;/strong&gt; del secondo anno, ma aperto a tutti gli studenti, docenti e amanti della materia, questo Cineforum presenteragrave; una serie di produzioni cinematografiche e televisive che hanno ritratto la storia, la cultura o la letteratura inglese del periodo romantico e vittoriano. &lt;br /&gt;
Le proiezioni dei film - in &lt;strong&gt;lingua originale&lt;/strong&gt; con sottotitoli - saranno introdotte da una premessa critica e si concluderanno con un dibattito aperto al pubblico.&lt;br /&gt;
Il Cineforum si svolgeragrave; presso la &lt;strong&gt;Sala Convegni&lt;/strong&gt; del Dipartimento di Lingue in via Cartoleria alle ore 16.00.&lt;br /&gt;
Il caledario completo dei film egrave; scaricabile dal sito web della Facoltagrave;:&lt;br /&gt;
http://www.facli.unibo.it/Lingue/Eventi/2012/02/cineforum_romantic_and_victorian_england.htm&lt;br /&gt;
E dal sito web del Dipartimento di LLSM:&lt;br /&gt;
&lt;a href="https://mail.unibo.it/owa/redir.aspx?C=e9f9b333830a4075b8a357ac8dce76e0amp;URL=http%3a%2f%2fwww.lingue.unibo.it%2fDLLSM%2fBacheca%2fEventi%2f2012%2f02%2f2012_Cineforum_Romantic_Victorian_England.htm" target="_blank"&gt;http://www.lingue.unibo.it/DLLSM/Bacheca/Eventi/2012/02/2012_Cineforum_Romantic_Victorian_England.htm&lt;/a&gt;</description><pubDate>Thu, 02 Feb 2012 16:20:50 +0100</pubDate><a10:updated>2012-02-02T16:20:50+01:00</a10:updated></item><item><guid isPermaLink="false">040c0353</guid><link>https://www.unibo.it/sitoweb/serena.baiesi/avvisi/040c0353</link><title>Convegno &amp;quot;British Risorgimento&amp;quot;</title><description>Si avvisano gli studenti che il &lt;strong&gt;Centro Interuniversitario per lo Studio del Romanticismo (CIRS)&lt;/strong&gt; ha organizzato un convegno su &lt;strong&gt;"British Risorgimento" : Rappresentazioni e interazioni britanniche nel processo di unificazione nazionale italiana&lt;/strong&gt;, che si terragrave; in Aula Absidale dal 22 giugno (ore 15.00) al 24 giugno 2011.&lt;br /&gt;
Il programma egrave; pubblicato nel sito web del Dipartimento di LLSM e nel sito web della Facoltagrave; di Lingue.&lt;br /&gt;
Tutti gli studenti sono invitati!&lt;br /&gt;</description><pubDate>Fri, 17 Jun 2011 08:29:01 +0200</pubDate><a10:updated>2011-06-17T08:29:01+02:00</a10:updated></item></channel></rss>