<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:georss='http://www.georss.org/georss' xmlns:gd='http://schemas.google.com/g/2005' xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-4377959085696108653</id><updated>2012-01-28T21:42:31.788+01:00</updated><title type='text'>Teoria e tecniche delle comunicazioni di massa</title><subtitle type='html'>&lt;br&gt;&lt;br&gt;&lt;br&gt;&lt;b&gt;Blog dedicato al corso di&lt;br&gt;"Teoria e tecniche delle comunicazioni di massa" (SPS/08)&lt;br&gt;e al laboratorio di "Nuovi mezzi di comunicazione di massa"&lt;br&gt;
prof. Vito Campanelli&lt;/b&gt;</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://edusfera.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4377959085696108653/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://edusfera.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/4377959085696108653/posts/default?start-index=101&amp;max-results=100'/><author><name>m-o-v</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>158</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-4377959085696108653.post-6732960243998288767</id><published>2012-01-22T10:12:00.000+01:00</published><updated>2012-01-22T09:42:44.486+01:00</updated><title type='text'>Esami 2012</title><content type='html'>&lt;b&gt;Teoria e tecniche delle comunicazioni di massa&lt;/b&gt;&lt;br /&gt;&lt;br /&gt;3/2/2012 - h 11.00 - Palazzo Giusso, aula 14 (IV° piano)&lt;br /&gt;17/2/2012 - h 11.00 - Palazzo Giusso, aula 14 (IV° piano)&lt;br /&gt;&lt;br /&gt;&lt;b&gt;Nuovi mezzi di comunicazione di massa&lt;/b&gt;&lt;br /&gt;&lt;br /&gt;17/2/2012 - h 11.00 - Palazzo Giusso, aula 14 (IV° piano)&lt;br /&gt;-&lt;br /&gt;-&lt;br /&gt;&lt;br /&gt;La &lt;span style="font-weight: bold;"&gt;prenotazione è obbligatoria&lt;/span&gt; e deve essere effettuata on-line attraverso la specifica procedura predisposta dall'Ateneo.&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;Non saranno prese in considerazione prenotazioni tardive.&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4377959085696108653-6732960243998288767?l=edusfera.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4377959085696108653/posts/default/6732960243998288767'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4377959085696108653/posts/default/6732960243998288767'/><link rel='alternate' type='text/html' href='http://edusfera.blogspot.com/2008/11/esami-2009.html' title='Esami 2012'/><author><name>m-o-v</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-4377959085696108653.post-5723832417759278792</id><published>2012-01-22T09:38:00.002+01:00</published><updated>2012-01-22T09:39:41.076+01:00</updated><title type='text'>Vito Campanelli, Remix It Yourself</title><content type='html'>&lt;i&gt;Analisi socio-estetica delle forme comunicative del Web.&lt;br /&gt;&lt;/i&gt;Con una prefazione di Alberto Abruzzese.&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;&lt;a href="http://1.bp.blogspot.com/-2XKyTRkQUkY/TxvKf6VQyGI/AAAAAAAACCE/YFVT4xb779g/s1600/RIY-cover.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://1.bp.blogspot.com/-2XKyTRkQUkY/TxvKf6VQyGI/AAAAAAAACCE/YFVT4xb779g/s320/RIY-cover.jpg" width="224" /&gt;&lt;br /&gt;&lt;/a&gt;&lt;/div&gt;Remix, mashup, sample, loop, cut and paste, embed, edit, post, link,  geoposition, tag, quote, retweet, update, share sono alcuni tra i  termini tecnici ormai entrati nel linguaggio comune che contribuiscono a  delineare un inedito orizzonte: quello delle pratiche creative rese  possibili dai media digitali. Tali pratiche hanno saturato ogni  frammento di quotidianità e impegnano in un continuum comunicativo gli  abitanti di un pianeta sempre più interconnesso e dipendente dalle  tecnologie della comunicazione.&lt;br /&gt;Se il paesaggio moderno assumeva  consistenza in virtù del modello secondo il quale si usa il passato per  costruire il futuro, in quello contemporaneo si impongono tratti  peculiari che giustificano i tentativi volti a far emergere la mappa di  una nuova cultura, quella appunto del remix, che privilegia, più di  quanto sia avvenuto in precedenti epoche storiche, modalità compositive  basate sul riutilizzo – più o meno – creativo e consapevole di oggetti  culturali preesistenti.&lt;br /&gt;In una siffatta cornice, i concetti  correlati di ‘innovazione’ e ‘ripetizione’ rappresentano le principali  coordinate attraverso le quali questo libro prova a far luce sulle più  attuali forme comunicative, stringendo in particolare il fuoco su una  possibile genealogia del remix, sull’inattualità di categorie moderne  quali ‘autore’ e ‘originale’ e sull’erosione dei confini  dell’amatorialità; sui contributi della cultura hacker e  sull’ereditarietà sociale dei motivi culturali; sulle estetiche della  ripetizione e dell’ibridazione alla luce dei contributi macchinici alla  creatività e, infine, sulla difficile ricerca di una dimensione etica  delle pratiche remixatorie.&lt;br /&gt;&lt;br /&gt;pp. 130, ISBN 978-88-491-3583-1, € 16&lt;br /&gt;&lt;br /&gt;Per  acquistarlo &lt;a href="http://www.clueb.com/servlet/ParseHtml/html/index.html?url=/html/varie/novita.jsp" target="_blank"&gt;segui questo link&lt;/a&gt; &lt;br /&gt;&lt;b&gt;&lt;br /&gt;INDICE&lt;/b&gt;&lt;br /&gt;&lt;br /&gt;&lt;b&gt;Prefazione: &lt;i&gt;Frammenti di un discorso virtuale&lt;/i&gt;, di Alberto Abruzzese&lt;br /&gt;&lt;br /&gt;Premessa&lt;br /&gt;&lt;br /&gt;Capitolo 1. Innovazione e ripetizione&lt;/b&gt;&lt;br /&gt;Il mito dell’originalità&lt;br /&gt;Una genealogia del remix&lt;br /&gt;Superfici trasparenti?&lt;br /&gt;Effervescenza del remix&lt;br /&gt;RW&lt;br /&gt;L’inizio del gioco&lt;br /&gt;Il remix come paradigma compositivo&lt;br /&gt;Siamo tutti hacker&lt;br /&gt;&lt;br /&gt;&lt;b&gt;Capitolo 2. L’ambiente vivente del remix&lt;/b&gt;&lt;br /&gt;Teoria dei memi&lt;br /&gt;Scale-free networks&lt;br /&gt;Contagio, ripetizione ed ereditarietà sociale&lt;br /&gt;Aby Warburg e il concetto di engramma&lt;br /&gt;Estetica della ripetizione&lt;br /&gt;‘Dick in a Box’ &lt;br /&gt;&lt;br /&gt;&lt;b&gt;Capitolo 3. Amatorialità in polvere &lt;/b&gt;&lt;br /&gt;L’ascesa del ‘bricoleur’&lt;br /&gt;Estetica dell’ibridità&lt;br /&gt;Amatori e professionisti&lt;br /&gt;Esistenze creative&lt;br /&gt;L’interattività: un mito fondante&lt;br /&gt;I social network e l’espropriazione della filosofia comunitaria&lt;br /&gt;Flusso e processo &lt;br /&gt;&lt;br /&gt;&lt;b&gt;Capitolo 4. Come riempiremo le nostre memorie digitali?&lt;/b&gt;&lt;br /&gt;Be Your Media&lt;br /&gt;Il ‘cool’ come nuova categoria estetica&lt;br /&gt;Esercizi di stile&lt;br /&gt;Occasionali fuoriuscite dall’insignificanza&lt;br /&gt;&lt;br /&gt;&lt;b&gt;Capitolo 5. Tentazioni deterministiche&lt;/b&gt;&lt;br /&gt;Ossessioni contemporanee&lt;br /&gt;Volontà della Tecnica&lt;br /&gt;Una duplice soggettività&lt;br /&gt;Estetica macchinica&lt;br /&gt;L’iper-soggetto tecnologico&lt;br /&gt;Contributi macchinici al remix&lt;br /&gt;&lt;br /&gt;&lt;b&gt;Capitolo 6. Etica del remix&lt;/b&gt;&lt;br /&gt;L’inadeguatezza del legislatore&lt;br /&gt;Verso una ‘Free Culture’&lt;br /&gt;Un’etica relativista&lt;br /&gt;Ricadute estetiche&lt;br /&gt;Eticità intrinseca delle comunità online&lt;br /&gt;&lt;br /&gt;Bibliografia&lt;br /&gt;&lt;br /&gt;Sitografia&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4377959085696108653-5723832417759278792?l=edusfera.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://edusfera.blogspot.com/feeds/5723832417759278792/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://edusfera.blogspot.com/2012/01/vito-campanelli-remix-it-yourself.html#comment-form' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4377959085696108653/posts/default/5723832417759278792'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4377959085696108653/posts/default/5723832417759278792'/><link rel='alternate' type='text/html' href='http://edusfera.blogspot.com/2012/01/vito-campanelli-remix-it-yourself.html' title='Vito Campanelli, Remix It Yourself'/><author><name>m-o-v</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-2XKyTRkQUkY/TxvKf6VQyGI/AAAAAAAACCE/YFVT4xb779g/s72-c/RIY-cover.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4377959085696108653.post-693558740246938754</id><published>2012-01-09T08:24:00.001+01:00</published><updated>2012-01-09T08:25:17.990+01:00</updated><title type='text'>Reti. Origini e struttura della network society</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-SJVJPITHwsA/TwqWEiM_lDI/AAAAAAAACB0/qy9USP77qIM/s1600/locandina.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://1.bp.blogspot.com/-SJVJPITHwsA/TwqWEiM_lDI/AAAAAAAACB0/qy9USP77qIM/s320/locandina.jpg" width="226" /&gt;&lt;/a&gt;&lt;/div&gt;Understanding New Media 2.3&lt;br /&gt;The Italian Scene:&lt;br /&gt;&lt;i&gt;Reti. Origini e struttura della network society&lt;/i&gt;&lt;br /&gt;Open Lecture di Andrea Miconi&lt;br /&gt;Venerdì &lt;b&gt;13 gennaio 2012 &lt;/b&gt;ore                            16.00 -18.30&lt;br /&gt;Università degli Studi di Napoli “L’Orientale”,                            Palazzo Giusso&lt;br /&gt;Largo S. Giovanni Maggiore - Napoli&lt;br /&gt;Aula 3.4 / Ingresso Libero&lt;br /&gt;&lt;br /&gt;È diventato un luogo comune dire che viviamo                            in una network society, ma è un dato ineludibile:                            dalla socializzazione ai modi del quotidiano, dalla                            produzione al lavoro, dagli acquisti alla burocrazia,                            Internet è entrata a fare parte delle trame dell'età                            contemporanea, ponendosi ormai non più come dirompente                            novità tecnologica ma come struttura portante                            della società, non come innovazione squillante,                            ma come ambito ordinario dell'esperienza.&lt;br /&gt;Andrea Miconi spiega come Internet è entrata                            a fare parte delle trame dell'età contemporanea,                            non soltanto come dirompente novità tecnologica                            ma come struttura portante della società.&lt;br /&gt;Nel suo recente libro “Reti. Origini e struttura                            della network society” (Laterza, 2011 - ISBN:                            9788842095859) indaga i nuovi media seguendo tre linee                            principali: in primo luogo, un'analisi della formazione                            dei network di comunicazione sulla lunga durata della                            storia, dalle vie mercantili al telegrafo meccanico,                            dai sistemi elettrici al telegrafo di Morse, che fissano                            alcune costanti del funzionamento delle reti; in secondo                            luogo, un approfondimento sulle origini della network                            society contemporanea, attraverso una rassegna delle                            principali teorie socio logiche e dei punti critici                            che ne sono emersi, dal divario digitale al rapporto                            tra esperienza virtuale e vita quotidiana, fino al nesso                            tra nuove forme di comunicazione e partecipazione politica.                            &lt;br /&gt;Infine, uno studio più tecnico, anche se ampiamente                            divulgativo, sulle leggi di connessione che regolano                            il World Wide Web, attraverso la rassegna delle ricerche                            che hanno iniziato a mostrare i fenomeni di organizzazione,                            e perfino di concentrazione, che hanno progressivamente                            ridotto il disordine iniziale del Web.&lt;br /&gt;&lt;br /&gt;&lt;b&gt;Partecipa alla discussione finale:&lt;/b&gt;&lt;br /&gt;Prof. Tiziana Terranova (L’Orientale - Napoli)&lt;br /&gt;&lt;br /&gt;&lt;b&gt;Modera:&lt;/b&gt;&lt;br /&gt;Vito Campanelli (MAO)&lt;br /&gt;&lt;br /&gt;&lt;b&gt;Organizzazione a cura di:&lt;/b&gt;&lt;br /&gt;MAO - Media &amp;amp; Arts Office ONLUS&lt;br /&gt;&lt;br /&gt;&lt;b&gt;Media Partner:&lt;/b&gt;&lt;br /&gt;Accademia di Belle Arti di Napoli - Corso di Nuove Tecnologie                            per l'Arte&lt;br /&gt;WebUpDate 2012&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4377959085696108653-693558740246938754?l=edusfera.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://edusfera.blogspot.com/feeds/693558740246938754/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://edusfera.blogspot.com/2012/01/reti-origini-e-struttura-della-network.html#comment-form' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4377959085696108653/posts/default/693558740246938754'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4377959085696108653/posts/default/693558740246938754'/><link rel='alternate' type='text/html' href='http://edusfera.blogspot.com/2012/01/reti-origini-e-struttura-della-network.html' title='Reti. Origini e struttura della network society'/><author><name>m-o-v</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-SJVJPITHwsA/TwqWEiM_lDI/AAAAAAAACB0/qy9USP77qIM/s72-c/locandina.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4377959085696108653.post-2560138118501714974</id><published>2011-12-19T15:39:00.001+01:00</published><updated>2011-12-19T15:40:19.028+01:00</updated><title type='text'>The Yes Men</title><content type='html'>&lt;img alt="" 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" /&gt;&lt;br /&gt;&lt;i&gt;&lt;span class="st"&gt; The Yes Men are a culture jamming activist duo and network of supporters created by Jacques Servin and Igor Vamos.&lt;/span&gt;&lt;/i&gt;&lt;br /&gt;&lt;br /&gt;Vi invito a trovare e pubblicare (come commento a questo post) qualsiasi  materiale riteniate utile ad approfondire la conoscenza di The Yes Men. Vi ricordo di indicare sempre la fonte dei materiali che pubblicate.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4377959085696108653-2560138118501714974?l=edusfera.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://edusfera.blogspot.com/feeds/2560138118501714974/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://edusfera.blogspot.com/2011/12/yes-men.html#comment-form' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4377959085696108653/posts/default/2560138118501714974'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4377959085696108653/posts/default/2560138118501714974'/><link rel='alternate' type='text/html' href='http://edusfera.blogspot.com/2011/12/yes-men.html' title='The Yes Men'/><author><name>m-o-v</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4377959085696108653.post-8346774735464883284</id><published>2011-12-16T11:31:00.000+01:00</published><updated>2011-12-16T11:31:40.732+01:00</updated><title type='text'>V - Hactivism / remixthebook.com</title><content type='html'>&lt;b&gt;Esercizio di Hactivism:&lt;/b&gt;&lt;br /&gt;Copiare il testo di presentazione di un'istituzione (italiana o internazionale) o di una corporation (azienda multinazionale) e riproporlo su questo blog (come commento a questo post) in una forma ironica che metta in luce l'ipocrisia del messaggio dell'istituzione/corporation presa di mira.&lt;br /&gt;&lt;br /&gt;&lt;i&gt;Esempio:&lt;/i&gt;&lt;br /&gt;Think different:&lt;br /&gt;Steve Jobs didn't make your iPad&lt;br /&gt;Chinese kids did&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4377959085696108653-8346774735464883284?l=edusfera.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://edusfera.blogspot.com/feeds/8346774735464883284/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://edusfera.blogspot.com/2011/12/v-hactivism-remixthebookcom.html#comment-form' title='2 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4377959085696108653/posts/default/8346774735464883284'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4377959085696108653/posts/default/8346774735464883284'/><link rel='alternate' type='text/html' href='http://edusfera.blogspot.com/2011/12/v-hactivism-remixthebookcom.html' title='V - Hactivism / remixthebook.com'/><author><name>m-o-v</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4377959085696108653.post-6892057061141548060</id><published>2011-12-09T11:53:00.003+01:00</published><updated>2011-12-09T11:57:56.886+01:00</updated><title type='text'>IV - Appropriazione/Détournment / remixthebook.com</title><content type='html'>Questo estratto dal testo di Michalis Pilcher &lt;a href="http://www.ubu.com/papers/pichler_appropriation.html" target="_blank"&gt;"Statements on Appropriation"&lt;/a&gt; (2009): è indicativo dell'atteggiamento che accompagna le implicazioni metodiche connesse alla condizione di &lt;i&gt;artista d'appropriazione&lt;/i&gt;: &lt;br /&gt;“&lt;i&gt;[appropriation art is] re-vision, re-evaluation, variation, version, interpretation, imitation, proximation, supplement, increment, improvisation, prequel… pastiche, paraphrase, parody, forgery, homage, mimicry, travesty, shanzhai, echo, allusion, intertextuality and karaoke.&lt;/i&gt;”&lt;br /&gt;&lt;br /&gt;L'arte dell'appropriazione (di solito) utilizza oggetti riconoscibili, come testi e immagini, e li ricontestualizza. Nel nuovo contesto, le associazioni che il lettore/spettatore ha con l'oggetto appropriato sono sovvertiti, è infatti costretto a riesaminare il rapporto con esso. Quindi l'arte dell'appropriazione è spesso politica, satirica e/o ironica &lt;br /&gt;&lt;br /&gt;Molti considerano Marcel Duchamp il "padre concettuale" dell'arte d'appropriazione.  Con i suoi readymade, ad esempio, egli ricontestaulizza oggetti di uso comune.  &lt;i&gt;Fountain&lt;/i&gt; ande &lt;i&gt;Bicycle Wheel&lt;/i&gt; sono gli esempi più famosi del tentativo di portare l'ordinario nel dominio dell'arte. &lt;br /&gt;Anche le lattine di Zuppa Campbell di Andy Warhol sono un perfetto esempio dell'appropriazione artistica di un'immagine culturalmente iconica. &lt;br /&gt;Oggi, un certo numero di artisti fanno ricorso ad appropriazioni nel proprio lavoro, tra questi:&amp;nbsp; Cindy Sherman, Damian Hirst e Jeff Koons. Recentemente, artisti digitali come Cory Arcangel hanno dato vita ad appropriazioni di immagini da videogame e Internet. D'altronde, come sappiamo, anche gli scrittori si appropriano di testi preesistenti e li ricontestualizzano nelle proprie opere letterarie.&lt;br /&gt;&lt;br /&gt;&lt;b&gt;Guy Debord&lt;/b&gt; &lt;br /&gt;(fonte: filosofico.net)&lt;br /&gt;Nasce a Parigi nel 1931. All’età di quattro anni rimane orfano di padre. Compie tutti i suoi studi a Cannes. &lt;br /&gt;&lt;div class="MsoNormal" style="line-height: 130%; text-align: justify;"&gt;A diciotto anni ritorna a Parigi. Qui scopre il surrealismo e avviene l’incontro con esponenti del movimento lettrista. Dopo un’iniziale adesione, si allontana sia dal surrealismo, sia dal poeta Isou, e nel 1952 insieme all’ala radicale del lettrismo dà vita all’&lt;b&gt;Internazionale Lettrista&lt;/b&gt;, in aperto contrasto con il fondatore del movimento.Nel luglio del 1957 a Cosio d’Arroscia, paesino ligure, fonda l’&lt;b&gt;Internazionale Situazionista&lt;/b&gt; che si attesta su una critica totale dell’ordine esistente, sotto l’aspetto politico, economico (consumismo) e urbanistico.Nel 1967 scrive il suo capolavoro, &lt;b&gt;&lt;i&gt;La Società&lt;/i&gt;&lt;i&gt; dello Spettacolo&lt;/i&gt;&lt;/b&gt;. Circa vent’anni dopo, nel 1988, pubblica i &lt;i&gt;Commentari&lt;/i&gt; &lt;i&gt;sulla Società dello Spettacolo&lt;/i&gt;, in cui afferma che il processo descritto nell’opera precedente aveva subito negli ultimi anni un’ulteriore accelerazione verso quello che definisce lo “spettacolarismo integrato”.&lt;br /&gt;&lt;br /&gt;Tra il 1952 ed il 1978 dirige tre lungometraggi e tre cortometraggi. &lt;span lang="FR"&gt;I film sono: &lt;i&gt;Hurlements en Faveur de Sade&lt;/i&gt; (1952); &lt;i&gt;La Société&lt;/i&gt;&lt;i&gt; du Spectacle&lt;/i&gt; (1977); e &lt;i&gt;In Girum Imus Nocte et Consumimur Igni &lt;/i&gt;(1978). I cortometraggi sono: &lt;i&gt;Sur le Passage de Quelques Personnes à travers une Assez Courte Unité de Temps&lt;/i&gt; (1959); &lt;i&gt;Critique de la Séparation&lt;/i&gt; (1961); e &lt;i&gt;Réfutation de tous les jugements, tant élogieux qu’hostiles, qui ont été jusqu’ici portés sur le film «La Société du spectacle»&lt;/i&gt; (1975).&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;Il 30 Novembre del 1994 nella sua casa di Champot, paesino dell’Alta Loira, muore suicida con un colpo di pistola.&lt;br /&gt;&lt;br /&gt;Debord è stato uno dei critici più importanti delle società occidentali avanzati. Tale critica è basata sui testi del giovane Hegel e di Marx, dei quali Debord opererà spesso un &lt;b&gt;&lt;i&gt;détournament&lt;/i&gt;&lt;/b&gt;, ossia una riscrittura creativa.&lt;br /&gt;Esempio di tale processo è l’incipit della &lt;i&gt;Società dello Spettacolo&lt;/i&gt; che riprende quello del &lt;i&gt;Capitale&lt;/i&gt; di Marx: «tutta la vita delle società moderne in cui predominano le condizioni attuali di produzione si presenta come un’immensa accumulazione di merci».&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: 130%; text-align: justify;"&gt;L’incipit dell’&lt;i&gt;opus magnum &lt;/i&gt;di Debord è: «tutta la vita delle società nelle quali predominano le condizioni moderne di produzione si presenta come un’immensa accumulazione di &lt;i&gt;spettacoli&lt;/i&gt;» (&lt;i&gt;La Società&lt;/i&gt;&lt;i&gt; dello Spettacolo&lt;/i&gt;).&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: 130%; text-align: justify;"&gt;Questo &lt;i&gt;détournament&lt;/i&gt; esprime bene quella che, per Debord, è la caratteristica principale del capitalismo moderno. L’accumulazione del capitale e l’espansione delle tecnologie della comunicazione hanno permesso di spingere il “feticismo delle merci” ad un grado prima impensabile e la società dello spettacolo è il risultato di questa espansione.&lt;b&gt;&lt;br /&gt;&lt;br /&gt;Adbusters&lt;/b&gt; (&lt;a href="http://www.adbusters.org/" target="_blank"&gt;http://www.adbusters.org/&lt;/a&gt;)&lt;/div&gt;"&lt;i&gt;a global network of artists, activists, writers, pranksters, students,  educators and entrepreneurs who want to advance the new social activist  movement of the information age&lt;/i&gt;".&lt;br /&gt;&lt;br /&gt;&lt;i&gt;Spoof Ads&lt;/i&gt;: &lt;a href="http://349774-www1.www.adbusters.org/spoofads" target="_blank"&gt;http://349774-www1.www.adbusters.org/spoofads&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;b&gt;Esercizio di appropriazione/détournment:&lt;/b&gt;&lt;br /&gt;1) appropriarsi sul Web dell'immagine di un'opera d'arte o di un'immagine pubblicitaria;&lt;br /&gt;2) decontestualizzare la provenienza e di inserirla in un nuovo insieme di significati che le attribuisca un nuovo valore;&lt;br /&gt;3) inventare un titolo che sia evocativo dei nuovi valori attribuiti all'immagine;&lt;br /&gt;4) stampare l'immagine.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4377959085696108653-6892057061141548060?l=edusfera.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://edusfera.blogspot.com/feeds/6892057061141548060/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://edusfera.blogspot.com/2011/12/iv-appropriazionedetournment.html#comment-form' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4377959085696108653/posts/default/6892057061141548060'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4377959085696108653/posts/default/6892057061141548060'/><link rel='alternate' type='text/html' href='http://edusfera.blogspot.com/2011/12/iv-appropriazionedetournment.html' title='IV - Appropriazione/Détournment / remixthebook.com'/><author><name>m-o-v</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4377959085696108653.post-1251966251570097278</id><published>2011-12-09T09:31:00.002+01:00</published><updated>2011-12-09T09:55:49.427+01:00</updated><title type='text'>Bauman, Giddens e Maffesoli Tra moderno e postmoderno.</title><content type='html'>&lt;div id="fb-root"&gt;&lt;/div&gt;&lt;script&gt;(function(d, s, id) {  var js, fjs = d.getElementsByTagName(s)[0];  if (d.getElementById(id)) return;  js = d.createElement(s); js.id = id;  js.src = "//connect.facebook.net/it_IT/all.js#xfbml=1";  fjs.parentNode.insertBefore(js, fjs);}(document, 'script', 'facebook-jssdk'));&lt;/script&gt;&amp;nbsp;Vito Campanelli&lt;br /&gt;&lt;i&gt;BAUMAN, GIDDENS E MAFFESOLI TRA MODERNO E POSTMODERNO&lt;/i&gt;&lt;br /&gt;Isbn 978-88-8391-362-4&lt;br /&gt;pp. 200 / euro 18,00&lt;br /&gt;Lupetti, Milano, 2011&lt;br /&gt;&lt;br /&gt;Bauman, Giddens, Maffesoli hanno tutti e tre davanti a sé lo scenario  della modernità in crisi; essa, per forza di cose, è destinata ad  aprirsi a un’età nuova che, ove si eccettui Maffesoli, né Bauman né  Giddens prospettano come postmodernità.&lt;br /&gt;Con un gioco di metafore,  Bauman raffigura il declino della modernità come un liquefarsi, sicché  la  modernità da “solida” si fa appunto “liquida” rivelando&lt;span class="text_exposed_show"&gt;si  tale per l’incapacità di adottare scelte strutturate, articolate,  durature. Giddens ritiene che la modernità palesa il suo venir meno nel  costante ripiegamento riflessivo su se stessa. Maffesoli, sulle orme di  Nietzsche, recupera con decisione “l’ombra di Dioniso”, che – senza  esclusioni – rende correlativa alla visione apollinea. Non a caso, la  ragione maffesoliana, non più assoluta, accetta di vincolarsi al  sensibile. Non più dunque l’elogio della raison tout court ma quello  della “raison sensible”.&lt;br /&gt;Il declinare la modernità in crisi da parte  di queste grandi figure della sociologia contemporanea avviene con  lenti che, per così dire, non perdono mai di vista il concreto, come nei  campi di indagine scelti in questo saggio: dal farsi della cultura al  tramonto della tradizione, dallo scomporsi dell’identità alla sessualità  liberata dai vincoli della modernità.&lt;br /&gt;Dal confronto delle diverse  prospettive e sensibilità culturali emerge una mappa di alcuni tra i  principali nodi al centro dell’attuale dibattito nelle scienze sociali.&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;&lt;div class="fb-like-box" data-href="http://www.facebook.com/pages/Bauman-Giddens-e-Maffesoli-Tra-moderno-e-postmoderno/300749446625634" data-width="292" data-show-faces="true" data-stream="false" data-header="false"&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4377959085696108653-1251966251570097278?l=edusfera.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://edusfera.blogspot.com/feeds/1251966251570097278/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://edusfera.blogspot.com/2011/12/bauman-giddens-e-maffesoli-tra-moderno.html#comment-form' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4377959085696108653/posts/default/1251966251570097278'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4377959085696108653/posts/default/1251966251570097278'/><link rel='alternate' type='text/html' href='http://edusfera.blogspot.com/2011/12/bauman-giddens-e-maffesoli-tra-moderno.html' title='Bauman, Giddens e Maffesoli Tra moderno e postmoderno.'/><author><name>m-o-v</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4377959085696108653.post-5734337854471302378</id><published>2011-12-06T13:19:00.000+01:00</published><updated>2011-12-06T13:19:03.359+01:00</updated><title type='text'>Repubblica.it: Svizzera, il paradiso del P2P sono legali i download pirata</title><content type='html'>di ALESSANDRO LONGO&lt;br /&gt;&lt;br /&gt;&lt;i&gt;La decisione del Consiglio federale elvetico dopo una ricerca commissionata in cui si evedenzia che la pirateria non danneggia il patrimonio culturale nazionale. Una posizione in controtendenza rispetto alle iniziative legislative pro diritto di autore che si preparano in tutto il mondo. Italia compresa. ma che rischiano di ledere i diritti fondamentali della rete.&lt;br /&gt;&lt;br /&gt;&lt;/i&gt;&lt;a href="http://www.repubblica.it/tecnologia/2011/12/06/news/svizzera_download-26129439/?ref=HREC1-9" target="_blank"&gt;Link all'articolo&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4377959085696108653-5734337854471302378?l=edusfera.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://edusfera.blogspot.com/feeds/5734337854471302378/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://edusfera.blogspot.com/2011/12/repubblicait-svizzera-il-paradiso-del.html#comment-form' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4377959085696108653/posts/default/5734337854471302378'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4377959085696108653/posts/default/5734337854471302378'/><link rel='alternate' type='text/html' href='http://edusfera.blogspot.com/2011/12/repubblicait-svizzera-il-paradiso-del.html' title='Repubblica.it: Svizzera, il paradiso del P2P sono legali i download pirata'/><author><name>m-o-v</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4377959085696108653.post-202710136704606592</id><published>2011-11-27T17:23:00.002+01:00</published><updated>2011-11-27T17:23:36.780+01:00</updated><title type='text'>Lezione del 2 dicembre</title><content type='html'>La lezione del 2 dicembre non si terrà per un impegno di ricerca del docente.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4377959085696108653-202710136704606592?l=edusfera.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://edusfera.blogspot.com/feeds/202710136704606592/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://edusfera.blogspot.com/2011/11/lezione-del-2-dicembre.html#comment-form' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4377959085696108653/posts/default/202710136704606592'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4377959085696108653/posts/default/202710136704606592'/><link rel='alternate' type='text/html' href='http://edusfera.blogspot.com/2011/11/lezione-del-2-dicembre.html' title='Lezione del 2 dicembre'/><author><name>m-o-v</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4377959085696108653.post-8896531357062129731</id><published>2011-11-26T17:58:00.000+01:00</published><updated>2011-11-27T17:24:11.787+01:00</updated><title type='text'>Literary Cut Ups</title><content type='html'>Inserite qui, come commento a questo post, i vostri esperimenti di cut up letterario. &lt;br /&gt;I frammenti da utilizzare sono:&lt;br /&gt;rock; parte del nostro futuro; passioni; le donne del sesto piano; chi nasce qui; si nasce; oh my god; valori e prospettive; la qualità scivola; vorrei tanto amrlo; voglia di crescere; grande amore; sexy like; c'era una volta; strane coincidenze; il matrimonio tormentato; donne; come me; non ha mai creduto; nostro tempo; spreca la sua notte; scienze della comunicazione; alcool droghe e farmaci; coraggiosi specialisti; cercasi uomo; io guardo/ascolto; una splendida giornata; rivelazioni; soluzione; così il premier è affondato; la rivoluzione fatela; e i paradisi artificiali; ma la piazza dice no; la fratellanza; dove lo trovo?; signorina; no; fight club; cultura; pelle pura; la piazza non cede; voglia di cambiamento; il sogno è già un incubo; abbiamo rovinato; cielo aperto; come votano cuore e cervello.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4377959085696108653-8896531357062129731?l=edusfera.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://edusfera.blogspot.com/feeds/8896531357062129731/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://edusfera.blogspot.com/2011/11/literary-cut-ups.html#comment-form' title='4 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4377959085696108653/posts/default/8896531357062129731'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4377959085696108653/posts/default/8896531357062129731'/><link rel='alternate' type='text/html' href='http://edusfera.blogspot.com/2011/11/literary-cut-ups.html' title='Literary Cut Ups'/><author><name>m-o-v</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>4</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4377959085696108653.post-6928717589498144259</id><published>2011-11-25T18:07:00.003+01:00</published><updated>2011-11-27T17:40:27.787+01:00</updated><title type='text'>Approfondimenti su Burroughs</title><content type='html'>Contributi di Filomena Prisco:&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-D4dz2KiDDYs/Ts_KIZpStaI/AAAAAAAACBg/S9g3dNQYQNc/s1600/W.B..jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="244" src="http://1.bp.blogspot.com/-D4dz2KiDDYs/Ts_KIZpStaI/AAAAAAAACBg/S9g3dNQYQNc/s320/W.B..jpg" width="206" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-EQPAgNDnV84/Ts_KIUL3GpI/AAAAAAAACBs/2FqhB52F-rM/s1600/W.B.%2BTangeri.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="218" src="http://2.bp.blogspot.com/-EQPAgNDnV84/Ts_KIUL3GpI/AAAAAAAACBs/2FqhB52F-rM/s320/W.B.%2BTangeri.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;iframe allowfullscreen="" frameborder="0" height="315" src="http://www.youtube.com/embed/pOLA9xLuGXc" width="420"&gt;&lt;/iframe&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;iframe allowfullscreen="" frameborder="0" height="315" src="http://www.youtube.com/embed/v5VN2pJhHQU" width="420"&gt;&lt;/iframe&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;iframe allowfullscreen="" frameborder="0" height="315" src="http://www.youtube.com/embed/3-X7Ku4EEtA" width="420"&gt;&lt;/iframe&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;iframe allowfullscreen="" frameborder="0" height="315" src="http://www.youtube.com/embed/pKdDok8F4jI" width="420"&gt;&lt;/iframe&gt;&lt;/div&gt;&lt;br /&gt;Contributi di Anna Verrillo:&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;iframe allowfullscreen="" frameborder="0" height="248" src="http://www.youtube.com/embed/vYQhh5Cn7fo" width="430"&gt;&lt;/iframe&gt;&lt;/div&gt;&lt;br /&gt;Contributi di Sara Lorusso:&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;iframe allowfullscreen="" frameborder="0" height="315" src="http://www.youtube.com/embed/8951RyZByb8" width="420"&gt;&lt;/iframe&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://www.dangerousminds.net/images/uploads/William_S_Burroughs_and_Kurt_Cobain.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://www.dangerousminds.net/images/uploads/William_S_Burroughs_and_Kurt_Cobain.jpg" width="315" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;iframe allowfullscreen="" frameborder="0" height="248" src="http://www.youtube.com/embed/HgwdG6whzU8" width="430"&gt;&lt;/iframe&gt;&lt;/div&gt;&lt;br /&gt;Contributi di Marianna Iodice:&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;iframe allowfullscreen="" frameborder="0" height="315" src="http://www.youtube.com/embed/MMQSDwQUwWM" width="420"&gt;&lt;/iframe&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;iframe allowfullscreen="" frameborder="0" height="315" src="http://www.youtube.com/embed/FAxUWfe_PJY" width="420"&gt;&lt;/iframe&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4377959085696108653-6928717589498144259?l=edusfera.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://edusfera.blogspot.com/feeds/6928717589498144259/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://edusfera.blogspot.com/2011/11/approfondimenti-su-burroughs.html#comment-form' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4377959085696108653/posts/default/6928717589498144259'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4377959085696108653/posts/default/6928717589498144259'/><link rel='alternate' type='text/html' href='http://edusfera.blogspot.com/2011/11/approfondimenti-su-burroughs.html' title='Approfondimenti su Burroughs'/><author><name>m-o-v</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-D4dz2KiDDYs/Ts_KIZpStaI/AAAAAAAACBg/S9g3dNQYQNc/s72-c/W.B..jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4377959085696108653.post-9119533386950388698</id><published>2011-11-22T18:14:00.003+01:00</published><updated>2011-11-22T18:19:50.426+01:00</updated><title type='text'>Cultura e nuovi media. Cinque interrogativi di Lev Manovich</title><content type='html'>MAO presenta il primo numero della collana Understanding New Media:&lt;br /&gt;&lt;br /&gt;&lt;i&gt;Cultura e nuovi media. Cinque interrogativi di Lev Manovich.&lt;br /&gt;&lt;/i&gt;&lt;br /&gt;Il libro è a cura di Vito Campanelli e Danilo Capasso con prefazione di Daniele Pittèri.&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-WCd_2Z54LuQ/TsvZNi2chuI/AAAAAAAACBU/FFvrlFDGXds/s1600/cultura_e_nuovi_media.jpg" imageanchor="1" style="margin-left:1em; margin-right:1em"&gt;&lt;img border="0" height="320" width="238" src="http://4.bp.blogspot.com/-WCd_2Z54LuQ/TsvZNi2chuI/AAAAAAAACBU/FFvrlFDGXds/s320/cultura_e_nuovi_media.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;La genesi del libro è da individuare nel talk che Lev Manovich ha tenuto nell’aprile 2005 presso l’Istituto italiano per gli Studi Filosofici di Napoli. In quella occasione i due autori hanno promosso un dibattito internazionale sulla cultura digitale in risposta a 5 domande pensate proprio dallo studioso di origine russa. Una selezione dei numerosi contributi raccolti sul Web in questi anni è stata trasferita nella presente pubblicazione: un esplicito invito rivolto al lettore, chiamato a disegnare traiettorie individuali tra le risposte e a costruire un proprio quadro d’insieme generale.&lt;br /&gt;Hanno risposto (tra gli altri):&lt;br /&gt;Tatiana Bazzichelli, Mike Faulkner, Carlo Formenti, Piero Golia, Golan Levin, Geert Lovink, Peter Luining, Miltos Manetas, Tiziana Terranova, Domenico Quaranta, Cornelia Sollfrank.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;ISBN:978-88-95869-06-3&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4377959085696108653-9119533386950388698?l=edusfera.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='related' href='http://www.mediartsoffice.eu/' title='Cultura e nuovi media. Cinque interrogativi di Lev Manovich'/><link rel='replies' type='application/atom+xml' href='http://edusfera.blogspot.com/feeds/9119533386950388698/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://edusfera.blogspot.com/2011/11/cultura-e-nuovi-media-cinque.html#comment-form' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4377959085696108653/posts/default/9119533386950388698'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4377959085696108653/posts/default/9119533386950388698'/><link rel='alternate' type='text/html' href='http://edusfera.blogspot.com/2011/11/cultura-e-nuovi-media-cinque.html' title='Cultura e nuovi media. Cinque interrogativi di Lev Manovich'/><author><name>m-o-v</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-WCd_2Z54LuQ/TsvZNi2chuI/AAAAAAAACBU/FFvrlFDGXds/s72-c/cultura_e_nuovi_media.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4377959085696108653.post-4456236796715355086</id><published>2011-11-18T13:06:00.000+01:00</published><updated>2011-11-18T13:06:44.963+01:00</updated><title type='text'>III - Literary Cut-Ups / remixthebook.com</title><content type='html'>Le radici letterarie della tecnica del cut-up si possono individuare nel movimento &lt;span id="goog_1833855460"&gt;&lt;/span&gt;&lt;a href="http://it.wikipedia.org/wiki/Dadaismo" target="_blank"&gt;Dada&lt;span id="goog_1833855461"&gt;&lt;/span&gt;&lt;/a&gt; che rese celebre la pratica di tagliare un testo con le forbici per creare un nuovo testo. Nel 1920 &lt;a href="http://it.wikipedia.org/wiki/Tristan_Tzara" target="_blank"&gt;Tristan Tzara&lt;/a&gt;, uno dei fondatori del movimento, creò poesie attraverso una tecnica che possiamo così schematizzare:&lt;br /&gt;&lt;i&gt;Prendi un giornale.&lt;br /&gt;Prendi delle forbici.&lt;br /&gt;Scegli da questo giornale un articolo di lunghezza pari a quella della poesia che desideri realizzare.&lt;br /&gt;Ritaglia l'articolo.&lt;br /&gt;Taglia con precisione ciascuna delle parole che formano l'articolo e mettile tutte in un sacchetto.&lt;br /&gt;Agita leggermente.&lt;br /&gt;Estrai i frammenti l'uno dopo l'altro.&lt;br /&gt;Copia coscienziosamente le lettere nell'ordine nel quale hanno lasciato la borsa.&lt;br /&gt;La poesia ti assomiglierà.&lt;br /&gt;Ci siamo, ecco un autore infinitamente originale di seducente sensibilità anche se non apprezzato dal volgo.&lt;/i&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://it.wikipedia.org/wiki/William_Seward_Burroughs_%28scrittore%29" target="_blank"&gt;William Burroughs&lt;/a&gt;, un personaggio celebre della scena &lt;a href="http://it.wikipedia.org/wiki/Beat_generation" target="_blank"&gt;Beat&lt;/a&gt;, è uno dei progenitori più importanti della stile letterario del cut-up. &lt;br /&gt;&lt;br /&gt;&lt;iframe allowfullscreen="" frameborder="0" height="157" src="http://www.youtube.com/embed/Rc2yU7OUMcI" width="280"&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;Dar vita a cut-up letterari ha il potenziale di rivelare aspetti del proprio potenziale creativo così come accade con la costruzione delle identità virtuali social network. Invece di cadere in un miscuglio di ruoli prevedibili prescritti dalla famiglia, dalla scuola, delle aziende, dalla moda e dalla comunicazione massmediatica, sperimentare tecniche di remix come il cut-up letterario offre approcci alternativi al processo di costruzione del significato e riconfigura il rapporto dell'artista contemporaneo con gli stampi prefabbricati di auto-identità.&lt;br /&gt;&lt;br /&gt;&lt;b&gt;Esercizio di cut-up letterario:&lt;/b&gt;&lt;br /&gt;Chiedere agli studenti di portare pile di libri e riviste. Assicurarsi che tutti abbiano delle forbici. Mettere tutte le pubblicazioni in un mucchio al centro della stanza e chiedere a ogni studente di selezionarne tre. Iniziare a tagliare&amp;nbsp; parole e frasi e metterle in un sacchetto. Cominciare a scegliere le parole e le frasi e fare nuove opere d'arte, sia individualmente sia in gruppo. Tenere traccia di tutte la possibilità di poesie cut-up e trascriverle su un computer. Ora utilizzare queste versioni digitali delle poesie come materiale di base per una serie di nuove opere da convertire in altri media come audio, video, performance, o danza (o qualsiasi combinazione di questi).&lt;br /&gt;&lt;br /&gt;&lt;b&gt;Spunti di discussione:&lt;/b&gt;&lt;br /&gt;1. Approfondire la tecnica del cut-up trovando materiali (audio, video, testi) su William Burroughs. I materiali saranno visualizzati in classe e i più interessanti saranno pubblicati sul blog. &lt;br /&gt;2. Approfondire le questione del sè creativo e dell'identita legata al remiz e pubblicare (come commento a questo post) le proprie osservazioni.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4377959085696108653-4456236796715355086?l=edusfera.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://edusfera.blogspot.com/feeds/4456236796715355086/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://edusfera.blogspot.com/2011/11/iii-literary-cut-ups-remixthebookcom.html#comment-form' title='19 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4377959085696108653/posts/default/4456236796715355086'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4377959085696108653/posts/default/4456236796715355086'/><link rel='alternate' type='text/html' href='http://edusfera.blogspot.com/2011/11/iii-literary-cut-ups-remixthebookcom.html' title='III - Literary Cut-Ups / remixthebook.com'/><author><name>m-o-v</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://img.youtube.com/vi/Rc2yU7OUMcI/default.jpg' height='72' width='72'/><thr:total>19</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4377959085696108653.post-3659068571341495366</id><published>2011-11-16T10:10:00.000+01:00</published><updated>2011-11-16T10:10:10.399+01:00</updated><title type='text'>Doppiozero: Oltre Wikileaks e l’emergenza della partecipazione</title><content type='html'>&lt;div class="imgcont" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em; position: relative;"&gt;             &lt;img alt="" border="0" hspace="0" id="EGEAContent2_128605_ctl00_imgCopertina" src="http://www.egeaonline.it/allegati/60127.JPG" style="border-width: 0px;" vspace="0" /&gt;                      &lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Ottima recensione dell'interessante libro di Sifry (pubblicato da &lt;a href="http://www.egeaonline.it/editore/catalogo/oltre-wikileaks.aspx" target="_blank"&gt;Egea&lt;/a&gt;) ad opera di Bertram Niessen:&lt;br /&gt;&lt;a href="http://www.doppiozero.com/materiali/web-analysis/oltre-wikileaks-e-l%E2%80%99emergenza-della-partecipazione" target="_blank"&gt;http://www.doppiozero.com/&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4377959085696108653-3659068571341495366?l=edusfera.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://edusfera.blogspot.com/feeds/3659068571341495366/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://edusfera.blogspot.com/2011/11/doppiozero-oltre-wikileaks-e-lemergenza.html#comment-form' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4377959085696108653/posts/default/3659068571341495366'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4377959085696108653/posts/default/3659068571341495366'/><link rel='alternate' type='text/html' href='http://edusfera.blogspot.com/2011/11/doppiozero-oltre-wikileaks-e-lemergenza.html' title='Doppiozero: Oltre Wikileaks e l’emergenza della partecipazione'/><author><name>m-o-v</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4377959085696108653.post-2047862059013517483</id><published>2011-11-11T11:51:00.003+01:00</published><updated>2011-11-11T11:53:01.779+01:00</updated><title type='text'>II - Potentialism / remixthebook.com</title><content type='html'>Il potentialism, nota anche come composizione procedurale o scrittura vincolata, è una pratica letteraria in cui lo scrittore condiziona il proprio processo creativo a una serie di regole o modelli predeterminati. Esempi di vincoli possono essere: consentire solo alcune lettere, lavorare con insiemi di forme sillabiche, vietare determinate parole o lettere e così via.&lt;br /&gt;&lt;br /&gt;&lt;a href="http://en.wikipedia.org/wiki/Walter_Abish" target="_blank"&gt;Walter Abish&lt;/a&gt;, ad esempio, ha usato una tecnica di scrittura con costrizioni (&lt;i&gt;costrained&lt;/i&gt;) nel suo romanzo sperimentale &lt;a href="http://en.wikipedia.org/wiki/Alphabetical_Africa" target="_blank"&gt;&lt;i&gt;Alphabetical Africa&lt;/i&gt;&lt;/a&gt; (1974). In questo testo, Abish inizia limitando il primo capitolo alle sole parole che iniziano con la lettera "a"; nel secondo capitolo solo parole che iniziano con "a" e "b" e così via questo fino a raggiungere il capitolo 26 in cui scrive liberamente per poi ricominciare il gioco al contrario fino al&amp;nbsp; si allontana di nuovo apitolo 52 nel quale utilizza, di nuovo, solo la parola "a".&lt;br /&gt;&lt;br /&gt;Un gruppo molto attivo nella speriemntazione letteraria è stato &lt;a href="http://en.wikipedia.org/wiki/Oulipo" target="_blank"&gt;Oulipo&lt;/a&gt;. "Oulipo" è un'abbreviazione del titolo francese &lt;span lang="fr"&gt;&lt;i&gt;&lt;b&gt;Ou&lt;/b&gt;vroir de &lt;b&gt;li&lt;/b&gt;ttérature &lt;b&gt;po&lt;/b&gt;tentielle (&lt;/i&gt;&lt;/span&gt;officina/laboratorio di letteratura potenziale). Il gruppo era formato da scrittori (come Raymond Queneau, François Le Lionnais, Italo Calvino e altri) interessati a nuovi sbocchi per la creatività e a dar vita a scoperte linguistiche da conseguire attraverso vincoli nella scrittura. Un testo importante di questo movimento è sicuramente &lt;a href="http://it.wikipedia.org/wiki/Esercizi_di_stile" target="_blank"&gt;&lt;i&gt;Esercizi di stile&lt;/i&gt;&lt;/a&gt; (1947 e 1969) di Raymond Queneau , che racconta la stessa storia 99 volte. Ogni rivisitazione - come osserva Umberto Eco - mette alla prova figure retoriche, generi letterari, giocando con sostituzioni lessicali, frantumenado la sintassi, permutando l'ordine delle lettere alfabetiche... . &lt;br /&gt;&lt;br /&gt;Alcuni tra i vincoli più spesso utilizzati da Oulipo sono:&lt;br /&gt;S 7 - Sostituire ogni sostantivo in un testo con il sostantivo che compare sette voci dopo in un dizionario. I risultati variano a seconda del dizionario utilizzato. Questa tecnica può essere eseguita anche su altre classi lessicali, come ad esempio i verbi.&lt;br /&gt;&lt;i&gt;Palla di neve&lt;/i&gt; - Una poesia in cui ogni linea è una sola parola, e ogni parola successiva è una lettera più lunga.&lt;br /&gt;Lipogram - Uno scritto che esclude una o più lettere. La frase precedente è un lipogram in B, F, H, J, K, Q, V, Y e Z (non contiene nessuna di queste lettere).&lt;br /&gt;&lt;i&gt;Vincolo del prigioniero&lt;/i&gt; - Un tipo di lipogram che omette lettere con ascendenti e discendenti (b, d, f, g, h, j, k, l, p, q, t, e y).&lt;br /&gt;&lt;br /&gt;&lt;span class="long_text" id="result_box" lang="it"&gt;&lt;span title="An Exercise in Playgiarism:"&gt;&lt;b&gt;Esercizio di &lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;b&gt;potentialism&lt;/b&gt;&lt;span class="long_text" id="result_box" lang="it"&gt;&lt;span title="An Exercise in Playgiarism:"&gt;&lt;b&gt;:&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;span class="long_text" id="result_box" lang="it"&gt;&lt;span title="Each student should take a page from anywhere (encourage them to rip a page from a book — it makes them even more uncomfortable) and create a poem by covering select language with graphical elements."&gt;&lt;br /&gt;Gli studenti sono invitati a scrivere l'esercizio in stile n° 100. Come nel libro di Queneau, il remix dovrebbe avere un titolo che identifica il "filtro" che il remixer intende utilizzare raccontando la storia. (&lt;a href="http://homes.dico.unimi.it/%7Ealberti/Mm11/doc/Queneau.doc" target="_blank"&gt;Qui il testo in versione .doc&lt;/a&gt;). &lt;/span&gt;&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4377959085696108653-2047862059013517483?l=edusfera.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://edusfera.blogspot.com/feeds/2047862059013517483/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://edusfera.blogspot.com/2011/11/ii-potentialism-remixthebookcom.html#comment-form' title='23 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4377959085696108653/posts/default/2047862059013517483'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4377959085696108653/posts/default/2047862059013517483'/><link rel='alternate' type='text/html' href='http://edusfera.blogspot.com/2011/11/ii-potentialism-remixthebookcom.html' title='II - Potentialism / remixthebook.com'/><author><name>m-o-v</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>23</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4377959085696108653.post-7982217025431107164</id><published>2011-11-08T09:31:00.001+01:00</published><updated>2011-11-08T09:32:27.571+01:00</updated><title type='text'>Italicnews.it: Vivere nella statusfera</title><content type='html'>&lt;i&gt;di Enrico Sola&lt;/i&gt;&lt;br /&gt;"È un flusso di aggiornamenti costanti sui social network. Ma si rischia di restare senza cena".&lt;br /&gt;&lt;a href="http://www.italicnews.it/preview/art.php?art=37&amp;amp;fb_source=message" target="_blank"&gt;Leggi l'articolo&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;Lettura suggerita da Anna Giordano.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4377959085696108653-7982217025431107164?l=edusfera.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://edusfera.blogspot.com/feeds/7982217025431107164/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://edusfera.blogspot.com/2011/11/italicnewsit-vivere-nella-statusfera.html#comment-form' title='4 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4377959085696108653/posts/default/7982217025431107164'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4377959085696108653/posts/default/7982217025431107164'/><link rel='alternate' type='text/html' href='http://edusfera.blogspot.com/2011/11/italicnewsit-vivere-nella-statusfera.html' title='Italicnews.it: Vivere nella statusfera'/><author><name>m-o-v</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>4</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4377959085696108653.post-5754923476315735132</id><published>2011-11-03T12:46:00.012+01:00</published><updated>2011-11-17T18:14:26.243+01:00</updated><title type='text'>I - Playgiarism / remixthebook.com</title><content type='html'>&lt;span class="long_text" id="result_box" lang="it"&gt;&lt;span title="Playgiarism is the term coined by author Raymond Federman that refers to the intentional, conceptual, and playful re-use of existing source material."&gt;Playgiarism  è il termine coniato da &lt;a href="http://federman.com/" target="_blank"&gt;Raymond Federman&lt;/a&gt; per riferirsi a un  &lt;/span&gt;&lt;/span&gt;&lt;span class="long_text" id="result_box" lang="it"&gt;&lt;span title="Playgiarism is the term coined by author Raymond Federman that refers to the intentional, conceptual, and playful re-use of existing source material."&gt;riutilizzo &lt;/span&gt;&lt;/span&gt;&lt;span class="long_text" id="result_box" lang="it"&gt;&lt;span title="Playgiarism is the term coined by author Raymond Federman that refers to the intentional, conceptual, and playful re-use of existing source material."&gt;intenzionale, concettuale, e giocoso di materiali preesistenti&lt;/span&gt;&lt;span title="In Federman's own use of playgiarism, he specifically remixes the different sources and versions of his own personal narrative to form that he terms a playful self-appropriation."&gt;: una  giocoso auto-appropriazione. &lt;/span&gt;&lt;span title="Federman says,"&gt;&lt;br /&gt;Federman scive:&lt;/span&gt;&lt;span title="“You’re born a playgiarizer or you are not."&gt;&lt;br /&gt;"Sei nato playgiarizer o non lo sei. &lt;/span&gt;&lt;span title="It’s as simple as that."&gt;E' semplice. &lt;/span&gt;&lt;span title="The laws of playgiarism are unwritten, it's a tabou, like incest, it cannot be legalized."&gt;Le leggi del &lt;/span&gt;&lt;/span&gt;&lt;span class="long_text" id="result_box" lang="it"&gt;&lt;span title="The laws of playgiarism are unwritten, it's a tabou, like incest, it cannot be legalized."&gt;playgiarism&lt;/span&gt;&lt;/span&gt;&lt;span class="long_text" id="result_box" lang="it"&gt;&lt;span title="The laws of playgiarism are unwritten, it's a tabou, like incest, it cannot be legalized."&gt; non &lt;/span&gt;&lt;/span&gt;&lt;span class="long_text" id="result_box" lang="it"&gt;&lt;span title="The laws of playgiarism are unwritten, it's a tabou, like incest, it cannot be legalized."&gt;sono &lt;/span&gt;&lt;/span&gt;&lt;span class="long_text" id="result_box" lang="it"&gt;&lt;span title="The laws of playgiarism are unwritten, it's a tabou, like incest, it cannot be legalized."&gt;scritte, è un tabù, come l'incesto, e come tale non può essere legalizzato. &lt;/span&gt;&lt;span title="The great playgiarizers of all time, Homer, Shakespeare, Rabelais, Diderot, Rimbaud, Proust, Beckett, and Federman have never pretended to do anything else than playgiarizing."&gt;I  playgiarizers più grande di tutti i tempi, Omero, Shakespeare, Rabelais,  Diderot, Rimbaud, Proust, Beckett, e Federman non hanno mai preteso di  fare altro che playgiarizing. &lt;/span&gt;&lt;span title="Inferior writers deny that they playgiarize because they confuse plagiarism with playgiarism."&gt;Scrittori di statura inferiore negano di far ricorso al &lt;/span&gt;&lt;/span&gt;&lt;span class="long_text" id="result_box" lang="it"&gt;&lt;span title="The laws of playgiarism are unwritten, it's a tabou, like incest, it cannot be legalized."&gt;playgiarism&lt;/span&gt;&lt;/span&gt;&lt;span class="long_text" id="result_box" lang="it"&gt;&lt;span title="Inferior writers deny that they playgiarize because they confuse plagiarism with playgiarism."&gt; perché confondono il plagio con playgiarism. &lt;/span&gt;&lt;span title="These are not the same."&gt;Non sono la stessa cosa. &lt;/span&gt;&lt;span title="The difference is enormous, but no one has ever been able to tell what it is."&gt;La differenza è enorme, ma nessuno è mai stato in grado di dire di cosa si tratta. &lt;/span&gt;&lt;span title="It cannot be measured in weight or size."&gt;Non può essere misurato in peso o dimensione. &lt;/span&gt;&lt;span title="Plagiarism is sad."&gt;Il plagio è triste. &lt;/span&gt;&lt;span title="It cries, it whines."&gt;Piange, si lamenta. &lt;/span&gt;&lt;span title="It always apologizes."&gt;Si scusa sempre. Il p&lt;/span&gt;&lt;span title="Playgiarism on the other hand laughs all the time."&gt;laygiarism invece ride tutto il tempo. &lt;/span&gt;&lt;span title="It makes fun of what it does while doing it.”"&gt;Si prende gioco di quello che fa mentre lo sta facendo".&lt;/span&gt;&lt;span title="Playgiarism exposes the absurdity that language can be owned; it shows us that all writing is a remix and that remix is necessary in that it keeps alive a peer-to-peer renewal process that generates more potent source material to nurture into existence."&gt;&lt;br /&gt;&lt;/span&gt;&lt;span title="An Exercise in Playgiarism:"&gt;&lt;b&gt;&lt;br /&gt;Esercizio di playgiarism:&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;span class="long_text" id="result_box" lang="it"&gt;&lt;span title="Each student should take a page from anywhere (encourage them to rip a page from a book — it makes them even more uncomfortable) and create a poem by covering select language with graphical elements."&gt;&lt;br /&gt;Ogni  studente dovrebbe prendere una pagina da qualsiasi luogo (meglio se strappano una pagina da un libro - li mette ancora più a disagio) e  creare una poesia coprendo con elementi  grafici &lt;/span&gt;&lt;/span&gt;&lt;span class="long_text" id="result_box" lang="it"&gt;&lt;span title="Each student should take a page from anywhere (encourage them to rip a page from a book — it makes them even more uncomfortable) and create a poem by covering select language with graphical elements."&gt;alcune frasi&lt;/span&gt;&lt;/span&gt;&lt;span class="long_text" id="result_box" lang="it"&gt;&lt;span title="Each student should take a page from anywhere (encourage them to rip a page from a book — it makes them even more uncomfortable) and create a poem by covering select language with graphical elements."&gt;.&lt;br /&gt;&lt;/span&gt;&lt;span title="Tips:"&gt;&lt;br /&gt;Suggerimenti:&lt;/span&gt;&lt;span title="-Avoid the magazine collage: ban graphical elements from magazines."&gt;&lt;br /&gt;-Evitare il collage da riviste: divieto di procurarsi elementi grafici da riviste.&lt;/span&gt;&lt;span title="-Give the whole class parts of the Futurist manifesto and ask them to remix it by marking out words."&gt;&lt;br /&gt;-Dare alla classe parti del Manifesto futurista e chiedere loro di remixarlo selezionando alcune parole.&lt;br /&gt;[&lt;a href="http://it.wikipedia.org/wiki/Manifesto_del_futurismo" target="_blank"&gt;http://it.wikipedia.org/wiki/Manifesto_del_futurismo&lt;/a&gt;]&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="long_text" id="result_box" lang="it"&gt;&lt;span title="Sometimes these exercises turn into love poems."&gt;&lt;br /&gt;&lt;b&gt;Spunti di discussione&lt;/b&gt;&lt;/span&gt;&lt;span title="Questions for the discussion:"&gt;&lt;b&gt;:&lt;/b&gt;&lt;/span&gt;&lt;span title="1."&gt;&lt;br /&gt;1. &lt;/span&gt;&lt;span title="What do you think Federman means when he names Homer, Shakespeare, Rabelais, Diderot, Rimbaud, Proust, Beckett, and (himself) as the great playgiarizers?"&gt;Cosa  pensi che Federman intende quando cita i nomi di Omero, Shakespeare, Rabelais,  Diderot, Rimbaud, Proust, Beckett, e (se stesso) come i più grandi &lt;/span&gt;&lt;/span&gt;&lt;span class="long_text" id="result_box" lang="it"&gt;&lt;span title="What do you think Federman means when he names Homer, Shakespeare, Rabelais, Diderot, Rimbaud, Proust, Beckett, and (himself) as the great playgiarizers?"&gt;playgiarizers&lt;/span&gt;&lt;/span&gt;&lt;span class="long_text" id="result_box" lang="it"&gt;&lt;span title="What do you think Federman means when he names Homer, Shakespeare, Rabelais, Diderot, Rimbaud, Proust, Beckett, and (himself) as the great playgiarizers?"&gt;?&lt;/span&gt;&lt;span title="2."&gt;&lt;br /&gt;2. &lt;/span&gt;&lt;span title="Compare and contrast playgiarism with plagiarism."&gt;Confronta playgiarism e plagio.&lt;/span&gt;&lt;span title="3."&gt;&lt;br /&gt;3. &lt;/span&gt;&lt;span title="Federman thinks that you're either born a playgiarizer or you're not."&gt;Federman pensa che sei nato playgiarizer oppure non lo sei. &lt;/span&gt;&lt;span title="Now that you have a sense of what playgiarism is, have you ever created anything that was playgiarized?"&gt;Ora che avete un'idea di ciò che è playgiarism, hai mai creato qualcosa che possiamo considerare playgiarism? &lt;/span&gt;&lt;span title="Have you made anything that wasn't playgiarized?"&gt;Hai mai fatto qualcosa che non fosse &lt;/span&gt;&lt;/span&gt;&lt;span class="long_text" id="result_box" lang="it"&gt;&lt;span title="Now that you have a sense of what playgiarism is, have you ever created anything that was playgiarized?"&gt;playgiarism&lt;/span&gt;&lt;/span&gt;&lt;span class="long_text" id="result_box" lang="it"&gt;&lt;span title="Have you made anything that wasn't playgiarized?"&gt;? &lt;/span&gt;&lt;span title="How do you know the difference?"&gt;Come fai a sapere la differenza?&lt;/span&gt;&lt;span title="Bonus question: Is it possible to be a truly original playgiarist?"&gt;&lt;br /&gt;4. E' possibile essere un playgiarist originale? &lt;/span&gt;&lt;span title="How would you measure one playgiarist act against another in determining which one was more original?"&gt;Come si stabilisce tra due &lt;/span&gt;&lt;/span&gt;&lt;span class="long_text" id="result_box" lang="it"&gt;&lt;span title="Now that you have a sense of what playgiarism is, have you ever created anything that was playgiarized?"&gt;playgiarisms&lt;/span&gt;&lt;/span&gt;&lt;span class="long_text" id="result_box" lang="it"&gt;&lt;span title="How would you measure one playgiarist act against another in determining which one was more original?"&gt; queale è stato più originale?&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;span class="long_text" id="result_box" lang="it"&gt;&lt;span title="Sometimes these exercises turn into love poems."&gt;&lt;b&gt;Lavori&lt;/b&gt;&lt;/span&gt;&lt;span title="Questions for the discussion:"&gt;&lt;b&gt; studenti:&lt;/b&gt;&lt;i&gt;&lt;br /&gt;(click per ingrandire l'img)&lt;/i&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-Cm9hy7uTJvA/TsU9oJ1hFQI/AAAAAAAACBI/jVzNRKSBc_I/s1600/IMG.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="200" src="http://3.bp.blogspot.com/-Cm9hy7uTJvA/TsU9oJ1hFQI/AAAAAAAACBI/jVzNRKSBc_I/s200/IMG.jpg" width="121" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;Benedetta Petrosino&lt;/td&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-9ApZ4QHx_CU/TsDhsLbul1I/AAAAAAAACAg/G_EvLoN1rtA/s1600/Marianna_Iodice.JPG" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="200" src="http://2.bp.blogspot.com/-9ApZ4QHx_CU/TsDhsLbul1I/AAAAAAAACAg/G_EvLoN1rtA/s200/Marianna_Iodice.JPG" width="150" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;Marianna Iodice&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-Fjb9rgTe9go/TsDjUCrRC8I/AAAAAAAACA4/oexKiITzeCM/s1600/Daniele_Giovannone.jpg" style="margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="200" src="http://2.bp.blogspot.com/-Fjb9rgTe9go/TsDjUCrRC8I/AAAAAAAACA4/oexKiITzeCM/s200/Daniele_Giovannone.jpg" width="125" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;Daniele Giovannone&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-_vSePtBkTng/TsDjE3CErjI/AAAAAAAACAw/9JWAyMMs58k/s1600/Lisa_Lucchetti-Sabrina_Bril.jpg" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="200" src="http://1.bp.blogspot.com/-_vSePtBkTng/TsDjE3CErjI/AAAAAAAACAw/9JWAyMMs58k/s200/Lisa_Lucchetti-Sabrina_Bril.jpg" width="141" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;Lisa Lucchetti e Sabrina Brillanti&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;span class="long_text" id="result_box" lang="it"&gt;&lt;span title="How would you measure one playgiarist act against another in determining which one was more original?"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-AbMxN-Nz-yI/TsDh8fEyTnI/AAAAAAAACAo/OQAAr59761c/s1600/Filomena_Prisco.jpg" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="200" src="http://4.bp.blogspot.com/-AbMxN-Nz-yI/TsDh8fEyTnI/AAAAAAAACAo/OQAAr59761c/s200/Filomena_Prisco.jpg" width="140" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;Filomena Prisco&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4377959085696108653-5754923476315735132?l=edusfera.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://edusfera.blogspot.com/feeds/5754923476315735132/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://edusfera.blogspot.com/2011/11/playgiarism-remixthebookcom.html#comment-form' title='9 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4377959085696108653/posts/default/5754923476315735132'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4377959085696108653/posts/default/5754923476315735132'/><link rel='alternate' type='text/html' href='http://edusfera.blogspot.com/2011/11/playgiarism-remixthebookcom.html' title='I - Playgiarism / remixthebook.com'/><author><name>m-o-v</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-Cm9hy7uTJvA/TsU9oJ1hFQI/AAAAAAAACBI/jVzNRKSBc_I/s72-c/IMG.jpg' height='72' width='72'/><thr:total>9</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4377959085696108653.post-8544493083271800664</id><published>2011-11-03T11:20:00.000+01:00</published><updated>2011-11-03T13:20:57.254+01:00</updated><title type='text'>RiP: A Remix Manifesto di Brett Gaylor</title><content type='html'>&lt;img alt="http://4.bp.blogspot.com/-dJDWrfEWqWQ/TXa-gyB8NSI/AAAAAAAAAvo/fJXNkolunAU/s1600/rip-a-remix-manifesto.jpg" height="320" src="http://4.bp.blogspot.com/-dJDWrfEWqWQ/TXa-gyB8NSI/AAAAAAAAAvo/fJXNkolunAU/s320/rip-a-remix-manifesto.jpg" width="246" /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4377959085696108653-8544493083271800664?l=edusfera.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='related' href='http://ripremix.com/' title='RiP: A Remix Manifesto di Brett Gaylor'/><link rel='replies' type='application/atom+xml' href='http://edusfera.blogspot.com/feeds/8544493083271800664/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://edusfera.blogspot.com/2011/11/rip-remix-manifesto-di-brett-gaylor.html#comment-form' title='11 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4377959085696108653/posts/default/8544493083271800664'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4377959085696108653/posts/default/8544493083271800664'/><link rel='alternate' type='text/html' href='http://edusfera.blogspot.com/2011/11/rip-remix-manifesto-di-brett-gaylor.html' title='RiP: A Remix Manifesto di Brett Gaylor'/><author><name>m-o-v</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-dJDWrfEWqWQ/TXa-gyB8NSI/AAAAAAAAAvo/fJXNkolunAU/s72-c/rip-a-remix-manifesto.jpg' height='72' width='72'/><thr:total>11</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4377959085696108653.post-581859682555517239</id><published>2011-11-03T10:42:00.000+01:00</published><updated>2011-11-03T09:44:13.054+01:00</updated><title type='text'>Remix the Book</title><content type='html'>"The remixthebook.com website is the online hub for the digital remixes  of many of the theories generated in the print book and features the  work of artists, creative writers and scholars for whom the practice and  theory of remix art is central to their research interests."&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4377959085696108653-581859682555517239?l=edusfera.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='related' href='http://www.remixthebook.com/' title='Remix the Book'/><link rel='replies' type='application/atom+xml' href='http://edusfera.blogspot.com/feeds/581859682555517239/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://edusfera.blogspot.com/2011/11/remix-book.html#comment-form' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4377959085696108653/posts/default/581859682555517239'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4377959085696108653/posts/default/581859682555517239'/><link rel='alternate' type='text/html' href='http://edusfera.blogspot.com/2011/11/remix-book.html' title='Remix the Book'/><author><name>m-o-v</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4377959085696108653.post-3005946248187385823</id><published>2011-11-03T09:59:00.000+01:00</published><updated>2011-11-03T09:37:57.115+01:00</updated><title type='text'>Orario di ricevimento</title><content type='html'>Mercoledì ore 14,00 presso il&lt;br /&gt;Dipartimento di Studi Americani,Culturali e Linguistici&lt;br /&gt;Stanza 14 - IV° piano &lt;br /&gt;Palazzo Giusso&lt;br /&gt;&lt;br /&gt;NB: Può accadere che il ricevimento sia spostato presso l'aula 12 dello stesso piano per scongiurare la sovrapposizione con gli incontri del Dottorato in Anglistica.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4377959085696108653-3005946248187385823?l=edusfera.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4377959085696108653/posts/default/3005946248187385823'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4377959085696108653/posts/default/3005946248187385823'/><link rel='alternate' type='text/html' href='http://edusfera.blogspot.com/2008/11/orario-di-ricevimento.html' title='Orario di ricevimento'/><author><name>m-o-v</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-4377959085696108653.post-9160147231959064386</id><published>2011-11-03T09:33:00.000+01:00</published><updated>2011-11-03T09:40:43.189+01:00</updated><title type='text'>Orari del corso</title><content type='html'>Il laboratorio inizierà nel primo semestre (novembre 2011).&lt;br /&gt;&lt;br /&gt;Le lezioni si terranno il venerdì dalle 14.00 alle 19.00 presso l'aula 3.4 di Palazzo Giusso.&lt;br /&gt;&lt;br /&gt;&lt;b&gt;La partecipazione al laboratorio è indispensabile al conseguimento dei crediti.&lt;/b&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4377959085696108653-9160147231959064386?l=edusfera.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4377959085696108653/posts/default/9160147231959064386'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4377959085696108653/posts/default/9160147231959064386'/><link rel='alternate' type='text/html' href='http://edusfera.blogspot.com/2009/02/orari-del-corso-2009.html' title='Orari del corso'/><author><name>m-o-v</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-4377959085696108653.post-2447255649256727761</id><published>2011-09-07T10:51:00.001+02:00</published><updated>2011-09-07T10:52:36.623+02:00</updated><title type='text'>IlSole24Ore: L'ultimo è per Freddie Mercury, ma la storia dei Doodle di Google nasce nel 1998. Ecco i più belli.</title><content type='html'>&lt;p style="font-style: italic;"&gt;Il primo doodle non si scorda mai. Lo hanno voluto nel 1998 i fondatori di &lt;a class="tab_art" href="http://www.google.com/logos/logos98-3.html" target="_blank"&gt;Google&lt;/a&gt;,  Sergey Brin e Larry Page senza però avere la minima idea di quello che  sarebbe poi diventato. Lo racconta sul blog di Google Dennis Hwang,  webmaster manager e ancora oggi il più profilico inventore di doodle.&lt;/p&gt;&lt;p&gt;di Luca Tremolada&lt;br /&gt;&lt;br /&gt;&lt;a href="http://www.ilsole24ore.com/art/tecnologie/2011-09-06/quello-freedy-mercury-stato-191129.shtml?uuid=AaGff61D"&gt;http://www.ilsole24ore.com/art/tecnologie/2011-09-06/quello-freedy-mercury-stato-191129.shtml?uuid=AaGff61D&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4377959085696108653-2447255649256727761?l=edusfera.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://edusfera.blogspot.com/feeds/2447255649256727761/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://edusfera.blogspot.com/2011/09/ilsole24ore-lultimo-e-per-freddie.html#comment-form' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4377959085696108653/posts/default/2447255649256727761'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4377959085696108653/posts/default/2447255649256727761'/><link rel='alternate' type='text/html' href='http://edusfera.blogspot.com/2011/09/ilsole24ore-lultimo-e-per-freddie.html' title='IlSole24Ore: L&apos;ultimo è per Freddie Mercury, ma la storia dei Doodle di Google nasce nel 1998. Ecco i più belli.'/><author><name>m-o-v</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4377959085696108653.post-3297966815254572233</id><published>2011-07-30T08:47:00.000+02:00</published><updated>2011-07-30T08:48:29.888+02:00</updated><title type='text'>Repubblica.it: "La pirateria aiuta il cinema" ma lo studio viene 'secretato'</title><content type='html'>&lt;span style="font-style: italic;"&gt;L'analisi di un osservatorio di ricerca tedesco sugli utenti di un sito che permetteva lo streaming dei film: non danneggiano l'industria perché usano il web come anteprima dei film che vedranno al cinema o acquisteranno. Ma i risultati vengono tenuti segreti perché poco graditi alle aziende. &lt;/span&gt;&lt;br /&gt;di ALESSANDRO LONGO&lt;br /&gt;&lt;br /&gt;&lt;a href="http://www.repubblica.it/tecnologia/2011/07/29/news/pirateria_cinema-19494246/?ref=HREC2-15"&gt;http://www.repubblica.it/tecnologia/2011/07/29/news/pirateria_cinema-19494246/?ref=HREC2-15&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4377959085696108653-3297966815254572233?l=edusfera.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://edusfera.blogspot.com/feeds/3297966815254572233/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://edusfera.blogspot.com/2011/07/repubblicait-la-pirateria-aiuta-il.html#comment-form' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4377959085696108653/posts/default/3297966815254572233'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4377959085696108653/posts/default/3297966815254572233'/><link rel='alternate' type='text/html' href='http://edusfera.blogspot.com/2011/07/repubblicait-la-pirateria-aiuta-il.html' title='Repubblica.it: &quot;La pirateria aiuta il cinema&quot; ma lo studio viene &apos;secretato&apos;'/><author><name>m-o-v</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4377959085696108653.post-5429574020845611313</id><published>2011-07-20T08:51:00.002+02:00</published><updated>2011-07-20T08:58:47.637+02:00</updated><title type='text'>Un'interessante opportunità</title><content type='html'>&lt;a href="http://rwr.artisopensource.net/"&gt;&lt;img src="http://rwr.artisopensource.net/RWR-logo.png" title="RWR logo" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;Workshop di tre giorni a Cava dei Tirreni sulle possibilità offerte da Ubiquitous Publishing, a cura di Salvatore Iaconesi e Oriana Persico (Art is Open Source e FakePress Publishing):&lt;br /&gt;&lt;a href="http://rwr.artisopensource.net/"&gt;h&lt;/a&gt;&lt;a href="http://rwr.artisopensource.net/"&gt;ttp://r&lt;/a&gt;&lt;a href="http://rwr.artisopensource.net/"&gt;wr.artisopensource.net/&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://rwr.artisopensource.net/"&gt;&lt;br /&gt;&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4377959085696108653-5429574020845611313?l=edusfera.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://edusfera.blogspot.com/feeds/5429574020845611313/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://edusfera.blogspot.com/2011/07/uninteressante-opportunita.html#comment-form' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4377959085696108653/posts/default/5429574020845611313'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4377959085696108653/posts/default/5429574020845611313'/><link rel='alternate' type='text/html' href='http://edusfera.blogspot.com/2011/07/uninteressante-opportunita.html' title='Un&apos;interessante opportunità'/><author><name>m-o-v</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4377959085696108653.post-2595506863726119106</id><published>2011-05-09T07:15:00.010+02:00</published><updated>2011-06-07T14:18:36.906+02:00</updated><title type='text'>Argomenti presentazioni fine corso</title><content type='html'>&lt;span style="FONT-WEIGHT: bold"&gt;AVVISO IMPORTANTE:&lt;/span&gt;&lt;br /&gt;&lt;strong&gt;Le presentazioni previste per il giorno 9/6 sono spostate al giorno 8/6.&lt;/strong&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="FONT-WEIGHT: bold"&gt;Teoria e tecniche delle comunicazioni di massa:&lt;br /&gt;&lt;/span&gt;C. Salerno - influenza delle tecniche della grafica computerizzata e del 3D sul cinema&lt;br /&gt;N. Cerrato - storia dell'animazione nella pubblicità&lt;br /&gt;A. Angrisano - ruolo degli utenti nei recenti sviluppi del Web e i pericoli per la segretezza dei dati&lt;br /&gt;S. D'Aniello - pensiero e eredità di Alan Kay&lt;br /&gt;S. Bottone - sistemi di geolocalizzazione&lt;br /&gt;A. Della Marca - impatto Web 2.0 sul mondo dell'arte&lt;br /&gt;G. Mauri - giovani e consumo mediale&lt;br /&gt;A. D'Ambrosio - impatto Facebook sulla società contemporanea&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="FONT-WEIGHT: bold"&gt;Storia sociale dei media:&lt;/span&gt;&lt;br /&gt;C. Viti - totalitarismi e propaganda&lt;br /&gt;L. Lupoli - evoluzione pubblicità dal Settecento a oggi&lt;br /&gt;E. Boccia - evoluzione dei blog dedicati alla moda e allo street style&lt;br /&gt;A. Giordano - i media raccontano le guerre&lt;br /&gt;E. Rimo - convergenza tra media&lt;br /&gt;I. Di Talia e F. Genua - evoluzione della radio in Italia&lt;br /&gt;C.Crispino e S. Villanacci - giornalismo d'inchiesta e censura&lt;br /&gt;S. D'Aniello - nascita e sviluppo del giornalismo in Russia&lt;br /&gt;D. Aliberti - file sharing e architetture peer to peer&lt;br /&gt;A. D'Ambrosio - il ruolo dell'intellettuale e la stampa periodica nell'Europa dell'Illuminismo&lt;br /&gt;M. Arbucci - il cinema come fonte storica&lt;br /&gt;N. Cucciniello e M. Martone - impatto sociale delle virtual communities&lt;br /&gt;F. Sorrentino - nascita ed evoluzione dei caffè letterari in Europa&lt;br /&gt;M.L. Amato - discorsi pubblici dall'età classica alla rivoluzione francese&lt;br /&gt;G. Oricchio - evoluzione del giornalismo sportivo tra '800 e '900&lt;br /&gt;Li Kai - sviluppo della pubblicità televisiva in Cina&lt;br /&gt;C. D'Adamo - storia dell'ipertesto&lt;br /&gt;R. Costanzo - evoluzione dei doodles di Google&lt;br /&gt;G.E. Zeno - nascita e diffusione del giornalismo in rete&lt;br /&gt;M. Palermo - falsificazione dei testi storici dal medioevo all'età contemporanea&lt;br /&gt;C. Scialò - trionfo esibizionismo nell'era dei social network&lt;br /&gt;G. Masone - celebrity endorsement&lt;br /&gt;F. Abitante - dall'egemonia della stampa a quello della televisione&lt;br /&gt;E. Kudelska - televisione come medium di massa&lt;br /&gt;F. Forte - teatro e rappresentazione della società&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4377959085696108653-2595506863726119106?l=edusfera.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4377959085696108653/posts/default/2595506863726119106'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4377959085696108653/posts/default/2595506863726119106'/><link rel='alternate' type='text/html' href='http://edusfera.blogspot.com/2011/04/argomenti-presentazioni-fine-corso.html' title='Argomenti presentazioni fine corso'/><author><name>m-o-v</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-4377959085696108653.post-164420110013233974</id><published>2011-05-05T12:31:00.000+02:00</published><updated>2011-05-05T12:32:00.660+02:00</updated><title type='text'>Venerdì 13/05</title><content type='html'>Venerdì 13/05 non si terrà lezione per un concomitante impegno di ricerca del docente.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4377959085696108653-164420110013233974?l=edusfera.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://edusfera.blogspot.com/feeds/164420110013233974/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://edusfera.blogspot.com/2011/05/venerdi-1305.html#comment-form' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4377959085696108653/posts/default/164420110013233974'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4377959085696108653/posts/default/164420110013233974'/><link rel='alternate' type='text/html' href='http://edusfera.blogspot.com/2011/05/venerdi-1305.html' title='Venerdì 13/05'/><author><name>m-o-v</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4377959085696108653.post-6400843841674095950</id><published>2011-04-30T12:17:00.001+02:00</published><updated>2011-04-30T12:22:06.856+02:00</updated><title type='text'>Modalità di lettura del contemporaneo</title><content type='html'>&lt;span style="font-weight:bold;"&gt;x gli studenti di Storia Sociale della Comunicazione&lt;/span&gt;&lt;br /&gt;Vi invito a individuare e descrivere modalità di lettura specifiche del contemporaneo.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4377959085696108653-6400843841674095950?l=edusfera.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://edusfera.blogspot.com/feeds/6400843841674095950/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://edusfera.blogspot.com/2011/04/x-gli-studenti-di-storia-sociale-della.html#comment-form' title='16 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4377959085696108653/posts/default/6400843841674095950'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4377959085696108653/posts/default/6400843841674095950'/><link rel='alternate' type='text/html' href='http://edusfera.blogspot.com/2011/04/x-gli-studenti-di-storia-sociale-della.html' title='Modalità di lettura del contemporaneo'/><author><name>m-o-v</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>16</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4377959085696108653.post-6860243126967003050</id><published>2011-04-30T09:33:00.000+02:00</published><updated>2011-04-30T12:22:37.558+02:00</updated><title type='text'>Multimedia VS media ibridi - modificato</title><content type='html'>Alla luce degli esempi sui quali ci siamo intrattenuti nella lezione di ieri vi invito a trovare e pubblicare nuovi esempi di media ibridi.&lt;br /&gt;&lt;br /&gt;Sulla base della distinzione operata da Lev Manovich, vi invito a trovare e pubblicare (come commento a questo post) esempi (immagini, video ecc.) di multimedia e di media ibridi. Vi ricordo di specificare a quale delle due categorie appartiene ciascuno degli esempi che pubblicate e di indicarne sempre la fonte.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4377959085696108653-6860243126967003050?l=edusfera.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://edusfera.blogspot.com/feeds/6860243126967003050/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://edusfera.blogspot.com/2011/04/multimedia-vs-media-ibridi.html#comment-form' title='13 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4377959085696108653/posts/default/6860243126967003050'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4377959085696108653/posts/default/6860243126967003050'/><link rel='alternate' type='text/html' href='http://edusfera.blogspot.com/2011/04/multimedia-vs-media-ibridi.html' title='Multimedia VS media ibridi - modificato'/><author><name>m-o-v</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>13</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4377959085696108653.post-6040194245124495248</id><published>2011-04-13T20:24:00.002+02:00</published><updated>2011-04-13T20:29:52.192+02:00</updated><title type='text'>Report.rai.it: Il prodotto sei tu</title><content type='html'>Anna Giordano propone di discutere le tematiche affrontate dall'ultima puntata di Report (10 aprile 2011) dedicata ai social networks.&lt;br /&gt;&lt;br /&gt;Lo streaming della trasmissione è al seguente indirizzo: &lt;br /&gt;&lt;a href="http://www.report.rai.it/dl/Report/puntata/ContentItem-47f24a67-0008-4a89-a6b3-ddab3eff9d5e.html"&gt;http://www.report.rai.it/dl/Report/puntata/ContentItem-47f24a67-0008-4a89-a6b3-ddab3eff9d5e.html&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4377959085696108653-6040194245124495248?l=edusfera.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://edusfera.blogspot.com/feeds/6040194245124495248/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://edusfera.blogspot.com/2011/04/reportraiit-il-prodotto-sei-tu.html#comment-form' title='5 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4377959085696108653/posts/default/6040194245124495248'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4377959085696108653/posts/default/6040194245124495248'/><link rel='alternate' type='text/html' href='http://edusfera.blogspot.com/2011/04/reportraiit-il-prodotto-sei-tu.html' title='Report.rai.it: Il prodotto sei tu'/><author><name>m-o-v</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>5</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4377959085696108653.post-5096534701196194403</id><published>2011-04-09T09:47:00.004+02:00</published><updated>2011-04-10T08:26:11.297+02:00</updated><title type='text'>Società dello spettacolo</title><content type='html'>&lt;span style="font-weight:bold;"&gt;x gli studenti di Storia Sociale della Comunicazione&lt;/span&gt;&lt;br /&gt;Vi invito a trovare e pubblicare (come commento a questo post) esempi (immagini, video ecc.) di spettacolarizzazione della società nel periodo che va dal 1500 al 1600.&lt;br /&gt;Vi ricordo di indicare sempre la fonte dei materiali che pubblicate.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4377959085696108653-5096534701196194403?l=edusfera.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://edusfera.blogspot.com/feeds/5096534701196194403/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://edusfera.blogspot.com/2011/04/societa-dello-spettacolo_09.html#comment-form' title='17 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4377959085696108653/posts/default/5096534701196194403'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4377959085696108653/posts/default/5096534701196194403'/><link rel='alternate' type='text/html' href='http://edusfera.blogspot.com/2011/04/societa-dello-spettacolo_09.html' title='Società dello spettacolo'/><author><name>m-o-v</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>17</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4377959085696108653.post-5858076471210312746</id><published>2011-04-03T09:23:00.002+02:00</published><updated>2011-04-03T09:27:41.032+02:00</updated><title type='text'>L'invezione di Gutenberg</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://4.bp.blogspot.com/-D3yDEl8hzfI/TZghDlszLtI/AAAAAAAACAI/2uU9yUd3bcE/s1600/torchio.jpg"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 226px; height: 320px;" src="http://4.bp.blogspot.com/-D3yDEl8hzfI/TZghDlszLtI/AAAAAAAACAI/2uU9yUd3bcE/s320/torchio.jpg" border="0" alt=""id="BLOGGER_PHOTO_ID_5591255282923810514" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-weight:bold;"&gt;x gli studenti di Storia Sociale della Comunicazione&lt;/span&gt;&lt;br /&gt;Vi invito a trovare e pubblicare (come commento a questo post) qualsiasi materiale riteniate utile ad approfondire l'esatta datazione dell'invenzione in Europa del torchio tipografico a caratteri mobili. &lt;br /&gt;Vi ricordo di indicare sempre la fonte dei materiali che pubblicate.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4377959085696108653-5858076471210312746?l=edusfera.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://edusfera.blogspot.com/feeds/5858076471210312746/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://edusfera.blogspot.com/2011/04/linvezione-di-gutenberg.html#comment-form' title='19 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4377959085696108653/posts/default/5858076471210312746'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4377959085696108653/posts/default/5858076471210312746'/><link rel='alternate' type='text/html' href='http://edusfera.blogspot.com/2011/04/linvezione-di-gutenberg.html' title='L&apos;invezione di Gutenberg'/><author><name>m-o-v</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-D3yDEl8hzfI/TZghDlszLtI/AAAAAAAACAI/2uU9yUd3bcE/s72-c/torchio.jpg' height='72' width='72'/><thr:total>19</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4377959085696108653.post-1324007929441526035</id><published>2011-04-03T09:12:00.002+02:00</published><updated>2011-04-03T09:13:14.219+02:00</updated><title type='text'>Douglas Engelbart</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://2.bp.blogspot.com/-jndpPdIiYE0/TZgd9v1FmkI/AAAAAAAACAA/J_eQq0c-KBE/s1600/800px-Douglas_Engelbart_in_2008.jpg"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 320px; height: 212px;" src="http://2.bp.blogspot.com/-jndpPdIiYE0/TZgd9v1FmkI/AAAAAAAACAA/J_eQq0c-KBE/s320/800px-Douglas_Engelbart_in_2008.jpg" border="0" alt=""id="BLOGGER_PHOTO_ID_5591251884028828226" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;Douglas Carl Engelbart (Portland, 30 gennaio 1925) è un inventore statunitense. È conosciuto per essere stato l'inventore del mouse (in collaborazione con Bill English) ma anche per essere stato un pioniere dell'interazione uomo-macchina.&lt;br /&gt;Ha sviluppato con i suoi collaboratori l'Ipertesto, le reti di computer ed è stato precursore dell'interfaccia grafica. È noto anche come precursore e fautore dello sviluppo e dell'uso dei computer e delle reti informatiche per aiutare lo sviluppo della tecnologia in aiuto alle sempre maggiori necessità per lo sviluppo tecnologico mondiale (fonte: it.wikipedia.org).&lt;br /&gt;&lt;br /&gt;Vi invito a trovare e pubblicare (come commento a questo post) qualsiasi materiale riteniate utile ad approfondire la conoscenza di questo importante personaggio. &lt;br /&gt;Vi ricordo di indicare sempre la fonte dei materiali che pubblicate.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4377959085696108653-1324007929441526035?l=edusfera.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://edusfera.blogspot.com/feeds/1324007929441526035/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://edusfera.blogspot.com/2011/04/douglas-engelbart.html#comment-form' title='8 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4377959085696108653/posts/default/1324007929441526035'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4377959085696108653/posts/default/1324007929441526035'/><link rel='alternate' type='text/html' href='http://edusfera.blogspot.com/2011/04/douglas-engelbart.html' title='Douglas Engelbart'/><author><name>m-o-v</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-jndpPdIiYE0/TZgd9v1FmkI/AAAAAAAACAA/J_eQq0c-KBE/s72-c/800px-Douglas_Engelbart_in_2008.jpg' height='72' width='72'/><thr:total>8</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4377959085696108653.post-4562700248248905012</id><published>2011-04-03T09:07:00.002+02:00</published><updated>2011-04-03T09:10:08.030+02:00</updated><title type='text'>Alan Kay</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://4.bp.blogspot.com/-6o0nrhwfnxY/TZgdQkIbN6I/AAAAAAAAB_4/bgJhhAetVRM/s1600/Alan_Kay.jpg"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 240px; height: 320px;" src="http://4.bp.blogspot.com/-6o0nrhwfnxY/TZgdQkIbN6I/AAAAAAAAB_4/bgJhhAetVRM/s320/Alan_Kay.jpg" border="0" alt=""id="BLOGGER_PHOTO_ID_5591251107794597794" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;Alan Curtis Kay (17 maggio 1940) è un informatico statunitense. Inventore del linguaggio di programmazione Smalltalk, è uno dei padri della programmazione orientata agli oggetti. Inoltre ha concepito i laptop, ha inventato le interfacce grafiche moderne, ha contribuito a creare ethernet ed il modello client-server.&lt;br /&gt;Molte delle sue invenzioni sono state concepite presso lo Xerox Palo Alto Research Center, dove lavorava come ricercatore. Al PARC Kay studiò tra le altre cose come i bambini apprendessero di più tramite immagini e suoni che tramite il testo, dunque sviluppò un ambiente grafico che si rivelò eccezionalmente flessibile e congeniale per i bambini (alcune tecnologie derivate da questo lavoro, per esempio Squeak, sono ancora considerate "futuristiche"). (fonte: it.wikipedia.org).&lt;br /&gt;&lt;br /&gt;Vi invito a trovare e pubblicare (come commento a questo post) qualsiasi materiale riteniate utile ad approfondire la conoscenza di questo importante personaggio. &lt;br /&gt;Vi ricordo di indicare sempre la fonte dei materiali che pubblicate.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4377959085696108653-4562700248248905012?l=edusfera.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://edusfera.blogspot.com/feeds/4562700248248905012/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://edusfera.blogspot.com/2011/04/alan-kay.html#comment-form' title='5 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4377959085696108653/posts/default/4562700248248905012'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4377959085696108653/posts/default/4562700248248905012'/><link rel='alternate' type='text/html' href='http://edusfera.blogspot.com/2011/04/alan-kay.html' title='Alan Kay'/><author><name>m-o-v</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-6o0nrhwfnxY/TZgdQkIbN6I/AAAAAAAAB_4/bgJhhAetVRM/s72-c/Alan_Kay.jpg' height='72' width='72'/><thr:total>5</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4377959085696108653.post-5690187734136367207</id><published>2011-04-03T09:03:00.001+02:00</published><updated>2011-04-03T09:07:00.049+02:00</updated><title type='text'>Ted Nelson</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://3.bp.blogspot.com/-JvxRAiJdKVU/TZgchp_iO2I/AAAAAAAAB_w/_aTRiXkhUe8/s1600/nelson.jpg"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 320px; height: 240px;" src="http://3.bp.blogspot.com/-JvxRAiJdKVU/TZgchp_iO2I/AAAAAAAAB_w/_aTRiXkhUe8/s320/nelson.jpg" border="0" alt=""id="BLOGGER_PHOTO_ID_5591250301914069858" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;Theodor Holm Nelson (17 giugno 1937) è un sociologo, filosofo e pioniere dell'informatica statunitense. A lui si deve la coniazione del termine "ipertesto" nel 1963, pubblicata in seguito nel 1965. Gli si attribuisce anche il primo utilizzo delle parole ipermedia, trasclusione, virtualità, interconnettibilità e teledildonico. Il suo impegno principale è da sempre rivolto all'accessibilità dei computer per gli utenti comuni. Il suo motto è: « Un'interfaccia utente dovrebbe essere così semplice da poter essere compresa, in caso di emergenza, nel giro di dieci secondi da un principiante » (fonte: it.wikipedia.org).&lt;br /&gt;&lt;br /&gt;Vi invito a trovare e pubblicare (come commento a questo post) qualsiasi materiale riteniate utile ad approfondire la conoscenza di questo importante personaggio. &lt;br /&gt;Vi ricordo di indicare sempre la fonte dei materiali che pubblicate.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4377959085696108653-5690187734136367207?l=edusfera.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://edusfera.blogspot.com/feeds/5690187734136367207/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://edusfera.blogspot.com/2011/04/ted-nelson.html#comment-form' title='6 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4377959085696108653/posts/default/5690187734136367207'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4377959085696108653/posts/default/5690187734136367207'/><link rel='alternate' type='text/html' href='http://edusfera.blogspot.com/2011/04/ted-nelson.html' title='Ted Nelson'/><author><name>m-o-v</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-JvxRAiJdKVU/TZgchp_iO2I/AAAAAAAAB_w/_aTRiXkhUe8/s72-c/nelson.jpg' height='72' width='72'/><thr:total>6</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4377959085696108653.post-6876645652527246967</id><published>2011-04-03T08:58:00.000+02:00</published><updated>2011-04-03T09:02:32.804+02:00</updated><title type='text'>Alan Turing</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://4.bp.blogspot.com/_Y0bpxNy12yY/SdRi9OTpV4I/AAAAAAAAB3U/ll9JUwHJWOM/s1600-h/Alan+Turing.jpg"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 268px; height: 320px;" src="http://4.bp.blogspot.com/_Y0bpxNy12yY/SdRi9OTpV4I/AAAAAAAAB3U/ll9JUwHJWOM/s320/Alan+Turing.jpg" border="0" alt=""id="BLOGGER_PHOTO_ID_5319985863783438210" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;Alan Mathison Turing (Londra, 23 giugno 1912 – Wilmslow, 7 giugno 1954) è stato un matematico e logico britannico.&lt;br /&gt;Considerato uno dei padri dell'informatica, introdusse la macchina ideale ed il test che portano il suo nome (fonte: it.wikipedia.org).&lt;br /&gt;&lt;br /&gt;Vi invito a trovare e pubblicare (come commento a questo post) qualsiasi materiale riteniate utile ad approfondire la conoscenza di questo importante personaggio. &lt;br /&gt;Vi ricordo di indicare sempre la fonte dei materiali che pubblicate.&lt;br /&gt;&lt;br /&gt;[data orginale 02/04/2009 - rimesso in cima il 03/04/2011]&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4377959085696108653-6876645652527246967?l=edusfera.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://edusfera.blogspot.com/feeds/6876645652527246967/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://edusfera.blogspot.com/2009/04/alan-turing.html#comment-form' title='16 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4377959085696108653/posts/default/6876645652527246967'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4377959085696108653/posts/default/6876645652527246967'/><link rel='alternate' type='text/html' href='http://edusfera.blogspot.com/2009/04/alan-turing.html' title='Alan Turing'/><author><name>m-o-v</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/_Y0bpxNy12yY/SdRi9OTpV4I/AAAAAAAAB3U/ll9JUwHJWOM/s72-c/Alan+Turing.jpg' height='72' width='72'/><thr:total>16</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4377959085696108653.post-1015606947618169290</id><published>2011-04-03T08:00:00.000+02:00</published><updated>2011-04-03T08:59:43.174+02:00</updated><title type='text'>Licklider</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://2.bp.blogspot.com/_Y0bpxNy12yY/Se9UL6AtoOI/AAAAAAAAB4E/cTe6WN5WGI4/s1600-h/jlicklider.JPG"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 224px; height: 320px;" src="http://2.bp.blogspot.com/_Y0bpxNy12yY/Se9UL6AtoOI/AAAAAAAAB4E/cTe6WN5WGI4/s320/jlicklider.JPG" border="0" alt=""id="BLOGGER_PHOTO_ID_5327569447730127074" /&gt;&lt;/a&gt;&lt;br /&gt;Joseph Carl Robnett Licklider (11 marzo 1915 – 26 giugno 1990) è stato un informatico statunitense ed è considerato una delle figure più importanti nella storia dell'informatica e del calcolo generale.&lt;br /&gt;Come Vannevar Bush, il contributo di Licklider allo sviluppo di Internet consiste più di idee che non di invenzioni. Tra le sue idee: computazione grafica, interfacce punta-e-clicca, biblioteche digitali, commercio elettronico, operazioni bancarie on-line e software che esiste su una rete e migra laddove necessario.(fonte: it.wikipedia.org)&lt;br /&gt;&lt;br /&gt;Vi invito a trovare e pubblicare (come commento a questo post) qualsiasi materiale riteniate utile ad approfondire la conoscenza di questo importante personaggio.&lt;br /&gt;Vi ricordo di indicare sempre la fonte dei materiali che pubblicate.&lt;br /&gt;&lt;br /&gt;[data orginale 22/04/2009 - rimesso in cima il 03/04/2011]&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4377959085696108653-1015606947618169290?l=edusfera.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://edusfera.blogspot.com/feeds/1015606947618169290/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://edusfera.blogspot.com/2009/04/licklider.html#comment-form' title='16 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4377959085696108653/posts/default/1015606947618169290'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4377959085696108653/posts/default/1015606947618169290'/><link rel='alternate' type='text/html' href='http://edusfera.blogspot.com/2009/04/licklider.html' title='Licklider'/><author><name>m-o-v</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/_Y0bpxNy12yY/Se9UL6AtoOI/AAAAAAAAB4E/cTe6WN5WGI4/s72-c/jlicklider.JPG' height='72' width='72'/><thr:total>16</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4377959085696108653.post-6573855178313591883</id><published>2011-03-29T14:11:00.001+02:00</published><updated>2011-03-29T14:13:22.969+02:00</updated><title type='text'>Il fondatore di WikiLeaks a confronto con i lettori dell’Espresso</title><content type='html'>Al seguente indirizzo è possibile sottoporre ad Assange le proprie domande (in inglese): &lt;a href="http://rispondeassange.blogautore.espresso.repubblica.it/?ref=HREC1-8"&gt;http://rispondeassange.blogautore.espresso.repubblica.it/?ref=HREC1-8&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4377959085696108653-6573855178313591883?l=edusfera.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://edusfera.blogspot.com/feeds/6573855178313591883/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://edusfera.blogspot.com/2011/03/il-fondatore-di-wikileaks-confronto-con.html#comment-form' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4377959085696108653/posts/default/6573855178313591883'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4377959085696108653/posts/default/6573855178313591883'/><link rel='alternate' type='text/html' href='http://edusfera.blogspot.com/2011/03/il-fondatore-di-wikileaks-confronto-con.html' title='Il fondatore di WikiLeaks a confronto con i lettori dell’Espresso'/><author><name>m-o-v</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4377959085696108653.post-1394356650697212465</id><published>2011-03-27T08:40:00.003+02:00</published><updated>2011-03-27T09:09:49.146+02:00</updated><title type='text'>Media timeline</title><content type='html'>Vi invito a trovare e segnalare (come commento a questo post) timeline relative all'evoluzione dei media o di elementi relativi a uno specifico medium.&lt;br /&gt;&lt;br /&gt;Qui di seguito indico alcune timeline che possono costituire un riferimento:&lt;br /&gt;&lt;br /&gt;&lt;span style="font-weight:bold;"&gt;Internet Memes Timeline&lt;/span&gt;&lt;br /&gt;Elenco interattivo dei principali "tormentoni" che hanno animato il Web negli ultimi anni (per una definizione di meme: http://it.wikipedia.org/wiki/Meme).&lt;a href=" http://www.dipity.com/tatercakes/Internet_Memes/?mode=embed#tl"&gt;&lt;br /&gt;http://www.dipity.com/tatercakes/Internet_Memes/?mode=embed#tl&lt;/a&gt; &lt;br /&gt;&lt;span style="font-weight:bold;"&gt;&lt;br /&gt;120 Years Of Electronic Music&lt;/span&gt;&lt;br /&gt;Timeline delle principali innovazioni nella storia della musica elettronica.&lt;br /&gt;&lt;a href="http://120years.net/nav.html"&gt;http://120years.net/nav.html&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-weight:bold;"&gt;The Nintendo Gameboy Timeline&lt;/span&gt;&lt;br /&gt;L'evoluzione del Gameboy&lt;a href="http://cache.gawker.com/assets/images/gizmodo/2009/04/gameboy-timeline-HD2.jpg"&gt;&lt;br /&gt;http://cache.gawker.com/assets/images/gizmodo/2009/04/gameboy-timeline-HD2.jpg&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-weight:bold;"&gt;Keith Lynch's timeline of spam related terms and concepts&lt;/span&gt; (per una definizione dello spam: http://it.wikipedia.org/wiki/Spam).&lt;br /&gt;Termini, concetti e persone relative allo spam. &lt;br /&gt;&lt;a href="http://www.timelineindex.com/content/select/476/912,396,476"&gt;http://www.timelineindex.com/content/select/476/912,396,476&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4377959085696108653-1394356650697212465?l=edusfera.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://edusfera.blogspot.com/feeds/1394356650697212465/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://edusfera.blogspot.com/2011/03/media-timeline.html#comment-form' title='19 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4377959085696108653/posts/default/1394356650697212465'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4377959085696108653/posts/default/1394356650697212465'/><link rel='alternate' type='text/html' href='http://edusfera.blogspot.com/2011/03/media-timeline.html' title='Media timeline'/><author><name>m-o-v</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>19</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4377959085696108653.post-6038255197799268515</id><published>2011-03-03T09:10:00.002+01:00</published><updated>2011-03-23T17:42:56.777+01:00</updated><title type='text'>Inizio corso</title><content type='html'>L'inizio del corso, previsto per il 4/3/2011, è rinviato al 25/3/2011 - h 14.00&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4377959085696108653-6038255197799268515?l=edusfera.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://edusfera.blogspot.com/feeds/6038255197799268515/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://edusfera.blogspot.com/2011/03/inizio-corso.html#comment-form' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4377959085696108653/posts/default/6038255197799268515'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4377959085696108653/posts/default/6038255197799268515'/><link rel='alternate' type='text/html' href='http://edusfera.blogspot.com/2011/03/inizio-corso.html' title='Inizio corso'/><author><name>m-o-v</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4377959085696108653.post-2474774626491911201</id><published>2011-01-02T11:04:00.001+01:00</published><updated>2011-01-02T11:06:26.901+01:00</updated><title type='text'>Guardian.co.uk: The internet's cyber radicals: heroes of the web changing the world</title><content type='html'>&lt;span style="font-style:italic;"&gt;A generation of political activists have been transformed by new tools developed on the internet. Here, a leading net commentator profiles seven young radicals from around the world.&lt;/span&gt;&lt;br /&gt;&lt;a href=" http://www.guardian.co.uk/technology/2010/nov/28/internet-radicals-world-wide-web"&gt;&lt;br /&gt;http://www.guardian.co.uk/technology/2010/nov/28/internet-radicals-world-wide-web&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4377959085696108653-2474774626491911201?l=edusfera.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://edusfera.blogspot.com/feeds/2474774626491911201/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://edusfera.blogspot.com/2011/01/guardiancouk-internets-cyber-radicals.html#comment-form' title='1 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4377959085696108653/posts/default/247477462649
