<?xml version="1.0" encoding="utf-8"?>
<!-- generator="Joomla! - Open Source Content Management" -->
<rss version="2.0" xmlns:atom="http://www.w3.org/2005/Atom">
	<channel>
		<title>News Informatica 50</title>
		<description><![CDATA[]]></description>
		<link>https://old.unipi.it</link>
		<lastBuildDate>Thu, 22 Oct 2026 17:40:47 +0000</lastBuildDate>
		<generator>Joomla! - Open Source Content Management</generator>
		<atom:link rel="self" type="application/rss+xml" href="https://old.unipi.it/index.php/news-informatica-50?format=feed&amp;type=rss"/>
		<language>it-it</language>
		<item>
			<title>Un'opera artistica per ricordare i 50 anni del primo corso di laurea in Informatica</title>
			<link>https://old.unipi.it/index.php/news/item/15372-un-opera-artistica-per-ricordare-i-50-anni-del-primo-corso-di-laurea-in-informatica</link>
			<guid isPermaLink="true">https://old.unipi.it/index.php/news/item/15372-un-opera-artistica-per-ricordare-i-50-anni-del-primo-corso-di-laurea-in-informatica</guid>
			<description><![CDATA[<div class="K2FeedImage"><img src="https://old.unipi.it/media/k2/items/cache/3228782fe6b00ccb41d8118d925bc466_S.jpg" alt="Un'opera artistica per ricordare i 50 anni del primo corso di laurea in Informatica" /></div><div class="K2FeedIntroText"><p><img src="https://old.unipi.it/images/2019/bando_opera.jpg" alt="bando opera" width="400" height="400" class="immaginedestra" />È stato pubblicato sul sito dell'Università di Pisa il bando per selezionare i progetti più originali di <strong>un'opera artistica finalizzata a ricordare e celebrare i 50 anni dall'istituzione del corso di laurea in Informatica</strong>, il primo in Italia. Il concorso, consultabile a questo <a href="https://old.unipi.it/index.php/presentazione/item/15177">link</a>,&nbsp;assegnerà un <strong>premio di 1.000 euro al primo classificato e due di 500 euro al secondo e terzo classificato</strong>. Resterà in vigore fino al 9 settembre del 2019. È aperto a professionisti e artisti di qualunque nazionalità, che nella domanda dovranno presentare il proprio curriculum, il titolo e la descrizione grafica o il rendering dell'opera proposta con l'indicazione dei materiali da utilizzare.</p>
<p>Il primo classificato potrà essere chiamato a realizzare il progetto proposto, che dovrà avere un costo complessivo massimo di 50.000 euro, attraverso l'eventuale finanziamento da parte di un ente esterno. In quel caso l’opera vincitrice potrebbe essere collocata all’interno del Polo Fibonacci, nel piazzale davanti l’edificio "E" fino a qualche anno fa sede della presidenza di Scienze matematiche fisiche e naturali.</p>
<p>Il concorso fa parte di <a href="https://old.unipi.it/index.php/informatica-50">Informatica50</a>, il ciclo di iniziative ed eventi con cui l'Università di Pisa vuole ricordare e festeggiare per tutto il 2019 il 50° anniversario del corso di laurea in Informatica. In particolare, ai partecipanti si richiede di esplorare, senza indicazioni vincolanti di forme, linguaggio e stile, il significato e l’impatto dell’informatica per sottolineare il contributo di Pisa alla nascita e alla crescita dell’informatica italiana e delle sue tecnologie nella società contemporanea.</p></div>]]></description>
			<author>comunicazione@unipi.it (Redazione Web)</author>
			<category>news</category>
			<pubDate>Thu, 30 May 2019 11:07:41 +0000</pubDate>
		</item>
		<item>
			<title>Al via #MyInformatica50</title>
			<link>https://old.unipi.it/index.php/news/item/15212-al-via-myinformatica50-il-contest-fotografico-dell-unipi-per-festeggiare-i-50-anni-del-primo-corso-di-laurea-in-informatica-d-italia</link>
			<guid isPermaLink="true">https://old.unipi.it/index.php/news/item/15212-al-via-myinformatica50-il-contest-fotografico-dell-unipi-per-festeggiare-i-50-anni-del-primo-corso-di-laurea-in-informatica-d-italia</guid>
			<description><![CDATA[<div class="K2FeedImage"><img src="https://old.unipi.it/media/k2/items/cache/051c53cb52c9871ec956ecfc526d2818_S.jpg" alt="Al via #MyInformatica50" /></div><div class="K2FeedIntroText"><p>Per festeggiare i <strong>50 anni del primo corso di laurea in informatica d’Italia istituito all’Università di Pisa nel 1969,</strong> l’Ateneo lancia il contest fotografico <strong>#MyInformatica50</strong>. L’obiettivo è di costruire un racconto collettivo e per immagini della storia dell’informatica a Pisa, tassello fondamentale dello sviluppo di questa scienza nel nostro Paese, attraverso luoghi, persone ed eventi collegati al corso di laurea e all’Ateneo.</p>
<p>La partecipazione al concorso è gratuita ed aperta a chiunque abbia, o abbia avuto, a vario titolo, rapporti con il corso di laurea in Informatica, quindi in primo luogo studenti, ex studenti, docenti e personale amministrativo. <br />Le modalità per partecipare sono due: si può inviare una email con una foto a <a href="mailto:informatica50pisa@unipi.it">informatica50pisa@unipi.it</a> indicando il proprio nome e l’anno in cui è stata scattata la foto e una breve didascalia oppure si può condividere la foto sul proprio profilo Instagram pubblico taggando <strong>@unipisa</strong>, usando l'hashtag <strong>#MyInformatica50</strong> e indicando sempre il proprio nome, l’anno in cui è stata scattata la foto e una breve didascalia.</p>
<p>Le immagini più belle verranno ripostate e condivise sui canali social dell’Università di Pisa (<a href="https://www.instagram.com/unipisa/">Instagram</a>, <a href="https://www.facebook.com/unipisaofficial/">Facebook</a> e <a href="https://twitter.com/Unipisa">Twitter</a>) e utilizzate per le iniziative di “Informatica50” e la comunicazione istituzionale dell’Ateneo.</p>
<p>Tutte le informazioni relative al contest sono disponibili nella nuova sezione del sito Unipi dedicata a <strong>Informatica50&nbsp;</strong><a href="http://www.unipi.it/index.php/informatica-50">www.unipi.it/index.php/informatica-50,&nbsp; </a>dove si trovano anche le notizia e gli approfondimenti sul cinquantenario: le testimonianze dei protagonisti, le immagini, la storia dell’informatica pisana (e quindi italiana), gli eventi e le iniziative in programma.</p>
<p>&nbsp;</p></div>]]></description>
			<author>comunicazione@unipi.it (Redazione Web)</author>
			<category>news</category>
			<pubDate>Mon, 13 May 2019 08:40:20 +0000</pubDate>
		</item>
		<item>
			<title>Donati al Museo degli Strumenti per il calcolo i computer progettati da Steve Jobs</title>
			<link>https://old.unipi.it/index.php/news/item/15027-donati-al-museo-degli-strumenti-per-il-calcolo-i-computer-progettati-da-steve-jobs</link>
			<guid isPermaLink="true">https://old.unipi.it/index.php/news/item/15027-donati-al-museo-degli-strumenti-per-il-calcolo-i-computer-progettati-da-steve-jobs</guid>
			<description><![CDATA[<div class="K2FeedImage"><img src="https://old.unipi.it/media/k2/items/cache/df617e72583228058b0fa06d2ec7e0c7_S.jpg" alt="Donati al Museo degli Strumenti per il calcolo i computer progettati da Steve Jobs" /></div><div class="K2FeedIntroText"><p>Il <a href="https://www.msc.sma.unipi.it">Museo degli Strumenti per il calcolo</a>&nbsp;dell'Università di Pisa può oggi vantare una delle più cospicue raccolte del mondo dei sistemi progettati da Steve Jobs dal 1977 al 2007. Il museo ha beneficiato di una importante donazione effettuata dalla società Thesis, con sedi a Firenze e a Milano. Dal 1986 Thesis opera nell’editoria e nello sviluppo software per la distribuzione dei contenuti ed è stata una delle prime società a introdurre il Macintosh nella produzione editoriale. Dal 1990 al 1992 Thesis è stata pure una delle società arruolate da Steve Jobs per portare in Italia il NeXT, la workstation visionaria progettata dopo la sua uscita dalla Apple. Il primo NeXT arrivato in Italia, 30 anni fa, è proprio sbarcato a Pisa e adesso è di proprietà del museo.</p>
<p><img src="https://old.unipi.it/images/2019/computer_next.jpg" alt="computer next.jpg" /></p>
<p>La già importante collezione del museo si è adesso arricchita di una quarantina di sistemi Apple donati da Thesis, tra i quali Apple II, Macintosh 128k, Newton, e di quattro workstation NeXT ancora funzionanti che vanno ad aggiungersi al NeXTCUBE già in possesso del museo. Completano la donazione un centinaio di pacchetti software, tra i quali “Mathematica” per NeXT.</p>
<p><strong>Fabio Gadducci</strong>, direttore del Museo degli Strumenti per il calcolo dell'Università di Pisa, ha dichiarato: “Il materiale della donazione rappresenta un’acquisizione importante anche a livello internazionale e ci permette di offrire al pubblico una panoramica completa sul lavoro di Steve Jobs, una delle figure più rilevanti dell’informatica mondiale. La nostra collezione riesce adesso a coprirne tutta la carriera. Con l’eccezione di Apple I, il cui valore lo mette fuori della portata di qualunque istituzione museale italiana”.</p>
<p><strong>Tiziana Arrighi</strong>, presidente e CEO di Thesis ha dichiarato: “Con questa donazione siamo lieti di aver contribuito, non solo alla preservazione di un materiale di grandissimo valore per le generazioni future, ma anche al consolidamento di Pisa come culla e polo di eccellenza, da 50 anni, dell’informatica italiana”.</p>
<p>&nbsp;</p></div>]]></description>
			<author>comunicazione@unipi.it (Redazione Web)</author>
			<category>news</category>
			<pubDate>Mon, 15 Apr 2019 13:47:12 +0000</pubDate>
		</item>
		<item>
			<title>37 squadre da tutta Italia per la gara di programmazione della macchina di Turing</title>
			<link>https://old.unipi.it/index.php/news/item/14963-37-squadre-da-tutta-italia-per-la-gara-di-programmazione-della-macchina-di-turing</link>
			<guid isPermaLink="true">https://old.unipi.it/index.php/news/item/14963-37-squadre-da-tutta-italia-per-la-gara-di-programmazione-della-macchina-di-turing</guid>
			<description><![CDATA[<div class="K2FeedImage"><img src="https://old.unipi.it/media/k2/items/cache/f208389dd6618418db74b96d2ad78416_S.jpg" alt="37 squadre da tutta Italia per la gara di programmazione della macchina di Turing" /></div><div class="K2FeedIntroText"><p>Sono state 37 le squadre di studenti delle scuole superiori che sabato 6 aprile hanno partecipato alla <strong>XXIII edizione della Gara Nazionale di programmazione della Macchina di Turing</strong> organizzata dall’Università di Pisa, con il sostegno del Rotary Club Galilei. I ragazzi, provenienti da 14 città italiane, hanno avuto tre ore per risolvere il testo ideato dal professor <strong>Vincenzo Gervasi</strong> e la squadra vincitrice ha risolto correttamente 7 dei <a href="https://old.unipi.it/index.php/news/item/download/17281_52e242eaf097330d79cdb016a87385cf">10 esercizi proposti</a>. L’iniziativa fa parte di “<strong>Informatica50</strong>”, il ciclo che lungo tutto il 2019 propone iniziative ed eventi per ricordare e festeggiare uno storico anniversario: il 1969 è infatti l’anno in cui l’Università di Pisa ha istituito il primo corso di laurea in Informatica in Italia.</p>
<p>Questa è la classifica finale:<br /> <br />1. Galilei - Verona (Dal Forno Luca; Rizzotti Lorenzo)<br /><img src="https://old.unipi.it/images/2019/1_classificati.jpeg" alt="1 classificati.jpeg" /></p>
<p><br />2. Galilei - Verona (Paolettoni Edoardo; Vignola Luca)<br /><img src="https://old.unipi.it/images/2019/2_classificati.jpeg" alt="2 classificati.jpeg" /></p>
<p><br />3. Buzzi - Prato (Martorella Tommaso; Risaliti Davide)<br /><img src="https://old.unipi.it/images/2019/3_calssificati.jpeg" alt="3 calssificati.jpeg" /></p>
<p>4. Dini - Pisa (Manzini Damiano; Stracca Iacopo)<br />5. Marconi - Latina (Spataro Lorenzo; Ripanti Riccardo)<br />6. Marconi - Foligno (Moretti Simone; Gagliardoni Leonardo)<br />7. Luigi Di Savoia - Chieti (Ch) (Scanzano Pasquale; Santone Domenico)<br />8. Galilei - Livorno (Biagioni Francesco; Terreni Vittorio)<br />9. Giua - Cagliari (Cadoni Valentino; Piedimonte Giusto)<br />10. Einaudi - Montebelluna (TV) (Xu Siyang; Dall’Armi Filippo)<br /><br /></p>
<p>La gara nasce come iniziativa nel 1997 nell’ambito della settimana della cultura scientifica promossa dal MIUR. L’idea originale del professor Antonio Brogi, supportata dall’allora direttore del dipartimento di Informatica Franco Turini, era quella di far avvicinare al mondo della programmazione studenti delle scuole superiori di ogni genere e tipo; per questo motivo si scelse di non usare un linguaggio di programmazione che avrebbe favorito gli istituti tecnici, bensì un formalismo molto importante alla base della disciplina informatica: la macchina di Turing. Si tratta di un modello astratto e molto semplice sia da descrivere, sia da capire come si possa programmare in modo da implementare un algoritmo che dia soluzione ad un problema.</p>
<p>&nbsp;<img src="https://old.unipi.it/images/2019/gara_turing_2019.jpg" alt="gara_turing_2019.jpg" /></p>
<p>Il modello della macchina di Turing (proposto da Alan Turing, il matematico inglese considerato tra i padri fondatori dell’informatica e dell’intelligenza artificiale, a cui è intitolato il premio mondiale equivalente al premio Nobel) è capace di implementare tutte le funzioni matematiche calcolabili (in accordo alla tesi di Church Turing) e ha quindi la stessa espressività del più moderno computer nonostante la sua semplicità.</p>
<p><img src="https://old.unipi.it/images/2019/Turing_2019__31.jpeg" alt="Turing 2019_ (31).jpeg" /></p>
<p>«È proprio questa natura astratta e non tecnica ad aver reso la gara così longeva ed è un appuntamento che è divenuto ormai tradizionale per molti istituti provenienti da tutta Italia – commenta <strong>Antonio Cisternino</strong>, direttore della gara e membro del comitato scientifico insieme a Vincenzo Gervasi – I professori che raccolgono la sfida e contribuiscono alla preparazione dei ragazzi, per una competizione che è divenuta molto difficile e competitiva, nel tempo si sono appassionati al valore formativo che ha l’insegnamento del pensiero computazionale mediante questo sistema. Nel tempo sono nate spontaneamente delle competizioni regionali ideate per selezionare gli studenti che debbano partecipare all’edizione nazionale della gara ospitata da 23 anni presso il nostro Ateneo». La gara è stata diretta negli anni dal professor Antonio Brogi, poi dal professor Roberto Grossi, e a partire dalla settima edizione da Antonio Cisternino (in precedenza responsabile per il supporto tecnico fin dalla prima edizione).</p>
<p>Si ringrazia per il supporto organizzativo Simona Pucciarelli e Luigi Capuano; per il supporto tecnico il Polo 2 della Direzione Servizi Informatici e Statistici.</p>
<p>Informazioni sulle edizioni precedenti: <a href="http://mdt.di.unipi.it/">http://mdt.di.unipi.it/</a>.</p></div>]]></description>
			<author>comunicazione@unipi.it (Redazione Web)</author>
			<category>news</category>
			<pubDate>Tue, 09 Apr 2019 08:06:25 +0000</pubDate>
		</item>
		<item>
			<title>La rivoluzione digitale compie 50 anni: nel 1969 l’Ateneo istituì il primo corso di laurea in Informatica in Italia</title>
			<link>https://old.unipi.it/index.php/news/item/14837-la-rivoluzione-digitale-compie-50-anni-nel-1969-l-ateneo-istitui-il-primo-corso-di-laurea-in-informatica-in-italia</link>
			<guid isPermaLink="true">https://old.unipi.it/index.php/news/item/14837-la-rivoluzione-digitale-compie-50-anni-nel-1969-l-ateneo-istitui-il-primo-corso-di-laurea-in-informatica-in-italia</guid>
			<description><![CDATA[<div class="K2FeedImage"><img src="https://old.unipi.it/media/k2/items/cache/01fd565f6f2b0158fb9a6751bf2a5964_S.jpg" alt="LOGO INFORMATICA 50" /></div><div class="K2FeedIntroText"><p><strong>I primi laureati in Informatica del nostro Paese si sono formati a Pisa: cinquanta anni fa, nel 1969, l’Università di Pisa ha istituito il primo corso di laurea in Scienze dell’Informazione in Italia, ponendo l’Ateneo e la città all'avanguardia della rivoluzione digitale che ha trasformato la nostra quotidianità e le nostre vite.</strong> Per ricordare e festeggiare questo storico anniversario l’Università di Pisa ha organizzato il ciclo “<strong>Informatica50</strong>”, che lungo tutto il 2019 proporrà incontri ed eventi, una mostra, un concorso per realizzare un'opera d'arte e tante altre iniziative. Il ciclo è stato presentato in Rettorato, martedì 19 marzo, dal rettore <strong>Paolo Mancarella</strong>, dalla prorettrice vicaria, <strong>Nicoletta De Francesco</strong>, e dal direttore del Dipartimento di Informatica, <strong>Gian-Luigi Ferrari</strong>.<br /><br />Si parte lunedì <strong>25 marzo</strong> con <strong>“The Reversed Game”,</strong> un evento aperto al pubblico in cui <strong>Alessandro Baricco</strong> intervisterà docenti e studenti dell’Ateneo, oltre al laureato pisano Enrico Dameri, oggi Chief Executive Officer di LIST, per dialogare con loro dell’insurrezione digitale e delle sfide dell’informatica del futuro. Moderati da Claudio Giua, saranno sul palco i professori Antonio Bicchi, Nicoletta De Francesco, Paolo Ferragina, Gianluigi Ferrari, Emanuela Navarretta ed Enrica Salvatori, e gli studenti Fulvio Denza e Ismail El Gharras. <strong>L’incontro si terrà nell’Aula Magna del Polo Fibonacci, a partire dalle ore 17,30.</strong></p>
<p>&nbsp;</p>
<p><img src="https://old.unipi.it/images/2019/ferrari_defrancesco_mancarella_inside.jpg" alt="ferrari_defrancesco_mancarella_inside.jpg" /></p>
<p>Da sinistra, Gian Luigi Ferrari, Nicoletta De Francesco, Paolo Mancarella</p>
<p><br /><strong>Il ciclo Informatica50 si snoda lungo tre filoni che richiamano la struttura classica dei computer: la memoria, l’elaborazione e la comunicazione</strong>. La parte della memoria sarà dedicata a <strong>eventi tesi a ricostruire storie e ricordi dei primi laureati</strong>, in un dialogo con gli studenti attuali e con il pubblico. In questo ambito sarà allestita una mostra per valorizzare la collezione del <strong>Museo degli Strumenti per il Calcolo</strong> e sarà realizzato un web doc su alcuni dei principali protagonisti e sull'evoluzione della storia informatica pisana. Per la sezione dell’elaborazione la sfida sarà quella di delineare<strong> gli scenari futuri della ricerca informatica</strong>. Il tema comunicazione sarà infine declinato a partire da tutti i <strong>fenomeni che coinvolgono la cosiddetta società digitale</strong>, arrivando a illuminare i rapporti tra informatica e aspetti della vita quotidiana e dell'arte, dalla musica al cinema, dalla video arte ai fumetti e ai videogiochi. Studiosi di varie discipline racconteranno quale sarà l’evoluzione dell’Intelligenza Artificiale, quali gli spazi di libertà nella società delle reti sociali e dei Big Data, sino a parlare delle forme di entertainment sul web. Attraverso un bando pubblico sarà infine selezionato il<strong> progetto per realizzare un'opera artistica permanente</strong> che <strong>ricordi il primato di Pisa nella nascita e nella crescita dell’informatica italiana</strong>.</p>
<p>“Il corso di laurea in Scienze dell’Informazione è il motivo per cui, nel 1977, mi trasferii a Pisa: celebrare da Rettore i 50 anni dalla sua istituzione è per me molto emozionante e coinvolgente - ha detto il professore Paolo Mancarella - Il percorso che iniziò allora ha portato la nostra Università a livelli di eccellenza, confermati anche quest’anno dagli ottimi piazzamenti della disciplina nei ranking internazionali. Sta a noi continuare su questa strada e puntare sempre più in alto, con lo stesso entusiasmo di allora che speriamo di continuare a trasmettere ai nostri giovani ricercatori di oggi”.<br /><br />“L’avventura informatica pisana, che era iniziata già negli anni 50 con la costruzione del primo computer italiano, la CEP, merita di entrare a far parte della memoria collettiva e di arricchire di un ulteriore tassello la storia della città – ha sottolineato la professoressa Nicoletta De Francesco - Queste celebrazioni riguardano non solo l’università, ma tutta la città e per questo collaboreremo strettamente anche con il Comune di Pisa nelle varie iniziative”.<br /><br />"Come 50 anni fa - ha detto il direttore del dipartimento di Informatica, Gian-Luigi Ferrari - l’informatica è anche oggi una giovane disciplina scientifica in grado di sviluppare innovazione e rispondere alle esigenze della società attuale. Essa è stata fondata da persone che hanno avuto una visione strategica: introdurre una laurea innovativa con una forte base scientifica e una stretta collaborazione interdisciplinare. Il valore e il merito dell’Università di Pisa sta nell'aver portato questa visione all’attenzione nazionale e internazionale. I 50 anni del corso di laurea saranno quindi una festa per parlare del passato e del presente dell’informatica e soprattutto un’occasione per delineare il futuro della disciplina e in generale della nostra società”.</p>
<p>&nbsp;</p>
<p><strong><img src="data:image/jpeg;base64,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" alt="" class="immaginedestra" style="float: right;" />"Informatica50": la storia</strong></p>
<p>Furono due matematici i padri del primo corso di laurea in Scienze dell’Informazione d’Italia istituito all’Università di Pisa 50 anni fa, nel 1969: l’allora rettore, <strong>Alessandro Faedo</strong>, e il professor <strong>Gianfranco Capriz,</strong> all’epoca direttore dell'Istituto di Elaborazione dell'Informazione del CNR. Una data che segna uno dei passaggi fondamentali della rivoluzione digitale del nostro Paese e che conferma il ruolo della città della Torre e di Galileo Galilei nella storia dell’Informatica in Italia. <br /><br />È infatti a Pisa che venne costruito il<strong> primo calcolatore scientifico italiano, la CEP (Calcolatrice Elettronica Pisana)</strong>, realizzato su suggerimento di <strong>Enrico Fermi</strong> e inaugurato dal Presidente della Repubblica <strong>Giovanni Gronchi </strong>nel<strong> 1961</strong>. Sulla scia di questo progetto, nel <strong>1969</strong>, nacquero il più importante <strong>centro di calcolo elettronico nazionale (CNUCE) del Paese</strong>, poi confluito nel CNR, il primo Istituto (universitario) di Scienze dell’Informazione (ISI), avo dell’attuale Dipartimento di Informatica, e con esso appunto il primo corso di laurea in Informatica d’Italia e successivamente, nel <strong>1983</strong>, il <strong>primo Dottorato di Ricerca in Informatica in Italia</strong>. Sempre a Pisa, nel <strong>1986</strong>, è partita la <strong>prima connessione a Internet in Italia</strong>, motivo per cui la città ospita ancora il registro dei domini nazionali .it. <br /><br />In questa storia l’Università di Pisa ha continuato e continua ad avere un ruolo da di protagonista. A partire dagli anni ’90, oltre a investire nell’insegnamento e nella ricerca, ha infatti dato contributi rilevanti alle reti di comunicazione: prima con lo sviluppo della rete metropolitana pisana (oggi estesa fino a Livorno) che serve circa 100.000 utenti; poi contribuendo alla creazione della rete nazionale a banda ultra-larga dedicata alla comunità dell'istruzione e della ricerca (GARR); e più recentemente con la realizzazione delle infrastrutture Data Center indispensabili per affrontare la ricerca in ormai tutte le discipline. <br /><br />Dagli anni ’90, all’interno dell’area degli ex Macelli, l’Università di Pisa – d’intesa con il Comune di Pisa – ha inoltre aperto il Museo degli Strumenti per il Calcolo, dove è possibile vedere la CEP e una ricca collezione di macchine legate alla storia del calcolo e dell’Informatica, uno spazio per capire le rivoluzioni tecnologiche che hanno portato al nostro modo di vivere.</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p></div>]]></description>
			<author>comunicazione@unipi.it (Redazione Web)</author>
			<category>news</category>
			<pubDate>Tue, 19 Mar 2019 12:13:31 +0000</pubDate>
		</item>
	</channel>
</rss>
