tag:blogger.com,1999:blog-56283225585251419662024-02-07T05:12:27.334+01:00Gianfranco PecchinendaUnknownnoreply@blogger.comBlogger180125tag:blogger.com,1999:blog-5628322558525141966.post-87631317078742161022016-01-07T12:26:00.002+01:002016-01-07T12:27:40.309+01:00COME SE NIENTE FOSSE<div style="text-align: justify;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhUS_TXEM_v6saNCCBdEQh8zheXiHjPqfuHiZOoAC_rRNnc-G4RGmQdUHShV2D4M27Azg7EjEJWcDNrw8YZHu0skMuk7LiUA6WWG5rqEQVYYhTQPkU8uQTTDzcRwO931VPPrKnDfWStMXU/s1600/12400677_974918969248088_737065609463549176_n.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="266" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhUS_TXEM_v6saNCCBdEQh8zheXiHjPqfuHiZOoAC_rRNnc-G4RGmQdUHShV2D4M27Azg7EjEJWcDNrw8YZHu0skMuk7LiUA6WWG5rqEQVYYhTQPkU8uQTTDzcRwO931VPPrKnDfWStMXU/s400/12400677_974918969248088_737065609463549176_n.jpg" width="400" /></a><span style="font-size: large;">Nel corso di questo mese sarà in tutte le librerie il nuovo libro di </span><a href="https://www.facebook.com/gpecchinenda/" style="font-size: x-large;">Gianfranco Pecchinenda</a><span style="font-size: large;">, "<i>Come se niente fosse</i>". </span></div>
<div style="text-align: justify;">
<span style="font-size: large;"></span><br /></div>
<div style="text-align: justify;">
<span style="font-size: large;">In anteprima, per i lettori di questa pagina, un regalo: il racconto di apertura del libro</span><br />
<span style="font-size: large;">- clicca <a href="http://pecchinenda.blogspot.it/p/come-se-niente-fosse.html" target="_blank">QUI</a>-</span></div>
<span style="font-size: large;">
</span>
<div>
<div style="text-align: justify;">
<span style="font-size: large;"><br /></span></div>
</div>
<div>
<span style="font-size: large;"><br /></span>
<br />
<div>
<span style="font-size: large;"><br /></span></div>
<div>
<span style="font-size: large;"><br /></span><span style="background-color: white; color: #141823; font-family: helvetica, arial, sans-serif; font-size: 14px; line-height: 15.456px;"><br /></span>
<span style="background-color: white; color: #141823; font-family: helvetica, arial, sans-serif; font-size: 14px; line-height: 15.456px;"><br /></span></div>
</div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5628322558525141966.post-2063726687006606932015-10-15T14:51:00.000+02:002016-01-07T14:58:26.161+01:00CALCIO E SOCIOLOGIA<a href="https://www.youtube.com/watch?v=JfYp7jHkB0E" target="_blank"><b>CALCIO E SOCIOLOGIA (VIDEO)</b></a><br />
<br />
<div style="text-align: justify;">
<br /></div>
<br />
<br />
<div style="text-align: justify;">
Un culto però del tutto particolare e straordinariamente genuino, è quello che migliaia di adepti visitare ogni anno un piccolo bar situato nel centro antico di Napoli – il Bar Nilo – dove ha sede una vera e propria edicola votiva in cui è custodita una reliquia considerata sacra: il capello originale di Diego Armando Maradona.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<br /></div>
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgrV9z_WrpoRS8PUB0eNDUhwEc_N1rQWy03aT2HoTedjKGYpA4cjinpv4Gy2gB9PKx66wT3HmeOqufTSGWYShOEg-QpuovdsZPgvHyBM7xfwAYx9dShBqXfuSntVe5BOnuwR3RQhvp11Es/s1600/mito+maradona.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em; text-align: justify;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgrV9z_WrpoRS8PUB0eNDUhwEc_N1rQWy03aT2HoTedjKGYpA4cjinpv4Gy2gB9PKx66wT3HmeOqufTSGWYShOEg-QpuovdsZPgvHyBM7xfwAYx9dShBqXfuSntVe5BOnuwR3RQhvp11Es/s320/mito+maradona.jpg" width="199" /></a><br />
<div style="text-align: justify;">
A pochi metri da Duomo in cui è custodito il miracoloso sangue di San Gennaro, patrono della città di Napoli, viene infatti quotidianamente esposta al pubblico di turisti, diventato con il tempo sempre più numeroso, una bacheca in cui è conservato il miracoloso capello di Maradona: idea geniale, degna della ricchissima e straordinaria tradizione creativa della napoletanità.</div>
<br />
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Promossa da diverse agenzie turistiche nazionali e internazionali, fiore all’occhiello di diversi pacchetti pubblicizzati dai tour operators, oggetto di culto e ammirazione, la stoia di questa reliquia è degna di essere narrata. </div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
L’ideatore e promotore di questa iniziativa è il titolare dello stesso bar Nilo, il signor Bruno Alcidi, che mi ha personalmente raccontato le origini della formazione di questo stravagante culto:</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Siamo nel febbraio del 1990, ed è in pieno svolgimento il campionato di calcio di serie A – stagione 1989-90. Purtroppo temo non siano pochi i tifosi napoletani che ricorderanno con grande disappunto quella domenica dell’11 febbraio, giorno in cui il Napoli viene agganciato in testa alla classifica dal Milan proprio a seguito di una pesante e bruciante sconfitta per 3 q 0 subita per mano degli odiati rivali rossoneri.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
La sera di quella stessa domenica, Bruno Alcidi visse la fortunata coincidenza, che peraltro servì a rendergli certamente meno amaro il triste dopopartita, di ritrovarsi, per il ritorno dalla sua trasferta, sullo stesso volo di linea su cui viaggiavano anche i giocatori della squadra del Napoli.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Tra questi, ovviamente, anche Diego Armando Maradona, subito individuato da Bruno e costantemente tenuto d’occhio durante l’intero corso della traversata. </div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Alla fine del viaggio, i calciatori del Napoli venivano fatti scendere dall’aereo prima di tutti gli altri viaggiatori, probabilmente anche per farli uscire dall’aeroporto in modo più defilato ed evitare così accalcamenti o inutili resse. Qualche minuto dopo, Bruno e gli altri passeggeri procedevano lentamente in fila indiana lungo il corridoio interno al velivolo. Prima di uscire, Bruno lanciava un’ultima fugace occhiata al sedile fino a pochi minuti prima occupato da Diego. Con la coda dell’occhio si soffermava a scrutare con maggiore attenzione qualcosa, come percorso da un istintivo bisogno di trovare qualche traccia del passaggio di Diego, un qualche oggetto, un segnale, un indizio qualunque che potesse consentirgli di testimoniare di fronte agli amici rimasti a Napoli, ai parenti, ma forse soprattutto a se stesso, quel suo viaggio, quel seuo contatto diretto con l’Eroe, con il Mito. </div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Improvvisamente Bruno intravede qualcosa di strano, come una piccola macchiolina scura nella parte alta del sedile occupato da Maradona. Si ferma e, incurante delle pressioni degli altri passeggeri alle sue spalle, si avvicina e scorge quelli che gli sembrano essere dei capelli. In effetti si tratta di una piccola ciocca nera, riccia. Non possono essere che i Suoi: i capelli di Maradona.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
“Fermi tutti – grida agli amici – aspettate un attimo”. Raccoglie delicatamente il suo trofeo, trattenendo tra l’indice e il pollice della sua mano destra la preziosa ciocca, mentre quasi contemporaneamente individua nella bustina di cellophan che avvolge il suo pacchetto diMarlboro il contenitore più adatto per poterla, almeno momentaneamente, custodire. </div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Da lì a una settimana sarebbe nata l’idea e sarebbe così cominciata la storia pubblica dell’istituzionalizzazione della bacheca contenente la reliquia, considerata col passar del tempo sempre più sacra: il capello (originale) di Maradona. Prima una piccola teca di legno, poi, a distanza di circa una decina d’anni, la costruzione di una vera e propria edicola votiva, eseguita a regola d’arte da uno dei migliori artigiani operanti nella stessa zona del centro antico di Napoli. </div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Inutile aggiungere che al salutare Bruno Alcidi, al termine di questa nostra breve chiacchierata relativa alla storia del capello di Diego, con un cenno d’intesa ed un occhiolino appena accennato, egli mi confessa all’orecchio che – “ovviamente” – quelli che vedo nella bacheca esposta al pubblico sono delle copie, i capelli originali di Maradona sono custoditi gelosamente a casa sua…!!!</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<b>Gianfranco Pecchinenda</b>, da Maradona - Sociologia di un mito globale”, a cura di Luca Bifulco e Vittorio Dini, Ipermedium libri</div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5628322558525141966.post-10694026855595413352014-05-01T20:33:00.001+02:002016-01-07T12:28:07.832+01:00Narrar para ser<div class="separator" style="clear: both; text-align: center;">
</div>
<div style="text-align: justify;">
<span style="font-size: large;"><b><a href="http://www.periodicodecrecimientopersonal.com/narrar-para-ser/">Revista de crecimiento personal</a></b></span></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_9VsMAKyM4tJU5IJMdexuFYzwLB5Qrc2my7xcTEiPGzruVfX0c0ijc2yHG2Wxj5vI3S9vo-vuVIKg091NVguUS_LHG5ErvaP_tn3G6GipKCOh8HWEbWyDlJ7mm7WQLhBWRXoudF6xucw/s1600/1743698_10152201289490199_473859756_n.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_9VsMAKyM4tJU5IJMdexuFYzwLB5Qrc2my7xcTEiPGzruVfX0c0ijc2yHG2Wxj5vI3S9vo-vuVIKg091NVguUS_LHG5ErvaP_tn3G6GipKCOh8HWEbWyDlJ7mm7WQLhBWRXoudF6xucw/s1600/1743698_10152201289490199_473859756_n.jpg" width="330" /></a><a href="https://www.blogger.com/blogger.g?blogID=5628322558525141966" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><span style="font-family: "Trebuchet MS",sans-serif;"><span style="font-size: large;">“Tengo cuarenta años y sé que la muerte de un padre es un acontecimiento
que deja huella y que habré de inmortalizar, si quiero llamarme
escritor.”<br /> </span></span></div>
<a href="https://www.blogger.com/blogger.g?blogID=5628322558525141966" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5628322558525141966.post-15536011462685460902014-02-24T23:20:00.002+01:002016-01-06T17:26:06.441+01:00Il mio ultimo libro: un omaggio a Emmanuel Bove<div class="" style="clear: both; text-align: center;">
<a href="https://www.blogger.com/blogger.g?blogID=5628322558525141966" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><span style="background-color: white;"><br /></span></div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div style="text-align: justify;">
<br /></div>
<br />
<div style="text-align: center;">
<a href="https://www.blogger.com/blogger.g?blogID=5628322558525141966" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><i><b><span style="font-size: large;"><a href="http://www.amazon.it/Fingere-davvero-Scritti-Emmanuel-menzogne/dp/129156134X">Fingere per davvero. </a></span><br /><span style="font-size: large;"> <span style="font-size: small;">Scritti su Emmanuel Bove e altre menzogne</span></span></b></i></div>
<br />
<div style="text-align: justify;">
<a href="https://www.blogger.com/blogger.g?blogID=5628322558525141966" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgKvReWWnYkBG_PKE6GkzyO3o0e9KlGa0xmGUlv2VelluicAQQ-1XIOf7CP_YJbwzx_WpZ630GIQEygfkoWwjV1MFgjIFeSp__8hBW_nf223qrMjaCsPtrKo0KcLDwHjBtbGC2WJL_aLN8/s1600/product_thumbnail.php.jpeg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgKvReWWnYkBG_PKE6GkzyO3o0e9KlGa0xmGUlv2VelluicAQQ-1XIOf7CP_YJbwzx_WpZ630GIQEygfkoWwjV1MFgjIFeSp__8hBW_nf223qrMjaCsPtrKo0KcLDwHjBtbGC2WJL_aLN8/s1600/product_thumbnail.php.jpeg" /></a>Gli uomini non vivono solo di verità; hanno bisogno anche della
menzogna. Le menzogne dei grandi artisti servono soprattutto a colmare
alcune tra le tante insufficienze che caratterizzano le esistenze umane;
esse sembrano essere una necessità evolutiva. Emmanuel Bove, uno dei
più grandi scrittori del Novecento, è stato uno straordinario interprete
degli equilibrismi che i romanzieri devono mettere in atto per
raccontare le verità nascoste nel cuore delle finzioni umane. Il punto
di partenza delle sue opere di fantasia è quasi sempre la memoria, come a
voler ribadire che le cose non sono mai come le vediamo ma come le
ricordiamo.<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://www.blogger.com/blogger.g?blogID=5628322558525141966" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"></a></div>
<br />
<br />
<br />
<br />
<br />
<a href="https://www.blogger.com/blogger.g?blogID=5628322558525141966" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"> </a><a href="https://www.blogger.com/blogger.g?blogID=5628322558525141966" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"> </a><a href="https://www.blogger.com/blogger.g?blogID=5628322558525141966" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"> </a><br />
<a href="http://www.amazon.it/Fingere-davvero-Scritti-Emmanuel-menzogne/dp/129156134X" target="_blank">BUY on AMAZON<br /><!-----></a></div>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
</div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5628322558525141966.post-61002291155325025342014-01-25T17:37:00.000+01:002016-01-06T17:41:39.001+01:00LA CONTEMPLAZIONE<div class="itemFullText">
<div style="text-align: justify;">
<a href="https://www.blogger.com/blogger.g?blogID=5628322558525141966" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=5628322558525141966" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-MoiJkB1cxr2g3PhCshb4VV6cxwj82XTZDa4ZSf4_KxifX0T_4_FLQcMcVb12J9Kt9taAXNNCc34cASK4FZu0E4dO_QbpdpXoSE0ubjyizEBUVcx_TJ1-mSBK8i3H60C6Ud2SMEFR9eg/s1600/contemplazione.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-MoiJkB1cxr2g3PhCshb4VV6cxwj82XTZDa4ZSf4_KxifX0T_4_FLQcMcVb12J9Kt9taAXNNCc34cASK4FZu0E4dO_QbpdpXoSE0ubjyizEBUVcx_TJ1-mSBK8i3H60C6Ud2SMEFR9eg/s320/contemplazione.jpg" /></a>Una collaborazione speciale lega l’America del Sud direttamente alla Campania e, in particolare, alla città di Salerno. Si tratta del libro dello scrittore venezuelano Edgar Borges “La contemplazione” che, oltre ad aver vinto il Primo Premio Internacional de Novela Albert Camus, è stato tradotto in italiano dal sociologo napoletano Gianfranco Pecchinenda e che vanta la copertina, per l’edizione italiana, prodotta dalla fotografa di Cava de’ Tirreni <a href="https://www.facebook.com/apianura">Anna Pianura</a>.<br />
<a href="https://www.blogger.com/blogger.g?blogID=5628322558525141966" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a>“Ho presentato il mio romanzo sia all’istituto Cervantes di Napoli che in alcune librerie di Salerno e ho amato fin dal primo sguardo queste città. Sono luoghi in cui tutto, anche l’oscurità, brilla di bellezza. Ringrazio molto Gianfranco che mi ha anche permesso di conoscere la fotografa Anna Pianura. Potrebbe apparire un luogo comune ma in Campania le donne sono come la loro terra: un punto di partenza che ci richiama sempre” commenta entusiasta Borges.<br />
E sarà anche per l’amore che lo scrittore nutre per questi territori se ha accettato di presenziare nuovamente alla fiera di Roma “Più libri più liberi” che si terrà dal 4 al 6 dicembre nel Palazzo dei congressi di Piazzale Kennedy.<br />
“Ho avuto modo di verificare che tra i lettori italiani c’è un grande interesse per quello che si scrive nell’America Latina – commenta l’autore venezuelano - Tutti gli incontri che ho tenuto in Italia hanno potuto contare un pubblico numeroso e molto partecipativo”.<br />
Ma cosa spinge un autore venezuelano a proporre la sua opera anche in Italia, nonostante l’ampio riscontro già ottenuto nella propria terra? “In America Latina siamo sempre aperti al nuovo; è come se vivessimo giorno dopo giorno alla costruzione di una identità sempre mutevole. Laddove vediamo uno spazio vuoto, siamo disposti a riempirlo. È questo che ci conduce a ricercare nuove forme e nuove direzioni. Non abbiamo paura di proporre. È anche per questo che si affronta il microracconto o qualunque altra espressione letteraria senza timori reverenziali nei confronti delle definizione di genere. Credo che questa temerarietà fa si che non ci sia stanchezza creativa. Il consumarsi della parola e dell’idea è un lusso che la creatività dei latinoamericani non conosce. Nei nostri paesi la vita quotidiana è la migliore espressione di creatività che si possa fornire come esempio” dichiara lo scrittore.<br />
Ed è proprio per questo, probabilmente, che il libro di Borges narra una storia particolare e interessante che si apre con un viaggio alla ricerca della persona amata. La vita del protagonista si intreccerà con una serie di omicidi ai danni di immigrati, omosessuali, emarginati e alle conseguenti indagini della polizia. Lo stesso, inoltre, incontrerà uno scrittore la cui opera, “La contemplazione” appunto, è stata rubata prima della pubblicazione.<br />
Un’opera riflessiva, introspettiva e sorprendente che ha riscosso un notevole successo anche lontano dalla patria natale e a cui seguiranno ulteriori romanzi già in procinto di essere tradotti in italiano.<br />
“In Spagna è stato appena pubblicato il mio ultimo romanzo “La ciclista delle soluzioni immaginarie” che spero venga presto tradotto anche in italiano. Racconta la storia di un burocrate che non sopporta più il suo matrimonio, il suo lavoro e il suo quartiere. Quest’uomo, il signor Silva, scoprirà la salvezza grazie alla comparsa di una ciclista acrobata che è disposta a risvegliare l’immaginazione di chiunque intenda ritornare alla vita. Inoltre – continua il Dtt. Borges - per gli inizi del 2015 dovrebbe essere disponibile in Italia il mio secondo libro: “L’uomo non mediatico che leggeva Peter Handke”.</div>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
</div>
</div>
fonte: <a href="http://www.gazzettinodisalerno.it/joomla/cultura/item/5384-venezuela-e-salerno-uniti-da-la-contemplazione-di-edgar-borges" target="_blank">link</a>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5628322558525141966.post-54289440204064513272014-01-24T15:37:00.000+01:002016-01-06T17:33:25.226+01:00TODO LITERATURA<a href="https://www.blogger.com/blogger.g?blogID=5628322558525141966" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><span style="background-color: #eeeeee;"><span style="font-size: large;"><a href="http://www.todoliteratura.es/actualidad/literatura/escritor-venezolano/edgar-borges/america-latina-tierra-de-libros/la-contemplacion/debate-literario/3180">Articolo di Gianfranco Pecchinenda su Edgar Borges</a></span></span><br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgi489_p0XK7MkyeN8eoryxJEUhThPRZf_Udlq-JS_H8W18KGf0WR99qK-bn_5PQazJFNxNt08AILJGEf2Fof44yvr62pr7mCUd0GIh2MyQu-8zv-jBaZprHdn696FfmZA24e3A_VNa9nc/s1600/con+Borges1.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgi489_p0XK7MkyeN8eoryxJEUhThPRZf_Udlq-JS_H8W18KGf0WR99qK-bn_5PQazJFNxNt08AILJGEf2Fof44yvr62pr7mCUd0GIh2MyQu-8zv-jBaZprHdn696FfmZA24e3A_VNa9nc/s1600/con+Borges1.png" width="300" /></a></div>
<br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5628322558525141966.post-27125821610018524512013-12-14T14:40:00.001+01:002014-01-24T15:38:15.724+01:00Con Borges <div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhnlet1E-5UIv16uisfRzlw5YUfrn0pcjshbNOjFXJH5N6Wibg4buCNaZrzcw_VPKk2xAm72PUVcKOoMuxkKos9_QaVq5D_vNmkSJfn1_miN-876I0sJoGwJV7CdTUD10zfQcMG3qZ9NWM/s1600/1479311_254136578077317_1083348804_n.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhnlet1E-5UIv16uisfRzlw5YUfrn0pcjshbNOjFXJH5N6Wibg4buCNaZrzcw_VPKk2xAm72PUVcKOoMuxkKos9_QaVq5D_vNmkSJfn1_miN-876I0sJoGwJV7CdTUD10zfQcMG3qZ9NWM/s320/1479311_254136578077317_1083348804_n.jpg" height="286" width="320" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5628322558525141966.post-33164752911904914912013-09-04T16:01:00.001+02:002016-01-07T14:44:48.591+01:00L'ULTIMO REGALO<div style="text-align: center;">
<h2>
<br /></h2>
</div>
<br />
<div style="text-align: center;">
</div>
<div class="separator" style="clear: both;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhyYGuYnV-yj-Xu_l7clBvCcioRejYiyXpmyf-gMpJPl7vKOeUZna4T17gFVmwuB56PAH73slWAU9QQ4PqIA5kURqbpUSbgzkgL06L8Lf2Qoz5cpQMs1hdVoWzEfvoHP42Im16Wlts_V1Y/s1600/ultimoregalo.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhyYGuYnV-yj-Xu_l7clBvCcioRejYiyXpmyf-gMpJPl7vKOeUZna4T17gFVmwuB56PAH73slWAU9QQ4PqIA5kURqbpUSbgzkgL06L8Lf2Qoz5cpQMs1hdVoWzEfvoHP42Im16Wlts_V1Y/s400/ultimoregalo.jpg" width="256" /></a><span style="font-family: inherit; font-size: large;">Ma quali sono, mi chiedo, i giorni della nostra vita che ricorderemo per sempre? Quali, tra i tanti trascorsi con le persone che amiamo? E perché proprio quelli e non i mille possibili altri?</span></div>
<br />
<span style="font-size: large;"><br /><i><a href="http://www.lavieri.it/Catalogo/A-libri/monotremi/ultimoregalo.php">L'ultimo regalo</a>, Gianfranco Pecchinenda</i><br /><br /> </span><br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5628322558525141966.post-23017750951497675222013-06-16T03:08:00.000+02:002016-01-07T14:46:33.343+01:00IL PRESENTIMENTO<br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhyKh1PbkzVZwh0ZWpAPRLH3SItP_8oPT6NilXrkN2OFuLwLTgmnAKIQYMLc5SwNl-VM7jHkJM27wbtSMILszl93Yby6RfZZCU41y3r_62Gr-JE_Tli2DCYDonIfc-NG6QVrCkyhZngI_4/s1600/presentimento.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhyKh1PbkzVZwh0ZWpAPRLH3SItP_8oPT6NilXrkN2OFuLwLTgmnAKIQYMLc5SwNl-VM7jHkJM27wbtSMILszl93Yby6RfZZCU41y3r_62Gr-JE_Tli2DCYDonIfc-NG6QVrCkyhZngI_4/s320/presentimento.jpg" width="205" /></a><b><span style="font-size: large;">La scrittura come ricerca della giusta distanza da cui poter osservare e interrogare se stessi</span></b><br />
<br />
Leggere Emmanuel Bove <a href="https://www.youtube.com/watch?v=X1Ty0BL8xzI&feature=youtu.be" target="_blank">(VIDEO)</a>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5628322558525141966.post-16881985761756663642013-02-28T10:29:00.004+01:002016-01-07T14:42:47.816+01:00SOCIOLOGIA DELLA CONOSCENZA<h2 style="text-align: center;">
Sociologia della Conoscenza </h2>
<div class="separator" style="clear: both; text-align: center;">
</div>
<br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhd9XQ_O7AGu86sglg7jDiiXo35s2Ys74M-XveZ410Ri-4sFwkNrdQl96YZk_RptKuARIX6Tz3nmIjtB_66Ps5AJORQIPb1EZHIaTNGHuY_vVyVio4Y2PcGMK4qE8jFSQFcjuZTJoJiynA/s1600/stupore.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhd9XQ_O7AGu86sglg7jDiiXo35s2Ys74M-XveZ410Ri-4sFwkNrdQl96YZk_RptKuARIX6Tz3nmIjtB_66Ps5AJORQIPb1EZHIaTNGHuY_vVyVio4Y2PcGMK4qE8jFSQFcjuZTJoJiynA/s400/stupore.jpg" width="282" /></a><br />
<div style="text-align: justify;">
I - La sociologia della conoscenza: storia, oggetto, metodi. La definizione del campo disciplinare: dalle origini a Berger e Luckmann, la realtà come costruzione sociale.</div>
<br />
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
II - Antropologia e conoscenza. I fondamenti biologici e sociali della conoscenza umana: le questioni epistemologiche dall'antropologia filosofica ai giorni nostri.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
III- Conoscenza scientifica e conoscenza artistica: la narrazione del sapere.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
IV - Conoscenza e Identità: la questione del doppio.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
TESTI DI RIFERIMENTO:</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Gianfranco Pecchinenda, Lo stupore e il sapere. Lezioni di sociologia della conoscenza, Ipermedium libri 2013 (il testo sarà disponibile a partire dal mese di aprile 2013)</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Paul L. Landsberg, Teoria sociologica della conoscenza, Ipermedium libri 2003</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Antonio Camorrino, Dal cosmo al caos, Ipermedium libri, 2012</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Paul Yonnet, La ritirata della morte. L'avvento dell'uomo contemporaneo, Ipermedium libri 2011</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<br /></div>
Unknownnoreply@blogger.com1tag:blogger.com,1999:blog-5628322558525141966.post-2967385082849332542013-02-18T09:29:00.001+01:002013-02-18T09:29:36.866+01:00Come una mano invisibile<a href="http://institutfrancais-napoli.com/it/come-una-mano-invisibile">Il Presentimento</a><div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiyp3QenX0Y_XWXLaEGvKdUIbPhyphenhyphen6BbgePaIFuEjuW2rhe-oKcVDeau0Zg6mTk5Oe6mzkjopm8yiA4FqCYbP77rGW7tl-H4HfdOmiaH0ZrF45ysMdvwn744UFJFaRgKZYkqd8_oVAc_Ro0/s1600/390891_214061338672092_213011362110423_428434_1817435857_n.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiyp3QenX0Y_XWXLaEGvKdUIbPhyphenhyphen6BbgePaIFuEjuW2rhe-oKcVDeau0Zg6mTk5Oe6mzkjopm8yiA4FqCYbP77rGW7tl-H4HfdOmiaH0ZrF45ysMdvwn744UFJFaRgKZYkqd8_oVAc_Ro0/s1600/390891_214061338672092_213011362110423_428434_1817435857_n.jpg" /></a></div>
<br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5628322558525141966.post-8104135358707742872013-01-04T23:34:00.000+01:002013-01-04T23:34:50.248+01:00Questo non sono io<style>
<!--
/* Font Definitions */
@font-face
{font-family:Cambria;
panose-1:2 4 5 3 5 4 6 3 2 4;
mso-font-charset:0;
mso-generic-font-family:auto;
mso-font-pitch:variable;
mso-font-signature:3 0 0 0 1 0;}
/* Style Definitions */
p.MsoNormal, li.MsoNormal, div.MsoNormal
{mso-style-parent:"";
margin-top:0cm;
margin-right:0cm;
margin-bottom:10.0pt;
margin-left:0cm;
mso-pagination:widow-orphan;
font-size:12.0pt;
font-family:"Times New Roman";
mso-ascii-font-family:Cambria;
mso-ascii-theme-font:minor-latin;
mso-fareast-font-family:Cambria;
mso-fareast-theme-font:minor-latin;
mso-hansi-font-family:Cambria;
mso-hansi-theme-font:minor-latin;
mso-bidi-font-family:"Times New Roman";
mso-bidi-theme-font:minor-bidi;
mso-fareast-language:EN-US;}
@page Section1
{size:612.0pt 792.0pt;
margin:70.85pt 2.0cm 2.0cm 2.0cm;
mso-header-margin:36.0pt;
mso-footer-margin:36.0pt;
mso-paper-source:0;}
div.Section1
{page:Section1;}
</style> <br />
<div class="MsoNormal">
<div class="separator" style="clear: both; text-align: center;">
</div>
Per chi, come me, ha la pretesa di voler studiare l'identità, la
strana vicenda che mi sta accompagnando nel corso di queste peraltro noiose vacanze natalizie, sta assumendo in questi ultimi
giorni le caratteristiche di una vera e propria nemesi.</div>
<div class="MsoNormal">
<a href="http://www.blogger.com/blogger.g?blogID=5628322558525141966" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="http://www.blogger.com/blogger.g?blogID=5628322558525141966" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="http://www.blogger.com/blogger.g?blogID=5628322558525141966" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="data:image/jpeg;base64,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" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="" border="0" height="145" src="data:image/jpeg;base64,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" width="200" /></a><a href="data:image/jpeg;base64,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" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="" border="0" src="data:image/jpeg;base64,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" /></a>Il fatto è il seguente: nei giorni scorsi, tra uno scambio
di auguri e una chiacchierata con gli amici, alcuni mi hanno fatto notare che
un tale <b style="mso-bidi-font-weight: normal;">Gianfranco Pecchinenda</b>, con
tanto di fotografia, si era recentemente registrato su Facebook, chiedendo l’amicizia e
postando scritti, video e immagini riguardanti il sottoscritto (cioè colui che
in questo momento sta scrivendo). Quasi tutti gli amici di cui sopra, avevano
reagito con un “finalmente” anche tu ti sei deciso ad entrare nella comunità;
“finalmente” potremo scambiarci notizie, opinioni, commenti e così via.</div>
<div class="MsoNormal">
A questi avevo risposto – e ne approfitto per ribadirlo qui
– che non essendo affatto un apocalittico, potevo vantarmi di essere stato tra
i primi ad aderire alla nascente comunità, dalla quale mi ero poi cancellato
per motivi che non sto qui a descrivere; diciamo –
per sintetizzare – perché era diventata per me una “ladra di tempo”. E il
tempo, con l’età, diventa un bene troppo prezioso! Ciononostante, per circa un
paio d’anni mi ero comunque fatto risucchiare nei meccanismi della comunità
attraverso la creazione di un doppio – <b style="mso-bidi-font-weight: normal;">Ricardo
Montero</b> – il quale mi era servito per una serie di mie sperimentazioni di
carattere sociologico-letterario. Proprio un paio di mesi fa, quando oramai <span style="mso-spacerun: yes;"> </span>praticamente tutti coloro che mi
conoscono sapevano benissimo che <b>Ricardo Montero ero io</b>, avevo deciso di
cancellarne definitivamente il profilo e riprendermi anche quel tempo (sempre crescente) che
questo invadente personaggio aveva finito per sottrarmi.</div>
<div class="MsoNormal">
Ed è proprio in questa fase, proprio cioè quando mi stavo definitivamente
allontanando dai pervasivi meccanismi di questa peraltro simpatica comunità,
che sopravveniva l’evento di cui sopra. Divertito, più che preoccupato, ho
allora recuperato i codici d’ingresso del mio vecchio Montero e mi sono messo a
curiosare tra le pagine di questo mio nuovo doppio. </div>
<div class="MsoNormal">
Eccolo lì: <a href="http://www.facebook.com/gianfranco.pecchinenda">http://www.facebook.com/gianfranco.pecchinenda</a></div>
<div class="MsoNormal">
In pochi giorni ho potuto verificare la presenza di quasi
mille contatti, il nascere di una pagina <a href="http://www.facebook.com/pages/Gianfranco-Pecchinenda/187764664697396?ref=hl">http://www.facebook.com/pages/Gianfranco-Pecchinenda/187764664697396?ref=hl</a> dedicata (cosa che peraltro mi onora e per la quale ringrazio molto gli amministratori!) e una serie di
commenti, saluti, richieste di vario genere. Una mia cara amica mi ha
consigliato di denunciare immediatamente l’accaduto sul sito dedicato di
Facebook; altri si sono offerti di provare ad inserirsi tra gli
amministratori della pagina, se non altro per controllare che non si
verificassero abusi particolarmente gravi a mio nome. In tutto questo ho anche
provato a immaginare chi potesse esserci dietro; chi potesse essere
l’homunculus che animava e dava vita al tutto. Credo di averne qualche idea, ma
la cosa, sinceramente, non mi appassiona più di tanto. Mi interessa molto di
più provare a capire come potrei convincere i miei gentili interlocutori
virtuali che “quello non sono io” e che “questo, invece, sono io”.</div>
<div class="MsoNormal">
Credo che molto presto mi toccherà rimettermi a studiare i
problemi connessi alla costruzione sociale dell’identità. Oppure, meglio,
aprire e gestire personalmente un mio profilo su Facebook. Finalmente!</div>
Unknownnoreply@blogger.com8tag:blogger.com,1999:blog-5628322558525141966.post-64798936192366935382012-11-05T20:11:00.002+01:002012-11-05T20:11:37.358+01:00Lo Scaffale - Tg3 - Essere Ricardo Montero<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.blogger.com/video.g?token=AD6v5dz4W6xkNwSLFwRne-9JnTbg0Uvd-HucbfuUNvN19C2d3mhWbZOQIT-eBqo0qOPbFAVe14xl3bhGcfLJHIn0_w' class='b-hbp-video b-uploaded' frameborder='0'></iframe></div>
<br />Unknownnoreply@blogger.com5tag:blogger.com,1999:blog-5628322558525141966.post-52776150194942492372012-07-15T00:13:00.000+02:002016-01-07T20:29:48.415+01:00ESSERE RICARDO MONTERO<br /><b><a href="http://www.lavieri.it/rassegna/Rassegna%20Autrement/Montero-ilfoglio.gif">UNA STORIA BORGESIANA DAL SAPORE DI CONFESSIONE</a> </b><br /><br /><br /><div style="text-align: justify;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiCUCRPQZNDWryRfytVvywsDKWdMYORvYSJJQXHXSC6pAg5tmd0mj8hyHdaCEST44YhVSYheoOhhh7fgIi3GGs9qDnHASaRB4_6M5Drk1uiq9yWfnavxSD1iKmx-3EpJGJwVgYHugmFf0U/s1600/articolo_ilfoglio.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiCUCRPQZNDWryRfytVvywsDKWdMYORvYSJJQXHXSC6pAg5tmd0mj8hyHdaCEST44YhVSYheoOhhh7fgIi3GGs9qDnHASaRB4_6M5Drk1uiq9yWfnavxSD1iKmx-3EpJGJwVgYHugmFf0U/s400/articolo_ilfoglio.jpg" width="330" /></a><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">Quando le pagine hanno il calore di una confessione, più che il ticchettio di un congegno intellettuale</span></div>
<div style="text-align: justify;">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><br /></span></div>
<div style="text-align: justify;">
<span style="font-family: Arial, Helvetica, sans-serif;">(articolo tratto da "Il FOGLIO" del giorno 11luglio2012)</span></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5628322558525141966.post-23150503476225885772012-06-18T01:38:00.000+02:002012-06-18T01:38:27.610+02:00Temps et récit - Paris 25 juin<img alt="" src="data:image/png;base64,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" />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5628322558525141966.post-26155103361393153232012-06-01T09:51:00.005+02:002012-06-01T09:55:30.397+02:00Progetti di tesi<div class="separator" style="clear: both; text-align: center;">
<a href="http://corrieredelmezzogiorno.corriere.it/napoli/notizie/sociale/2012/31-maggio-2012/mobilita-audio-mappe-ciechi-l-ha-ideata-studente-27enne-201418903714.shtml"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj0K3o74xRnH98YWehzmmHBNFo5T1dvhT0_r9umC1ml4vOH6VBSRziUVi8YL-ldmVAP7ImObMJvKJbLZGo_LLTnVualqF-iq7O8lovdH6BhEMz1oVSgqzAvk5bHDMnw_sIAO6HoQReEaJY/s1600/images.jpg" /></a></div>
<div style="color: yellow;">
<br /></div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5628322558525141966.post-81952729336659275642012-05-28T21:31:00.004+02:002012-05-28T21:31:38.553+02:00Conoscere Emmanuel Bove<div class="" style="clear: both; color: yellow; text-align: left;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh-b7_lk49vIMdhCX7DVMEFOHvKlDmU9WUl8UD-9NemG0f3-bc2YgMAIigk0Or8B8EA32XjVxC7sCGnWMwwictIzgRAwB65ASuHd7afTxn0LvksCdwH0WkYVa4l03dQaBicQfa2But_ozk/s1600/Baruffe2-bove.tiff" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><span class="translationEligibleUserMessage">31 Maggio 2012 - ore 16.30</span></a><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh-b7_lk49vIMdhCX7DVMEFOHvKlDmU9WUl8UD-9NemG0f3-bc2YgMAIigk0Or8B8EA32XjVxC7sCGnWMwwictIzgRAwB65ASuHd7afTxn0LvksCdwH0WkYVa4l03dQaBicQfa2But_ozk/s1600/Baruffe2-bove.tiff" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><span class="translationEligibleUserMessage"></span></a><b><span class="translationEligibleUserMessage"> </span></b></div>
<div class="" style="clear: both; color: yellow; text-align: left;">
<b><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh-b7_lk49vIMdhCX7DVMEFOHvKlDmU9WUl8UD-9NemG0f3-bc2YgMAIigk0Or8B8EA32XjVxC7sCGnWMwwictIzgRAwB65ASuHd7afTxn0LvksCdwH0WkYVa4l03dQaBicQfa2But_ozk/s1600/Baruffe2-bove.tiff" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><span class="translationEligibleUserMessage">Piazza Carducci - Albano Laziale<br /><span class="text_exposed_show"> </span></span></a></b></div>
<div class="" style="clear: both; color: yellow; text-align: left;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh-b7_lk49vIMdhCX7DVMEFOHvKlDmU9WUl8UD-9NemG0f3-bc2YgMAIigk0Or8B8EA32XjVxC7sCGnWMwwictIzgRAwB65ASuHd7afTxn0LvksCdwH0WkYVa4l03dQaBicQfa2But_ozk/s1600/Baruffe2-bove.tiff" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh-b7_lk49vIMdhCX7DVMEFOHvKlDmU9WUl8UD-9NemG0f3-bc2YgMAIigk0Or8B8EA32XjVxC7sCGnWMwwictIzgRAwB65ASuHd7afTxn0LvksCdwH0WkYVa4l03dQaBicQfa2But_ozk/s320/Baruffe2-bove.tiff" width="228" /></a><b><span class="translationEligibleUserMessage"><span class="text_exposed_show">Incontro con il prof. Gianfranco Pecchinenda dell'università di Napoli.
E' traduttore e curatore, per le edizioni LAVIERI, di alcuni testi di
EMMANUEL BOVE, autore francese quasi sconosciuto in Italia e pubblicato
in maniera sporadica e frammentaria da diversi editori, spesso piccoli e
di difficile reperibilità. Organizza l'iniziativa la libreria delle
Baruffe, nota come 'museo degli sforzi inutili' (citazione da Cristina
Peri Rossi- Einaudi). Può essere occasione per conoscere questo
magnifico misconosciuto scrittore, apprezzato da Beckett, Rilke, Peter
Handke. Può essere momento di esercizio della curiosità in una piazzetta
per l'occasione priva di automobili parcheggiate</span></span></b></div>
<div style="text-align: left;">
<br /></div>
<br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5628322558525141966.post-74304318221682142072012-04-25T14:55:00.000+02:002012-04-25T14:55:30.431+02:00I film che raccontano la storia del cinema<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiwdwdTLGiKMngoi8YkUiLztZ8veygURbQju4PyVxKEMRJApreHDlb_6orf-H_9nSsTMZWxQu5tgPQik8v7WMzqgRdM5Z-Z2HdUIUVO6v6duWwy7lOWndL-K7asfekwiM_EK6LKx7cpYsg/s1600/Istantanea+2012-04-25+14-45-20.tiff" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiwdwdTLGiKMngoi8YkUiLztZ8veygURbQju4PyVxKEMRJApreHDlb_6orf-H_9nSsTMZWxQu5tgPQik8v7WMzqgRdM5Z-Z2HdUIUVO6v6duWwy7lOWndL-K7asfekwiM_EK6LKx7cpYsg/s320/Istantanea+2012-04-25+14-45-20.tiff" width="282" /></a></div>
<div style="text-align: center;">
Nell'ambito della </div>
<div style="text-align: center;">
Rassegna </div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
<b>CINEMA E STORIA</b></div>
<div style="text-align: center;">
<b>Cinema allo specchio </b></div>
<div style="text-align: center;">
<b>i film che raccontano la storia del cinema </b></div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
<b>Venerdì 27 aprile</b> </div>
<div style="text-align: center;">
- Aula Piovani - </div>
<div style="text-align: center;">
Facoltà di Lettere e Filosofia </div>
<div style="text-align: center;">
Università "Federico II" di Napoli</div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
Tavola Rotonda</div>
<div style="text-align: center;">
<b>ARTI ALLO SPECCHIO</b></div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
Interventi di </div>
<div style="text-align: center;">
A. De Vivo, P. Sabbatino, G. Pecchinenda, E. Massarese, A. Spinosa, M. Persico, P. Iaccio, V. Esposito, M. Franco, A. V. Nazzaro</div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5628322558525141966.post-64385792654678169582012-04-16T00:13:00.003+02:002012-04-16T00:23:24.471+02:00Lecture: I videogiochi e l'immaginario americano<div style="background-color: yellow; color: #eeeeee;">
<a href="http://www.strozzina.org/events/lecture-gianfranco-pecchinenda/">Centro di Cultura Contemporanea - Palazzo Strozzi - Firenze</a></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjOepFCXgifI1_ctkcseQWmg0voQy-jvd74XJ7MSjm_AbdtLIyQk976rVnSWUaxEaNze_bdnJVgSTtR8gobuZkdne65vx9nf-ycdJ8Gryof8IZkZwKXRR1acUi8uQg12vxTyojyxdU0SmA/s1600/lecture-gianfranco-pecchinenda-630.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="126" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjOepFCXgifI1_ctkcseQWmg0voQy-jvd74XJ7MSjm_AbdtLIyQk976rVnSWUaxEaNze_bdnJVgSTtR8gobuZkdne65vx9nf-ycdJ8Gryof8IZkZwKXRR1acUi8uQg12vxTyojyxdU0SmA/s320/lecture-gianfranco-pecchinenda-630.jpg" width="320" /></a></div>
Giovedi 19 aprile 2012Unknownnoreply@blogger.com1tag:blogger.com,1999:blog-5628322558525141966.post-17636667523757771202012-03-11T11:38:00.001+01:002012-03-11T14:02:40.265+01:00Programma del Corso di Sociologia della Conoscenza<style>
@font-face {
font-family: "Cambria";
}p.MsoNormal, li.MsoNormal, div.MsoNormal { margin: 0cm 0cm 10pt; font-size: 12pt; font-family: "Times New Roman"; }p.MsoListParagraph, li.MsoListParagraph, div.MsoListParagraph { margin: 0cm 0cm 10pt 36pt; font-size: 12pt; font-family: "Times New Roman"; }p.MsoListParagraphCxSpFirst, li.MsoListParagraphCxSpFirst, div.MsoListParagraphCxSpFirst { margin: 0cm 0cm 0.0001pt 36pt; font-size: 12pt; font-family: "Times New Roman"; }p.MsoListParagraphCxSpMiddle, li.MsoListParagraphCxSpMiddle, div.MsoListParagraphCxSpMiddle { margin: 0cm 0cm 0.0001pt 36pt; font-size: 12pt; font-family: "Times New Roman"; }p.MsoListParagraphCxSpLast, li.MsoListParagraphCxSpLast, div.MsoListParagraphCxSpLast { margin: 0cm 0cm 10pt 36pt; font-size: 12pt; font-family: "Times New Roman"; }div.Section1 { page: Section1; }ol { margin-bottom: 0cm; }ul { margin-bottom: 0cm; }
</style>
<br />
<div align="center" class="MsoNormal" style="color: orange; text-align: center;">
<b>SOCIOLOGIA DELLA CONOSCENZA 2011-12</b></div>
<div align="center" class="MsoNormal" style="color: yellow; text-align: center;">
<b><a href="http://www.youtube.com/watch?v=vKQqxt7xd20">Prof. Gianfranco Pecchinenda</a></b></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<b>II SEMESTRE </b></div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="MsoNormal">
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiw-1RGFas-ippX5R8x7-obCeZw7jCSiUh7UOsGXhqhyphenhyphenDaRNHdnIy5BTgRj2xsCSSL9mvJuS1YrXXIB5lt-ZlJuRcHQUoaYLYbDqWuMB6Knyb_rTGPPsMKGfHc1DSkZGy2ywbbvs2NUHhs/s1600/images.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiw-1RGFas-ippX5R8x7-obCeZw7jCSiUh7UOsGXhqhyphenhyphenDaRNHdnIy5BTgRj2xsCSSL9mvJuS1YrXXIB5lt-ZlJuRcHQUoaYLYbDqWuMB6Knyb_rTGPPsMKGfHc1DSkZGy2ywbbvs2NUHhs/s1600/images.jpg" /></a></div>
<br /></div>
<div class="MsoNormal" style="color: orange;">
<b>I. La sociologia della conoscenza: origini della disciplina e
principali riferimenti teorici</b></div>
<div class="MsoNormal">
Testi (per i non frequentanti): </div>
<div class="MsoListParagraphCxSpFirst" style="text-indent: -18pt;">
1)<span style="font: 7pt "Times New Roman";">
</span>P. Berger – Th. Luckmann, La realtà come
costruzione sociale, Il Mulino</div>
<div class="MsoListParagraphCxSpLast" style="text-indent: -18pt;">
2)<span style="font: 7pt "Times New Roman";">
</span>Paul – Louis Landsberg, Teoria sociologica della
conoscenza, Ipermedium libri</div>
<div class="MsoNormal" style="color: orange;">
<b>II. Conoscenza, comunicazione e cultura moderna: Il contesto
storico-tecnologico</b></div>
<div class="MsoNormal">
Testi (per i non frequentanti)</div>
<div class="MsoListParagraphCxSpFirst" style="text-indent: -18pt;">
3)<span style="font: 7pt "Times New Roman";">
</span>Stephen Kern, Il tempo e lo spazio, Il Mulino</div>
<div class="MsoListParagraphCxSpLast" style="text-indent: -18pt;">
4)<span style="font: 7pt "Times New Roman";">
</span>John Burrow, La crisi della ragione, Il Mulino</div>
<div class="MsoNormal" style="color: orange;">
<b>III. Letteratura e Sociologia della Conoscenza </b></div>
<div class="MsoNormal">
Testi (per i non frequentanti)</div>
<div class="MsoListParagraphCxSpFirst" style="text-indent: -18pt;">
5)<span style="font: 7pt "Times New Roman";">
</span>Stefano Calabrese (a cura di),
Neuronarratologia, Archetipo libri</div>
<div class="MsoListParagraphCxSpMiddle" style="text-indent: -18pt;">
6)<span style="font: 7pt "Times New Roman";">
</span>Federico Campbell, Padre e memoria, Ipermedium
libri</div>
<div class="MsoListParagraphCxSpLast" style="text-indent: -18pt;">
7)<span style="font: 7pt "Times New Roman";">
</span>Gianfranco Pecchinenda, Homunculus, Liguori<br />
8) Gianfranco Pecchinenda, Essere Ricardo Montero, Lavieri </div>
<div class="MsoNormal">
Per coloro che frequenteranno il corso alcuni dei testi
indicati potranno essere sostituiti con appunti e altro materiale didattico
indicato durante le lezioni</div>
<div class="MsoNormal">
Le lezioni cominceranno il <b>21 marzo</b> <b>2012</b> e
proseguiranno tutti i martedì dalle ore 11 alle ore 14 in aula I-4 e i
mercoledì dalle ore 15 alle ore 18 in aula ovale</div>
<div class="MsoNormal">
La prova finale per ottenere i crediti (9CFU) sarà orale</div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5628322558525141966.post-91284246777011277972012-02-23T09:45:00.002+01:002012-02-23T09:45:56.688+01:00Uno strano delirio<style>
p.MsoNormal, li.MsoNormal, div.MsoNormal { margin: 0cm 0cm 0.0001pt; font-size: 12pt; font-family: "Times New Roman"; }div.Section1 { page: Section1; }
</style>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg3W2F67SrqIytDr0J8UGtEm0KQFOo5_QYFSIxEqUaKSl_BcKcMA2-5IXJUYD0jkBFtwx2cU0CvnswMWJ1x6VueTGME_9AUeXL15JDctihelBr-vQE9E_Tta16LTxp-2pUyOnrvp3ANpHE/s1600/405463_2679329751438_1502126059_31950240_486891257_n.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg3W2F67SrqIytDr0J8UGtEm0KQFOo5_QYFSIxEqUaKSl_BcKcMA2-5IXJUYD0jkBFtwx2cU0CvnswMWJ1x6VueTGME_9AUeXL15JDctihelBr-vQE9E_Tta16LTxp-2pUyOnrvp3ANpHE/s320/405463_2679329751438_1502126059_31950240_486891257_n.jpg" width="240" /></a></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
Articolo pubblicato sul Corriere del Mezzogiorno </div>
<div class="MsoNormal" style="text-align: justify;">
il 23 febbraio 2012</div>
<div class="MsoNormal" style="text-align: justify;">
di Gianfranco Pecchinenda </div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: large;">Un mio caro amico, Ricardo
Montero, sostiene che gli esseri umani si possano classificare in due
categorie: quelli che dividono gli uomini in due categorie e quelli che non lo
fanno. Appartenendo al primo gruppo, egli afferma di conseguenza che anche gli
scrittori siano di due tipi: quelli che fanno ricorso a un metodo
paradigmatico, o logico-scientifico, e quelli che invece utilizzano una
narrazione di tipo letterario. I primi, abbracciano un sistema descrittivo ed
esplicativo formale, ricorrono alla categorizzazione e alla
concettualizzazione, finendo col produrre teorie, analisi rigorose,
argomentazioni e scoperte empiriche che poggiano su ipotesi attentamente
ragionate. I secondi generano invece racconti, drammi avvincenti e quadri
teorici credibili, sebbene non necessariamente veri. Questi due tipi di
scrittori sono irriducibili gli uni agli altri: gli uni hanno a che fare con la
verità e la realtà, gli altri con la verosimiglianza e l’esistenza. E
quest’ultima non è necessariamente limitata <span>alla verità di ciò che si è effettivamente realizzato, ma – come scrive
Milan Kundera – “è riferita al campo delle possibilità umane, di tutto quello
che l’uomo può divenire, di tutto quello di cui è capace”.</span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: large;">Evidentemente Ricardo Montero non
ignora che già nel 1795, in un suo celebre saggio, Friedrich Schiller aveva anch’egli
suddiviso i poeti in base a due tipologie: gli ingenui e i sentimentali. I
primi, sarebbero coloro che scrivono in modo quasi inconsapevole, sulla scorta
di un impulso istintivo, che non considerano eventuali critiche o conseguenze
sociali del loro operare; i secondi, invece, scrivono in modo assolutamente
consapevole, attenti ai metodi e alle tecniche da mettere in atto, angosciati
dalle possibili conseguenze del prodotto del loro ingegno. I primi si sentono
in qualche modo ispirati da un dio, dalla natura stessa o da una qualche entità
minore ma non meno straordinaria (un Genio, appunto), mentre i secondi, si
ritengono semplicemente geniali (con la g minuscola), ingegnosi, e si
preoccupano di mettere tale capacità al servizio della società in cui vivono, e
delle conseguenze che il loro agire potrebbe avere sulla realtà in cui operano.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: large;">Io, diversamente da Montero, sento
però di appartenere più modestamente alla categoria di coloro che preferiscono
non dividere gli scrittori in due categorie. Sono fatto così: non riesco a
tracciare linee di demarcazione nette, tipologie precise, suddivisioni
invalicabili. Amo troppo le sfumature, le incertezze; non riesco a non
alimentare ogni mio possibile dubbio. Non nego che le categorie indicate
possano essere in qualche modo utili, ma l’essenziale di ogni processo di
scrittura, quello che cioè accomuna secondo me tutti coloro che decidono di essere
scrittori, è quel sentimento di costante incertezza, quella sorta di
indecifrabile sospetto nei confronti della realtà, che produce a sua volta un insopprimibile
senso di insoddisfazione. Un sottile sentimento che, se alimentato da
un’adeguata conoscenza letteraria, spinge a cercare di aumentare e diversificare
le sfere di evasione ereditate dalla propria cultura, inducendo a generare
nuove storie, nuovi mondi.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: large;">Si tende allora a collocarsi
sulla scia dei grandi scrittori, di quei veri e propri maestri cioè che, in un
determinato momento della propria esistenza, erano riusciti a meravigliarci, a
stupirci: con una storia, un personaggio, o anche con una semplice frase. In
fondo ogni vero scrittore cerca sempre di dialogare con i maestri che ammira,
con i libri che ama. Ci si fa invadere da essi, li si ingoia, li si digerisce. Li
si riproduce. I più bravi copiano, anche, dai propri maestri, perché – come
sosteneva Thomas Bernard – solo copiando è possibile essere originali.Chi invece
cerca di imitarli, è tristemente destinato a diventare un mediocre (esattamente
come accade ad alcuni figli con i propri padri).</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: large;">Uno dei grandi segreti del
processo che spinge verso la scrittura, insomma, sembra essere proprio connesso
a questa dinamica: mentre lo scrivere acquieta momentaneamente certe
insoddisfazioni, accresce d’altro canto una perversa quanto affascinante forma
di <i>stupore</i>: una sensibilità non
conformista rispetto all’esistenza, un qualcosa che – piaccia o meno – rende
coloro che scrivono più adatti e ricettivi nei confronti dell’infelicità e
della malinconia. Una forma di afflizione che tanti grandi studiosi hanno
provato in un modo o nell’altro a mettere in relazione al talento narrativo.
Come ad esempio ha dichiarato il Nobel per la Letteratura Orhan Pamuk: “per
diventare scrittore, pazienza e fatica non bastano: si deve anzitutto sentire
l’impulso irresistibile a fuggire la gente, la compagnia, la consuetudine, la
quotidianità e a chiudersi in una stanza”. </span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: large;">Chi ha la pretesa di fare lo
scrittore, chi vuole essere uno scrittore, deve però anche necessariamente
inventarsi “un altro”, un individuo che si assumerà il dovere di scrivere le
sue opere. Un altro di cui finirà prima o poi per diventare schiavo. Un altro
che vivrà in solitudine le sue angosce, seduto a un tavolino, mentre lui si
dovrà preoccupare di fare la spesa, pagare le bollette, gestire la
quotidianità.</span></div>
<div class="MsoNormal" style="margin-right: -0.35pt; text-align: justify;">
<span style="font-size: large;">Come ha
scritto da qualche parte Ricardo Montero – ancora lui – la cosa importante per
uno scrittore non è tanto ciò che si scrive, i libri, gli articoli o i
racconti, ma è quella specie di delirio che, invadendoti, ti porta a parlare da
solo e che per certi versi costituisce un’ancora di salvezza: <i>il delirio di credersi uno scrittore</i>. Si
tratta di una decisione radicale e assoluta. Chi scrive, dice in sostanza il
mio amico Montero, deve diventare un altro. In questo momento <i>l’altro</i> sono io.</span></div>Unknownnoreply@blogger.com3tag:blogger.com,1999:blog-5628322558525141966.post-71763762316658385722012-02-08T20:24:00.001+01:002012-02-08T20:24:04.779+01:00Essere Ricardo Montero (Booktrailer)<div class="separator" style="clear: both; text-align: center;">
<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.blogger.com/video.g?token=AD6v5dzRa0P9B22hD1-Rw1E0p_BH3AAFL9QhtP1kDfVSuYOdIneTRRMZAR9iXnls1Gh6YmxkRWoovuhn2uDAZIokKA' class='b-hbp-video b-uploaded' frameborder='0'></iframe></div>
<br />Unknownnoreply@blogger.com1tag:blogger.com,1999:blog-5628322558525141966.post-36479394766550068092012-02-06T10:16:00.000+01:002012-02-06T10:16:33.740+01:00Recensione<a href="http://www.unireport.unisalento.it/?p=440" style="color: orange;">Essere Ricardo Montero</a><div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi6RHziQ54TIi2PfNkRPEm00ujy6GLrkJdZW8TsFWWzXquBmh1cSTvVQTaPZWLhNs3VgVKBUNUB4tjdLfcJd9NJxcOhasjWs4Xxyw7dv7paUgdjFTDNj-NErlCkGiTr3f70vpxgWYYztC0/s1600/IMG_1792.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi6RHziQ54TIi2PfNkRPEm00ujy6GLrkJdZW8TsFWWzXquBmh1cSTvVQTaPZWLhNs3VgVKBUNUB4tjdLfcJd9NJxcOhasjWs4Xxyw7dv7paUgdjFTDNj-NErlCkGiTr3f70vpxgWYYztC0/s320/IMG_1792.JPG" width="213" /></a></div>
<br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5628322558525141966.post-51014259009520196692012-02-04T14:35:00.001+01:002012-02-04T14:35:38.540+01:00Recensione<a href="http://www.agoravox.it/Essere-singolari-molteplici-non,33567.html">Essere Ricardo Montero</a><div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiJPhPtymbdopg78yLcEvcQUlFF8PZhpNPX6VpmaxjAcT07S6h3JFlZYbPOBtE2YRujJKadlb1PHXXZPkfpBTJg4xYwSW3jTGv_0cuN6EH5JLjAotJ54tU0QjTm5FEoFvIoIM389D2ZYv8/s1600/parigi+%2810%29.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="224" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiJPhPtymbdopg78yLcEvcQUlFF8PZhpNPX6VpmaxjAcT07S6h3JFlZYbPOBtE2YRujJKadlb1PHXXZPkfpBTJg4xYwSW3jTGv_0cuN6EH5JLjAotJ54tU0QjTm5FEoFvIoIM389D2ZYv8/s320/parigi+%2810%29.JPG" width="320" /></a></div>
<br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5628322558525141966.post-32249810792021550932012-01-24T23:50:00.000+01:002012-01-24T23:50:13.278+01:00Recensione<a href="http://www.agoravox.it/Essere-singolari-molteplici-non.html">Essere Ricardo Montero</a><div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi8HZasv2sJk0cKM1ZTjx3vfqfZY8R_uXUfjisjSmoBOUB_3pLd57WOzUwAfmHpsrg854kM3jI5LwvyTrEPinPjJmdRIV7nuh3VtFF95YQ9S6QHdVZfaTLucxRsKWzPHfEkd2tPszYMgls/s1600/parigi+%2528306%2529.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="239" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi8HZasv2sJk0cKM1ZTjx3vfqfZY8R_uXUfjisjSmoBOUB_3pLd57WOzUwAfmHpsrg854kM3jI5LwvyTrEPinPjJmdRIV7nuh3VtFF95YQ9S6QHdVZfaTLucxRsKWzPHfEkd2tPszYMgls/s320/parigi+%2528306%2529.JPG" width="320" /></a></div>
<br />Unknownnoreply@blogger.com3