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	<title>Tiziano Possamai</title>
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	<description>attività di Tiziano Possamai</description>
	<pubDate>Fri, 18 May 2012 21:54:17 +0000</pubDate>
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		<title>Consulenza filosofica e postmodernità</title>
		<link>http://www.tizianopossamai.com/2012/05/3673/</link>
		<comments>http://www.tizianopossamai.com/2012/05/3673/#comments</comments>
		<pubDate>Wed, 02 May 2012 15:30:35 +0000</pubDate>
		<dc:creator>Tiziano</dc:creator>
		
		<category><![CDATA[Eventi]]></category>

		<category><![CDATA[Senza categoria]]></category>

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		<description><![CDATA[sabato 5 maggio 2012
ore 15.30
Consulenza filosofica e postmodernità


presentazione del libro e incontro con l&#8217;autore
Libreria Moderna
via Cavour 13
Udine
nell’ambito dell&#8217;ottava edizione di vicino/lontano - premio Terzani

Udine 3-6 maggio 2012
a cura dell’ASSOCIAZIONE CULTURALE VICINO LONTANO

]]></description>
			<content:encoded><![CDATA[<p>sabato 5 maggio 2012</p>
<p>ore 15.30</p>
<p><em>Consulenza filosofica e postmodernità</em></p>
<p><a href="../wp-content/uploads/2012/05/copertina-tiziano-possamai1-201x300.jpg"><img class="alignleft size-full wp-image-3674" title="copertina-tiziano-possamai1-201x300" src="../wp-content/uploads/2012/05/copertina-tiziano-possamai1-201x300.jpg" alt="copertina-tiziano-possamai1-201x300" width="201" height="300" /></a></p>
<p><strong><br />
presentazione del libro e incontro con l&#8217;autore</strong></p>
<p><strong>Libreria Moderna</strong></p>
<p>via Cavour 13</p>
<p>Udine</p>
<p><span style="color: #808080;"><span style="color: #333300;"><span style="color: #000000;">nell’ambito dell&#8217;ottava edizione di </span></span><span style="color: #808080;">vicino/lontano - premio Terzani</span></span></p>
<p><strong></strong></p>
<p><strong><span style="color: #333333;">Udine 3-6 maggio 2012</span></strong></p>
<p>a cura dell’<a href="http://www.vicinolontano.it/index.php?AssociazioneculturaleVicinoLontano" target="_blank"><span style="color: #800000;">ASSOCIAZIONE CULTURALE VICINO LONTANO</span></a></p>
<p><a href="http://www.tizianopossamai.com/wp-content/uploads/2012/05/libreria9.jpg"><img class="alignleft size-full wp-image-3675" title="libreria9" src="http://www.tizianopossamai.com/wp-content/uploads/2012/05/libreria9.jpg" alt="libreria9" width="715" height="503" /></a></p>
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		<item>
		<title>Quale filosofia per le pratiche?</title>
		<link>http://www.tizianopossamai.com/2012/04/3644/</link>
		<comments>http://www.tizianopossamai.com/2012/04/3644/#comments</comments>
		<pubDate>Tue, 17 Apr 2012 19:01:33 +0000</pubDate>
		<dc:creator>Tiziano</dc:creator>
		
		<category><![CDATA[Eventi]]></category>

		<category><![CDATA[Senza categoria]]></category>

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		<description><![CDATA[domenica 4 marzo 2012
ore 10.00 - 16.00
Soggetti in gioco


nelle pratiche filosofiche
via dell&#8217;Orso 12
Milano
a cura
dell&#8217;Osservatorio sulle pratiche filosofiche e del Laboratorio di filosofia contemporanea di Trieste
e della Sezione Phronesis di Milano
Coordinamento di Pierpaolo Casarin e Vincenza Minniti
]]></description>
			<content:encoded><![CDATA[<p>domenica 4 marzo 2012</p>
<p>ore 10.00 - 16.00</p>
<p><em>Soggetti in gioco<br />
</em></p>
<p><a href="../wp-content/uploads/2012/04/319613_2499131963621_1412571125_2858552_1720883201_n.jpg"><img class="alignleft size-full wp-image-3654" title="319613_2499131963621_1412571125_2858552_1720883201_n" src="../wp-content/uploads/2012/04/319613_2499131963621_1412571125_2858552_1720883201_n.jpg" alt="319613_2499131963621_1412571125_2858552_1720883201_n" width="403" height="224" /></a></p>
<p><em>nelle pratiche filosofiche</em></p>
<p>via dell&#8217;Orso 12<br />
Milano</p>
<p>a cura<br />
dell&#8217;Osservatorio sulle pratiche filosofiche e del <span style="color: #000000;"><a href="http://www.filolab.it/" target="_blank"><span style="color: #800000;">Laboratorio di filosofia contemp</span><span style="color: #800000;">oranea</span></a></span><span style="color: #800000;"><span style="color: #000000;"> di Trieste</span><span style="color: #000000;"><br />
e </span></span><span style="color: #800000;"><span style="color: #000000;">della Sezione <em>Phronesis</em> di Milano</span></span></p>
<p>Coordinamento di Pierpaolo Casarin e Vincenza Minniti</p>
]]></content:encoded>
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		<item>
		<title>Quali pratiche per la filosofia?</title>
		<link>http://www.tizianopossamai.com/2012/04/quale-filosofia-per-le-pratiche-2/</link>
		<comments>http://www.tizianopossamai.com/2012/04/quale-filosofia-per-le-pratiche-2/#comments</comments>
		<pubDate>Sat, 14 Apr 2012 13:18:39 +0000</pubDate>
		<dc:creator>Tiziano</dc:creator>
		
		<category><![CDATA[Eventi]]></category>

		<category><![CDATA[gregory bateson]]></category>

		<guid isPermaLink="false">http://www.tizianopossamai.com/?p=3596</guid>
		<description><![CDATA[sabato 3 marzo 2012
ore 16.00 - 19.30
Seminario sul tema del gioco

Heartspace
via dell&#8217;Orso 12
Milano
a cura
dell&#8217;Osservatorio sulle pratiche filosofiche e del Laboratorio di filosofia contemporanea di Trieste
e della Sezione Phronesis di Milano
Coordinamento di Pierpaolo Casarin e Vincenza Minniti
]]></description>
			<content:encoded><![CDATA[<p>sabato 3 marzo 2012</p>
<p>ore 16.00 - 19.30</p>
<p><em>Seminario sul tema del gioco</em></p>
<p><a href="http://www.tizianopossamai.com/wp-content/uploads/2012/04/3551595_31_b.jpg"><img class="alignleft size-full wp-image-3601" title="3551595_31_b" src="http://www.tizianopossamai.com/wp-content/uploads/2012/04/3551595_31_b.jpg" alt="3551595_31_b" width="163" height="245" /></a></p>
<p>Heartspace<br />
via dell&#8217;Orso 12<br />
Milano</p>
<p>a cura<br />
dell&#8217;Osservatorio sulle pratiche filosofiche e del <span style="color: #000000;"><a href="http://www.filolab.it/" target="_blank"><span style="color: #800000;">Laboratorio di filosofia contemp</span><span style="color: #800000;">oranea</span></a></span><span style="color: #800000;"><span style="color: #000000;"> di Trieste</span><span style="color: #000000;"><br />
e </span></span><span style="color: #800000;"><span style="color: #000000;">della Sezione <em>Phronesis</em> di Milano</span></span></p>
<p>Coordinamento di Pierpaolo Casarin e Vincenza Minniti</p>
]]></content:encoded>
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		</item>
		<item>
		<title>Comunicazione e trasformazione</title>
		<link>http://www.tizianopossamai.com/2012/04/3585/</link>
		<comments>http://www.tizianopossamai.com/2012/04/3585/#comments</comments>
		<pubDate>Sat, 14 Apr 2012 12:40:24 +0000</pubDate>
		<dc:creator>Tiziano</dc:creator>
		
		<category><![CDATA[Eventi]]></category>

		<category><![CDATA[Senza categoria]]></category>

		<category><![CDATA[gregory bateson]]></category>

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		<description><![CDATA[venerdì 18 febbraio 2012
ore 14.15 - 19.30
Comunicazione e trasformazione
a partire da Bateson
Master Universitario
di II livello in
Filosofia come via di trasformazione

Università degli Studi di Verona
Dipartimento di Filosofia, Pedagogia e Psicologia
Facoltà di Lettere e Filosofia
Polo Zanotto
via S. Francesco 22
Verona
info:
http://www.masterfilosofiaditrasformazione.it/
]]></description>
			<content:encoded><![CDATA[<p>venerdì 18 febbraio 2012</p>
<p>ore 14.15 - 19.30</p>
<p><em>Comunicazione e trasformazione<br />
a partire da Bateson</em></p>
<p>Master Universitario<br />
di II livello in<br />
<strong><span style="color: #800000;">Filosofia come via di trasformazione</span></strong></p>
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" alt="" /></p>
<p><span style="color: #000000;">Università degli Studi di Verona</span><span style="color: #800000;"><span style="color: #000000;"><br />
Dipartimento di Filosofia, Pedagogia e Psicologia</span><br />
<span style="color: #000000;">Facoltà di Lettere e Filosofia</span></span></p>
<p>Polo Zanotto<br />
via S. Francesco 22<br />
Verona</p>
<p>info:<br />
http://www.masterfilosofiaditrasformazione.it/</p>
]]></content:encoded>
			<wfw:commentRss>http://www.tizianopossamai.com/2012/04/3585/feed/</wfw:commentRss>
		</item>
		<item>
		<title>Pragmatica della comunicazione</title>
		<link>http://www.tizianopossamai.com/2012/04/pragmatica-della-comunicazione-in-gregory-bateson/</link>
		<comments>http://www.tizianopossamai.com/2012/04/pragmatica-della-comunicazione-in-gregory-bateson/#comments</comments>
		<pubDate>Sat, 14 Apr 2012 12:35:54 +0000</pubDate>
		<dc:creator>Tiziano</dc:creator>
		
		<category><![CDATA[Eventi]]></category>

		<category><![CDATA[Senza categoria]]></category>

		<category><![CDATA[gregory bateson]]></category>

		<guid isPermaLink="false">http://www.tizianopossamai.com/?p=3580</guid>
		<description><![CDATA[sabato 28 gennaio 2012
ore 14.00 - 19.30
Pragmatica della comunicazione
secondo Bateson

Master Universitario
di II livello in
Filosofia come via di trasformazione

Università degli Studi di Verona
Dipartimento di Filosofia, Pedagogia e Psicologia
Facoltà di Lettere e Filosofia


vicolo S. Felicita 13
Verona
info:
http://www.masterfilosofiaditrasformazione.it/
]]></description>
			<content:encoded><![CDATA[<p>sabato 28 gennaio 2012</p>
<p>ore 14.00 - 19.30</p>
<p><em>Pragmatica della comunicazione<br />
secondo Bateson<br />
</em></p>
<p>Master Universitario<br />
di II livello in<br />
<strong><span style="color: #800000;">Filosofia come via di trasformazione</span></strong></p>
<p><img 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" alt="" /></p>
<p><span style="color: #000000;">Università degli Studi di Verona</span><span style="color: #800000;"><span style="color: #000000;"><br />
Dipartimento di Filosofia, Pedagogia e Psicologia</span><br />
<span style="color: #000000;">Facoltà di Lettere e Filosofia</span></span></p>
<p><span style="color: #800000;"><span style="color: #000000;"><br />
</span></span></p>
<p>vicolo S. Felicita 13<br />
Verona</p>
<p>info:<br />
http://www.masterfilosofiaditrasformazione.it/</p>
]]></content:encoded>
			<wfw:commentRss>http://www.tizianopossamai.com/2012/04/pragmatica-della-comunicazione-in-gregory-bateson/feed/</wfw:commentRss>
		</item>
		<item>
		<title>&#8220;il Piccolo&#8221;, 23 ottobre 2011</title>
		<link>http://www.tizianopossamai.com/2011/11/il-piccolo-23-ottobre-2011/</link>
		<comments>http://www.tizianopossamai.com/2011/11/il-piccolo-23-ottobre-2011/#comments</comments>
		<pubDate>Thu, 10 Nov 2011 12:16:44 +0000</pubDate>
		<dc:creator>Tiziano</dc:creator>
		
		<category><![CDATA[News]]></category>

		<guid isPermaLink="false">http://www.tizianopossamai.com/?p=3326</guid>
		<description><![CDATA[Quando il filosofo si trasforma in un dispensatore di idee che aiuta a fuggire dall&#8217;infelicità
Difficoltà di comunicazione? Ricerca di un significato da appiccicare al  mondo? Oggi potete consultare      privatamente un filosofo in nome  della “Philosophische Praxis”. Ovvero uno studio professionale nel quale  discutere     [...]]]></description>
			<content:encoded><![CDATA[<h3><span style="color: #00008b;"><strong><a href="http://ricerca.gelocal.it/ilpiccolo/archivio/ilpiccolo/2011/10/23/PR_73_01.html" target="_blank"><span style="color: #2f4f4f;">Quando il filosofo si trasforma in un dispensatore di idee che<span style="color: #2f4f4f;"> aiu</span></span><span style="color: #2f4f4f;">ta a fuggire dall&#8217;infelicità</span></a></strong></span></h3>
<p style="text-align: left;"><span style="color: #333333;">Difficoltà di comunicazione? Ricerca di un significato da appiccicare al  mondo? Oggi potete consultare      privatamente un filosofo in nome  della “Philosophische Praxis”. Ovvero uno studio professionale nel quale  discutere      con lui di difficoltà esistenziali di ogni genere, da  affrontare con modalità proprie della filosofia. Questa almeno      è la  definizione che ne dà l’inventore Achenbach e poi Neri Pollastri, il  più noto consulente filosofico      del momento in Italia. Vengono un  po’ in mente quei poeti contemporanei che, delusi dalla perdita di una  dimensione      sociale, prestano la poesia alla musica per comunicare  con esibizioni da performer. La poesia, insomma, diventa qualcos’altro.       E la filosofia? Se è vero che il consulente filosofico non vuole  essere confuso con uno psicoterapeuta, non si capisce      dove  incasellare questi “colloqui” con persone in difficoltà esistenziali. Ed  è proprio qui che la filosofia      entra in campo nella sua più  semplice accezione: attivare un pensiero critico. Perché imparare a  pensare fa vivere      meglio. Ma è possibile farne una professione? «Il  punto è che se diventasse una vera professione l’elemento       filosofico sarebbe destinato a sbiadire», dice Pier Aldo Rovatti,  direttore dell’Osservatorio critico sulle pratiche      filosofiche. Il  suo Osservatorio ha proprio il compito di rivitalizzare l’elemento  filosofico. Una delle iniziative      in atto dallo scorso anno, attiva  al Club Zyp, sono i cicli seminariali, una specie di corsi di formazione  per consulenti.      Ma perché una persona afflitta da problemi  dovrebbe scegliere un filosofo? «Per esempio perché in questo modo      –  dice Rovatti – un individuo non si sente un “paziente”, non c’è odore  di terapia».      Oltre al fatto che se decidete di darvi a queste  sedute non sarete obbligati a praticarle per 5 anni, né a sdraiarvi       su un lettino. Ce lo racconta anche Aldo Castelpietra, triestino, che  ha conseguito il Master in counseling filosofico all’Università      di  Torino: «Come insegnava Wittgenstein – dice – la difficoltà di un  approccio filosofico non sta tanto      nel linguaggio, ma nel fatto che  implica un cambiamento della visione del mondo. E questo non è facile».  Effettivamente      cambiare i codici in un’epoca individualista è  piuttosto difficoltoso. Però facciamo un passo indietro. Di      cosa si  lamentano i consultanti? Perché non è affatto la stessa cosa  affliggersi per la vacuità del mondo o      investirsi invece nella  filosofia per rappezzare il proprio personale e indigeribile malessere:  «Le questioni solitamente      affrontate sono la solitudine, la  difficoltà di comunicazione». Il solito prezzo che il dottor Freud ci  aveva annunciato:      nevrosi in cambio di civiltà. Solo che a  guardarla da questa prospettiva, cioè da quella di una seduta con un  consulente      filosofico, si potrebbe anche pensare a uno spostamento  di analisi, non è tanto il mio io a essere esaminato, ma il mondo,       forse più il mondo che il mio io e capendo quindi i meccanismi del mondo  ecco che imparo a difendermene. «Però      attenzione alla filosofia  sapienziale», osserva un altro esperto, Tiziano Possamai, autore di  “Consulenza filosofica      e postmodernità” (Carocci). Possamai si è  dato alle pratiche per quattro anni e pare proprio il consulente       ideale, quello che ascolta e mette in dubbio ogni ruolo: «All’interno  delle sedute il lavoro critico deve essere      continuo, dove forse  emerge che il filosofo è un consultante, più che un consulente, portato  com’è a      chiedere e a chiedersi». È un po’ quello che afferma  Rovatti quando parla di una filosofia che non può      curare altro che  se stessa, in modo da disinfettarsi dalla presunzione di spacciare idee:  «Non è quello il filosofo      che vorremmo incontrare lì dentro – dice  Rovatti – ma quello in grado di allargare le nostre prospettive       senza appellarsi a una verità». E Aldo Castelpietra sintetizza così: «Il  consulente filosofico è      un po’ come il commercialista che ti fa  pagare meno tasse, si cerca insomma di far sborsare meno in termini di  stupidità      e infelicità». Un pochino di intento terapeutico c’è, un  cambiamento che serva a stare meglio, una variazione      che dovrebbe  darci un senso, ma la richiesta procede in modo inverso rispetto ad  altri metodi. Destabilizzarsi al posto di      rassicurarsi: d’altra  parte non si vede come uno sguardo filosofico potrebbe agire  diversamente. Insomma, siate un po’      più critici, siate un po’ meno  infelici…<br />
<strong>Mary B. Tolusso</strong></span></p>
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		<title>&#8220;il Piccolo&#8221;, 23 ottobre 2011</title>
		<link>http://www.tizianopossamai.com/2011/11/il-piccolo-23-ottobre-2011-2/</link>
		<comments>http://www.tizianopossamai.com/2011/11/il-piccolo-23-ottobre-2011-2/#comments</comments>
		<pubDate>Thu, 10 Nov 2011 12:14:35 +0000</pubDate>
		<dc:creator>Tiziano</dc:creator>
		
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		<description><![CDATA[Mai perdere di vista il pensiero di Foucault
Pubblichiamo l’inizio del primo capitolo del saggio di Tiziano Possamai  “Consulenza filosofica e postmodernità”,      edito da Carocci.
Interrogarsi sul ruolo e sul significato di una pratica  come la consulenza filosofica      in relazione al suo contesto di  [...]]]></description>
			<content:encoded><![CDATA[<h3 style="text-align: justify;"><span style="color: #ff0000;"><a href="http://ricerca.gelocal.it/ilpiccolo/archivio/ilpiccolo/2011/10/23/NZ_73_02.html" target="_blank"><strong><span style="color: #dc143c;"><span style="color: #008b8b;"><span style="color: #2f4f4f;">Mai perdere di vista il <span style="color: #2f4f4f;">pensi</span></span><span style="color: #2f4f4f;">ero di Fo</span></span><span style="color: #2f4f4f;">uc</span></span><span style="color: #2f4f4f;">ault</span></strong></a></span></h3>
<p><span style="color: #333333;">Pubblichiamo l’inizio del primo capitolo del saggio di Tiziano Possamai  “Consulenza filosofica e postmodernità”,      edito da Carocci.</span></p>
<p><span style="color: #333333;">Interrogarsi sul ruolo e sul significato di una pratica  come la consulenza filosofica      in relazione al suo contesto di  emergenza e ai soggetti che costituiscono e si costituiscono all’interno  di quel contesto      conduce innanzitutto a interrogarsi sulle  condizioni (storiche, sociali, psicologiche) che possono aver favorito  questo emergere.      La domanda che da subito si pone è la seguente: a  quale cultura e soggettività (cor)risponde una pratica come la       consulenza filosofica? Una domanda che richiede uno sguardo d’indagine  diverso rispetto a quello messo in campo, quantomeno      fino a questo  momento, dalla consulenza filosofica, impegnata perlopiù a  (rin)tracciare i propri spazi di movimento,      giustificare la propria  emergenza, produrre consenso, senza preoccuparsi troppo, ma questo si  sa è il limite –      e la forza – di ogni pratica, di riflettere sulle  proprie condizioni di possibilità e di produzione. E il cui referente       principale può essere proprio quel Michel Foucault che se da un lato  critica l’idea, tanto cara a una certa tradizione      filosofica, di un  “soggetto come fondamento, come nucleo centrale di ogni conoscenza”,  dall’altro non smette      di chiedersi “come si produce attraverso la  storia la costituzione di un soggetto che non è dato definitivamente,       che non è quello a partire da cui la verità arriva alla storia, ma di  un soggetto che si costituisce all’interno      stesso della storia, ed  è a ogni istante fondato e rifondato dalla storia”; e più precisamente  dalle pratiche      che la attraversano, a loro volta sempre  attraversate da reti più o meno ampie, visibili e articolate – quelle       che Foucault andando al di là delle grandi contrapposizioni  socioeconomiche chiamerà a un certo punto microfisiche      – di sapere e  di potere. Qui si apre un campo d’indagine più specifico all’interno  dell’ampia      prospettiva da cui siamo partiti, e cioè il ruolo della  consulenza filosofica nei confronti dei sistemi di sapere e di       potere (“regimi di veridizione” li chiama anche Foucault) in cui è a  vario titolo implicata. [...]<br />
<strong>Tiziano Possamai</strong></span></p>
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		<title>&#8220;il Piccolo&#8221;, 28 ottobre 2010</title>
		<link>http://www.tizianopossamai.com/2011/11/il-piccolo-28-ottobre-2010/</link>
		<comments>http://www.tizianopossamai.com/2011/11/il-piccolo-28-ottobre-2010/#comments</comments>
		<pubDate>Thu, 10 Nov 2011 11:54:00 +0000</pubDate>
		<dc:creator>Tiziano</dc:creator>
		
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		<description><![CDATA[Se il filosofo diventa una sorta di bussola per capire il mondo
L&#8217;Osservatorio Critico sulla Consulenza Filosofica e il Laboratorio di  Filosofia Contemporanea inaugurano tre cicli seminariali      intorno al  tema “Quale filosofia per le pratiche?”. Domani, dalle 16 alle 18.30,  al Club Zyp di via delle Beccherie  [...]]]></description>
			<content:encoded><![CDATA[<h3><a href="http://ricerca.gelocal.it/ilpiccolo/archivio/ilpiccolo/2010/10/28/GO_26_SPAL.html" target="_blank"><span style="color: #2f4f4f;"><strong>Se il filosofo diventa una sorta di bussola per capire il mondo</strong></span></a></h3>
<p><span style="color: #333333;">L&#8217;Osservatorio Critico sulla Consulenza Filosofica e il Laboratorio di  Filosofia Contemporanea inaugurano tre cicli seminariali      intorno al  tema “Quale filosofia per le pratiche?”. Domani, dalle 16 alle 18.30,  al Club Zyp di via delle Beccherie      a Trieste parte il primo ciclo, a  cadenza quindicinale e dedicato al tema del gioco in relazione a  Gregory Bateson; seguiranno,      tra gennaio e febbraio, il secondo  ciclo (sul potere e Michel Foucault) e, tra marzo e aprile, il terzo sul  tema della linea      di fuga e Gilles Deleuze.<br />
I cicli seminariali  sono coordinati dal presidente del Laboratorio Pier Aldo Rovatti e  verranno      condotti, rispettivamente, da Massimiliano Nicoli, Tiziano  Possamai e Damiano Cantone.<br />
I temi che ruotano intorno alle       pratiche filosofiche accompagnano il dibattito contemporaneo da tre  decenni, quando il filosofo tedesco Achenbach propose      la figura del  “filosofo professionista”; fin da principio questa figura veniva tenuta  lontana dalle scienze mediche,      dalle tecniche psicoanalitiche e  dal mondo della terapia in generale; non si trattava di risolvere  problemi, ma di offrire      strumenti in grado di aiutare i consultanti  a riesaminare criticamente le loro visioni del mondo.<br />
In questi  trent&#8217;anni      il dibattito si è allargato a livello globale attraverso  i lavori di Ran Lahav e Schlomit Schuster, divenendo sempre      più  articolato e interessando anche l&#8217;Italia con la formazione di gruppi  spontanei e la proliferazione di master universitari,      e richiamando  l&#8217;attenzione di figure di primo piano come Cacciari, Galimberti,  Pollastri e lo stesso Rovatti, promotore con      l&#8217;Osservatorio critico  del convegno “Pratiche filosofiche” tenutosi nel dicembre 1008 alla  Stazione Marittima di      Trieste.<br />
“Quale filosofia per le pratiche”  prende le mosse dalla considerazione che sia proprio e ancora una       volta la filosofia a intessere il filo di queste problematiche, che non  sono connesse esclusivamente al mondo della consulenza:      quel  “riesame critico delle proprie visioni del mondo” deve riguardare anche  gli addetti ai lavori, predisponendoli      all&#8217;apertura delle  contraddizioni e dei paradossi che inevitabilmente incontrano le loro  proposte.<br />
Solo in questo modo      è possibile restituire alla parola  filosofia un contenuto che la renda meno astratta e sfuggente; e il suo  possibile      impiego non solo in ambito consulenziale, ma anche in  quello assistenziale, in quello lavorativo, in quello educativo e  scolastico      ecc. Ma come è possibile saper riconoscere questa  filosofia pratica, capace di prendersi cura delle questioni della vita       quotidiana, capace di mirare a un comportamento, a un atteggiamento  critico senza perdersi nell&#8217;accademico o nel pensiero      fine a sé  stesso?<br />
Saranno gli incontri stessi a rispondere a queste domande,  suggerendo attraverso i temi del gioco,      del potere e della linea di  fuga alcune figure e parole chiave capaci di orientare i partecipanti  nel panorama contemporaneo      delle pratiche filosofiche e della  filosofia pratica: secondo Rovatti «prelevare dal territorio della  filosofia a proprio      piacere non è sempre un fatto virtuoso. Bisogna  lavorare insieme per costruire una sorta di bussola, uno strumento di       orientamento reale con punti fermi di ordine etico e politico. Non  tutta la filosofia si presta a un simile lavoro, il quale,      inoltre,  può nascere solo da uno scambio con le esigenze e i bisogni specifici  di riflessione che emergono dalle pratiche      stesse».</span><br />
<span style="color: #333333;"><strong>Marco Galati Garritto </strong></span></p>
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		<title>&#8220;Corriere della Sera&#8221;, 21 gennaio 2010</title>
		<link>http://www.tizianopossamai.com/2011/11/corriere-della-sera-21-gennaio-2010/</link>
		<comments>http://www.tizianopossamai.com/2011/11/corriere-della-sera-21-gennaio-2010/#comments</comments>
		<pubDate>Thu, 10 Nov 2011 11:44:49 +0000</pubDate>
		<dc:creator>Tiziano</dc:creator>
		
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		<description><![CDATA[Gregory bateson e il &#8220;doppio vincolo&#8221;
Il Circolo Bateson invita alla presentazione del libro &#8220;Dove il pensiero esita. Gregory Bateson e il doppio vincolo&#8221;, di Tiziano Possamai, Edizioni Ombre corte. Intervengono Rosalba Conserva, Ermelinda Fuxa, Claudio Tosi, Vincent Kenny.
Centro Culturale Libreria Bibli, via dei Fienaroli 28 Roma.


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			<content:encoded><![CDATA[<h3 style="text-align: left;"><span style="color: #2f4f4f;"><strong>Gregory bateson e il &#8220;doppio vincolo&#8221;</strong></span></h3>
<p style="text-align: left;"><span style="color: #333333;">Il Circolo Bateson invita alla presentazione del libro &#8220;Dove il pensiero esita. Gregory Bateson e il doppio vincolo&#8221;, di Tiziano Possamai, Edizioni Ombre corte. Intervengono Rosalba Conserva, Ermelinda Fuxa, Claudio Tosi, Vincent Kenny.<br />
Centro Culturale Libreria Bibli, via dei Fienaroli 28 Roma.</span></p>
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		<title>&#8220;l&#8217;Adige&#8221;, 19 gennaio 2010</title>
		<link>http://www.tizianopossamai.com/2011/11/ladige-19-gennaio-2010/</link>
		<comments>http://www.tizianopossamai.com/2011/11/ladige-19-gennaio-2010/#comments</comments>
		<pubDate>Thu, 10 Nov 2011 11:43:14 +0000</pubDate>
		<dc:creator>Tiziano</dc:creator>
		
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		<guid isPermaLink="false">http://www.tizianopossamai.com/?p=3314</guid>
		<description><![CDATA[Incontro sulle teorie di Gregory Bateson
Biblioteca di via Roma 55. Tiziano Possamai presenta il suo libro &#8220;Dove il pensiero esita: Gregory Bateson e il doppio vincolo&#8221;.
Con Maria Luisa Martini. Analisi della teoria del &#8220;doppio vincolo&#8221; elaborata dall&#8217;antropologo inglese Gregory Bateson (foto) per
comprendere in termini non solo organici il disagio mentale, tra filosofia e psichiatria.


]]></description>
			<content:encoded><![CDATA[<h3><span style="color: #2f4f4f;"><strong>Incontro sulle teorie di Gregory Bateson</strong></span></h3>
<p><span style="color: #333333;">Biblioteca di via Roma 55. Tiziano Possamai presenta il suo libro &#8220;Dove il pensiero esita: Gregory Bateson e il doppio vincolo&#8221;.<br />
Con Maria Luisa Martini. Analisi della teoria del &#8220;doppio vincolo&#8221; elaborata dall&#8217;antropologo inglese Gregory Bateson (foto) per<br />
comprendere in termini non solo organici il disagio mentale, tra filosofia e psichiatria.</span></p>
<p style="padding-left: 30px;"><strong><br />
</strong></p>
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