tag:blogger.com,1999:blog-92105439362927428832024-02-07T12:27:27.064-08:00ManipolareAlbyhttp://www.blogger.com/profile/04434632147720711063noreply@blogger.comBlogger18125tag:blogger.com,1999:blog-9210543936292742883.post-89546472454366448772012-06-12T11:49:00.000-07:002012-06-12T11:53:45.582-07:00Una sintesi, una definizione a posteriori<div style="text-align: justify;">
Il verbo manipolare presenta diverse accezioni e ognuna di esse ha subito una determinata evoluzione nel corso della storia. In primis il significato del verbo riguarda la classica azione di modifica di certi oggetti al fine di ottenere prodotti diversi e con caratteristiche più utili per l'uomo a seconda delle situazioni; in questo senso la manipolazione fisica ha subito un'evoluzione costante nel corso dei secoli. In secondo luogo un'accezione del verbo è quella di "manipolazione come tentativo di far cambiare idea ad uno o più individui con scopi ben precisi" e, a partire dagli oratori e filosofi dell'antichità fino ai politici moderni ad esempio, essa ha avuto un'evoluzione più marcata rispetto a quella "classica"; essa comporta l'<a href="http://hot-183627.blogspot.it/2012/06/intorno-alle-macchine.html">uso di strumenti e tecniche ben precise </a>ed è <a href="http://hot-183627.blogspot.it/2012/05/narrazioni.html">uno degli argomenti più interessanti, accattivanti ed innovativi della lettura del Novecento</a>. Il verbo si collega inoltre ad una sorta di "nuova manipolazione fisica", cioè quella genetica; essa senza dubbio è stata protagonista di un'evoluzione esponenziale nel corso del tempo ed è uno dei campi più interessanti e con le maggiori prospettive della scienza dei nostri giorni.<br />
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"Equazioni" delle varie accezioni della manipolazione nel corso della storia (x=anno, secolo; f(x)=livello di tecnologia):<br />
-manipolazione fisica nella storia della tecnologia ---> equazione: f(x)=2x<br />
-manipolazione mentale nella storia della tecnologia ---> equazione: f(x)=x^2<br />
-manipolazione genetica nella storia della tecnologia ---> equazione: f(x)=e^x</div>Albyhttp://www.blogger.com/profile/04434632147720711063noreply@blogger.com0tag:blogger.com,1999:blog-9210543936292742883.post-88510844512630599282012-06-11T12:50:00.004-07:002012-06-11T12:52:02.364-07:00Intorno alle macchine<div style="text-align: justify;">
Non è semplice scegliere tra le diverse macchine coinvolte nell'azione del manipolare; ho scelto di descrivere ed approfondire quelle che, in qualche modo, sono già state trattate o citate in precedenza sempre in questo blog.</div>
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La <b>televisione </b>è il mezzo di comunicazione più diffuso ai nostri giorni ed è interessante sottolineare i suoi aspetti non considerandola solo come mezzo ma anche come macchina. Essa è in grado di riprodurre suoni e immagini attraverso uno schermo ed altoparlanti e per ricevere il segnale analogico e satellitare essa deve necessariamente essere collegata ad un'opportuna antenna. L'<a href="http://digilander.libero.it/tender.rose/Prime/UA5%20-%20L'evoluzione%20della%20televisione.pdf">evoluzione di questa macchina</a> è stata tutto sommato rapida; dopo la sua nascita e il suo impiego nelle case di tutti i cittadini a metà del secolo scorso, si è passati in fretta alla televisione a colori nel giro di vent'anni; successivamente, la nascita della tv satellitare e del segnale digitale hanno contribuito ad uno sviluppo veloce che ha portato a <a href="http://it.wikipedia.org/wiki/Storia_della_televisione">radicali cambiamenti</a> in molte delle sue componenti (ricezione del segnale, tipologie di schermi e qualità audio-video). Non va inoltre dimenticato che è stato anche grazie a questo mezzo che l'italiano vero e proprio è entrato nelle case di tutti gli Italiani, sostituendo pian piano l'uso del dialetto, impiegato soprattutto in ambito familiare; non vi sono dunque solo degli aspetti negativi legati a questa macchina (quelli di cui si parla spesso come la volgarità, la proposta di finti e poco morali miti), che è una di quelle che più ha cambiato la società nel corso dell'ultimo secolo. </div>
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<img height="261" src="http://www.libertaepersona.org/public/televisione.jpg" width="320" />
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Alla televisione sono strettamente collegate anche altre macchine che, ad esempio, sono tipiche del mondo cinematografico: basti pensare alla classica cinepresa o alla macchina fotografica. Risulta evidente tuttavia come queste due ultime macchine che ho citato siano meno collegate al discorso della manipolazione, in quanto esse sono utilizzate per immortalare immagini o sequenze di esse in modo da rimanere il più a lungo possibile a disposizione dei singoli o di società intere; è interessante notare come però, con il corso del tempo, esse si siano sempre più avvicinate all'argomento centrale di questo blog: è scontato infatti rimarcare come molte delle immagini che oggigiorno ci vengono proposte siano frutto di manipolazioni ben ponderate da parte di esperti del settore effettuare con il fine di ottenere risultati migliori e rendere più accattivanti certi scatti o riprese. Nella maggior parte dei casi queste immagini manipolate con opportuni programmi (vedi <a href="http://it.wikipedia.org/wiki/Adobe_Photoshop">Photoshop)</a> servono per essere integrate in pubblicità o usate su cartelloni pubblicitari per far sembrare agli occhi dei consumatori migliori certi prodotti. Anche questo è dunque un chiaro esempio di manipolazione dannosa tipica del Terzo Millennio.</div>
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<img alt="Noemi Letizia prima e dopo il photoshop" height="223" src="http://static.blogo.it/gossipblog/noemi-letizia-prima-e-dopo-il-photoshop/noemiletiziaannapalumbophotoshopnovella2000.jpg" width="320" /> prima e dopo (anzi, dopo e prima) di un'immagine</div>
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Il <a href="http://it.wikipedia.org/wiki/Bisturi">bisturi</a> è per eccellenza lo strumento del chirurgo, e dunque del chirurgo plastico. Esso è utilizzato insieme ad altre macchine per realizzare determinati interventi di chirurgia estetica come ad esempio il <b>laser</b> (utilizzato anche in altri casi, spesso più importanti e delicati, in ambito medico), in grado di far scomparire certe macchie o segni presenti sul corpo umano o di rimuovere addirittura aree più ampie come i tatuaggi. Ad esso sono affiancate numerose altre macchine di altissima tecnologia e dai prezzi elevatissimi; ovviamente ne esistono diversi prototipi a seconda della tipologia di intervento da effettuare sul paziente.</div>
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<img height="213" src="http://www.donna10.it/wp-content/uploads/2012/05/chirurgia-estetica-con-il-laser.jpg" width="320" />
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L'<b>altoparlante</b> per molti decenni è rimasto il mezzo più utilizzato per la propaganda politica (ora è difficile definire quale mezzo di comunicazione NON ne sia coinvolto); <a href="http://www.audioproject.it/parametri.htm">la sua struttura</a> è assai complessa nonostante le ridotte dimensioni (nella maggior parte dei casi). Anche questa macchina si è evoluta moltissimo nel corso degli anni ed è stata incorporata in molti altri strumenti come ad esempio la già citata televisione.</div>Albyhttp://www.blogger.com/profile/04434632147720711063noreply@blogger.com0tag:blogger.com,1999:blog-9210543936292742883.post-47156786586987952552012-06-10T13:03:00.000-07:002012-06-12T11:35:20.420-07:00Mappa concettuale (punti essenziali affrontati nel blog)<div style="text-align: justify;">
<b>MANIPOLARE</b></div>
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-Aspetti legati alla <b>manipolazione fisica</b> sugli oggetti (significato originario del termine)</div>
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-<b>Nascita</b> della <b>manipolazione mentale</b> e sua evoluzione nel <b>corso dei secoli</b></div>
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-<b>Evoluzione</b> della manipolazione fisica fino ad arrivare a quella <b>genetica</b></div>
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-Evoluzione della figura del manipolatore e dei mezzi utilizzati</div>
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-Analisi di esempi di manipolazione fisica e mentale nel <b>Novecento</b> e nel <b>Terzo Millennio</b> (in ambito scientifico e letterario)<br />
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<b>Televisione</b><br />
<b>Pubblicità</b><br />
<b>Propaganda</b><br />
<b>Politica e regimi dittatoriali</b><br />
<b>Genetica e biotecnologie</b><br />
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<b><br /></b></div>Albyhttp://www.blogger.com/profile/04434632147720711063noreply@blogger.com0tag:blogger.com,1999:blog-9210543936292742883.post-20909421396790915262012-06-09T05:20:00.001-07:002012-06-09T05:27:35.207-07:00In relazione alle risorse<div style="text-align: justify;">
Il tema della <b>manipolazione genetica </b>è senza dubbio quello che può si lega al discorso delle <b>risorse economiche, sociali ed ambientali</b>.</div>
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Negli ultimi anni si è acceso sempre più il dibattito riguardo ai rischi correlati alla manipolazione del <a href="http://it.wikipedia.org/wiki/Pool_genico">pool genetico</a> di animali e piante; si pensa, ad esempio, che certe specie di piante "artificiali" o comunque non presenti originariamente in natura possano essere dannose all'interno di ecosistemi ben equilibrati poiché costituiti esclusivamente da essere viventi "autentici" (o naturali). Si pensa infatti che alcune caratteristiche non naturali possano passare in qualche modo dagli organismi geneticamente modificati a specie naturali animali e vegetali, causando magari malattie o stravolgimenti all'interno di sistemi ben definiti e "collaudati". Proprio per evitare rischi simili si sono tenute negli ultimi anni molte riunione e assemblee di enti internazionali coinvolte in questo dibattito proprio per stabilire norme generali riguardo questo delicatissimo e moderno tema. Alcuni problemi legati agli OGM riguardano anche il possibile rischio di allergie, contagi e anche malattie alimentari; proprio a questo riguardo sono sorti due "partiti" contrapposti: coloro che vedono solo i risvolti negativi di questi organismi e quelli che invece preferiscono sottolinearne gli aspetti positivi. Tra i risvolti negativi vi è sicuramente il rischio dell'abbandono di certe coltivazioni che non possono essere sostituite da relativi OGM e che rischierebbero perciò di scomparire dai mercati più grandi.</div>
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Il tema degli OGM riguarda però anche aspetti economico-sociali: per quanto riguarda i costi bisogna tenere presente che i tempi di coltivazione delle piante geneticamente modificate non sono come quelli delle piante tradizionali, poiché devono essere riseminate in tempi più brevi del normale; ciò comporta naturalmente costi più alti da sommare alle spese già sostenute per acquistare determinate sostanze necessarie a tali coltivazioni. I prezzi sostenuti fanno sì che siano le grandi multinazionali o comunque gruppi piuttosto numerosi di ricercatori, agricoltori e allevatori ad essere i grandi protagonisti in questo campo, a scapito dei gruppi più piccoli ed isolati. Non vanno
dimenticate inoltre le problematiche legate all'etica e dunque la
polemica sugli OGM riguarda anche il fatto se sia eticamente corretto o no creare organismi che in natura non esistono. Il discorso delle spese relative alla manipolazione genetica riguarda anche la nascita delle<a href="http://it.wikipedia.org/wiki/Biotecnologia"> biotecnologie</a>, i cui costi sono elevatissimi e per questo solo pochi Paesi del mondo possono permettersi di affrontare spese così cospicue (ad esempio molti esperti italiani del settore cercano e trovano lavoro in Francia o altri Paesi europei più all'avanguardia in questo campo rispetto all'Italia).<br />
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<img height="214" src="http://cdn.blogosfere.it/ilserpentedigaleno/images/PomodoriOgm.jpg" width="320" />
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Siccome la<b> pubblicità</b>, come già visto, ben si lega al tema della manipolazione, è interessante approfondire i costi che essa richiede a giorni nostri. Ricerche e studi di enti specifici sottolineano come dagli anni Ottanta al 2006 i costi che la pubblicità ha richiesto sono aumentati di gran lunga; inoltre emerge chiaramente come gli USA siano il Paese che più spende all'anno per sostenere i costi che il marketing pubblicitario richiede. In questa particolare classifica l'Italia si colloca al nono posto nel mondo e al quarto in Europa. I mezzi di comunicazione che può spendono ogni anno è la televisione, seguita dai giornali (la stampa dunque) e dalla radio. I settori che richiedono le spese superiori in questo ambito sono quello alimentare, automobilistico, delle telecomunicazioni e dell'abbigliamento.</div>
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Interessante è approfondire il discorso delle risorse relativo alla <b>propaganda elettorale</b>, forma di manipolazione che si è diffusa sempre più soprattutto nel Novecento. Come per la pubblicità, la propaganda elettorale ha richiesto spese sempre maggiori con il passare degli anni; i classici manifesti sono stati con il tempo affiancati da altoparlanti, dibattiti televisivi, conferenze pubbliche e spettacoli che hanno richiesto dunque risorse più ampie. Anche in questo campo vi sono determinate leggi che regolano le spese ma sono assai frequenti gli "scandali" che riguardano costi altissimi impiegati per certe campagne elettorali (comprese alcune che si rivelano poi fallimentari).</div>
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</div>Albyhttp://www.blogger.com/profile/04434632147720711063noreply@blogger.com0tag:blogger.com,1999:blog-9210543936292742883.post-88590530988457024672012-06-08T13:55:00.003-07:002012-06-09T05:22:44.938-07:00A fianco dei protagonisti<img height="316" src="http://www.martinfrost.ws/htmlfiles/mfwhoswho/individuals/W_mfwwi/ian_wilmut.jpg" width="320" />
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<a href="http://www.achievement.org/autodoc/page/wil0bio-1">Ian Wilmut</a> è stato il protagonista principale della clonazione della famosa pecora Dolly; egli ha lavorato presso il Roslin Institute, nei pressi di Edimburgo, ed è appunto passato alla storia per questo esempio di manipolazione genetica e, più in generale, per i suoi studi in questo particolare campo della scienza che ha ottenuto un'intensa spinta proprio grazie al lavoro dello scienziato scozzese.<br />
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<img height="320" src="http://johnnyvoid.files.wordpress.com/2012/03/universal-credit-big-brother.jpg" width="218" />
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Il "<a href="http://it.wikipedia.org/wiki/Grande_Fratello_(1984)">Big brother</a>" (o Grande fratello) non è un personaggio in carne ed ossa in quanto la sua figura nasce con la pubblicazione di "1984" di Orwell; tuttavia egli può essere considerato certamente un protagonista del tema della manipolazione in quanto rappresenta il dittatore (ma non solo) in grado di osservare assiduamente la vita delle persone a lui sottomesse. La sua figura riassume dunque i vari dittatori che sono stati protagonisti in particolare del Novecento e quindi è l'emblema della manipolazione mentale del secolo terminato poco più di un decennio fa. La sua figura è però ancora attuale: basti pensare al reality show che ad esso si è ispirato ("Il grande fratello"), seppur banalizzandone la tematica di fondo e, a mio avviso, rovinandone in certi casi l'immagine.<br />
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<img src="http://upload.wikimedia.org/wikipedia/it/thumb/a/a7/The_Truman_Show.png/300px-The_Truman_Show.png" /><br />
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Truman Burbank è il protagonista del film "<a href="http://it.wikipedia.org/wiki/The_Truman_Show">The Truman show</a>", film del 1998 che si basa sul tema della manipolazione mentale che colpisce inconsapevolmente questo personaggio del film di Peter Weir. Anch'egli dunque rappresenta una delle figure emblematiche del Novecento legate al tema del "manipolare".<br />
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Stanley Norman Cohen è un genetista degli USA che è considerato il responsabile della creazione del primo OGM della storia insieme a Herbert Boyer. Essi sono stati tra i primi a mettere in pratica le teorie della <a href="http://it.wikipedia.org/wiki/Biologia_molecolare">biologia molecolare</a> per dare origine a questi particolari prodotti della manipolazione genetica moderna.<br />
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<img height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhbIcwzLrTojIxCP5VItVvu_iA5tg9taoHmayWZ5-x69JPUWPOGyNfTQS6FWlqhFsrH7d1iqGrVa8hDEC-9X6qk2bAN1GIiDF29kg_hrD9yDUiqWUL3A2knkEFqDIa2PGCnQuuXaFKjZ-4/s320/bhrigu.gif" width="240" />
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L'Hindu<a href="http://it.wikipedia.org/wiki/Gheranda_Samhita"> Samhita</a> può essere in qualche modo considerato l'antesignano della moderna chirurgia, non solo di quella plastica, sebbene egli faccia naturalmente discorsi più teorici e filosofici. I suoi scritti risalgono al XVI e al XVII secolo.<br />
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<a href="http://it.wikipedia.org/wiki/Marco_Tullio_Cicerone">Marco Tullio Cicerone</a> è uno degli oratori più celebri dell'antichità ed è dunque uno dei protagonisti per quanto riguarda la manipolazione mentale (Antica Roma).</div>Albyhttp://www.blogger.com/profile/04434632147720711063noreply@blogger.com0tag:blogger.com,1999:blog-9210543936292742883.post-41779918066692087182012-06-06T06:55:00.000-07:002012-06-09T04:24:21.799-07:00Un abbecedarioA come artificio, "Animal farm", alterare<br />
B come "Big brother", bottega<br />
C come camuffare, chirurgia (plastica)<br />
D come "Dark city", "doublethink", dittature<br />
E come eugenetica<br />
F come (manipolazione) fisica<br />
G come (manipolazione) genetica<br />
H come Huxley<br />
I come ingannare, illudere, "Inception", "ingenium"<br />
J come "J'accuse"<br />
K come<br />
L come laboratorio<br />
M come maneggiare, modificare, manomettere, messaggi subliminali, (manipolazione) mentale, manifesti<br />
N come Nani, "Newspeak"<br />
O come orazione (oratori), Orwell, OGM<br />
P come propaganda, pubblicità, plagiare, persuasione, politica, Pegasi, pecora Dolly<br />
Q come "Quattro gambe buono, due gambe cattivo"<br />
R come raggirare<br />
S come snaturare, slogan<br />
T come tramare, truccare, trattare, televisione<br />
U come utensili, Ulisse<br />
V come viziare<br />
W come "War is peace, freedom is slavery, ignorance is strength", Wachowski, Winston Smith<br />
X come X-men<br />
Y come<br />
Z come Zola<br />
<br />Albyhttp://www.blogger.com/profile/04434632147720711063noreply@blogger.com0tag:blogger.com,1999:blog-9210543936292742883.post-79298605004175330572012-06-03T13:11:00.000-07:002012-06-08T13:30:31.950-07:00Nei brevetti<a href="http://www.google.com/patents?id=KAixAAAAEBAJ&printsec=abstract#v=onepage&q&f=false">http://www.google.com/patents?id=KAixAAAAEBAJ&printsec=abstract#v=onepage&q&f=false</a><br />
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<img height="320" src="http://img.docstoccdn.com/thumb/orig/53455095.png" width="248" /> Brevetto sulla manipolazione di utensili di ferro battuto del dicembre 2008<br />
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<a href="http://patft.uspto.gov/netacgi/nph-Parser?Sect2=PTO1&Sect2=HITOFF&p=1&u=/netahtml/PTO/search-bool.html&r=1&f=G&l=50&d=PALL&RefSrch=yes&Query=PN/5191702">http://patft.uspto.gov/netacgi/nph-Parser?Sect2=PTO1&Sect2=HITOFF&p=1&u=/netahtml/PTO/search-bool.html&r=1&f=G&l=50&d=PALL&RefSrch=yes&Query=PN/5191702</a>
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Link su brevetti dell'apparato che manipola per la manipolazione di opere d'arte a partire dal 1973 a fine anni Ottanta.<br />
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<a href="http://www.google.com/patents?id=9R3MAAAAEBAJ&printsec=frontcover&dq=manipulation&hl=en&sa=X&ei=3cDLT5uqNcXO-QaK3uBg&ved=0CDcQ6AEwAQ">http://www.google.com/patents?id=9R3MAAAAEBAJ&printsec=frontcover&dq=manipulation&hl=en&sa=X&ei=3cDLT5uqNcXO-QaK3uBg&ved=0CDcQ6AEwAQ</a>
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Questo link riguarda una serie di brevetti assai moderni (anni Novanta) sulla manipolazione dei quanti (per creare dei quanti "puntiformi" in laboratorio); essi vengono manipolati in modo da ottenerne di diverse taglie e altre caratteristiche<br />
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<a href="http://www.google.com/patents?id=9R3MAAAAEBAJ&printsec=frontcover&dq=manipulation&hl=en&sa=X&ei=3cDLT5uqNcXO-QaK3uBg&ved=0CDcQ6AEwAQ">http://www.google.com/patents?id=9R3MAAAAEBAJ&printsec=frontcover&dq=manipulation&hl=en&sa=X&ei=3cDLT5uqNcXO-QaK3uBg&ved=0CDcQ6AEwAQ</a>
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<img height="320" src="http://img.docstoccdn.com/thumb/orig/50754665.png" width="217" /> Brevetto della manipolazione dei solidi-fluidi del 1951<br />
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Particolarmente significativo risulta il discorso a proposito degli OGM (<a href="http://it.wikipedia.org/wiki/Organismo_geneticamente_modificato">organismi geneticamente modificati</a>), <a href="http://www.salmone.org/wp-content/uploads/2011/03/ogm-patent.pdf">la cui situazione è ancora oggi assai delicata</a>.<br />
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<br /></div>Albyhttp://www.blogger.com/profile/04434632147720711063noreply@blogger.com0tag:blogger.com,1999:blog-9210543936292742883.post-31627890496636334402012-05-31T11:55:00.004-07:002012-06-06T05:11:30.150-07:00Nei libri<img height="320" src="http://media.egotvonline.com/wp-content/uploads/2011/06/poster_1984_lrg.jpg" width="195" /> <img src="http://t0.gstatic.com/images?q=tbn:ANd9GcRtVpGGSZKmAi_vqAqW4t7ycmHS5x1yGMtvAA1NpWe2dhWNBdU6h-T1kFR9" /><br />
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Legati entrambi al tema della manipolazione delle masse e scritti dallo stesso autore, G. Orwell.<br />
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<span style="text-align: justify;">In questo libro si affronta il tema della manipolazione genetica al fine di mantenere un determinato ordine sociale.</span><br />
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Non si tratta di un vero e proprio libro, ma di una lettera ad un giornale che Emile Zola scrisse a proposito dell'"Affaire Dreyfus" e nella quale si affronta l'importanza del tema della <a href="http://www.scienzaespirito.it/files/massmedia.html">manipolazione da parte della stampa</a>.<br />
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<img height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgSZKQh28kQbdivmCJHaHqA-RLZ0oD6VZ0sTYlyvEewmwkGIMtSgFPytw5MX1Rq3QVKREWMs3ETHKxaGeuvH0FFly1-z3v1G9Y6-djT_UQqWxVFKA7cTne7RZFJcDkL2Sn3gKIHESMANaQ/s320/macbeth.jpg" width="215" /> Un testo importante che riguarda la manipolazione mentale e la persuasione (uno dei tanti esempi di opere di Shakespeare che affrontano questo tema).</div>
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</div>Albyhttp://www.blogger.com/profile/04434632147720711063noreply@blogger.com0tag:blogger.com,1999:blog-9210543936292742883.post-38230292690219553412012-05-29T10:44:00.003-07:002012-06-06T05:11:09.910-07:00Nei luoghi<div style="text-align: justify;">
Sono molti i luoghi collegati all'azione di manipolare; vengono subito in mente vari laboratori più o meno moderni che si occupano della manipolazione fisica degli oggetti. Nei tempi più antichi i luoghi di lavoro di artigiani, fabbri e tutti coloro dotati di "ingenium" erano le sedi in cui si verificava l'atto di manipolazione di oggetti; successivamente sono nate le botteghe e con lo sviluppo della scienza sono nati i primi laboratori scientifici, non più proprietà di un singolo ma generalmente luoghi di lavoro per numerosi esperti che spesso condividono finalità e mezzi.</div>
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<img alt="zoom" src="http://vitruvio.imss.fi.it/foto/vitrum/modelli_11.jpg" /> Oggetti ritrovati presso la <a href="http://www.archeoguida.it/0017_pompei-casa-del-fabbro.html">"Casa del fabbro" a Pompei</a></div>
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<img src="http://www.carpenteriabottegadelfabbro.com/polopoly_fs/1.3070403.1301905908!/httpImage/img.png" /> Esempio di <a href="http://it.wikipedia.org/wiki/Bottega">bottega</a></div>
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I laboratori scientifici si collegano anche al tema della manipolazione genetica, diffusasi in particolare negli ultimi anni (il caso emblematico è rappresentato dalla celeberrima<a href="http://it.wikipedia.org/wiki/Dolly_(pecora)"> pecora Dolly</a>).</div>
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Un passo intermedio tra la manipolazione fisica originale e quella genetica è rappresentato dalla manipolazione diretta sugli essere umani, ottenuta senza modificarne la genetica. Faccio riferimento dunque alla sempre più diffusa <a href="http://it.wikipedia.org/wiki/Chirurgia_plastica">chirurgia plastica</a>, alla quale fa ricorso un numero sempre maggiore di pazienti. Alcuni di essi vi ricorrono in seguito a gravi incidenti che richiedono una costruzione di determinate zone del corpo, mentre altri semplicemente per modificare parti del loro corpo che non ritengono perfette e che, nel più delle volte, rappresentano un <a href="http://www.crescita-personale.it/disagio-psicologico/1912/bellezza-ed-estetica/797/a">disagio psicologico assai rilevante</a>.</div>
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<img height="240" src="http://www.roncaratiandrea.it/images/00089/dscn1898_large.jpg" width="320" /> Lettino del chirurgo plastico</div>
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Per quanto riguarda la manipolazione mentale è difficile trovare dei luoghi veri e propri che la rappresentino; ho scelto dunque di riportare alcuni esempi che sono considerati più degli strumenti attraverso i quali avviene il tentativo di convincimento che dei luoghi.</div>
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La<a href="http://www.spaziomotori.it/loffredo3.htm"> televisione</a>, "luogo" e mezzo di comunicazione (e manipolazione)</div>
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I manifesti propagandistici sono un altro mezzo (e luogo in certi sensi) con i quali si verifica la manipolazione</div>
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<br /></div>Albyhttp://www.blogger.com/profile/04434632147720711063noreply@blogger.com0tag:blogger.com,1999:blog-9210543936292742883.post-44212459247754101002012-05-28T11:52:00.000-07:002012-06-06T05:07:59.059-07:00Nei tempi<div style="text-align: justify;">
Come già detto in precedenza, nell'antichità il verbo "manipolare" faceva riferimento esclusivamente ad atti fisici finalizzati ad ottenere una modifica di certi oggetti mediante opportune lavorazioni principalmente manuali. La <b>mano</b> è stata dunque il mezzo fondamentale con cui l'uomo ha iniziato a manipolare. La manipolazione per società come quella dell<b>'Antica Roma</b> o della <b>Grecia </b>di poleis e filosofi riguardava essenzialmente oggetti semplici come vasi, tavolette da usare nelle scuole, mezzi di trasporto oggi ritenuti a ragione rudimentali ma che rappresentavano già forme significative di tecnologia. Già in quelle epoche esisteva la manipolazione nel senso più "moderno", cioè di atto non solo fisico ma anche mentale: basti pensare ai discorsi pubblici e di filosofi (soprattutto nell'Antica Grecia) atti a condizionare le scelte politiche dei cittadini.</div>
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<img src="http://www.summagallicana.it/lessico/d/Demostene.jpg" /> <a href="http://www.summagallicana.it/lessico/d/Demostene.htm">Demostene</a>, oratore e politico dell'Antica Grecia</div>
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In seguito il verbo "manipolare" continua a fare riferimento alle stesse azioni e dunque la sua accezione è sostanzialmente la stessa. Se si pensa al <b>Medioevo</b> ad esempio, si nota come la visione teocentrica, dominante in quell'epoca soprattutto in Europa, poco si lega al discorso della manipolazione mentale ai danni del popolo. Con il passare degli anni però si scoprono <a href="http://www.iisalessandrini.it/progetti/medioevo/tecnica.htm">nuovi materiali e si inventano nuove tecniche e così la manipolazione "fisica" si evolve a pari passo con l'evoluzione della tecnologia</a>; nuovi materiali sono manipolati con nuove tecniche per ottenere oggetti più innovativi.</div>
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<img src="http://www.farcampus.unito.it/storia_economia/files/imm61.jpg" /> Aratro pesante, tipica tecnologia del Medioevo.</div>
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L'evoluzione della tecnologia prosegue e così dunque la manipolazione "fisica" prosegue di pari passo nel corso dei secoli; ciò che invece cambia e subisce una crescita esponenziale è il diffondersi di fenomeni che si legano invece al tema della manipolazione mentale. Con la nascita delle repubbliche, delle monarchie costituzionali e dei partiti (di opposizione al regime presente o no) si diffonde sempre più la manipolazione mentale ai danni dei cittadini, soprattutto degli aventi diritto al voto; da metà <b>Ottocento</b> sono sempre più frequenti esempi di manipolazione ai danni delle masse, in maniera più o meno palese. Certe dittature europee o dell'America centro-meridionale del <b>Novecento</b> rappresentano il trionfo della manipolazione mentale da parte del partito dominante o di pochi. La pagina seguente (<a href="http://www.storiain.net/arret/num113/artic2.asp">http://www.storiain.net/arret/num113/artic2.asp</a>) approfondisce il tema della manipolazione in Italia ai tempi del fascismo.</div>
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Proprio dai tentativi di ottenere il massimo consenso possibile da parte de governanti nasce la volontà di inventare strumenti in grado di ottenere una manipolazione mentale e fisica allo stesso tempo. Nascono così film e libri che descrivono tecniche assai tecnologiche che riescono a far cambiare idea alle persone, a mutare i loro comportamenti e agire nel modo desiderato da coloro che impongono questi atti di manipolazione. Esempi emblematici sono la società di "1984" di G.Orwell e il film Matrix dei fratelli<span style="color: #222222; font-family: arial, sans-serif; font-size: x-small;"><span style="line-height: 16px;"> </span></span><span style="background-color: white; color: #222222; font-family: arial, sans-serif; font-size: x-small; line-height: 16px;">Wachowski.</span></div>
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L'ultimo passo dell'evoluzione del verbo "manipolare" è quello della <a href="http://www.progettogaia.it/unamilano/mostra/pann6.htm">manipolazione genetica</a>, una delle ultime frontiere della tecnologia. Essa è tipica del <b>Terzo Millennio</b> e rappresenta lo sviluppo estremo della manipolazione fisica, che fa uso di strumenti iper-tecnologici e di tecniche accuratissime che necessitano di conoscenze specifiche e per questo non sono fruibili da tutti.</div>
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</div>Albyhttp://www.blogger.com/profile/04434632147720711063noreply@blogger.com0tag:blogger.com,1999:blog-9210543936292742883.post-77864482263020073092012-05-26T07:20:00.002-07:002012-06-06T05:04:57.560-07:00Narrazioni<div style="text-align: justify;">
<b><span style="font-family: Arial, Helvetica, sans-serif;">Nelle favole</span></b></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">"Animal farm" ("<b><a href="http://it.wikipedia.org/wiki/La_fattoria_degli_animali">La fattoria degli animali</a></b>") di Orwell, scrittore e giornalista inglese del Novecento, può essere considerato una sorta di favola distopica moderna. Questo romanzo-favola è una satira e allegoria del governo stalinista e, più in generale, di tutta la condizione russa del periodo post-rivoluzione; i protagonisti dell'opera sono dunque animali come mucche, pecore, cavalli, maiali, cani, corvi e galline. Al tema della manipolazione si lega in particolare la figura del<b>le pecore</b>, le quali rappresentano le masse ignoranti e facilmente soggiogabili mediante l'uso di slogan e di un arguto uso della lingua. Celebre è diventato lo slogan "four legs good, two legs bad" (usato per indicare la superiorità dei maiali nei confronti di altre specie animali) che al termine dell'opera è trasformato in "four legs good, two legs better" dopo che uno dei maiali protagonisti impara a camminare su due gambe; questo fatto indica come le pecore siano dunque piuttosto facili da manipolare, proprio come avviene spesso con le masse, non solo in Russia negli decenni successivi alla rivoluzione, ma in tutto il mondo e in tutte le epoche. Quest'opera, che può dunque essere considerata a tutti gli effetti una favola moderna dal momento che i protagonisti sono principalmente animali, sottolinea molto chiaramente la pericolosità della manipolazione, in particolare ai danni delle masse più superficiali e meno colte e meno abili nel capire bene cosa succede intorno a loro. </span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">Ecco un estratto del testo:</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">"Si trovò pure che le bestie più stupide, come le pecore, le galline e le</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">anitre, non riuscivano a imparare a memoria i Sette Comandamenti. Dopo</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">molto pensare, Palla di Neve dichiarò che i Sette Comandamenti potevano</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">effettivamente venir ridotti a un'unica massima, e cioè: «Quattro gambe,</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">buono; due gambe, cattivo». Ciò, disse, contiene il principio essenziale</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">dell'Animalismo. Chi si fosse bene imbevuto di tale massima sarebbe stato</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">al sicuro da ogni influenza umana. Dapprima gli uccelli protestarono,</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">sembrando loro di aver anch'essi due gambe, ma Palla di Neve riuscì a</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">dimostrare che le cose stavano diversamente. «Le ali degli uccelli,</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">compagni» disse «sono un organo di propulsione e non di manipolazione.</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">Devono quindi essere considerate come gambe. Il segno distintivo</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">dell'uomo è la mano, lo strumento col quale egli fa tutto ciò che è male.»Gli uccelli non compresero le parole difficili di Palla di Neve, ma</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">accettarono la sua spiegazione, e tutti i più umili animali si applicarono a</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">imparare a memoria la nuova massima: «Quattro gambe, buono; due</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">gambe, cattivo» fu scritto sul muro di fondo del granaio a lettere cubitali,</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">sopra i Sette Comandamenti. Imparata che l'ebbero a memoria, lamassima piacque tanto alle pecore che spesso, sdraiate sul prato, esse</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">cominciavano a belare: «Quattro gambe, buono; due gambe, cattivo!</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">Quattro gambe, buono; due gambe, cattivo!» e continuavano per ore e ore,</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">senza stancarsi mai di ripeterla."</span></div>
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<img height="242" src="http://ykyuen.files.wordpress.com/2010/08/all_animals_are_equal_but_some_animals_are_more_equal_than_others.jpg" width="320" />
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<b><span style="font-family: Arial, Helvetica, sans-serif;">Nelle fiabe</span></b></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">La fiaba "<a href="http://it.wikipedia.org/wiki/Pinocchio">Le avventure di <b>Pinocchio</b></a>" di Collodi affronta la tematica del "manipolare" e dell'inganno attraverso le figure del<b> Gatto e</b> della <b>Volpe</b>, i quali rappresentano la tipica figura dei raggiratori. Il protagonista della fiaba, Pinocchio, è proprio la vittima preferita del Gatto e della Volpe; questi ultimi convincono Pinocchio a seminare delle monete in modo da far crescere un albero di zecchini d'oro, con il chiaro fine di rubare il denaro del povero protagonista. I due inoltre, durante tutto il corso della fiaba, si fingono ciechi o malati per suscitare la compassione altrui e guadagnare immeritatamente così qualche moneta. Il loro modo di convincere le malcapitate vittime si basa su grandi capacità oratorie e sulla ricerca di parole più che mai ambigue che riescono però ad abbindolare più volte gli altri personaggi della fiaba.</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">Ecco un estratto dalla fiaba:</span></div>
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<tr><td class="corpo" style="font-family: Verdana, Geneva, Arial, Helvetica, sans-serif;" width="439"><span style="font-size: 10pt;">"Ma non aveva fatto ancora mezzo chilometro, che incontrò per la strada una Volpe zoppa da un piede e un Gatto cieco da tutt'e due gli occhi, che se ne andavano là là, aiutandosi fra di loro, da buoni compagni di sventura. La Volpe che era zoppa, camminava appoggiandosi al Gatto: e il Gatto, che era cieco, si lasciava guidare dalla Volpe.<br />"Buon giorno, Pinocchio", gli disse la Volpe, salutandolo garbatamente.<br />[...]</span><span style="background-color: white; font-size: 13px;">E tirò fuori le monete avute in regalo da Mangiafoco.</span><br />
<span style="background-color: white; font-size: 13px;">Al simpatico suono di quelle monete la Volpe, per un moto involontario, allungò la gamba che pareva rattrappita, e il Gatto spalancò tutt'e due gli occhi, che parvero due lanterne verdi: ma poi li richiuse subito, tant'è vero che Pinocchio non si accorse di nulla.</span><br />
<span style="background-color: white; font-size: 13px;">"E ora, gli domandò la Volpe, che cosa vuoi farne di codeste monete?"</span><br />
<span style="background-color: white; font-size: 13px;">"Prima di tutto, rispose il burattino, voglio comprare per il mio babbo una bella casacca nuova, tutta d'oro e d'argento e coi bottoni di brillanti: e poi voglio comprare un Abbecedario per me."</span><br />
<span style="background-color: white; font-size: 13px;">"Per te?"</span><br />
<span style="background-color: white; font-size: 13px;">"Davvero: perché voglio andare a scuola e mettermi a studiare a buono."</span><br />
<span style="background-color: white; font-size: 13px;">"Guarda me!" disse la Volpe. "Per la passione sciocca di studiare ho perduto una gamba."</span><br />
<span style="background-color: white; font-size: 13px;">"Guarda me!" disse il Gatto. "Per la passione sciocca di studiare ho perduto la vista di tutti e due gli occhi."</span><br />
<span style="background-color: white; font-size: 13px;">In quel mentre un Merlo bianco, che se ne stava appollaiato sulla siepe della strada, fece il solito verso e disse:</span><br />
<span style="background-color: white; font-size: 13px;">"Pinocchio, non dar retta ai consigli dei cattivi compagni: se no, te ne pentirai!"<br />[...]</span><span style="background-color: white; font-size: 13px;">Erano giunti più che a mezza strada, quando la Volpe, fermandosi di punto in bianco, disse al burattino:</span><br />
<span style="background-color: white; font-size: 13px;">"Vuoi raddoppiare le tue monete d'oro?"</span><br />
<span style="background-color: white; font-size: 13px;">"Cioè?"</span><br />
<span style="background-color: white; font-size: 13px;">"Vuoi tu, di cinque miserabili zecchini, farne cento, mille, duemila?"</span><br />
<span style="background-color: white; font-size: 13px;">"Magari! E la maniera?"</span><br />
<span style="background-color: white; font-size: 13px;">"La maniera è facilissima. Invece di tornartene a casa tua, dovresti venire con noi."</span><br />
<span style="background-color: white; font-size: 13px;">[...]</span><span style="background-color: white; font-size: 13px;">"Pensaci bene, Pinocchio, perché tu dai un calcio alla fortuna."</span><br />
<span style="background-color: white; font-size: 13px;">"Alla fortuna!" ripeté il Gatto.</span><br />
<span style="background-color: white; font-size: 13px;">"I tuoi cinque zecchini, dall'oggi al domani sarebbero diventati duemila."</span><br />
<span style="background-color: white; font-size: 13px;">"Duemila!" ripeté il Gatto.</span><br />
<span style="background-color: white; font-size: 13px;">"Ma com'è mai possibile che diventino tanti?" domandò Pinocchio, restando a bocca aperta dallo stupore.</span><br />
<span style="background-color: white; font-size: 13px;">"Te lo spiego subito", disse la Volpe. "Bisogna sapere che nel paese dei Barbagianni c'è un campo benedetto, chiamato da tutti il Campo dei miracoli. Tu fai in questo campo una piccola buca e ci metti dentro per esempio uno zecchino d'oro. Poi ricuoprì la buca con un po' di terra: l'annaffi con due secchie d'acqua di fontana, ci getti sopra una presa di sale, e la sera te ne vai tranquillamente a letto. Intanto, durante la notte, lo zecchino germoglia e fiorisce, e la mattina dopo, di levata, ritornando nel campo, che cosa trovi? Trovi un bell'albero carico di tanti zecchini d'oro, quanti chicchi di grano può avere una bella spiga nel mese di giugno."</span> <span style="background-color: white; font-size: 13px;"><br /></span>
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<img height="296" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjUv-qYXZWgOSX7rUrtG5YHpu2Q4P8rcYZDPSiaOL2F9Exg-Isz9G5LDDnJx7J4ue1_v8-pEiiu_9rEhrxPrmxXE4AfOVnuKQwKt64Lyzja38jNX5A7Wio6oLS23h9yvdbMvmeAVx1RpWCN/s320/pinocchio_gattoevolpe.jpg" width="320" />
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<b><span style="font-family: Arial, Helvetica, sans-serif;">Nella letteratura</span></b></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">Un'altra opera di Orwell, "<b><a href="http://it.wikipedia.org/wiki/1984_(romanzo)">1984</a></b>" è assai importante per affrontare in maniera completa il tema della manipolazione</span><span style="font-family: Georgia, 'Times New Roman', serif;">.</span><span style="font-family: Arial, Helvetica, sans-serif;"> Questo è<span style="font-size: 13pt;"> un romanzo “distopico” (dystopian novel) in quanto ritrae
un’ipotetica futura società totalitaria governata da un enigmatico
personaggio conosciuto come “Big Brother”. Egli, attraverso l’uso
di telecamere, della “Polizia del pensiero”, del “Ministero
della Verità” e grazie ai membri del suo partito (“Inner
Party”), dirige, controlla e manipola le azioni, i comportamenti e
in particolare i pensieri del suo popolo, che si sente profondamente
a disagio a causa del controllo assiduo e soffocante dello stato.
Winston Smith, il protagonista del romanzo, tenta di ribellarsi al
sistema ma, suo malgrado, verrà imprigionato, torturato nella
famigerata “room 101” e, dopo aver subito il lavaggio del
cervello, il suo spirito ribelle infine verrà domato. Winston sarà
così allineato al regime. </span></span><span style="font-family: Arial, Helvetica, sans-serif; font-size: 13pt;">La
trama dell’opera è piuttosto semplice e lineare, ma ciò che
affascina e, da un certo punto di vista, inquieta e terrorizza è il
suo significato, in particolare i meccanismi politici di questo
regime totalitario. Il tema fondamentale del romanzo è appunto la
capacità di chi governa di manipolare le masse in ogni aspetto della
loro vita con i più impensabili mezzi, tra cui la creazione del
cosiddetto “<a href="http://www.newspeakdictionary.com/ns-prin.html">Newspeak</a>” (che consiste nell’eliminare dalla lingua
corrente qualsiasi termine che possa dare origine ad un pensiero
considerato sovversivo dal governo) e la revisione dei libri di
storia e dei giornali, modificandone gli eventi affinché siano in
linea con l’attuale condotta dello stato totalitario. </span><span style="font-family: Arial, Helvetica, sans-serif; font-size: 13pt;">Orwell
vuole quindi evidenziare i rischi connessi alla manipolazione delle
masse con espliciti riferimenti ai regimi totalitari della prima metà
del ‘900, sia di destra sia di sinistra. L’emblema della
manipolazione è senz’altro la già citata “Polizia del Pensiero”
che, con il suo ossessivo controllo sulla popolazione, la costringe
ad una percezione distorta della realtà, il cosiddetto
”doublethink”: da un lato Winston Smith e gli oppositori del
regime sanno che le informazioni che ricevono sono false, ma allo
stesso tempo devono accettarle come fossero verità assolute pur non
condividendole.</span></div>
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<b><span style="font-family: Arial, Helvetica, sans-serif;">Nei fumetti</span></b></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">Sono molti i fumetti nei quali è riscontrabile il tema della manipolazione; ad esempio la saga di film "Star wars", dalla quale è stata scritta una serie di fumetti, affronta il tema della manipolazione mentale. Ho scelto però un esempio più emblematico, cioè l'Uomo Ghiaccio (Iceman), personaggio della serie di fumetti "<a href="http://it.wikipedia.org/wiki/X-Men">X-men</a>" che ha ispirato anche una famosissima serie di film; egli è in grado di manipolare l'umidità dell'aria in modo da congelarla, in quanto lui stesso riesce a trasformare la propria fisiologia in ghiaccio.</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;"><b>Nei filmati pubblicitari</b></span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">Il video pubblicitario che è possibile trovare al link<a href="http://www.blogger.com/goog_345580188"> </a></span><a href="http://www.blogger.com/goog_345580190">http://www.youtube.com/watch?v=f3SpD-ARgkg</a><span style="font-family: Arial, Helvetica, sans-serif;"><a href="http://www.youtube.com/watch?v=f3SpD-ARgkg"> </a>è particolare in quanto sottolinea chiaramente come la pubblicità stessa sia un esempio palese di manipolazione ai danni delle masse, cioè degli spettatori. Il video pone l'attenzione in particolare su certi messaggi subliminali e su come, inconsapevolmente, nelle nostre azioni quotidiane spesso siamo portati a comportarci imitando certi "miti" televisivi.</span><br />
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<span style="font-family: Arial, Helvetica, sans-serif;">Il filmato </span><a href="http://www.youtube.com/watch?v=gNUDMtpHcRM">http://www.youtube.com/watch?v=gNUDMtpHcRM</a> <span style="font-family: Arial, Helvetica, sans-serif;">si sofferma invece sul significato originale del termine "manipolare", in quanto mostra come l'uomo nel corso della storia e con lo sviluppo della tecnologia sia riuscito a creare strumenti dai più semplici ai più complessi partendo sempre però da oggetti tutto sommato semplici e comuni.</span><br />
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<span style="font-family: Arial, Helvetica, sans-serif;"><b>Nel cinema</b></span><br />
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<span style="font-family: Arial, Helvetica, sans-serif;">La serie di film "<b><a href="http://it.wikipedia.org/wiki/Matrix">Matrix</a></b>" (iniziata nel 1999) si basa sul tema della manipolazione mentale effettuata con il fine principale di conoscere il proprio destino per conoscere meglio la propria identità.</span><br />
<img height="180" src="http://cdn.blogosfere.it/pellicolerovinate/images/large%20matrix%20blu-ray7.jpg" width="320" />
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<span style="font-family: Arial, Helvetica, sans-serif;">Anche il film "<b>Dark city</b>" (1998) affronta questo tema, che si intreccia al tema del nostro passato e del futuro che desideriamo conoscere ad ogni costo.</span><br />
<img height="213" src="http://nerdsontherocks.com/wp-content/uploads/2012/02/dark_city.jpg" width="320" />
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<span style="font-family: Arial, Helvetica, sans-serif;">Infine la più recente pellicola "<b>Inception</b>" ha come argomento principale quello del "furto" di <span style="background-color: white; color: #222222;">preziosi segreti dal profondo del subconscio mentre si sogna, quando la mente è al massimo della sua vulnerabilità.</span></span><br />
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<img height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgwS-0vBiEdBEmgIbvcVqXhCDcaI7p0ThjJRxqmeBqiY7ksS98OjbmISqAwd-Dz_7fA40YqSZJh1jcbmZGZSLVqzhKN_QEjdjaYcmShV_0fFcQoKQuat954s7c72Ip4Do1qeFWsi9JP8Pyv/s320/Inception.jpg" width="215" />
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<b>Nelle canzoni</b><br />
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<img src="http://www.metalkingdom.net/album/cover/d44/3013_fear_factory_soul_of_a_new_machine.jpg" /> Manipulation - Fear Factory<br />
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<img height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh_Y8swUeuNGT8wHQK4Sda-2RHVu2oLorvLyKdT4D3DxwFlX3FX7YoTzMvXplrpbqBZnOtGb9FfhZE71HGoEyYv7X3UU4pvImfHny3OBCiXiRdIMphfyKjVsKEzCeA33HIN7p0v_HLw2P8/s320/314428573_9c0fa5b54c_o.jpg" width="320" /> I must be dreaming - Evanescence<br />
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<span style="font-family: Arial, Helvetica, sans-serif;"><b><br /></b></span></div>Albyhttp://www.blogger.com/profile/04434632147720711063noreply@blogger.com0tag:blogger.com,1999:blog-9210543936292742883.post-51513271914839257282012-05-22T13:38:00.002-07:002012-05-28T11:03:17.212-07:00Mitologia<div style="text-align: justify;">
<a href="http://it.wikipedia.org/wiki/Pegaso_(mitologia)">Pegaso</a> è un cavallo alato della mitologia greca in grado di manipolare le condizioni atmosferiche. Questa figura fantastica è molto presente nella mitologia greca tanto che si parla spesso di "pegasi", creature che possiedono questo stesso particolare potere. Questa figura mitologica è in grado, ad esempio, di sgomberare il cielo dalle nuvole oppure di rendere improvvisamente avverse le condizioni climatiche.<br />
<img height="240" src="http://exogino.files.wordpress.com/2011/07/pegaso6.jpg" width="320" /></div>
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In generale, la <a href="http://it.wikipedia.org/wiki/Mitologia_greca">mitologia greca</a> non ama trattare del tema della manipolazione, ma preferisce trattare di interventi divini in grado di modificare lo stato delle cose.<br />
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<a href="http://www.krugan.org/public/blog/wp-content/uploads/2010/05/nano.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="320" src="http://www.krugan.org/public/blog/wp-content/uploads/2010/05/nano.jpg" width="222" /></a>Figure della <a href="http://it.wikipedia.org/wiki/Mitologia_norrena">mitologia nordica</a> che si legano al "manipolare" sono i Nani, celeberrime creature in grado di lavorare i metalli e manipolare gli utensili; pare infatti che il nome con cui sono note queste creature derivi proprio da una parola nordica che significa "manipolare il metallo". Sono diversi i miti che vedono tra i personaggi proprio i <a href="http://it.wikipedia.org/wiki/Nano_(mitologia)">Nani</a>, impegnati, nella stragrande maggioranza dei casi, a forgiare armi per divinità o essere superiori.<br />
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Anche se non si può parlare di genere letterario della mitologia, il celebre "Mito della caverna" di Platone, testo noto come "mito" ma legato ovviamente all'ambito filosofico, è comunque legato al tema della manipolazione. In esso si affronta infatti il tema della conoscenza per "sentito dire" o dei saperi apparenti, privi spesso di un reale fondamento; a causa di queste nozioni sbagliate l'umanità rischia di essere manipolata ed esposta pericolosamente ad un dominio basato su finti saperi. La "trama" del mito è piuttosto nota perché questo testo platonico è spesso letto nei corsi che prevedono l'insegnamento della filosofia (http://it.wikipedia.org/wiki/Mito_della_caverna<a href="http://it.wikipedia.org/wiki/Mito_della_caverna">http://it.wikipedia.org/wiki/Mito_della_caverna</a>).</div>Albyhttp://www.blogger.com/profile/04434632147720711063noreply@blogger.com0tag:blogger.com,1999:blog-9210543936292742883.post-49814026869332713002012-05-19T09:48:00.004-07:002012-05-28T11:09:04.894-07:00Iconografia<div style="text-align: justify;">
Il tema della manipolazione, come già accennato in precedenza, è stato da sempre presente nella storia dell'umanità; tuttavia questo argomento è stato affrontato dagli artisti solamente durante gli ultimi secoli, in quanto raffigurare quest'azione risulta un qualcosa di assai complesso. Solamente con la nascità della pubblicità e dei nuovi mezzi di comunicazione il tema della manipolazione ha iniziato ad essere rappresentato, in quanto la pubblicità stessa e la televisione, ad esempio, rappresentano, in alcuni casi, delle forme di manipolazione ai danni degli spettatori e della società.</div>
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Per sviluppare in maniera più completa il tema della manipolazione nell'iconografia, ho scelto di riportare dei quadri o delle testimonianze più antiche che riguardano principalmente l'atto di manipolare visto nella sua accezione di "inganno", "persuasione" e "illusione ottica", per poi invece arrivare ad epoche più moderne dove è possibile trovare fonti iconografiche più emblematiche di questo particolare verbo.</div>
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<a href="http://www.treccani.it/export/sites/default/Portale/resources/images/sito/scuola/dossier/viaggio/palagiano_clip_image005.jpg_1069304582.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="http://www.treccani.it/export/sites/default/Portale/resources/images/sito/scuola/dossier/viaggio/palagiano_clip_image005.jpg_1069304582.jpg" /></a>In un vaso del 390 a.C. è raffigurata la ninfa <a href="http://it.wikipedia.org/wiki/Calipso">Calipso</a> che tenta di persuadere Ulisse a rimanere da lei presso l'isola di Ogigia invece di tentare di tornare ad Itaca dall'amata Penelope.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgufeg-wHkf_piEBYXE_hKuRq-iE2nZdwQuvJcbs0HLtrbBoEmXTJHMORvGouoOxbdvj1LC11ZwGWAolthL2h4bDLM4j2GTMdW6qT-POs69vntXrTbnx_11bemB-cgr2jnWYOVJ4af9I7xz/s1600/L%2527et%25C3%25A0+di+Pericle+%2528da+laescueladeateanas.wordpress.com%2529.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgufeg-wHkf_piEBYXE_hKuRq-iE2nZdwQuvJcbs0HLtrbBoEmXTJHMORvGouoOxbdvj1LC11ZwGWAolthL2h4bDLM4j2GTMdW6qT-POs69vntXrTbnx_11bemB-cgr2jnWYOVJ4af9I7xz/s400/L%2527et%25C3%25A0+di+Pericle+%2528da+laescueladeateanas.wordpress.com%2529.JPG" /></a></div>
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<a href="http://it.wikipedia.org/wiki/Pericle">Pericle</a>, politico ma anche oratore ateniese, raffigurato durante un'orazione verso i suoi concittadini. Proprio le orazioni di filosofi, imperatori, politici e oratori di professione possono essere considerate esempi di manipolazione e persuasione dell'antichità. In realtà anche oggi giorno il <a href="http://archiviostorico.corriere.it/2007/agosto/12/Quando_Politici_Erano_Oratori_co_9_070812053.shtml">mestiere del politico</a> richiede capacità oratorie in grado di manipolare i cittadini.</div>
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<a href="http://www.homolaicus.com/storia/antica/roma/images/catlilina.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="200" src="http://www.homolaicus.com/storia/antica/roma/images/catlilina.jpg" width="400" /></a>
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Questo è il dipinto di Maccari (1880) a palazzo Madama a Roma in cui è rappresentato <a href="http://www.copia-di-arte.com/a/cesare-maccari/cicerone-pronuncia-in-senato-la-prima-catilinaria.html">Cicerone che pronuncia in Senato la prima "Catilinaria"</a>. L'evento ovviamente è relativo all'antichità mentre il dipinto è piuttosto moderno e ciò rappresenta come la manipolazione sia un tema diffuso in ogni epoca, tanto da essere recuperato per rievocare secoli lontani.</div>
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<a href="http://www.arengario.net/momenti/imm/momenti34a.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="400" src="http://www.arengario.net/momenti/imm/momenti34a.jpg" width="337" /></a>
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La chiesa di Santa Maria presso San Satiro a Milano progettata da Bramante (a fine Quattrocento e anche a fine Rinascimento) è costruita in modo da sembrare piuttosto profonda della zona dell'abside, mentre in realtà si tratta solamente di un'<a href="http://www.arengario.net/momenti/momenti34.html">illusione ottica</a> poichè la volta è finta ma per un fedele o un visitatore essa non sembra tale (in verità essa occupa meno di un metro in lunghezza).</div>
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<a href="http://www.cicap.org/new/images/a/o/Vezzani1_opt.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="268" src="http://www.cicap.org/new/images/a/o/Vezzani1_opt.jpg" width="400" /></a>
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Questo parete interna del <a href="http://www.blogger.com/goog_345580249">palazzo ducale </a></div>
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<a href="http://www.sassuolonline.it/palazzoducale.htm">di Sassuolo</a>, edificato da Avanzini, fa uso della tecnica del "trompe l'oeil", molto usata soprattutto nel corso del Novecento ma che trova già alcune sperimentazioni in epoche precedenti come in questo caso (epoca barocca). L'illusione ottica, e quindi il "trompe l'oeil", è un aspetto particolare del tema generale della manipolazione.</div>
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<a href="http://www.cesnur.org/img/brain.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="261" src="http://www.cesnur.org/img/brain.jpg" width="320" /></a>Rappresentazione del Settecento che raffigura una giovane donna che cerca di essere convinta di qualcosa da parte di due individui. La gestualità degli individui è emblematica e permettere di comprendere ancora più facilmente come il loro sia un atto di manipolazione (mentale) nei confronti della giovane.</div>
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<a href="http://www.tuttomagritte.altervista.org/wp-content/gallery/opere/La-condizione-umana.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="320" src="http://www.tuttomagritte.altervista.org/wp-content/gallery/opere/La-condizione-umana.jpg" width="254" /></a>
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Il dipinto "La condition humaine" del 1933 del pittore surrealista belga<a href="http://it.wikipedia.org/wiki/Ren%C3%A9_Magritte"> Magritte</a> sottolinea come la linea tra arte e realtà sembri a volte molto sottile, mentre in realtà essa è piuttosto marcata. L'arte in se', dunque, può essere considerata una sorta di manipolazione permanente nei confronti di coloro che osservano i dipinti e quindi può risultare assai ingannevole in ogni circostanza. Sul legame arte-realtà si basano tutti i presupposti del Surrealismo, una delle avanguardie più celebri e importanti del Novecento.</div>
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<a href="http://syrianfreepress.files.wordpress.com/2012/03/propaganda-lie-big.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="320" src="http://syrianfreepress.files.wordpress.com/2012/03/propaganda-lie-big.jpg" width="242" /></a>
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Tipico esempio di <a href="http://www.francoangeli.it/riviste/Scheda_rivista.aspx?IDArticolo=16568">propaganda elettorale del Novecento</a> che sottolinea sarcasticamente come anche il voto (e quindi il suffragio universale, grande conquista democratica dell'umanità) nasconda chiare manifestazioni di manipolazione da parte dei più forti. Ne sono un esplicito esempio le tanto diffuse dittature del Novecento, in Europa ma non solo. I manifesti elettorale e gli altri mezzi utilizzati dai partiti per fare propaganda sono palesi esempi di manipolazione ai danni della massa.</div>
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<a href="http://uskebasi.files.wordpress.com/2011/01/cover.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="248" src="http://uskebasi.files.wordpress.com/2011/01/cover.jpg" width="320" /></a>Questa immagine rappresenta chiaramente la <a href="http://www.psicoterapiapsicologia.it/articoli-psicologia-psicoterapia/il-gaslighting-o-manipolazione-mentale">manipolazione mentale</a>, tema assai presente nella cinematografia recente. Questa è l'accezione più moderna con cui generalmente intendiamo oggigiorno il verbo "manipolare".</div>
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<a href="http://www.parrocchie.it/correggio/ascensione/pubblicita'_ingannevole.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="http://www.parrocchie.it/correggio/ascensione/pubblicita'_ingannevole.jpg" /></a></div>
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Esempio di <a href="http://it.wikipedia.org/wiki/Pubblicit%C3%A0_ingannevole">pubblicità ingannevole</a>; proprio la pubblicità è il metodo di manipolazione attualmente più diffuso e pericoloso, in quanto non sempre ci si rende conto di quanto questo mezzo di comunicazione riesca ad influenzarci nella vita di tutti i giorni.</div>
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<a href="http://www.navecorsara.it/wp/wp-content/uploads/2009/11/manipolazione-tv-Berlusconi.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="227" src="http://www.navecorsara.it/wp/wp-content/uploads/2009/11/manipolazione-tv-Berlusconi.jpg" width="320" /></a>
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Questo invece è un esempio di come il tema del "manipolare" abbia trovato sempre più spazio nell'iconografia moderna. Quest'immagine è tipica dei giornali di satira che spesso fanno uso di fumetti.</div>
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</div>Albyhttp://www.blogger.com/profile/04434632147720711063noreply@blogger.com0tag:blogger.com,1999:blog-9210543936292742883.post-16052689598314520262012-05-05T03:04:00.001-07:002012-05-22T13:08:06.439-07:00Aforismi e citazioni<br />
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<span style="color: red;"><span style="font-family: 'Times New Roman';"><span style="font-size: x-large;">Aforismi
e citazioni</span></span></span></div>
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<span style="color: red;"><span style="font-family: 'Times New Roman';"><span style="font-size: large;">citazioni:</span></span></span></div>
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<span style="color: #999999; font-family: 'Times New Roman'; font-size: large;">-Potete ingannare
tutti per qualche tempo, o manipolare alcuni per tutto il tempo, ma
non potete imbrogliare tutti per tutti il tempo. (A. Lincoln,
"Discorso a Clinton", 1858)</span></div>
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<span style="color: #999999; font-family: 'Times New Roman'; font-size: large;">-La persona più
facile da manipolare è se stesso (E. Buwler-Lyotton, "The
disowned", 1829)</span></div>
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<span style="color: #999999; font-family: 'Times New Roman'; font-size: large;">-<span style="font-family: Georgia;">Manipolare
chi manipola è un piacere doppio (J. de la
Fontaine,"Favole",1668/1679)</span></span></div>
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<span style="font-family: Georgia;"><span style="color: #999999; font-size: large;">-La storia ci
insegna che la maniera di manipolare fa il grande uomo (J.
Josipovici, "Pensieri in rotta",1989)</span></span></div>
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<span style="color: #999999; font-family: Georgia; font-size: large;">-Sono tanto
semplici gli uomini e tanto obbediscono alle necessità presenti, che
colui che manipola troverà sempre chi si lascerà manipolare (N.
Machiavelli, "Il principe", 1513)</span></div>
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<span style="color: red;"><span style="font-family: 'Times New Roman';"><span style="font-size: large;">aforismi:</span></span></span></div>
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<span style="color: #999999; font-family: 'Times New Roman'; font-size: large;">-Nella vita c'è
solo una cosa che non si può ne' manipolare ne' evitare: l'istinto.</span></div>
<div align="JUSTIFY" style="line-height: 0.71cm; margin-bottom: 0cm;">
<span style="color: #999999; font-family: Georgia; font-size: large;">-La nostra
diffidenza giustifica la manipolazione altrui (F. de la
Rochefoucauld, "Maximes")</span></div>
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<span style="color: #999999; font-family: 'Times New Roman'; font-size: large;"><span style="font-family: Georgia;">-Il
modo più sicuro per farsi manpolare è credersi piu furbi degli
altri (F. de la Rochefoucauld, "Maximes")</span> </span></div>
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<span style="color: #999999; font-family: 'Times New Roman'; font-size: large;">-Ingannare se
stessi senza accorgersene è altrettanto facile che manipolare gli
altri senza che se ne accorgano (F.de la Rochefoucauld, "Maximes")</span></div>
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<br /></div>Albyhttp://www.blogger.com/profile/04434632147720711063noreply@blogger.com0tag:blogger.com,1999:blog-9210543936292742883.post-700819139981435362012-04-23T07:17:00.002-07:002012-04-23T07:22:43.899-07:00Sinonimi, derivati,lemmi associati<br />
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<span style="color: red;"><span style="font-size: x-large;">Sinonimi,
derivati, lemmi associati</span></span></div>
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<span style="font-size: large;"><span style="font-family: Times New Roman,serif;">Alcuni sinonimi del
verbo "manipolare" sono</span></span></div>
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<span style="font-size: large;"><span style="font-family: Times New Roman,serif;">-alterare;</span></span></div>
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<span style="font-size: large;"><span style="font-family: Times New Roman,serif;">-manomettere;</span></span></div>
<div style="color: #cccccc; font-style: normal; font-weight: normal; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="font-size: large;"><span style="font-family: Times New Roman,serif;">-truccare;</span></span></div>
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<span style="font-size: large;"><span style="font-family: Times New Roman,serif;">-viziare;</span></span></div>
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<span style="font-size: large;"><span style="font-family: Times New Roman,serif;">-contraffare;</span></span></div>
<div style="color: #cccccc; font-style: normal; font-weight: normal; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="font-size: large;"><span style="font-family: Times New Roman,serif;">-adulterare;</span></span></div>
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<span style="font-size: large;"><span style="font-family: Times New Roman,serif;">-camuffare;</span></span></div>
<div style="color: #cccccc; font-style: normal; font-weight: normal; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="font-size: large;"><span style="font-family: Times New Roman,serif;">-snaturare;</span></span></div>
<div style="color: #cccccc; font-style: normal; font-weight: normal; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="font-size: large;"><span style="font-family: Times New Roman,serif;">-maneggiare.</span></span></div>
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<span style="font-size: large;"><span style="font-family: Times New Roman,serif;">Tra le
parole che invece derivano da questo verbo troviamo</span></span></div>
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<span style="font-size: large;"><span style="font-family: Times New Roman,serif;">-manipolazione;</span></span></div>
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<span style="font-size: large;"><span style="font-family: Times New Roman,serif;">-manipolatore</span></span></div>
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<span style="font-size: large;"><br /></span></div>
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<span style="font-size: large;"><span style="font-family: Times New Roman,serif;">Risultano
essere dei lemmi associati al verbo "manipolare" i termini</span></span></div>
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<span style="font-size: large;"><span style="font-family: Times New Roman,serif;">-plagio;</span></span></div>
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<span style="font-size: large;"><span style="font-family: Times New Roman,serif;">-propaganda;</span></span></div>
<div style="color: #cccccc; font-style: normal; font-weight: normal; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="font-size: large;"><span style="font-family: Times New Roman,serif;">-raggiro;</span></span></div>
<div style="color: #cccccc; font-style: normal; font-weight: normal; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="font-size: large;"><span style="font-family: Times New Roman,serif;">-modifica;</span></span></div>
<div style="color: #cccccc; font-style: normal; font-weight: normal; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="font-size: large;"><span style="font-family: Times New Roman,serif;">-fraintendimento;</span></span></div>
<div style="color: #cccccc; font-style: normal; font-weight: normal; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="font-size: large;"><span style="font-family: Times New Roman,serif;">-rielaborazione;</span></span></div>
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<span style="font-size: large;"><span style="font-family: Times New Roman,serif;">-trattamento;</span></span></div>
<div style="color: #cccccc; font-style: normal; font-weight: normal; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="font-size: large;"><span style="font-family: Times New Roman,serif;">-intrigo;</span></span></div>
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<span style="font-size: large;"><span style="font-family: Times New Roman,serif;">-trucco;</span></span></div>
<div style="color: #cccccc; font-style: normal; font-weight: normal; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="font-size: large;"><span style="font-family: Times New Roman,serif;">-manovra;</span></span></div>
<div style="color: #cccccc; font-style: normal; font-weight: normal; margin-bottom: 0cm; orphans: 2; widows: 2;">
<span style="font-size: large;"><span style="font-family: Times New Roman,serif;">-trama;</span></span></div>
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<br /></div>Albyhttp://www.blogger.com/profile/04434632147720711063noreply@blogger.com0tag:blogger.com,1999:blog-9210543936292742883.post-17755575553122803632012-04-19T12:31:00.000-07:002012-04-23T07:20:40.452-07:00Significato, etimologia<div style="text-align: justify;">
<span style="color: red; font-size: x-large;">Significato ed etimologia</span></div>
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Manipolare significa comporre, modificare, preparare o falsificare qualcosa o qualcuno utilizzando diversi mezzi (ingredienti o strumenti) al fine di danneggiare il prossimo. Dietro al termine "manipolazione" è nascosto dunque il ricorso ad astuzia e raggiri.</div>
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L'origine del verbo "manipolare" sottolinea come questa azione sia, in primo luogo, legata ad un atto sostanzialmente concreto; il termine deriva infatti dal latino "manus", cioè mano, e da "pilare", ossia premere. E' chiaro dunque come il verbo faccia rifermento all'uso pratico, da parte dell'uomo, delle proprie mani al fine di modificare qualcosa ai danni di qualcuno. Nel corso del tempo questo termine iniziò a indicare anche atti non concreti, cioè che utilizzano strumenti non tangibili con mano, volti sempre alla modifica di qualcosa non solo di fisico, ma anche di astratto (idee o notizie ad esempio).</div>Albyhttp://www.blogger.com/profile/04434632147720711063noreply@blogger.com0tag:blogger.com,1999:blog-9210543936292742883.post-51060329026475902792012-04-14T02:47:00.001-07:002012-04-23T07:16:49.830-07:00Traduzione del verbo<span style="font-size: x-large;"><b> <span style="color: red;">Traduzione verbo "manipolare"</span></b></span><br />
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<b> Lingue germaniche:</b><br />
<u>I<span style="font-size: small;">nglese: </span></u><span style="font-size: small;">to manipulate, to handle </span><br />
<u>Tedesco:</u> manipulieren, handhaben<br />
<u>Danese: </u>manipulering<br />
<u>Svedese: </u>manipulera<br />
<u>Norvegese: </u>manipulere<br />
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<b>Lingue neolatine:</b><br />
<u>Francese: </u>manipuler<br />
<u>Spagnolo: </u>manipular<br />
<u>Portoghese: </u>manipulando<br />
<u>Rumeno:</u> manipularea<br />
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<b>Lingue slave:</b><br />
<u>Serbo:</u> <i> </i><span class="hreview-aggregate">М</span><span class="hreview-aggregate">анипулисати</span><br />
<span class="hreview-aggregate"><u>Sloveno: </u>manipulirajo</span><br />
<span class="hreview-aggregate"><u>Croato: </u>manipulissu</span><br />
<span class="hreview-aggregate"><u>Russo: </u></span><span class="hreview-aggregate">манипуляция</span><span class="hreview-aggregate"></span><br />
<span class="hreview-aggregate"><u>Polacco:</u> manipulowanie</span><br />
<span class="hreview-aggregate"><u>Ceco: </u>manipulovat</span><br />
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<span class="hreview-aggregate"><u>Arab</u></span><span class="hreview-aggregate"><u>o:</u> </span><span class="hreview-aggregate">تلاعب</span><span class="hreview-aggregate"> </span><br />
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<b><span class="hreview-aggregate">Lingue orientali:</span></b><br />
<span class="hreview-aggregate"><u>Cinese:</u> </span><span class="hreview-aggregate">操纵 </span><br />
<span class="hreview-aggregate"><u>Giapponese:</u> </span><span class="hreview-aggregate">操作する</span><span class="hreview-aggregate"> </span><span lang="it"><b><span lang="zh-cn"></span></b></span><br />
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<br />Albyhttp://www.blogger.com/profile/04434632147720711063noreply@blogger.com0tag:blogger.com,1999:blog-9210543936292742883.post-61392779224865098592012-04-14T01:39:00.000-07:002012-04-14T02:49:06.812-07:00Simboli <span style="background-color: white;"></span><br />
<div style="color: red; text-align: justify;">
<span style="font-size: x-large;"> </span><span style="font-size: x-large;">Simboli</span></div>
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<a 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" 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" 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Esistono diversi simboli associati al verbo "manipolare" e ho scelto di riportare i due che, a mio avviso, sono i più emblematici e immediati da comprendere.</div>
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Il simbolo qui a destra rappresenta il concetto più generale</div>
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con cui è stato da sempre inteso il verbo "manipolare" nel corso dei secoli, ossia come tentativo di alterare o condizionare il pensiero o le azioni di uno o più individui. La scritto "Attention: manipulation" sottolinea come, da sempre, l'uomo abbia considerato pericolosa sotto molti punti di vista la manipolazione, nonostante sia l'uomo stesso, da solo o<span style="background-color: cyan;"></span> con l'aiuto di vari mezzi più o meno tecnologici, ad essere l'artefice dell'atto del manipolare.</div>
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" 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" /></a>Questo simbolo è quello che, a mio parere, meglio rende</div>
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l'idea dell'accezione più moderna con cui viene inteso il verbo "manipolare", in quanto si sofferma sulla manipolazione "fisica" del pensiero (rappresentato dal cervello umano) di un individuo e non solo su quella che avviene attraverso parole o immagini.In particolare sono molti i film che trattano di questo tema, sebbene questa sia una prerogativa quasi esclusivamente degli anni più recenti.<span style="background-color: cyan;"></span></div>
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<br />Albyhttp://www.blogger.com/profile/04434632147720711063noreply@blogger.com0