tag:blogger.com,1999:blog-38752242806413703002024-03-21T21:27:54.866-07:00A Filosofia da afasia ou Afasia da filosofia?Χάοςhttp://www.blogger.com/profile/12976993516691631164noreply@blogger.comBlogger6125tag:blogger.com,1999:blog-3875224280641370300.post-53894835438854544592011-06-20T13:47:00.000-07:002011-06-20T13:47:53.360-07:00A onda (Die Welle), os microfascismos e a vontade apocalíptica.<div class="separator" style="clear: both; text-align: center;"><a href="http://1.bp.blogspot.com/_JyeDCauEdyk/SrXQ0xyGEcI/AAAAAAAAAL8/X0uiG0W7c9w/s1600-h/A+onda.jpg" style="margin-left: 1em; margin-right: 1em;"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5383438534726521282" src="http://1.bp.blogspot.com/_JyeDCauEdyk/SrXQ0xyGEcI/AAAAAAAAAL8/X0uiG0W7c9w/s320/A+onda.jpg" style="display: block; height: 215px; margin: 0px auto 10px; text-align: center; width: 320px;" /></a></div><div style="background-color: white; color: black; font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><br />
</span></div><div class="MsoNormal" style="background-color: white; color: black; font-family: Arial,Helvetica,sans-serif; text-align: justify; text-indent: 27pt;"><span style="font-size: small;"><span>Há muito tempo que um filme não me impressionava tanto como o alemão “A onda” (Die Welle, 2008), baseado na história verdadeira de Ron Jones, um professor de história contemporânea de uma escola secundária da Califórnia (diferentemente do filme, que ocorre na Alemanha). Em uma aula de teoria política, a partir do desinteresse dos alunos, o mestre propôs uma aula embasada nos pressupostos dos regimes fascistas que culminou em uma reação impressionante dos alunos, que inicialmente eram trinta e em apenas quatro dias atingiram a impressionante quantidade de duzentos discentes. Não vou contar mais detalhes da história para não revelar o filme (que estará disponível para download). Mas o que me perturbou foi o aspecto psicológico das massas na construção fascismo. Adolescentes apáticos em relação à política, de repente tornam-se ativistas proliferando ódio e ideais e reafirmando a disciplina, o espírito de grupo e a supremacia de valores. </span></span></div><span style="font-size: small;"><span style="background-color: white; color: black; font-family: Arial,Helvetica,sans-serif;"> </span></span><div class="MsoNormal" style="background-color: white; color: black; font-family: Arial,Helvetica,sans-serif; text-align: justify; text-indent: 27pt;"><span style="font-size: small;"><span>O psicanalista alemão Wilhelm Reich, em seu livro psicologia de massa do fascismo, prioriza a idéia de que o fascismo não foi algo ideológico imposto uma massa alienada, mas sim desejado pela mes</span></span><span style="font-size: small;"><span>ma. Ao ler a <i>magna</i> biografia que Safranski faz de Heidegger, percebe-se o quão esperançoso foi o Nacional-socialismo e a figura de Adolf Hitler para o povo alemão, como diz o próprio Heidegger: <i>No começo doa anos 30 às diferenças de classe em nosso povo tinham-se tornado intoleráveis para todos os alemães com senso de responsabilidade social, bem como o pesado ônus econômico da Alemanha devido ao Tratado de Versailles. No ano de 1932 havia 7 milhões de desempregados que, com suas famílias, só podiam esperar pobreza e necessidade. A perturbação devido a essas condições, que a atual geração nem consegue mais imaginar, também atingiu as universidade [...] Tais enganos já aconteceram com homens maiores do que eu: Hegel viu em Napoleão o espírito do mundo e Hölderlin o viu como o príncipe da festa a qual os deuses e Cristo foram convidados. </i></span></span></div><span style="font-size: small;"><span style="background-color: white; color: black; font-family: Arial,Helvetica,sans-serif;"> </span></span><div class="MsoNormal" style="background-color: white; color: black; font-family: Arial,Helvetica,sans-serif; text-align: justify; text-indent: 27pt;"><span style="font-size: small;"><span>O mais impressionante é que o fascismo, como disse Foucault, não existe apenas no âmbito ditatorial e centralizado de Mussolini e Hitler, mas também em todos nós, <i>que assombra nosso espírito e nossas condutas cotidianas, o fascismo que nos faz amar o poder, deseja esta coisa mesma que nos domina e nos explora </i>(Uma Introdução à vida não-fascista<i>). </i>O fascismo não é algo externo que se restringe aos alemães, tanto que a experiência do professor Ron Jones, foi desenvolvida em uma escola dos EUA, onde o meio cultural divergia totalmente daquele encontrado na Alemanha cerca de 30 anos antes<i>. </i></span></span></div><span style="font-size: small;"><span style="background-color: white; color: black; font-family: Arial,Helvetica,sans-serif;"> </span></span><div class="MsoNormal" style="background-color: white; color: black; font-family: Arial,Helvetica,sans-serif; text-align: justify; text-indent: 27pt;"><span style="font-size: small;"><span>Deleuze e Guattari em seu rizomático livro <i>Mil Platôs, </i>salientam a idéia de Foucault: “<i>Mas o fascismo é inseparável de focos moleculares, que pululam e saltam de um ponto a outro, em interação, antes de ressoarem todos juntos no Estado nacional-socialista. Fascismo rural e fascismo de cidade ou de bairro, fascismo jovem e fascismo ex-combatente, fascismo de esquerda e de direita, de casal, de família, de escola ou de repartição: cada fascismo se define por um microburaco negro, que vale por si mesmo e comunica com os outros, antes de ressoar num grande buraco negro central generalizado”.</i></span></span></div><span style="font-size: small;"><span style="background-color: white; color: black; font-family: Arial,Helvetica,sans-serif;"> </span></span><div class="MsoNormal" style="background-color: white; color: black; font-family: Arial,Helvetica,sans-serif; text-align: justify; text-indent: 27pt;"><span style="font-size: small;"><span>O fascismo não é algo macro e sim molecular, não centralizado e sim disseminado, metástase cancerígena, não existem fascismos e sim disseminações fascistas em micro-escalas. O nazismo foi a exponenciação da subjetividade dos microfascimos, que não tem fronteira e ainda hoje ganham campo em cima do vazio existencial e da vida niilista da contemporaneidade. O vazio e a angústia do homem contemporâneo são campos abertos para a disseminação e busca de um padrão hegemônico, lacunas que foram aproveitadas pelos governos ditatoriais e culminaram nas grandes desgraças vistas no século passado.</span></span></div><span style="font-size: small;"><span style="background-color: white; color: black; font-family: Arial,Helvetica,sans-serif;"> </span><span style="background-color: white; color: black; font-family: Arial,Helvetica,sans-serif;">O final do filme, a partir desse discurso torna-se previsível. No facismo impera a vontade de destruição: É curioso como, desde o início, os nazistas anunciavam para a Alemanha o que traziam: núpcias e morte ao mesmo tempo, inclusive a sua própria morte e a dos alemães. <i>Eles pensavam que pereceriam, mas que seu empreendimento seria de toda maneira recomeçado: a Europa, o mundo, o sistema planetário. E as pessoas gritavam bravo, não porque não compreendiam, mas porque queriam esta morte que passava pela dos outros. É como uma vontade de arriscar tudo a cada vez, de apostar a morte dos outros contra a sua </i>(Mil Platôs 3). A metáfora da metástase ganha mais força, e o regime suícida do fascismo anula-se :<i> O telegrama 71 — Se a guerra está perdida, que pereça a nação — no qual Hitler decide somar seus esforços aos de seus inimigos para consumar a destruição de seu próprio povo, aniquilando os últimos recursos de seu habitat, reservas civis de toda natureza (água potável, carburantes, víveres, etc.) é o desfecho normal...</i>(Idem).</span></span><br />
<br />
<div class="MsoNormal" style="color: black; text-align: justify; text-indent: 27pt;"><span style="font-size: 78%;">Para saber mais:</span></div><div class="MsoNormal" style="color: black; text-align: justify; text-indent: 27pt;"><span style="font-size: 78%;">SAFRANSKI , R Heidegger: Um mestre na Alemanha entre o bem e o mal</span></div><div class="MsoNormal" style="color: black; text-align: justify; text-indent: 27pt;"><span style="font-size: 78%;">DELEUZE E GUATTARI, O Anti-Édipo: Capitalismo e esquizofrênia</span></div><div class="MsoNormal" style="color: black; text-align: justify; text-indent: 27pt;"><span style="font-size: 78%;">____________________ Mil Platôs</span></div><div class="MsoNormal" style="color: black; text-align: justify; text-indent: 27pt;"><span style="font-size: 78%;">FOUCAULT, M. Introdução à uma vida não fascista</span></div><div class="MsoNormal" style="color: black; text-align: justify; text-indent: 27pt;"><span style="font-size: 78%;">REICH, W. Psicologia de massa do Fascismo</span></div><br />
<br />
<div style="background-color: white; color: black; font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"> <img alt="Die+Welle" class="size-medium wp-image-1749 aligncenter" height="300" src="http://cafesfilosoficos.files.wordpress.com/2009/09/diewelle.jpg?w=210&h=300" title="Die+Welle" width="210" /></span></div><span style="font-size: small;"><span style="background-color: white; color: black; font-family: Arial,Helvetica,sans-serif;"> </span></span> <h2 style="text-align: center;"><a href="http://www.megaupload.com/?d=DJO7NCA4" target="_blank">Download</a></h2>Χάοςhttp://www.blogger.com/profile/12976993516691631164noreply@blogger.com4tag:blogger.com,1999:blog-3875224280641370300.post-55098621187134010602011-06-17T10:03:00.000-07:002011-06-17T10:19:21.565-07:00A nossa Matrix particular ou A colher não existe.<div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;">Como foi citado no ultimo post a trilogia <b>Matrix</b> é minha fonte favorita de citações, resolvi fazer um post detalhando partes que podem ser interessantes, <span style="font-family: Verdana; font-size: 10pt;">se está se perguntando qual é a relação desta questão com o filme e a filosofia, respondo: <b>tudo.</b></span></div><br />
<div class="separator" style="clear: both; text-align: center;"><br />
</div><div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"></div><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg2yImS8GQfKJnpHeADU_XdJR4ON-Gsp7sD1zl2sOQfLMYo2wyMyj5dASwn3IBInOj7Jb3u11-NKGlo0k4LOCnNn-zrokrOqC4Z2FS7SlxNaGeVHUtuX-d__bOiCFv-cza3Aw-lYS5uIqE/s1600/matrix.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="243" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg2yImS8GQfKJnpHeADU_XdJR4ON-Gsp7sD1zl2sOQfLMYo2wyMyj5dASwn3IBInOj7Jb3u11-NKGlo0k4LOCnNn-zrokrOqC4Z2FS7SlxNaGeVHUtuX-d__bOiCFv-cza3Aw-lYS5uIqE/s320/matrix.jpg" width="320" /></a><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">O fenômeno <b><i>Matrix</i></b> pode ser parcialmente compreendido se levarmos em consideração a profusão de influências e temas que aparecem, direta ou indiretamente, no roteiro e nas imagens do filme. Aí vão alguns exemplos: distopia, esperança, filosofia, <b><i>1984</i> de George Orwell</b>, artes marciais, cibercultura, agentes secretos e teorias conspirativas, romance, <b><i>Alice no país das maravilhas</i> de Lewis Carroll</b>, messianismo (crença na vinda do Salvador: Jesus, Messias, Buda, Rei Arthur), mitologia grega e céltica, <b><i>Admirável mundo novo</i> de Aldous Huxley</b>, efeitos especiais revolucionários, nova estética super-heroística (óculos escuros, roupas pretas de couro e sobretudos substituem, respectivamente, máscaras, uniformes colantes coloridos e capas), ficção científica, animes e assim por diante. Como não dá para falar de todas estas coisas em poucas linhas, vamos especificar: farei uma rápida comparação entre o filme<b> </b><i><b>Matrix</b> </i>e a filosofia grega<b> </b></span></span><br />
<div style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><b> </b></span></div><div align="RIGHT" style="font-family: Arial,Helvetica,sans-serif; line-height: 100%; margin-bottom: 0cm;"><span style="font-size: small;">O filme praticamente começa com a pergunta <i>"o que é <b>Matrix</b>?"</i>. Alguém aí se lembra do diálogo entre Trinity e<b> Neo</b>? Então... ela lhe diz: <i>"- É a pergunta que nos impulsiona, <b>Neo</b>. Foi a pergunta que te trouxe aqui. Você conhece a pergunta assim como eu"</i>. E ele: <i>"- O que é a <b>Matrix</b>?"</i>. Em seguida, a jovem conclui: <i>"- Sim, a resposta está aí. Ela está à sua procura. E te encontrará se você desejar".</i></span></div><div style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><br />
</span></div><div style="font-family: Arial,Helvetica,sans-serif;"></div><div align="JUSTIFY" style="font-family: Arial,Helvetica,sans-serif; line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;"><span style="color: black; font-size: small;"> </span><span style="font-size: small;"><i>Usarei um pouco da explicação da educadora</i></span><span style="color: black; font-size: small;"><b> Marilena Chauí <span style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;"><i>para explicara alguns termos.</i></span></b></span></div><div class="separator" style="clear: both; text-align: center;"><a href="http://www.wellhappypeaceful.com/wp-content/uploads/2011/01/matrixspoon.jpg" style="margin-left: 1em; margin-right: 1em;"><img alt="" class="size-medium wp-image-1802 alignnone" height="220" src="http://www.wellhappypeaceful.com/wp-content/uploads/2011/01/matrixspoon-300x220.jpg" style="cursor: move;" title="matrixspoon" width="300" /></a></div><br />
<br />
<div style="font-family: Arial,Helvetica,sans-serif;"></div><div align="JUSTIFY" style="font-family: Arial,Helvetica,sans-serif; line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;"><span style="color: black; font-size: small;">Comecemos pelo nome das duas personagens masculinas principais: <b>Neo</b> e <b>Morfeu</b>. Esses nomes são gregos. Neo significa “novo” ou “renovado” e, quando dito de alguém, significa “jovem na força e no ardor da juventude.” Morfeu pertence à mitologia grega: era o nome de um espírito, filho do Sono e da Noite, que possuía asas e era capaz, num único instante, de voar em absoluto silêncio para as extremidades do mundo. Esvoaçando sobre um ser humano ou pousando levemente sobre sua cabeça, tocando-o com uma papoula vermelha, tinha o poder não só de fazê-lo adormecer e sonhar mas também de aparecer-lhe no sonho, tomando forma humana. É dessa maneira que, no filme, Morfeu se comunica pela primeira vez com Neo, que desperta assustado com o ruído de uma mensagem na tela de seu computador. E, no primeiro encontro de ambos, Morfeu surpreende Neo por sua extrema velocidade, por ser capaz de voar e por parecer saber tudo a respeito desse jovem que não o conhece. Várias vezes, Morfeu pergunta a Neo se ele tem sempre a impressão de estar dormindo e sonhando, como se nunca tivesse certeza de estar realmente desperto. Essa pergunta deixa de ser feita a partir do momento em que, entre uma pílula azul e uma vermelha oferecidas por Morfeu, Neo escolhe ingerir a vermelha ( como a papoula da mitologia), que o fará ver a realidade. É Morfeu quem lhe mostra a Matrix, fazendo-o compreender que passou a vida inteira sem saber se estava desperto ou se dormia e sonhava porque, realmente, esteve sempre dormindo e sonhando. </span> </div><div id="crosscol-wrapper" style="text-align: center;"></div><div id="main-wrapper"><div class="main section" id="main"><div id="uds-searchControl"><a href="http://www.blogger.com/post-edit.g?blogID=3875224280641370300&postID=5509862118713401060&from=pencil" name="uds-search-results"></a></div><div class="widget Blog" id="Blog1"><div class="blog-posts hfeed"><div class="date-outer"><div class="date-posts"><div class="post-outer"><div class="post hentry"><a href="http://www.blogger.com/post-edit.g?blogID=3875224280641370300&postID=5509862118713401060&from=pencil" name="4308647319952012026"></a> <br />
<div class="post-header"></div><div class="post-body entry-content" id="post-body-4308647319952012026"></div></div></div></div></div></div></div></div></div><div align="JUSTIFY" style="font-family: Arial,Helvetica,sans-serif; line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;"></div><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"> </span></span><br />
<div style="font-family: Arial,Helvetica,sans-serif;"><br />
</div><div align="JUSTIFY" style="font-family: Arial,Helvetica,sans-serif; line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;"><span style="color: black; font-size: small;"><b>O que é a </b><b>Matrix</b>? Essa palavra é latina. Deriva de mater, que quer dizer “mãe”. Em latim, matrix é o órgão das fêmeas dos mamíferos onde o embrião e o feto se desenvolvem; é o útero. Na linguagem técnica, a matriz é o molde para fundição de uma peça; o circuito de codificadores e decodificadores das cores primárias ( para produzir imagens na televisão) e dos sons (nos discos, fitas e filmes); e, na informática, é a rede de guias de entradas e saídas de elementos lógicos dispostos em determinadas intersecções.</span></div><div align="JUSTIFY" style="font-family: Arial,Helvetica,sans-serif; line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;"><br />
</div><div align="JUSTIFY" style="font-family: Arial,Helvetica,sans-serif; line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;"></div><div align="JUSTIFY" style="font-family: Arial,Helvetica,sans-serif; line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;"><span style="color: black; font-size: small;">No filme, a Matrix tem todos esses sentidos: ela é, ao mesmo tempo, um útero universal onde estão todos os seres humanos cuja vida real é “uterina” e cuja vida imaginária é forjada pelos circuitos de codificadores e decodificadores de cores e sons e pelas redes de guias de entrada e saída de sinais lógicos.</span></div><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"> </span></span><br />
<div align="JUSTIFY" style="font-family: Arial,Helvetica,sans-serif; line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;"><span style="color: black; font-size: small;">Qual é o poder da Matrix? Usar e controlar a inteligência humana para dominar o mundo, criando uma realidade virtual ou falsa realidade na qual todos acreditam. A Matrix é o feitiço virado contra o feiticeiro: criada pela inteligência humana, a Matrix é inteligência virtual que destrói a inteligência que a criou porque só subsiste sugando o sistema nervoso central dos humanos.</span></div><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"> </span></span><br />
<div align="JUSTIFY" style="font-family: Arial,Helvetica,sans-serif; line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;"><span style="color: black; font-size: small;">Ante que a palavra computador fosse usada correntemente, quando só havia as enormes máquinas militares e de grandes empresas, falava-se em “cérebro eletrônico”. Por quê? Porque se tratava de um objeto técnico muito diferente de todos até então conhecidos pela humanidade. De fato, os objetos técnicos tradicionais ampliavam a força física dos seres humanos (o microscópio e o telescópio aumentavam o limite dos olhos; o navio, o automóvel e o avião aumentavam o alcance dos pés humanos; a alavanca, a polia, a chave de fenda, o martelo aumentavam a força das mãos humanas; e assim por diante). Em contrapartida, “o cérebro eletrônico” ou computador amplia e mesmo substitui as capacidades mentais ou intelectuais dos seres humanos. A Matrix é o computador gigantesco que escraviza os homens, usando a mente deles para controlar as próprias percepções, sentimentos e pensamentos, fazendo-os crer que o aparente é real.</span></div><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"> </span></span><br />
<div align="JUSTIFY" style="font-family: Arial,Helvetica,sans-serif; line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;"><span style="color: black; font-size: small;">Vencer o poder da Matrix é destruir a aparência, restaurar a realidade e assegurar que os seres humanos possam perceber e compreender o mundo verdadeiro e viver realmente nele. Todos os combates realizados por Neo e seus companheiros são combates cerebrais e do sistema nervoso, isto é, são combates mentais entre os centros de sensação, percepção e pensamento humanos e os centros artificiais da Matrix. Ou seja, as armas e tiroteios que aparecem na tela são pura ilusão, não existem, pois o combate não físico e sim mental.</span></div><div align="JUSTIFY" style="font-family: Arial,Helvetica,sans-serif; line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;"><br />
</div><div align="JUSTIFY" style="font-family: Arial,Helvetica,sans-serif; line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjTIdApCd4Vzbz78jq2HIRr1Sv6cylQDbMrdh_QCkm0_zcPwOoB_LvxHDXFZa8_-ITuS4TwnyYEfMcfQugcqPr2D1imAcdlcgz97W0ZwebZF8ZpBveVSoYKeVLYsURwf3sEY6tFiJ-XdqP6/s1600/%25C3%258Dndice.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjTIdApCd4Vzbz78jq2HIRr1Sv6cylQDbMrdh_QCkm0_zcPwOoB_LvxHDXFZa8_-ITuS4TwnyYEfMcfQugcqPr2D1imAcdlcgz97W0ZwebZF8ZpBveVSoYKeVLYsURwf3sEY6tFiJ-XdqP6/s1600/%25C3%258Dndice.png" /></a></div></div><div align="JUSTIFY" style="font-family: Arial,Helvetica,sans-serif; line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;"><br />
</div><div align="JUSTIFY" style="font-family: Arial,Helvetica,sans-serif; line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;"></div><div align="JUSTIFY" style="font-family: Arial,Helvetica,sans-serif; line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;"><span style="color: black; font-size: small;"><b>Que é um oráculo</b>? A palavra oráculo possui dois significados principais, que aparecem nas expressões “consultar um oráculo” e “receber um oráculo”. No primeiro caso, significa “uma mensagem misteriosa” enviada por um deus como reposta a uma indagação feita por algum humano; é uma revelação divina que precisa ser decifrada e interpretada. No segundo, significa “uma pessoa especial”, que recebe a mensagem divina e a transmite para quem enviou a pergunta à divindade, deixando que o interrogante decifre e interprete a resposta recebida. Entre os gregos antigos, essa pessoa especial costumava ser uma mulher e era chamada sibila.</span></div><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"> </span></span><br />
<div align="JUSTIFY" style="font-family: Arial,Helvetica,sans-serif; line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;"><span style="color: black; font-size: small;">Em Matrix, aparece a sibila, uma mulher que recebeu o oráculo (isto é, a mensagem) e que é também o oráculo (ou seja, a transmissora da mensagem). Essa mulher pergunta a Neo se ele leu o que está escrito sobre a porta de entrada da casa em que acabou de entrar. Ele diz que não. Ela então lê para ele as palavras, explicando-lhe que são de uma língua há muito desaparecida, o latim. O que está escrito? Nosce te ipsum. O que significa? “Conhece-te a ti mesmo.” O oráculo diz a Neo que ele – e somente ele – poderá saber se é ou não aquele que vai livrar o mundo do poder de Matrix e, portanto, somente conhecendo a si mesmo ele terá a reposta. </span> </div><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"> </span></span><br />
<div align="JUSTIFY" style="font-family: Arial,Helvetica,sans-serif; line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;"><span style="color: black; font-size: small;">Poucas pessoas que viram o filme compreenderam exatamente o significado dessa cena, pois ela é a representação, no futuro, de um acontecimento do passado, ocorrido há 23 séculos, na Grécia. </span> </div><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"> </span></span><br />
<div align="JUSTIFY" style="font-family: Arial,Helvetica,sans-serif; line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;"><span style="color: black; font-size: small;">Havia na Grécia, na cidade de Delfos, um santuário dedicado ao deus Apolo, deus da luz, da razão e do conhecimento verdadeiro, o patrono da sabedoria. Sobre o portal de entrada desse santuário estava escrita a grande mensagem do deus ou o principal oráculo de Apolo: “Conhece-te a ti mesmo.” Um ateniense, chamado Sócrates, foi ao santuário consultar o oráculo, pois em Atenas, onde morava, muitos diziam que ele era um sábio e ele desejava saber o que significava ser um sábio e se ele poderia ser chamado de sábio. O oráculo, que era uma mulher, perguntou-lhe: “O que você sabe?”. Ele respondeu: “Só sei que nada sei.” Ao que o oráculo disse: “Sócrates é o mais sábio de todos os homens, pois é o único que sabe que não sabe.” Sócrates, como todos sabem, é o patrono da Filosofia. </span> </div><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"> </span></span><br />
<div align="JUSTIFY" style="font-family: Arial,Helvetica,sans-serif; line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiPcJk8NLRbav4NHoEWH1jP7JxjY4UlBO6wutfyUp29XY7yioQyvcIKxKJRZiMzyIawrTMsvRazQ5crdy7-EjVwB3FGyVxntSNrboaxKmwA0vHhVfJND7UkR-t5fUKcivwEeagoaQ1rD2H3/s1600-h/Morpheus-Red-or-Blue-Pill-the-matrix-1957140-500-568.jpg" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5355091955613939522" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiPcJk8NLRbav4NHoEWH1jP7JxjY4UlBO6wutfyUp29XY7yioQyvcIKxKJRZiMzyIawrTMsvRazQ5crdy7-EjVwB3FGyVxntSNrboaxKmwA0vHhVfJND7UkR-t5fUKcivwEeagoaQ1rD2H3/s400/Morpheus-Red-or-Blue-Pill-the-matrix-1957140-500-568.jpg" style="float: left; height: 400px; margin: 0px 10px 10px 0px; width: 352px;" /></a><span style="color: black; font-size: small;"> </span></div><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"> </span></span><br />
<div align="JUSTIFY" style="font-family: Arial,Helvetica,sans-serif; line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;"><br />
</div><div align="JUSTIFY" style="font-family: Arial,Helvetica,sans-serif; line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;"><br />
</div><div align="JUSTIFY" style="font-family: Arial,Helvetica,sans-serif; line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;"><br />
</div><div align="JUSTIFY" style="font-family: Arial,Helvetica,sans-serif; line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;"><br />
</div><div align="JUSTIFY" style="font-family: Arial,Helvetica,sans-serif; line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;"><br />
</div><div align="JUSTIFY" style="font-family: Arial,Helvetica,sans-serif; line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;"><br />
</div><div align="JUSTIFY" style="font-family: Arial,Helvetica,sans-serif; line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;"><br />
</div><div align="JUSTIFY" style="font-family: Arial,Helvetica,sans-serif; line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;"><br />
</div><div align="JUSTIFY" style="font-family: Arial,Helvetica,sans-serif; line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;"><br />
</div><div align="JUSTIFY" style="font-family: Arial,Helvetica,sans-serif; line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;"><br />
</div><div align="JUSTIFY" style="font-family: Arial,Helvetica,sans-serif; line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;"><br />
</div><div align="JUSTIFY" style="font-family: Arial,Helvetica,sans-serif; line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;"><br />
</div><div align="JUSTIFY" style="font-family: Arial,Helvetica,sans-serif; line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;"><br />
</div><div align="JUSTIFY" style="font-family: Arial,Helvetica,sans-serif; line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;"><br />
</div><div align="JUSTIFY" style="font-family: Arial,Helvetica,sans-serif; line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;"><br />
</div><div align="JUSTIFY" style="font-family: Arial,Helvetica,sans-serif; line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;"><br />
</div><div align="JUSTIFY" style="font-family: Arial,Helvetica,sans-serif; line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;"><br />
</div><div align="JUSTIFY" style="font-family: Arial,Helvetica,sans-serif; line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;"><br />
</div><div align="JUSTIFY" style="font-family: Arial,Helvetica,sans-serif; line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;"><br />
</div><div align="JUSTIFY" style="font-family: Arial,Helvetica,sans-serif; line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;"><br />
</div><div align="JUSTIFY" style="font-family: Arial,Helvetica,sans-serif; line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;"><br />
</div><div align="JUSTIFY" style="font-family: Arial,Helvetica,sans-serif; line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;"><br />
</div><div align="JUSTIFY" style="font-family: Arial,Helvetica,sans-serif; line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;"><br />
</div><div align="JUSTIFY" style="font-family: Arial,Helvetica,sans-serif; line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;"><br />
</div><div align="JUSTIFY" style="font-family: Arial,Helvetica,sans-serif; line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;"><span style="font-size: small;"> </span></div><div align="JUSTIFY" style="font-family: Arial,Helvetica,sans-serif; line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;"><br />
</div><div align="JUSTIFY" style="font-family: Arial,Helvetica,sans-serif; line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;"><br />
</div><div align="JUSTIFY" style="font-family: Arial,Helvetica,sans-serif; line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;"><br />
</div><div align="JUSTIFY" style="font-family: Arial,Helvetica,sans-serif; line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;"><br />
</div><div align="JUSTIFY" style="font-family: Arial,Helvetica,sans-serif; line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;"><span style="font-size: small;"><br />
</span></div><div align="JUSTIFY" style="font-family: Arial,Helvetica,sans-serif; line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;"><span style="color: black; font-size: small;"><b>Neo e Sócrates</b></span></div><div align="JUSTIFY" style="font-family: Arial,Helvetica,sans-serif; line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;"><span style="color: black; font-size: small;"> </span> </div><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"> </span></span><br />
<div align="JUSTIFY" style="font-family: Arial,Helvetica,sans-serif; line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;"><span style="color: black; font-size: small;">Por que as personagens do filme afirmam que Neo é “o escolhido”? Por que eles estão seguros de que ele será capaz de realizar o combate final e vencer a Matrix?</span></div><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"> </span></span><br />
<div align="JUSTIFY" style="font-family: Arial,Helvetica,sans-serif; line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;"><span style="color: black; font-size: small;">Porque ele eras um pirata eletrônico, isto é, alguém capaz de invadir programas, decifrar códigos e mensagens, mas, sobretudo, porque ele também era um criador de programas de realidade virtual, um perito capaz de rivalizar com a própria Matrix e competir com ela. Por Ter um poder semelhante ao dela, Neo sempre deconfiou de que a realidade não era exatamente tal como se apresentava. Sempre teve dúvidas quanto à realidade percebida e secretamente questionava o que era a Matrix. Essa interrogação o levou a vasculhar os circuitos internos da máquina (tanto assim que começou a ser perseguido por ela como alguém perigoso) e foram suas incursões secretas que o fizeram ser descoberto por Morfeu.</span></div><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"> </span></span><br />
<div align="JUSTIFY" style="font-family: Arial,Helvetica,sans-serif; line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;"><span style="color: black; font-size: small;">Por que Sócrates é considerado o “patrono da Filosofia”? Porque jamais se contentou com as opiniões estabelecidas, com os preconceitos de sua sociedade, com as crenças inquestionadas de seus conterrâneos. Ele costumava dizer que era impelido por espírito interior (como Morfei instigando Neo) que o levava a desconfiar das aparências e procurar a realidade verdadeira de todas as coisas.</span></div><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"> </span></span><br />
<div align="JUSTIFY" style="font-family: Arial,Helvetica,sans-serif; line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;"><span style="color: black; font-size: small;">Sócrates andava pelas ruas de Atenas fazendo aos atenienses algumas perguntas : <span lang=""></span>“O que é isso em que você acredita?”, O que é isso que você está fazendo?”. Os atenienses achavam, por exemplo, que sabiam o que era justiça. Sócrates lhes fazia perguntas de tal maneira sobre a justiça que, embaraçados e confusos, chegavam à conclusão de que não sabiam o que ela significava. Os atenienses acreditavam que sabiam o que significava a coragem. Os atenienses acreditavam também que sabiam o que eram a bondade, a beleza, a verdade, mas um prolongado diálogo com Sócrates os fazia perceber que não sabiam o que era aquilo em que acreditavam.</span></div><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"> </span></span><br />
<div align="JUSTIFY" style="font-family: Arial,Helvetica,sans-serif; line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;"><span style="color: black; font-size: small;">A pergunta “O que é?” era o questionamento sobre a realidade essencial e profunda de uma coisa para além das aparências e contra as aparências. Com essa pergunta, Sócrates levava os atenienses a descobrir a diferença entre parecer e ser, entre mera crença ou opinião e verdade.</span></div><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"> </span></span><br />
<div align="JUSTIFY" style="font-family: Arial,Helvetica,sans-serif; line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;"><span style="color: black; font-size: small;">Sócrates era filho de uma parteira. Ele dizia que sua mãe ajudava o nascimento dos corpos e que ele era um parteiro, mas não de corpos e sim de almas. Assim cimo sua mãe lidava com a matrix corporal, ele lidava com a matrix mental, auxiliando as mentes a libertar-se das aparências e buscar a verdade. </span> </div><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"> </span></span><br />
<div align="JUSTIFY" style="font-family: Arial,Helvetica,sans-serif; line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;"><span style="color: black; font-size: small;">Como os de Neo, os combates socráticos eram também combates mentais ou de pensamento. E enfureceram de tal maneira os poderosos de Atenas que Sócrates foi condenado à morte, acusado de espalhar dúvidas sobre as idéias e os valores atenienses, corrompendo a juventude.</span></div><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"> </span></span><br />
<div align="JUSTIFY" style="font-family: Arial,Helvetica,sans-serif; line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;"><span style="color: black; font-size: small;">O paralelo entre Neo e Sócrates não se encontra apenas no fato de que ambos são instigados por “espíritos” que os fazem desconfiar das aparências nem apenas pelo encontro com um oráculo e o “Conhece-te a ti mesmo” e nem apenas porque ambos lidam com matrizes. Podemos encontrá-lo também ao comparar a trajetória de Neo até o combate final da Matrix e em uma das mais célebres e famosas passagens de um escrito de um discípulo de Sócrates, o filósofo Platão. Essa passagem encontra-se numa obra intitulada A República e chama-se “O mito da caverna”<i>.</i></span></div><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"> </span></span><br />
<div align="JUSTIFY" style="font-family: Arial,Helvetica,sans-serif; line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;"><span style="color: black; font-size: small;"><b>O que é a caverna</b>? O mundo das aparências em que vivemos. Que são as sombras projetadas no fundo? As coisas que percebemos. <b>Que são os grilhões e as correntes</b>? Nossos preconceitos e opiniões, nossa crença de que o que estamos percebendo é a realidade. Quem é o prisioneiro que se liberta e sai da caverna? O filósofo. O que é a luz do Sol? A luz da verdade. O que é o mundo iluminado pelo sol da verdade? A realidade. Qual o instrumento que liberta o prisioneiro rebelde e com o qual ele deseja libertar os outros prisioneiros? A Filosofia.</span></div><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"> </span></span><br />
<div align="JUSTIFY" style="font-family: Arial,Helvetica,sans-serif; line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;"><span style="color: black; font-size: small;">Abaixo alguns outros termos que pesquisei pessoalmente.</span></div><div align="JUSTIFY" style="font-family: Arial,Helvetica,sans-serif; line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;"><br />
</div><div align="JUSTIFY" style="font-family: Arial,Helvetica,sans-serif; line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;"><br />
</div><div align="left" style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><b>Termos Mitológicos</b></span></div><div align="left" style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><br />
</span></div><div align="left" style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><b>Arquiteto </b>- O Arquiteto da Matrix, criador do mundo onde os humanos vivem, possivelmente é uma referencia à Maçonaria, onde Deus é entendido como Arquiteto do Universo; Essa seria, inclusive a razão da Maçonaria ter adotado o compasso e o esquadro como elementos de sua simbologia. <br />
<b><br />
Merovingian</b> - O francês que mantém o Chaveiro cativo, é uma referencia aos merovingios, ordem herética dos Cátaros: Ordem gnóstica francesa, que acreditava ser descendente de Cristo com Maria Madalena. É provável que seja também uma provocação ao francês Baudrillard. <br />
<br />
<b>Niobe</b> - A companheira de Morpheus, remete à mitologia grega. Princesa de Tebas, declarou-se mais importante que a Deusa Leto, por ter mais filhos do que ela, e foi punida por isso. <br />
<br />
<b>Persephone </b>- A esposa do francês Merovingian, representa a divindade da mitologia grega, filha de Demeter; é a senhora dos infernos junto a Hades. <br />
<br />
<b>Seraph</b> - O chinês guardião do Oráculo, é uma referência aos Serafins, uma categoria dos Anjos. Termo hebraico, que significa "ardente, flamejante".<br />
<br />
<b>Trinity </b>- A "mocinha do filme". A tradução de seu nome para o português significa Trindade, provavelmente uma referencia cristã à Trindade Pai, Filho e Espírito Santo. Interessante notar que Neo é o Um, e Trinity é o três... Provavelmente Morpheus represente o número dois da Trindade.<br />
<br />
<b>Zion</b> - É uma alegoria à cidade de Sião, importante na mitologia judaico-cristã. </span></div><div align="left" style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><br />
</span></div><div style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"> </span></div><div align="left" style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><b>Termos Técnicos da Informática</b></span></div><div align="left" style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><b> </b></span></div><div style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"> </span></div><div align="left" style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><b>Agentes</b> - Os policiais que zelam pela ordem da<i> Matrix</i>, sempre de terno preto, e conectados a ela. Em Informática, Agente é um sistema de Inteligência Artificial, um robô programado para reconhecer determinadas ações do usuário e responder a elas. <br />
<br />
<b>Backdoor </b>(Porta dos fundos) - O cenário onde existem diversas portas na Matrix. Geralmente são entradas não convencionais que os hackers descobrem ou criam para dominar o sistema sem ter os privilégios necessários.<br />
</span></div><div style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"> </span></div><div align="left" style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><br />
</span></div><div align="left" style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><b>Bug </b>- (Falha, defeito) - Em informática indica erro no sistema.</span></div><div align="left" style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><br />
</span></div><div style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"> </span></div><div align="left" style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><b>DDoS</b> - Distribuited Denial of Service (Ataque distribuído) - São ataques coordenados, onde várias solicitações são feitas ao mesmo tempo para que um servidor "não agüente" tantas solicitações e "trave". Esse tipo de ataque já tirou do ar sites como Yahoo e eBay.</span></div><div align="left" style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><br />
</span></div><div style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"> </span></div><div align="left" style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><b>Exploit </b>- Programa que explora erros no sistema, para tomar o controle do mesmo.<br />
Invasão - Tomar controle de um sistema sem ser autorizado.</span></div><div align="left" style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><br />
</span></div><div style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"> </span></div><div align="left" style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><b>Key Maker / Key Gen </b>- (O Chaveiro) - O velho japonês, detentor das chaves da <i>Matrix</i>. Todo programa precisa de uma "chave" para iniciar. Alguns exemplos típicos são os programas em versão "Trial" (experimentais) que após um tempo pedem ao usuário a chave de registro, ou a compra da licença (mediante a compra da licença uma "chave" é fornecida ao usuário).</span></div><div align="left" style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><br />
</span></div><div style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"> </span></div><div align="left" style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><b>Mainframe</b> - Lugar onde está o Arquiteto da <i>Matrix</i>: computador central, onde são armazenadas todas as informações principais.</span></div><div align="left" style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><br />
</span></div><div style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"> </span></div><div align="left" style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><b>Nmap</b> - Programa utilizado para listar as vulnerabilidades de um sistema (portscan). </span></div><div align="left" style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><br />
</span></div><div style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"> </span></div><div align="left" style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><b>Nota:</b> Quando Trinity entra no complexo da usina e invade o sistema, ela utiliza técnicas que estão disponíveis em nossa realidade, usa o Nmap para verificar a vulnerabilidade de uma máquina da Matriz, e utiliza um Exploit para trocar a senha, e assim tomar controle desse sistema e desligá-lo. </span></div><div align="left" style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><br />
</span></div><div style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"> </span></div><div align="left" style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><b>Oracle</b> - (Oráculo) - A misteriosa senhora negra, detentora dos saberes sobre o destino da Matrix e dos personagens: Oracle é o banco de dados, no mundo da informática é considerado como sendo o melhor banco de dados. </span></div><div align="left" style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><br />
</span></div><div style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"> </span></div><div align="left" style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><b>Portscan</b> - Programa que procura as possíveis vulnerabilidades de um sistema.</span></div><div align="left" style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><br />
</span></div><div style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"> </span></div><div align="left" style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><b>SSH</b> - Sistema de segurança em informática; no filme, Trinity utiliza uma "bug" real para invadir o sistema.</span></div><div align="left"><br />
</div><div align="left"><br />
</div><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/jLNs2lytLBo?feature=player_embedded' frameborder='0'></iframe></div><div align="left"><br />
</div><div align="JUSTIFY" style="font-family: Arial,Helvetica,sans-serif; line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;"><span style="color: black; font-size: small;"> </span></div><div align="JUSTIFY" style="font-family: Arial,Helvetica,sans-serif; line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;"><br />
</div><span style="font-family: Verdana; font-size: 10pt;"><i> </i></span><span style="font-family: Verdana; font-size: 10pt;"></span>Χάοςhttp://www.blogger.com/profile/12976993516691631164noreply@blogger.com8tag:blogger.com,1999:blog-3875224280641370300.post-30197835556500222332011-06-16T12:33:00.000-07:002011-06-16T12:33:16.063-07:00O "Meu" mundo de Sofia<strong>"Estranha é a nossa situação aqui na Terra. Cada um de nós vem para uma visita curta, sem saber por que, ainda assim parece que por um propósito divino. Do ponto de vista da vida diária, contudo, há uma coisa que sabemos: que estamos aqui para o bem dos outros... pelas incontáveis almas desconhecidas com cujos destinos estamos atrelados por um laço de simpatia." Albert Einstein</strong><br />
<br />
Você pode me afirmar quem é você?<br />
<br />
<strong><span style="font-family: Arial,Helvetica,sans-serif; font-size: small; font-weight: normal;">Durante minha vida percebi que todas as coisas mudam e nós mudamos com elas. </span></strong><br />
<strong><span style="font-family: Arial,Helvetica,sans-serif; font-size: small; font-weight: normal;">Sendo assim não existe um eu absoluto. </span></strong><br />
<strong><span style="font-family: Arial,Helvetica,sans-serif; font-size: small; font-weight: normal;">Novamente Citando a Trilogia Matrix (Sim, é um dos meus filmes favoritos e ele com certeza aparecera muito nos meus comentários.) "Neo " ao consultar a Oráculo recebe a resposta que ele não é o Escolhido (The One). Porém ele se "transforma" no Escolhido (The One) durante o processo de sua vida. Assim como nos "transformamos" durante nossas vidas.</span></strong><br />
<h3 class="post-title entry-title"> NEO E SÓCRATES </h3><div class="post-header"> </div><ul style="color: black;"><a href="data:image/png;base64,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" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="" border="0" src="data:image/png;base64,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" /></a>
<li>Neo, por ser um hacker, era confiado por muitos, como Morfeu, que apostava tudo nele, no sucesso de Neo, e por saber que Anderson faria algo contra as máquinas da Matrix.</li>
<li>Podemos afirmar que Neo tinha a mesma força que a Matrix. Quando a natureza da Matrix é revelada a Neo, ele se torna parte da resistência humana e revela-se o Escolhido ('The One'). A trilogia do filme Matrix explora suas aptidões como o Escolhido (The One) para manipular à sua vontade a realidade simulada pelo computador, e sua missão messiânica como o salvador da humanidade.</li>
<li>Sócrates é considerado o Patrono da Filosofia, porque nunca ficará satisfeito com as opiniões dadas. Neo é igual nesse conceito com Sócrates.</li>
<li>Tais como, Neo, os gregos sabiam o que era a coragem. Porque? Pois Neo foi o único capaz de enfrentar a Matrix, frente à frente, como nenhum outro.</li>
<li>Neo era considerado semelhante à Sócrates na forma de questionar e investigar o "interior" das coisas. Ambos desconfiam das aparências, e também, afirmavam que seus pensamentos eram os corretos.</li>
</ul><br />
<h3 class="post-title entry-title"><span style="font-size: large;">"Sofia e eu" </span></h3>Alguns anos atrás conheci Sofia Amundsen.<br />
A partir daquele momento comecei a conhecer a duvida que existe dentro de cada um de nós, que a busca pelo auto-conhecimento é talvez o maior desafio da humanidade.<br />
<br />
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;">"Quem és tu?", "De onde vem o mundo?", "Haverá uma vontade e um sentido por detrás daquilo que acontece?", estas são algumas das perguntas colocadas a Sofia durante aquilo que irá ser um verdadeiro "curso de filosofia". Este curso foi oferecido a Sofia por uma pessoa que ela não conhecia mas que acabou por se tornar rapidamente num grande amigo. Através dele, Sofia viaja até 600 a.c., onde encontra os primeiros filósofos, e a partir daí segue o rumo da história dos homens e o evoluir da mentalidade e do pensar filosófico. É por meio do seu professor de filosofia que Sofia conhece Sócrates, Aristóteles, Descartes, Spinoza, Kant, Hegel, Marx, Freud, entre muitos outros. </span><br />
<br />
<br />
<h2>O mundo de Sofia </h2><h2><img alt="[mundo-de-sofia.jpg]" border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgtYOsD0sxJwnXxqm3DUEepe17L9tR44yVY_vXnjLxan5c8o-j4nRbsfmpjZt-rddCSpEaoB4cZN-8zPWvSbSzxKrH_f36yc7xwsALe07UpRDDzWOe2CWgK-Lrx7Mgl7BGS5o5iwtgODLTi/s1600/mundo-de-sofia.jpg" /> </h2><ul><li><a href="http://www.4shared.com/document/sNXCcVdO/O_Mundo_de_Sofia.htm">Livro</a></li>
</ul><a href="http://rapidshare.com/#%21download%7C263%7C155091395%7CMundo_de_Sofia_cd1.part1.rar"> </a><br />
<h2>O mundo de Sofia - Sofies verden - Filme</h2><h2><img alt="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh7DT1Of6K4nI2MFag7A5Id7-UbSsnyASriX4Uspvei4_ZxVQUUSbDjZful0N_MaOida8KBgNuzxKwjH5u9J_gqVe_qrXmcyuBhMlrBQ9Xpe31tQkcdx0H9tARXoN-MLLjjaKVM-YRM0Sk/s1600/o_mundo_de_sofia.jpg" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh7DT1Of6K4nI2MFag7A5Id7-UbSsnyASriX4Uspvei4_ZxVQUUSbDjZful0N_MaOida8KBgNuzxKwjH5u9J_gqVe_qrXmcyuBhMlrBQ9Xpe31tQkcdx0H9tARXoN-MLLjjaKVM-YRM0Sk/s1600/o_mundo_de_sofia.jpg" /></h2><ul><li><a href="http://rapidshare.com/#%21download%7C263%7C155091395%7CMundo_de_Sofia_cd1.part1.rar">Parte 1</a></li>
<li><a href="http://rapidshare.com/files/155316865/Mundo_de_Sofia_cd1.part2.rar">Parte 2</a></li>
<li><a href="http://rapidshare.com/files/155287672/Mundo_de_Sofia_cd2.part1.rar">Parte 3</a></li>
<li><a href="http://rapidshare.com/files/155080022/Mundo_de_Sofia_cd2.part2.rar">Parte 4</a> </li>
</ul>Χάοςhttp://www.blogger.com/profile/12976993516691631164noreply@blogger.com4tag:blogger.com,1999:blog-3875224280641370300.post-24806022275973893822011-06-16T07:35:00.000-07:002011-06-16T07:35:26.705-07:00Slavoj Zizek : o filósofo que detesta pessoas<h2 style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;"><span style="font-size: small;"> Alguns meses atrás minha namorada me apresentou o Filosofo Slavoj Zizek, fiquei muito interessado em sabe que existia um pensador conhecido que não estava apenas contemplado do mundo e sim interferindo nele e causando uma mundaça.</span></h2><h2 style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;"><span style="font-size: small;">Slavoj Zizek é um dos maiores pensadores da Europa. O filósofo <span style="font-family: "Courier New",Courier,monospace;"><span style="font-family: Arial,Helvetica,sans-serif;">e</span> </span>sociólogo esloveno escreve sobre temas como Lenine, ciberespaço, pós-modernismo, pós-Marxismo ou Alfred Hitchcock.</span></h2><h2 style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;"><span style="font-size: small;"> </span></h2><div style="margin-bottom: 0.9em; margin-top: 0.5em;"><img alt="" src="http://oglobo.globo.com/blogs/arquivos_upload/2011/05/110_2748-zizek1.jpg" style="border: 0px initial initial; max-width: 570px;" title="Slavoj Zizek (Foto de Leonardo Aversa)" /><br />
Sentado num hotel em Copacabana, um dia após fazer uma palestra sobre os impasses da democracia liberal para um Odeon lotado (a convite da PUC-Rio, Uerj, Boitempo e Flacso), o filósofo esloveno Slavoj Zizek parece tomado por um excedente de energia que o deixa num estado próximo à convulsão: durante uma hora de entrevista sobre seus livros “Em defesa das causas perdidas” e “Primeiro como tragédia, depois como farsa” (Boitempo, tradução de Maria Beatriz de Medina), seus braços se lançam em todas direções possíveis pontuando as respostas aceleradas, cheias de parênteses, diálogos encenados e exclamações. Ao mesmo tempo enfática e digressiva, a fala é fiel aos textos que fizeram de Zizek uma referência para a esquerda mundial, nos quais uma aproximação original dos pensamentos de Marx e Lacan serve de ferramenta para um ímpeto aparentemente inesgotável de interpretação crítica da cultura moderna e contemporânea, dos filmes de Hollywood aos pressupostos da democracia representativa até o pensamento de Deleuze ou Antonio Negri. Nessa entrevista ao GLOBO, Zizek explica (entre outras coisas) o que significa hoje ser comunista, e por que é preciso recuperar a ideia de revolução.</div><div style="margin-bottom: 0.9em; margin-top: 0.5em;"><br />
</div><div style="margin-bottom: 0.9em; margin-top: 0.5em;"><strong>Seu livro “Em defesa das causas perdidas” começa pela constatação de que a ideia de revolução está hoje desacreditada no debate político. Esse descrédito, o senhor argumenta, não se explica simplesmente pelo fim da União Soviética ou pela queda do Muro de Berlim, como muitas vezes se diz. Ele estaria ligado a diversas críticas feitas no século XX às noções de verdade e totalidade. Quais são os principais argumentos dessas críticas, e como o senhor pretende contestá-los?</strong><br />
SLAVOJ ZIZEK: Há uma certa moda na filosofia pós-moderna de se tomar a verdade como algo opressivo, que deve ser subvertido. Questiona-se: “quem tem o direito de dizer que algo é verdade?” Em vez da verdade, existiriam apenas opiniões. Até as ciências naturais são tomadas como um fenômeno discursivo, que não teria nenhuma diferença de princípio em relação a superstições e formas de conhecimento baseadas na tradição. Discordo disso. Penso que existe a verdade, que existe a verdade universal, e que ela pode mesmo ser vista politicamente. Por exemplo, o que aconteceu recentemente no Egito foi a universalidade em sua forma mais pura. Não precisamos de nenhuma teoria multiculturalista para entender o que se passava nas ruas do Egito. Quando você tem uma rebelião pela liberdade, pode se identificar com ela de maneira imediata. Quanto à totalidade, esse é um grande mal entendido. A noção hegeliana de totalidade não significa que todos fenômenos particulares sejam no fundo parte de um mesmo todo orgânico. Não! Se você lê Hegel, vê que totalidade é quase o oposto disso. A totalidade é uma categoria crítica, que implica perceber as maneiras pelas quais um certo fenômeno dá errado como sendo parte da essência desse fenômeno. Detesto os marxistas que dizem: “Stalin traiu o verdadeiro espírito do marxismo”. Não, não se pode permitir que isso seja dito. Se as coisas deram tão terrivelmente errado com Stalin, isso significa que havia uma falha estrutural no próprio edifício de Marx. Não acredito nessa baboseira do tipo “a ideia era boa mas infelizmente foi mal realizada”. Aqui eu sou freudiano. O resultado da ideia é como um sintoma, que aponta para algo errado na ideia. Não acho que os liberais de hoje consigam admitir isso. Por exemplo, tive um debate na França com Guy Sorman, um defensor radical do capitalismo e ele dizia: “capitalismo significa justiça e democracia”. Então eu perguntei, “mas e a China hoje?”, e ele respondeu “Ah, mas isso não é capitalismo”. Isso é um pouco fácil demais. Quando você tem um capitalismo que não se encaixa no seu ideal, você diz “não, não, não é disso que se trata”. É como a piada contada por Lacan, “meu noivo nunca está atrasado pois no momento em que se atrasa ele deixa de ser meu noivo”. Claro que você pode dizer, “o comunismo é sempre democrático pois no momento em que não é democrático ele deixa de ser comunismo”. Ok, mas isso é fácil demais.</div><div style="margin-bottom: 0.9em; margin-top: 0.5em;"><strong>O senhor no entanto sugere em seu livro que as revoluções são violentas apenas quando não são de fato revolucionárias. Ou seja: quanto mais revolucionária for uma revolução, menos violenta ela será num sentido estrito. Poderia falar sobre isso?</strong></div><div style="margin-bottom: 0.9em; margin-top: 0.5em;">ZIZEK: Escrevi num outro livro algo que me deu muitos problemas: eu disse, “o problema de Hitler é que ele não foi violento o bastante”. E as pessoas ficaram “aaai, você queria que ele tivesse matado todos os judeus?!” Não! Ele não foi violento o bastante nesse sentido autêntico, revolucionário, em que a violência significa transformação das relações sociais, e não tortura ou assassinato. Hitler matou milhões de judeus em nome da manutenção do sistema. O que estou dizendo é que não quero dar a Hitler sequer esse crédito, na linha “ele foi um criminoso, mas era um líder corajoso”. Não, ele não era. Nesse sentido, Mahatma Gandhi foi mais violento do que Hitler. Gandhi é sem dúvida um modelo de paz, mas nesse sentido básico ele foi violento, organizou protestos de massa com o objetivo de impedir o funcionamento do Estado colonial inglês na Índia. Isso é algo que Hitler nunca ousou fazer.</div><div style="margin-bottom: 0.9em; margin-top: 0.5em;"><strong>Os críticos da totalidade apontam um outro tipo de violência, que é a violência das ideias. Toda revolução tem pelo menos dois momentos. Um de suspensão total daquilo que é dado, o que o senhor chama de “evento”, citando o termo usado por Alain Badiou. E um segundo momento de estabelecimento de uma nova ordem. É este segundo momento que é percebido como inerentemente violento, na medida em que a nova ordem é estabelecida a partir de abstrações totalizantes que são impostas à sociedade.</strong></div><div style="margin-bottom: 0.9em; margin-top: 0.5em;">ZIZEK: Sim, essa é a crítica padrão, iniciada por Edmund Burke e Joseph de Maistre. Mas, escute. A violência emerge, admito, como uma limitação desses modelos abstratos. Mas acho que essa análise é muito simplista. Há revoluções, afinal, que são bem sucedidas. Veja o milagre da democracia. Sou um crítico das democracias atuais, mas a ideia de democracia é um exemplo maravilhoso de como algo que era percebido na sociedade pré-moderna como o maior momento de perigo e instabilidade pode se tornar parte da estabilidade do novo sistema. Na época das monarquias, ou mesmo nos regimes totalitários, o momento de maior perigo se dá quando o líder morre e o trono fica vazio. Na União Soviética, quando Stalin morreu, mantiveram a morte em segredo por três dias. A ideia da democracia, no entanto, é muito engenhosa. Ela diz: “e se, em vez de tratar o fato de que o trono está vazio como um problema, nós o considerarmos uma solução? O trono está originariamente vazio, e apenas algumas pessoas eleitas democraticamente podem ocupá-lo por um certo período de tempo, de forma limitada. Ninguém tem um direito natural a ocupar o espaço do poder”. Esse é para mim um ótimo exemplo de algo que parecia violento e se torna o próprio fundamento da estabilidade. Então concordo que há um perigo das ideias, mas acho que o dia seguinte é a parte mais importante das revoluções. Não me sinto fascinado por esses momentos de grande mobilização onde todos estão nas ruas, juntos, pedindo mudança. Isso sempre me lembra da França, onde todo conservador hoje, a começa por Sarzoky, diz: “claro, em 1968 eu estive nas barricadas”. O que me interessa é o dia seguinte. A violência do dia seguinte é sinal de uma falha, mas não há sempre necessariamente violência. Se aqueles no poder resistem, é claro que deve haver alguma violência, mas apenas como forma de defesa.</div><div style="margin-bottom: 0.9em; margin-top: 0.5em;"><strong>O senhor argumenta, porém, que no interior do horizonte da democracia só é possível pensar em mudanças parciais, reformas...</strong></div><div style="margin-bottom: 0.9em; margin-top: 0.5em;">ZIZEK: Não, aqui serei bem específico. Falo do horizonte da democracia atual. O problema é como revitalizar a democracia. Mesmo Badiou, que às vezes disse coisas malucas, como “o nome do inimigo hoje é democracia”, já especificou essa declaração, explicando que o que ele critica é o modelo atual de democracia representativa. Vou dar um exemplo. Estive na Inglaterra anos atrás, nas últimas eleições vencidas pelos Trabalhistas, quando Blair ainda era o líder do partido. Duas semanas antes da votação, houve na BBC uma grande eleição pública para se escolher a pessoa mais odiada da Inglaterra. Sabe quem ganhou? Tony Blair. E duas semanas depois, Tony Blair foi eleito. O que isso mostra? Mesmo críticos conservadores admitem isso: há uma disfunção da democracia, uma certa quantidade de energia de protesto, frustração, insatisfação, que não pode ser capturada por esses modelos tradicionais puramente partidários e representativos. E então há reações distintas a isso. Desde os “movimentos de uma questão só”, como um movimento pela redução de certos impostos, até essas revoltas aparentemente irracionais, como a queima de carros nos subúrbios de Paris. Isso deveria preocupar qualquer democrata sincero hoje. Como tornar o sistema democrático mais eficiente, de modo que não se tenha explosões de descontentamento que dão expressão a uma energia não capturada pela representação política?</div><div style="margin-bottom: 0.9em; margin-top: 0.5em;"><strong>Mas a criação de novos canais de expressão ou atuação política pode ser defendida dentro de uma agenda democrática puramente reformista. Por que seria necessário então recuperar, como o senhor propõe, a noção de revolução?</strong></div><div style="margin-bottom: 0.9em; margin-top: 0.5em;">ZIZEK: Mas espere um minuto, por revolução não quero dizer estado de emergência, polícia revolucionária etc. Por revolução quero dizer apenas, num sentido puramente formal, mudança radical. Talvez nem mesmo uma mudança radical veloz. A revolução seria, simplesmente, por exemplo, que as pessoas no Japão ameaçadas pela radiação nuclear se unissem e exigissem algum tipo de regulação internacional eficiente... Revolução para mim é mudança nas relações sociais de poder.</div><div style="margin-bottom: 0.9em; margin-top: 0.5em;"><strong>Um lento processo de transformação não seria o oposto do “evento”, do qual fala Badiou?</strong></div><div style="margin-bottom: 0.9em; margin-top: 0.5em;">ZIZEK: Badiou é muito preciso: para ele, um evento é algo que só pode ser reconhecido retroativamente. E aqui entra o que ele chama de fidelidade ao evento. Não é o grande evento, mas esse trabalho paciente de busca por novas formas, a reinscrição do evento na forma do ser, da vida cotidiana. Para mim, foda-se a revolução, o que me interessa é aquilo que permanece. Não ligo para o que aconteceu na Praça Tahrir. O que me importa é o que vai permanecer daquilo daqui a cinco anos. Nesse sentido, o evento é apenas um ponto de início mítico que abre um certo horizonte de atividade política, e esse é o verdadeiro trabalho, lento e duro. Badiou faz uma referência maravilhosa na qual ele lê esse processo revolucionário segundo as qualidades cristãs definidas por São Paulo: fé, esperança e amor, das quais o amor é a mais importante. Badiou diz: fé é a fé no evento, no sentido de que algo novo é possível; esperança é a esperança de que chegaremos ao objetivo; e amor é para Badiou, como disse São Paulo, o trabalho do amor. O que significa trabalho paciente. É disso que precisamos hoje. Deixe-me dar um exemplo: Obama. Gostei de Obama no começo, e mesmo agora ainda gosto dele em alguma medida, mas sabe por quê? John McCain falava uma língua que para mim era revolucionária de modo apenas superficial. Ele dizia “temos inimigos, como a burocracia, devemos combatê-los e tudo vai dar certo”. Obama, por sua vez, dizia: “nós temos problemas sérios e o que precisamos é de trabalho paciente”. Essa reabilitação do trabalho cinzento diário, talvez a esquerda precise de um pouco disso, não?</div><div style="margin-bottom: 0.9em; margin-top: 0.5em;"><strong>O comunismo vai vencer, como o senhor disse ao jornal inglês “The Guardian”?</strong></div><div style="margin-bottom: 0.9em; margin-top: 0.5em;">ZIZEK: Ah, isso é uma provocação. Quis dizer: o comunismo vai vencer ou então estaremos todos na merda. Você tem que dizer algo assim de vez em quando para fazer as pessoas pensarem. Ainda sou um comunista, mas não um continuísta. O século XX acabou. O resultado geral do comunismo foi um fiasco. A social-democracia foi boa enquanto funcionou, mas está hoje em crise. E a lição do sucesso econômico da China e de Cingapura é que o casamento aparentemente eterno entre capitalismo e democracia está se desfazendo. Temos aqui uma forma de capitalismo ainda mais dinâmica do que o capitalismo ocidental, e que funciona perfeitamente em condições autoritárias. Isso deveria nos preocupar. A razão por que me considero ainda um comunista é que vejo uma série de problemas para os quais não há solução possível dentro do modelo do capitalismo liberal global. Entre eles, a questão ambiental, a biogenética, a propriedade intelectual. Para enfrentá-los vamos precisar de um esforço coordenado de larga escala, algo de que nem o mercado nem o Estado tradicional são capazes. Quando as pessoas me dizem “você é um utópico”, eu digo: “a única utopia de fato é acreditar que as coisas podem seguir indefinidamente seu curso atual”. É claro por exemplo que se a China continuar se desenvolvendo na escala atual haverá uma demanda materialmente impossível de se atender. Para mim, comunismo é o nome de um problema. Todos esses problemas são problemas de algo comum (“problems of commons”), de algo que deveria ser compartilhado por todos nós. É uma alegação muito modesta.</div><h2 style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;"><br />
</h2><h2> </h2><h2>Zizek ! - Documentário </h2><ul><li><span style="font-size: large;"><b><a href="http://www.megaupload.com/?d=3UO6VHXV">Parte única</a></b></span><h2 style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;"><br />
</h2><h2> </h2><h2><span style="font-size: small;">Abaixo a</span><span style="font-size: small;"><b> participação de Zizek no programa roda vida da rede Cultura.</b></span></h2><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/mIAQPuBqMM8?feature=player_embedded' frameborder='0'></iframe></div><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/z5n5PRQqi8o?feature=player_embedded' frameborder='0'></iframe></div><br />
<div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/vVetRMJz958?feature=player_embedded' frameborder='0'></iframe></div><div class="separator" style="clear: both; text-align: center;"><object width="320" height="266" class="BLOGGER-youtube-video" classid="clsid:D27CDB6E-AE6D-11cf-96B8-444553540000" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0" data-thumbnail-src="http://2.gvt0.com/vi/PK1A0KI_dw4/0.jpg"><param name="movie" value="http://www.youtube.com/v/PK1A0KI_dw4&fs=1&source=uds" /><param name="bgcolor" value="#FFFFFF" /><embed width="320" height="266" src="http://www.youtube.com/v/PK1A0KI_dw4&fs=1&source=uds" type="application/x-shockwave-flash"></embed></object></div><div class="separator" style="clear: both; text-align: center;"><object width="320" height="266" class="BLOGGER-youtube-video" classid="clsid:D27CDB6E-AE6D-11cf-96B8-444553540000" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0" data-thumbnail-src="http://0.gvt0.com/vi/7ha_MFHas5A/0.jpg"><param name="movie" value="http://www.youtube.com/v/7ha_MFHas5A&fs=1&source=uds" /><param name="bgcolor" value="#FFFFFF" /><embed width="320" height="266" src="http://www.youtube.com/v/7ha_MFHas5A&fs=1&source=uds" type="application/x-shockwave-flash"></embed></object></div><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/xD8BQ94CuSc?feature=player_embedded' frameborder='0'></iframe></div><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/aJ2yyJVSAkw?feature=player_embedded' frameborder='0'></iframe></div><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/LCcl91VRxsw?feature=player_embedded' frameborder='0'></iframe></div><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/l4YKFZR9bQ0?feature=player_embedded' frameborder='0'></iframe></div><h2 style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;"><br />
</h2><h2 style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;"></h2><h2><span style="font-size: small;"><b></b></span></h2></li>
</ul>Χάοςhttp://www.blogger.com/profile/12976993516691631164noreply@blogger.com5tag:blogger.com,1999:blog-3875224280641370300.post-12903862513677723412011-06-15T18:19:00.000-07:002011-06-15T18:19:18.293-07:00De Aristóteles a Stephen Hawking, 12 episódios.<img alt="" class="aligncenter" height="403" src="http://www.cinevideo1.com.br/dida/images/product/b56966c42f2b2817db5595b9f2f8641d.jpg" width="251" /><br />
<blockquote><strong>Sinopse Geral:</strong><br />
“… devemos todos, filósofos, cientistas, e mesmo leigos, ser capazes de fazer parte das discussões sobre a questão de por que nós e o universo existimos. Se encontrarmos a resposta para isso teremos o trunfo definitivo<br />
da razão humana; porque, então, teremos atingido o conhecimento da mente de Deus.”<br />
(Stephen W. Hawking)<br />
Será que o Universo teve um começo? Aconteceu mesmo um BIG BANG? O que é Espaço? Haverá uma Alma Universal? Para onde nos leva a mecânica quântica? Caberá o Universo inteiro dentro de uma molécula da mente humana? O que é Deus? Poderá o Homem participar da criação do mundo? Plantas e animais têm alma? Seremos todos eternos? Estas e outras tantas questões atuais têm sido, na verdade, levantadas por estudiosos ao longo de toda a história da humanidade.<br />
Escrito, dirigido e apresentado pelo documentarista grego Paul Pissanos, DE ARISTÓTELE A HAWKING busca respostas na analise das teorias de filósofos clássicos, incluindo Pitágoras, Protágoras, Platão, Sócrates, Anaxágoras, Aristóteles e Plotino, sobre o “início do mundo”. O box com 12 episódios divididos em 4 DVDs apresenta, além de encenações, a participação de professores e cientistas dos campos da filosofia, física, astrofísica, matemática e teologia, tanto da Grécia quanto de conceituadas universidades internacionais.</blockquote><br />
<ul><li><a href="http://www.megaupload.com/?d=YHUJTAHW">Episódio 01</a></li>
<li><a href="http://www.megaupload.com/?d=VDAL8IVD">Episódio 02</a></li>
<li><a href="http://www.megaupload.com/?d=1ETR0PJD">Episódio 03</a></li>
<li><a href="http://www.megaupload.com/?d=RYFTOZ2T">Episódio 04</a></li>
<li><a href="http://www.megaupload.com/?d=KIJNAM5R">Episódio 05</a></li>
<li><a href="http://www.megaupload.com/?d=CBS4NRSD">Episódio 06</a></li>
<li><a href="http://www.megaupload.com/?d=79S0V7R6">Episódio 07</a></li>
<li><a href="http://www.megaupload.com/?d=U93UVVU7">Episódio 08</a></li>
<li><a href="http://www.megaupload.com/?d=HE5453WD">Episódio 09</a></li>
<li><a href="http://www.megaupload.com/?d=RUED2L3V">Episódio 10</a></li>
<li><a href="http://www.megaupload.com/?d=178LDS51">Episódio 11</a></li>
<li><a href="http://www.megaupload.com/?d=DWG90GS1">Episódio 12</a></li>
</ul>Χάοςhttp://www.blogger.com/profile/12976993516691631164noreply@blogger.com5tag:blogger.com,1999:blog-3875224280641370300.post-90126286275991644552011-06-15T16:40:00.000-07:002011-06-15T16:41:29.193-07:00Afasia, A matrix e o Realismo Ingênuo.<div class="separator" style="clear: both; text-align: center;"><a href="http://img2.mlstatic.com/jm/img?s=MLB&f=176053377_1079.jpg&v=O" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://img2.mlstatic.com/jm/img?s=MLB&f=176053377_1079.jpg&v=O" /></a></div>Lembro que a alguns anos um amigo me mostrou um CD de uma banda chamada DEADFISH e o nome CD do era afasia, após isso ele me apresentou o significado da palavra.<br />
Desde aquele dia venho tentando fugir da afasia.<br />
<br />
<br />
<br />
<div class="separator" style="clear: both; text-align: center;"><a href="http://3.bp.blogspot.com/_D4yJ8dvvTno/SaXlYYgmyrI/AAAAAAAAAEA/u0t7Xp63-uo/s400/MatrixCode.gif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="242" src="http://3.bp.blogspot.com/_D4yJ8dvvTno/SaXlYYgmyrI/AAAAAAAAAEA/u0t7Xp63-uo/s320/MatrixCode.gif" width="320" /></a></div><br />
<br />
A trilogia Matrix, gira em torno do tema da negação do que é percebido imediatamente em função de uma certeza sobre algo que, embora não percebido, é tomado como verdadeiro motivo pelo qual se deve lutar por ele, mesmo que isso custe muito sofrimento e obstinação. Em termos filosóficos, isso mostra que a relação entre o percebido e o pensado tem dupla natureza: cognitiva (de conhecimento) e prática (de ação, de vida). Com isso inicio <br />
<br />
<br />
No cotidianos é feio fazer afirmações do tipo “eu não tenho certeza” ou “eu não sei”, é muito mais gostoso de dizer “eu sei” ou “eu tenho certeza”. Isso porque para determinadas pessoas, assumir que não sabem, é reconhecer-se ignorante. E ninguém gosta de ser ignorante, ou de se mostrar ignorante.<br />
<br />
<br />
Nos textos dizem que para Sócrates, porém, entender-se como um ignóbil era revelar-se sábio. O filósofo tornou-se um transtorno para os sábios de seu tempo. Andava a procura de alguém realmente sábio e quando encontrava alguém, que se dizia especialista em determinados assuntos, ele travava diálogo com o mesmo e por meio de perguntas e respostas, como em um inquérito, acabava por revelar o completo despreparo do interpelado. Diante daquilo que não entendemos a reação mais correta deveria ser a proposta pelo filósofo Pirro, segundo ele o sábio deve recusar-se a pronunciar-se e adotar uma postura contemplativa, esse silenciar-se recebe o nome de afasia.<br />
<br />
Não devemos confundir aqui a afasia neurológica, aqui se trata da afasia em filosofia.<br />
<br />
Se por um lado é mais saboroso revelar-se conhecedor de determinados assuntos, por outro é mais sábio pronunciar-se em silêncio, a afasia é a eloqüência silenciosa. E se após refletir sobre o assunto ou acontecimento, chegar-se a conclusão que o tal é totalmente desconhecido, a melhor resposta é “eu não sei”. <br />
<br />
Infelizmente hoje em dia, graças aos meios de comunicação de massa, todos “sabem”. Assistir a um documentário é o suficiente, segundo alguns, para fazê-los entendidos no assunto apresentado, ou matérias publicadas em revistas e jornais científicos são suficientes para se dominar um determinado saber.<br />
<br />
A mídia, ao mesmo tempo em que é uma excelente ferramenta para propagar descobertas e conhecimentos científicos, tem se mostrado também uma excelente matriz de imbecilidade. Pois fornece explicações mastigadas e veta, na medida do possível, o espaço para o debate e confronto de idéias, que ajuda a separar o joio do trigo e promove uma visão mais clara e livre de preconceitos.<br />
<br />
Tornemo-nos afásicos. Não incorramos no erro dos precipitados que aceitam toda sorte de novidades pinceladas com ciência que o mundo apresenta. Não basta que alguém diga “tal coisa foi provada cientificamente”, pois existe ciência e pseudociência.<br />
<br />
Esta afasia proposta também pode ser entendida por “dúvida”. Porque será que temos esta tendência de acreditar em tudo? Bom, na verdade não é bem assim, a tendência está em acreditar nas fontes que consideramos autorizadas, o problema é que estas fontes nem sempre são merecedoras de crédito e mesmo quando são, não nos cabe duvidar dessas merecedoras de crédito?<br />
<br />
Quando crianças nossas fontes são nossos pais, nossas figuras de autoridade. Conforme vamos crescendo transferimos a “figura de autoridade” para outras pessoas ou instituições, que podem ser parentes, professores, escola e mais ainda, a sociedade como um todo. Transferimos também essa mesma autoridade aos meios de comunicação, principalmente a TV que hoje começa a perder lugar para a Internet.<br />
<br />
Essa transferência gradual acontece naturalmente e é explicada por Piaget em sua tese construtivista. Embora seja um processo natural é ao mesmo tempo perigoso caso o indivíduo no decorrer do processo não aprenda a questionar e avaliar as novas figuras, e até mesmo romper com elas, o rompimento é o verdadeira conquista da autonomia.<br />
<br />
Assim como é importante que se ensine a acreditar é importante também duvidar, essa dúvida é parte importantíssima para o desenvolvimento da consciência critica, o tipo de consciência que vai gerar esse desvencilhar das figuras de autoridade. <br />
<br />
É preciso entender, porém que essa dúvida proposta aqui não é uma recusa, mas sim a exigência de provas adquiridas por métodos de análise e experimentação empírica.<br />
<br />
O afásico duvida primeiro do que lhe é apresentado, mas não descarta as possibilidades do tal ser verdadeiro, antes silenciosamente medita, analisa, inquire, pesquisa, confronta conceitos e por fim chega a uma conclusão, que pode não ser a certa, mas que será com certeza uma conclusão muito mais madura e bem fundamentada.<br />
<br />
<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/HEdOMkI2waU?feature=player_embedded' frameborder='0'></iframe><br />
Deixo um vídeo do filósofo Robert Anton Wilson que nos explica de maneira simples o que é Física Quântica e fala sobre a natureza da realidade.Χάοςhttp://www.blogger.com/profile/12976993516691631164noreply@blogger.com1