<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:blogger='http://schemas.google.com/blogger/2008' xmlns:georss='http://www.georss.org/georss' xmlns:gd="http://schemas.google.com/g/2005" xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-8764307487334232608</id><updated>2024-11-01T07:46:35.458-03:00</updated><category term="cinema"/><category term="jornalismo"/><category term="comunicação"/><category term="fotohistórias"/><category term="monografia"/><category term="drama"/><category term="suspense"/><category term="Entrevista"/><category term="Scorsese"/><category term="convergência"/><category term="diretores"/><category term="música"/><category term="tecnologia"/><category term="Ação"/><category term="Cobertura multimídia"/><category term="De Niro"/><category term="Faroeste"/><category term="Future Champions"/><category term="Jack Nicholson"/><category term="Laboratório de Mídias Convergentes"/><category term="UNI-BH"/><category term="assessoria de imprensa"/><category term="comédia"/><category term="conclusão de curso"/><category term="congresso"/><category term="intercom"/><category term="violência"/><category term="#pitchdigital"/><category term="127 horas"/><category term="Alejandro Amenábar"/><category term="Alemanha"/><category term="Amazon"/><category term="Angelina Jolie"/><category term="Apple"/><category term="Aron Ralston"/><category term="Bill Murray"/><category term="Boca da Moda"/><category term="Bravura Indômita"/><category term="CMRR"/><category term="Cabine Berenice"/><category term="Christopher Nolan"/><category term="Cisne Negro"/><category term="Clint Eastwood"/><category term="Corra Lola Corra"/><category term="Cultura"/><category term="Cães de Aluguel"/><category term="Danny Boyle"/><category term="Darren Aronofsky"/><category term="David Dines"/><category term="Ditadura"/><category term="EUA"/><category term="Egito"/><category term="Encontros e Desencontros"/><category term="Encouraçado Potemkin"/><category term="Fandangos Suicida"/><category term="Flipboard"/><category term="Florian Henckel von Donnersmarck"/><category term="Frankenweenie"/><category term="Fritz Lang"/><category term="Futebol"/><category term="Gente"/><category term="Globo de Ouro"/><category term="Guillermo del Toro"/><category term="Gulherme Bandeira"/><category term="Helen Hunt"/><category term="Hitchcock"/><category term="Irmãos Coen"/><category term="Israel"/><category term="James Franco"/><category term="James L. Brooks"/><category term="Jeff Bridges"/><category term="John C. Reilly"/><category term="John Wayne"/><category term="Johnny Depp"/><category term="Julianne Moore"/><category term="Kindle"/><category term="Magnólia"/><category term="Matt Damon"/><category term="Melhor é Impossivel"/><category term="Metrópolis"/><category term="Mundo"/><category term="Natalie Portman"/><category term="Nicole Kidman"/><category term="O Labirinto do Fauno"/><category term="O Turista"/><category term="Os Outros"/><category term="Oscar"/><category term="Pablo Estanislau"/><category term="Paul Thomas Anderson"/><category term="Peter Frampton"/><category term="Pitch Digital"/><category term="Raquel Camargo"/><category term="Regime Militar"/><category term="Scarlett Johansson"/><category term="Sergei Einsenstein"/><category term="Sofia  Coppola"/><category term="Spooler"/><category term="São Paulo"/><category term="TOC"/><category term="Tarantino"/><category term="Tim Burton"/><category term="Tom Cruise"/><category term="Vincent"/><category term="Western"/><category term="amor"/><category term="backpack journalism"/><category term="blogs"/><category term="censura"/><category term="ciência"/><category term="crise"/><category term="crítica"/><category term="crônica"/><category term="cérebro"/><category term="distopia"/><category term="doenças"/><category term="empreendedorismo"/><category term="fantasia"/><category term="ficção"/><category term="ficção científica"/><category term="filmes"/><category term="futuro"/><category term="guerra"/><category term="interdisciplinaridade"/><category term="multimídia"/><category term="mídias sociais"/><category term="personificação"/><category term="petróleo"/><category term="plataformas digitais"/><category term="podcast"/><category term="policial"/><category term="política"/><category term="profissão"/><category term="publicidade e propaganda"/><category term="quadrinhos"/><category term="redes sociais"/><category term="romance"/><category term="sangue"/><category term="saúde"/><category term="sex appeal"/><category term="tablets"/><category term="televisão"/><category term="terror"/><category term="trabalho"/><category term="transtorno obsessivo compulsivo"/><category term="velho oeste"/><category term="áudio"/><title type='text'>Caio Araujo</title><subtitle type='html'>Jornalismo, informação e cultura.</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://chsalgado.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8764307487334232608/posts/default?redirect=false'/><link rel='alternate' type='text/html' href='http://chsalgado.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/8764307487334232608/posts/default?start-index=26&amp;max-results=25&amp;redirect=false'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>43</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-8764307487334232608.post-5947221124513855333</id><published>2011-09-09T12:08:00.000-03:00</published><updated>2019-01-04T08:57:21.805-02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="backpack journalism"/><category scheme="http://www.blogger.com/atom/ns#" term="convergência"/><category scheme="http://www.blogger.com/atom/ns#" term="jornalismo"/><category scheme="http://www.blogger.com/atom/ns#" term="multimídia"/><title type='text'>Produção convergente</title><content type='html'>&lt;span class=&quot;Apple-style-span&quot; style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, &#39;Geneva CE&#39;, lucida, sans-serif; font-size: 12px; line-height: 16px;&quot;&gt;&lt;/span&gt;&lt;br /&gt;
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A moda agora é falar em convergência de mídias, integração entre as plataformas e tal. Contudo, quem sabe produzir assim? É uma dádiva conseguir permear entre produção audiovisual e escrita. As formas de narrativa não se complementam, pelo contrário, elas competem entre si.&lt;/div&gt;
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Escrever uma matéria e, em seguida, incorporar um áudio ou vídeo é muito simples. Por outro lado, esse foi um trabalho verdadeiramente convergente? Os conteúdos por muitas vezes são os mesmos e o visitante apenas acessa o que lhe convém. Aumentaram os acessos? Claro.&lt;/div&gt;
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Os&amp;nbsp;&lt;a href=&quot;http://www.labcom.ubi.pt/files/agoranet/02/gradim-anabela-generos-convergencia.pdf&quot; style=&quot;color: #ec4700;&quot;&gt;&lt;em&gt;backpack journalists&lt;/em&gt;&lt;/a&gt;&amp;nbsp;estão em ascensão, mas meu sonho é ver uma rede de produção e distribuição de informações independente dos&amp;nbsp;&lt;em&gt;mass media&lt;/em&gt;. Acredito que deve haver uma relação de complementação entre as plataformas na criação do sentido da reportagem. Os infográficos, fotos e vídeos devem corroborar com a produção de conteúdo e não se tornarem outra possibilidade de o visitante tomar conhecimento da notícia.&lt;/div&gt;
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Não critico aqui as formas digitas de captação. Essas sim evoluíram, e muito. Todavia, criar essa interação entre os canais é um trabalho árduo que poucos conseguem fazer. O motivo talvez seja a falta de prática. Professores universitários aprendem e inserem novas técnicas lentamente, além do fato de muitos deles verem a produção 2.0 como nada além de jornalismo marrom.&lt;/div&gt;
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Entendo que está havendo uma lenta migração das diferentes plataformas para a internet. Estamos evoluindo, experimentando novas possibilidades.&amp;nbsp;&lt;a href=&quot;http://pt.scribd.com/doc/55436849/Praticas-experimentais-de-cobertura-convergente-multi-e-crossmedia&quot; style=&quot;color: #ec4700;&quot;&gt;Leia o artigo da Coordenadora do Laboratório, Lorena Tárcia, abordando algumas das experiências que fizemos&lt;/a&gt;&lt;/div&gt;
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</content><link rel='replies' type='application/atom+xml' href='http://chsalgado.blogspot.com/feeds/5947221124513855333/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://chsalgado.blogspot.com/2011/09/producao-convergente.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8764307487334232608/posts/default/5947221124513855333'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8764307487334232608/posts/default/5947221124513855333'/><link rel='alternate' type='text/html' href='http://chsalgado.blogspot.com/2011/09/producao-convergente.html' title='Produção convergente'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8764307487334232608.post-8239110755326120099</id><published>2011-09-05T12:25:00.000-03:00</published><updated>2019-01-04T08:57:39.040-02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="assessoria de imprensa"/><category scheme="http://www.blogger.com/atom/ns#" term="comunicação"/><category scheme="http://www.blogger.com/atom/ns#" term="jornalismo"/><category scheme="http://www.blogger.com/atom/ns#" term="mídias sociais"/><category scheme="http://www.blogger.com/atom/ns#" term="plataformas digitais"/><title type='text'>Como implantar mídias sociais em uma assessoria?</title><content type='html'>&lt;span class=&quot;Apple-style-span&quot; style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, &#39;Geneva CE&#39;, lucida, sans-serif; font-size: 12px; line-height: 16px;&quot;&gt;&lt;/span&gt;&lt;br /&gt;
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Fato. Todo jornalista com menos de 25 anos passa pelo menos seis horas diárias na web. Podemos supor que metade desse tempo é gasto nas mídias sociais. &amp;nbsp;Contudo, no ambiente de trabalho, foi criada uma predisposição negativa quando o assunto é a liberação do acesso do setor de comunicação a essas redes. Tudo culpa do Orkut.&lt;/div&gt;
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É fato que há quem gaste horas preciosas de trabalho batendo papo, namorando e vendo fotos. Mas também não é prudente ignorar a internet e o canal de publicidade gratuito e de longo alcance que ela é.&lt;/div&gt;
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Há duas maneiras de convencer seu chefe de que não se está querendo fugir dos clippings e follow-ups. A primeira e menos aconselhável é fazer tudo para depois apresentar os resultados. Se tudo correr bem, ótimo. Você vai surpreender seus superiores e, além disso, ganha uma ferramenta aprazível de se trabalhar. Mas se der errado... Vai perder uma grande chance de inovar porque foi precipitado.&lt;/div&gt;
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A segunda opção é pesquisar e planejar. É, vai levar mais tempo, você vai se perguntar por que estruturar tanto uma forma de comunicação tão dinâmica, mas é a postura mais adequada. Busque referências em outras empresas (concorrentes diretos, se possível), veja o que eles estão fazendo e o que você pode fazer melhor (nunca aplique uma ferramenta para seguir a concorrência, extraia o máximo de cada mídia). Veja também o uso que órgãos de renome e/ou oficiais estão fazendo de cada site.&lt;/div&gt;
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Faça uma projeção de expectativa de fãs, seguidores, respostas e do tipo de ação a ser realizada. Sugestão: responda sempre. Se quiser abrir um canal de interação, interaja. Mídias sociais não foram feitas somente para divulgação de links. Jamais crie algo que não interessa à sua empresa e que, em poucos meses, será deixado de lado. Se não consegue produzir para o site, não crie perfis no Twitter, Facebook, YouTube, Flickr, entre outros.&lt;/div&gt;
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Um alerta: essas redes são ferramentas de TRABALHO, para comunicação com clientes. Muito cuidado com a gramática e na forma com a qual você responde. Erros de português são imperdoáveis, principalmente quando vem de um espaço oficial da empresa.&lt;/div&gt;
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</content><link rel='replies' type='application/atom+xml' href='http://chsalgado.blogspot.com/feeds/8239110755326120099/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://chsalgado.blogspot.com/2011/09/como-implantar-midias-sociais-em-uma.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8764307487334232608/posts/default/8239110755326120099'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8764307487334232608/posts/default/8239110755326120099'/><link rel='alternate' type='text/html' href='http://chsalgado.blogspot.com/2011/09/como-implantar-midias-sociais-em-uma.html' title='Como implantar mídias sociais em uma assessoria?'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_qdM-n4X6qjFRMTPRciLtPkcM6htWRU9zrsGvZXt3KR0aqE_vdGZ7wgtWsEJ6An0vTefFKJvLoTBCvweQcTYCKJQD2QzG7KGSPQYZ600jjvJfod4ZGMcLBSLbwh6KdsG98WxIg-ttiN4/s72-c/we20-midia-social1.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8764307487334232608.post-2010343804213655198</id><published>2011-09-03T19:29:00.000-03:00</published><updated>2019-01-04T08:57:38.782-02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Boca da Moda"/><category scheme="http://www.blogger.com/atom/ns#" term="Cabine Berenice"/><category scheme="http://www.blogger.com/atom/ns#" term="congresso"/><category scheme="http://www.blogger.com/atom/ns#" term="convergência"/><category scheme="http://www.blogger.com/atom/ns#" term="Future Champions"/><category scheme="http://www.blogger.com/atom/ns#" term="intercom"/><category scheme="http://www.blogger.com/atom/ns#" term="jornalismo"/><category scheme="http://www.blogger.com/atom/ns#" term="publicidade e propaganda"/><title type='text'>Expocom Recife - primeiras impressões</title><content type='html'>&lt;span class=&quot;Apple-style-span&quot; style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, &#39;Geneva CE&#39;, lucida, sans-serif; font-size: 12px; line-height: 16px;&quot;&gt;&lt;/span&gt;&lt;br /&gt;
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&lt;img alt=&quot;&quot; src=&quot;http://files.convergenciaunibh.webnode.com.br/200002467-9258292af0/100_0136.JPG&quot; style=&quot;border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; height: 113px; margin-bottom: 0.5em; margin-left: 0.5em; margin-right: 0.5em; margin-top: 0.5em; width: 200px;&quot; /&gt;&lt;img alt=&quot;&quot; src=&quot;http://files.convergenciaunibh.webnode.com.br/200002464-191ec1a190/100_0129.JPG&quot; style=&quot;border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; height: 113px; margin-bottom: 0.5em; margin-left: 0.5em; margin-right: 0.5em; margin-top: 0.5em; width: 200px;&quot; /&gt;&lt;/div&gt;
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Depois de quase uma hora de fila para o check-in em Belo Horizonte e mais de três horas e meia de um voo razoavelmente tranquilo desembarcamos (Letícia Barros, Jenniffer Lamounier e eu) em Recife, no Pernambuco. A estrutura do Aeroporto Internacional dos Guararapes é invejável. Com arquitetura semelhante à de de um shopping center, reserva espaço para os murais e quadros encantadores. Ficamos mais de uma hora filmando e fotografando por lá.&amp;nbsp;&lt;a href=&quot;https://www.facebook.com/pages/Laborat%C3%B3rio-de-Converg%C3%AAncia-de-M%C3%ADdias-UniBH/156832587715615&quot; style=&quot;color: #ec4700;&quot;&gt;Veja aqui a galeria de fotos&lt;/a&gt;.&lt;/div&gt;
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Para quem vive em BH, o ar úmido é facilmente notado. Uma simples caminhada no calçadão e camarão com catupity no almoço bastam para fazer com que a viagem valha a pena. Amanhã é, no entanto, dia de dedicação total às nossas apresentações. O Boca da Moda, a Cabine Berenice e o Future Champions são os nossos candidatos no Expocom.
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&lt;strong&gt;Assista ao vídeo da chegada de nossa equipe&lt;/strong&gt;
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&lt;iframe allowfullscreen=&quot;&quot; frameborder=&quot;0&quot; height=&quot;349&quot; src=&quot;http://www.youtube.com/embed/o1yLnzGio10?hl=pt&amp;amp;fs=1&quot; width=&quot;425&quot;&gt;&lt;/iframe&gt;&lt;/div&gt;
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&lt;/span&gt;</content><link rel='replies' type='application/atom+xml' href='http://chsalgado.blogspot.com/feeds/2010343804213655198/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://chsalgado.blogspot.com/2011/09/expocom-recife-primeiras-impressoes.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8764307487334232608/posts/default/2010343804213655198'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8764307487334232608/posts/default/2010343804213655198'/><link rel='alternate' type='text/html' href='http://chsalgado.blogspot.com/2011/09/expocom-recife-primeiras-impressoes.html' title='Expocom Recife - primeiras impressões'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://img.youtube.com/vi/o1yLnzGio10/default.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8764307487334232608.post-7694520382511144551</id><published>2011-08-30T12:32:00.000-03:00</published><updated>2019-01-04T08:57:39.030-02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="assessoria de imprensa"/><category scheme="http://www.blogger.com/atom/ns#" term="comunicação"/><category scheme="http://www.blogger.com/atom/ns#" term="jornalismo"/><title type='text'>E quando o estagiário vira assessor?</title><content type='html'>Aviso aos estagiários: você faz clippings, notinhas, atualiza sites e acha que trabalha demais? Saiba que sempre tem um assessor que serve de escudo e filtra 90% das demandas de uma organização.&lt;br /&gt;
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Eu sei que quase todo estagiário é infeliz em uma comunicação. Confesso, também fui assim. Quantas vezes já fui demitido e saí ralhando com meu patrão.&amp;nbsp; É sempre desse jeito:, ou seu chefe é muito educado e se mata de trabalhar por você, ou você vai embora sem saber o por quê. E a culpa é de quem?&lt;br /&gt;
&lt;div class=&quot;wsw&quot; style=&quot;margin-bottom: 25px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;
&lt;div style=&quot;margin-bottom: 1em; overflow-x: hidden; overflow-y: hidden; width: auto;&quot;&gt;
&lt;img align=&quot;right&quot; alt=&quot;http://dialog.blog.br/wp-content/uploads/2010/08/estagiario_faz_tudo-293x300.jpg&quot; src=&quot;http://dialog.blog.br/wp-content/uploads/2010/08/estagiario_faz_tudo-293x300.jpg&quot; style=&quot;border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; margin-bottom: 0.5em; margin-left: 0.5em; margin-right: 0.5em; margin-top: 0.5em;&quot; /&gt;De todos e de ninguém. As assessorias funcionam de maneira quase simbiótica com o seu responsável. O profissional deve integrar-se a essa dinâmica, o que é muito mais complicado para um estudante sem experiência e que está constantemente recebendo uma chuva de informações na vida acadêmica.&lt;br /&gt;
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Não se trata de uma crítica à assessoria. Pelo contrário, é o aceite de que a comunicação organizacional é muito mais complexa que o trabalho de um repórter (não, não quero causar polêmica). O estágio “no outro lado da notícia” ensina o estudante a conhecer um pouco mais sobre a gestão da informação e aprender a lidar com os informativos oficiais de uma empresa.&lt;br /&gt;
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A realidade aponta que muitos assessores de sucesso abominavam a comunicação organizacional. Quem quer abandonar o discurso para multidões e começar a produzir jornais murais? Essa visão distorcida é um prato cheio de boas vagas para quem vê a comunicação como um todo.&lt;/div&gt;
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Na assessoria, o profissional é multifacetado, lida com o atendimento à imprensa, visitas orientadas, gestão, organização empresarial, publicidade, relações públicas e produção multimídia. Ótimo para quem gosta de aprender a fazer um pouco de tudo, não é?&lt;/div&gt;
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E o que fazer para chegar a ser um assessor? Bom, honestamente, na maioria das vezes o estágio não passa de um período de muita aprendizagem. Contudo, quando o relacionamento entre profissional e instituição se estreita, há boas possibilidades de crescimento até mesmo para os estudantes.&lt;/div&gt;
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É preciso coragem para assumir responsabilidades, respeitar a hierarquia, mantendo a consciência de que, por menor que seja o cargo, o estagiário não é contratado apenas para ocupar espaço. Ele tem uma posição de atendimento às necessidades e, como estudante, deve colaborar no desenvolvimento e na apresentação de inovações na empresa para a qual trabalha. Porém, todo o seu sucesso obviamente depende da liberdade que a organização te dá.&lt;/div&gt;
&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://chsalgado.blogspot.com/feeds/7694520382511144551/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://chsalgado.blogspot.com/2011/08/e-quando-o-estagiario-vira-assessor.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8764307487334232608/posts/default/7694520382511144551'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8764307487334232608/posts/default/7694520382511144551'/><link rel='alternate' type='text/html' href='http://chsalgado.blogspot.com/2011/08/e-quando-o-estagiario-vira-assessor.html' title='E quando o estagiário vira assessor?'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8764307487334232608.post-5914155221208472245</id><published>2011-08-26T17:27:00.000-03:00</published><updated>2019-01-04T08:57:38.907-02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="cinema"/><category scheme="http://www.blogger.com/atom/ns#" term="Encouraçado Potemkin"/><category scheme="http://www.blogger.com/atom/ns#" term="política"/><category scheme="http://www.blogger.com/atom/ns#" term="Sergei Einsenstein"/><title type='text'>O Encouraçado Potemkin (1925)</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;http://upload.wikimedia.org/wikipedia/commons/6/61/Bronenosets.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;http://upload.wikimedia.org/wikipedia/commons/6/61/Bronenosets.jpg&quot; style=&quot;-webkit-user-select: none;&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;O cinema tem, antes de tudo, uma função social.&amp;nbsp;&lt;a href=&quot;http://pt.wikipedia.org/wiki/Serguei_Eisenstein&quot; style=&quot;background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; color: #0645ad; text-decoration: underline;&quot; title=&quot;Serguei Eisenstein&quot;&gt;Sergei Eisenstein&lt;/a&gt;&amp;nbsp;consegui retratar com primazia a Rússia nos anos iniciais da revolução que transformou a estrutura sócio-política do país.&amp;nbsp;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;A história apresenta o a segregação por classes do período dos tzares em contraponto às péssimas condições de trabalho e vida da população. Odessa serviu como recorte para o relato de Eisenstein.&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;&lt;br /&gt;
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&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;iframe allowfullscreen=&#39;allowfullscreen&#39; webkitallowfullscreen=&#39;webkitallowfullscreen&#39; mozallowfullscreen=&#39;mozallowfullscreen&#39; width=&#39;320&#39; height=&#39;266&#39; src=&#39;https://www.youtube.com/embed/LDKKN-KILIY?feature=player_embedded&#39; frameborder=&#39;0&#39;&gt;&lt;/iframe&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://chsalgado.blogspot.com/feeds/5914155221208472245/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://chsalgado.blogspot.com/2011/08/o-encouracado-potemkin-1925.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8764307487334232608/posts/default/5914155221208472245'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8764307487334232608/posts/default/5914155221208472245'/><link rel='alternate' type='text/html' href='http://chsalgado.blogspot.com/2011/08/o-encouracado-potemkin-1925.html' title='O Encouraçado Potemkin (1925)'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8764307487334232608.post-8532715126153415013</id><published>2011-08-24T01:15:00.000-03:00</published><updated>2019-01-04T08:57:39.067-02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="cinema"/><category scheme="http://www.blogger.com/atom/ns#" term="diretores"/><category scheme="http://www.blogger.com/atom/ns#" term="Frankenweenie"/><category scheme="http://www.blogger.com/atom/ns#" term="Tim Burton"/><category scheme="http://www.blogger.com/atom/ns#" term="Vincent"/><title type='text'>Burton e a tecnologia</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;/div&gt;&lt;div style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img height=&quot;300&quot; src=&quot;http://i520.photobucket.com/albums/w324/catiachan13/tim-burton.jpg&quot; style=&quot;-webkit-user-select: none;&quot; width=&quot;400&quot; /&gt;&lt;/div&gt;&lt;br /&gt;
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Tecnologia faz bem. É incrível ir ao cinema e assistir espetáculos de primazia técnica e efeitos tão realistas que nos fazem acreditar que a realidade é que é galhofa. Porém, nem todos os realizadores lidam bem com todos esses aparatos.&lt;br /&gt;
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&lt;a href=&quot;http://pt.wikipedia.org/wiki/Tim_Burton&quot;&gt;Tim Burton&lt;/a&gt;&amp;nbsp;sempre foi um dos meus diretores preferidos. Admiro seu apreço pela direção de arte, maquiagem e composição cenográfica. Porém, me parece que ele fica tão encantando com o mundo de&amp;nbsp;possibilidades&amp;nbsp;que esquecer de desenvolver a trama. A cada dia seu trabalho tem se perdido em cenas lindamente realizadas sem o romance gótico do ser californiano. O curta Frankenweenie é um exemplo de sua simplicidade encantadora.&lt;/div&gt;&lt;br /&gt;
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&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;iframe allowfullscreen=&#39;allowfullscreen&#39; webkitallowfullscreen=&#39;webkitallowfullscreen&#39; mozallowfullscreen=&#39;mozallowfullscreen&#39; width=&#39;320&#39; height=&#39;266&#39; src=&#39;https://www.youtube.com/embed/aH5MpVU1vbI?feature=player_embedded&#39; frameborder=&#39;0&#39;&gt;&lt;/iframe&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;Acho que muitos ficaram órfãos do Burton cativante de &lt;a href=&quot;http://pt.wikipedia.org/wiki/Edward_Scissorhands&quot;&gt;Edward Mãos-de-Tesoura&lt;/a&gt;&amp;nbsp;e do dark de &lt;a href=&quot;http://pt.wikipedia.org/wiki/Vincent_(filme)&quot;&gt;Vincent&lt;/a&gt;. Por mais obscuras que fossem suas histórias, havia paixão e um trabalho manual e delicado, sem deixar a narrativa de lado.&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://chsalgado.blogspot.com/feeds/8532715126153415013/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://chsalgado.blogspot.com/2011/08/burton-e-tecnologia.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8764307487334232608/posts/default/8532715126153415013'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8764307487334232608/posts/default/8532715126153415013'/><link rel='alternate' type='text/html' href='http://chsalgado.blogspot.com/2011/08/burton-e-tecnologia.html' title='Burton e a tecnologia'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8764307487334232608.post-4822961602129292832</id><published>2011-08-23T02:00:00.001-03:00</published><updated>2019-01-04T08:57:38.848-02:00</updated><title type='text'></title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEigTUBL60DcRUskjq3Yst2K9YMkrySSQjcvIe0dyTYFRgGbgTfIU2cjO3vqtmNq1JeXb7HwrLovgy2LIy9YmokKRAlgKO-_vOwyOSkM-Ndhf8xlBD2hqpS0OgzlqMRQEGkSGrkaYOnqZ3E/s1600/caiodefinitivo.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;270&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEigTUBL60DcRUskjq3Yst2K9YMkrySSQjcvIe0dyTYFRgGbgTfIU2cjO3vqtmNq1JeXb7HwrLovgy2LIy9YmokKRAlgKO-_vOwyOSkM-Ndhf8xlBD2hqpS0OgzlqMRQEGkSGrkaYOnqZ3E/s400/caiodefinitivo.jpg&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;
</content><link rel='replies' type='application/atom+xml' href='http://chsalgado.blogspot.com/feeds/4822961602129292832/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://chsalgado.blogspot.com/2011/08/blog-post.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8764307487334232608/posts/default/4822961602129292832'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8764307487334232608/posts/default/4822961602129292832'/><link rel='alternate' type='text/html' href='http://chsalgado.blogspot.com/2011/08/blog-post.html' title=''/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEigTUBL60DcRUskjq3Yst2K9YMkrySSQjcvIe0dyTYFRgGbgTfIU2cjO3vqtmNq1JeXb7HwrLovgy2LIy9YmokKRAlgKO-_vOwyOSkM-Ndhf8xlBD2hqpS0OgzlqMRQEGkSGrkaYOnqZ3E/s72-c/caiodefinitivo.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8764307487334232608.post-2880660406087746680</id><published>2011-08-23T00:15:00.000-03:00</published><updated>2019-01-04T08:57:38.808-02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="cinema"/><category scheme="http://www.blogger.com/atom/ns#" term="distopia"/><category scheme="http://www.blogger.com/atom/ns#" term="Fritz Lang"/><category scheme="http://www.blogger.com/atom/ns#" term="Metrópolis"/><title type='text'>A Distopia de Lang</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;http://riocult.files.wordpress.com/2011/03/metropolis.png?w=563&amp;amp;h=296&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;260&quot; src=&quot;http://riocult.files.wordpress.com/2011/03/metropolis.png?w=563&amp;amp;h=296&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;
Qualquer jovem com mais de quinze anos pode não saber o que é uma distopia, mas com certeza já viu e a compreende muito bem, seja nos cinemas ou nos quadrinhos. Alan Moore já mostro bem do que se trata em &lt;a href=&quot;http://pt.wikipedia.org/wiki/V_for_Vendetta&quot;&gt;V de Vingança&lt;/a&gt; e, recentemente, vimos o piloto da série brasileira &lt;a href=&quot;http://www.youtube.com/user/serie3porcento&quot;&gt;3porcento&lt;/a&gt;.&lt;br /&gt;
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Sistemas autocráticos com sociedades idealizadas não são, contudo, uma narrativa recente. Kubrick adaptou a obra &quot;&lt;a href=&quot;http://pt.wikipedia.org/wiki/Laranja_Mec%C3%A2nica_(filme)&quot;&gt;Laranja Mecânica&lt;/a&gt;&quot;, de &lt;a href=&quot;http://pt.wikipedia.org/wiki/A_Laranja_Mec%C3%A2nica_(livro)&quot;&gt;Anthony Burgess&lt;/a&gt; em 1972. &quot;&lt;a href=&quot;http://pt.wikipedia.org/wiki/1984_(livro)&quot;&gt;1984&lt;/a&gt;&quot;, de George Orwell, e &quot;&lt;a href=&quot;http://pt.wikipedia.org/wiki/Admir%C3%A1vel_mundo_novo&quot;&gt;Admirável Mundo Novo&lt;/a&gt;&quot;, de&amp;nbsp;Aldous Huxley também simbolizam sociedades futuristas cujas utopias de uma organização cultural e desenvolvimento são suplantadas. Conceitos simples e, teoricamente, acessíveis a todos são estatizados.&lt;br /&gt;
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Quando não há seres mais feliz que a massa, essa busca pela realização pessoal torna-se um ato criminoso. &lt;a href=&quot;http://pt.wikipedia.org/wiki/Fritz_lang&quot;&gt;Fritz Lang&lt;/a&gt; retratou bem, em &lt;a href=&quot;http://www.google.com.br/url?sa=t&amp;amp;source=web&amp;amp;cd=1&amp;amp;ved=0CCMQFjAA&amp;amp;url=http%3A%2F%2Fpt.wikipedia.org%2Fwiki%2FMetropolis_(filme)&amp;amp;ei=sBZTTs7kPNO_tgeF9IzLCQ&amp;amp;usg=AFQjCNFPv5LxNVCbtF-iMHPG-ZlHM9970w&amp;amp;sig2=ID56JD-a-NewodpqhKw-4w&quot;&gt;Metrópolis (1927)&lt;/a&gt;, a perda da humanidade dos empregados e como qualquer líder carismático pode direcionar as ações de uma população, seja para o bem ou para o mal.&lt;br /&gt;
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&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;iframe allowfullscreen=&#39;allowfullscreen&#39; webkitallowfullscreen=&#39;webkitallowfullscreen&#39; mozallowfullscreen=&#39;mozallowfullscreen&#39; width=&#39;320&#39; height=&#39;266&#39; src=&#39;https://www.youtube.com/embed/7j8Ba9rWhUg?feature=player_embedded&#39; frameborder=&#39;0&#39;&gt;&lt;/iframe&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://chsalgado.blogspot.com/feeds/2880660406087746680/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://chsalgado.blogspot.com/2011/08/distopia-de-lang.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8764307487334232608/posts/default/2880660406087746680'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8764307487334232608/posts/default/2880660406087746680'/><link rel='alternate' type='text/html' href='http://chsalgado.blogspot.com/2011/08/distopia-de-lang.html' title='A Distopia de Lang'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8764307487334232608.post-1312126860101545567</id><published>2011-08-16T22:54:00.000-03:00</published><updated>2019-01-04T08:57:38.698-02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="comunicação"/><category scheme="http://www.blogger.com/atom/ns#" term="fotohistórias"/><category scheme="http://www.blogger.com/atom/ns#" term="jornalismo"/><category scheme="http://www.blogger.com/atom/ns#" term="Pablo Estanislau"/><category scheme="http://www.blogger.com/atom/ns#" term="quadrinhos"/><title type='text'>O fim</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;Seria esse o fim de &lt;a href=&quot;http://twitter.com/pabloestanislau&quot;&gt;Pablo Estanislau&lt;/a&gt;?&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;margin-left: 1em; margin-right: 1em; text-align: right;&quot;&gt;&lt;a href=&quot;http://twitter.com/pabloestanislau&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgSPPhoCgnIMyy8PGgarLBM04GZ1NBE6rSSqcn5owrv_NIV3pZnWzf6Ujfa-q6rPEWKOadqgPGvhGovm4pjjJ6twfI_C4D2iiX7hR2jDnhFpzUslD310yV0vYeuiKygcD2cCwCwRxAhw6Q/s1600/PABLO.jpg&quot; /&gt;&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;
</content><link rel='replies' type='application/atom+xml' href='http://chsalgado.blogspot.com/feeds/1312126860101545567/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://chsalgado.blogspot.com/2011/08/o-fim.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8764307487334232608/posts/default/1312126860101545567'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8764307487334232608/posts/default/1312126860101545567'/><link rel='alternate' type='text/html' href='http://chsalgado.blogspot.com/2011/08/o-fim.html' title='O fim'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgSPPhoCgnIMyy8PGgarLBM04GZ1NBE6rSSqcn5owrv_NIV3pZnWzf6Ujfa-q6rPEWKOadqgPGvhGovm4pjjJ6twfI_C4D2iiX7hR2jDnhFpzUslD310yV0vYeuiKygcD2cCwCwRxAhw6Q/s72-c/PABLO.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8764307487334232608.post-8892921172543851851</id><published>2011-07-14T10:15:00.000-03:00</published><updated>2019-01-04T08:57:39.083-02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="comunicação"/><category scheme="http://www.blogger.com/atom/ns#" term="conclusão de curso"/><category scheme="http://www.blogger.com/atom/ns#" term="De Niro"/><category scheme="http://www.blogger.com/atom/ns#" term="jornalismo"/><category scheme="http://www.blogger.com/atom/ns#" term="monografia"/><category scheme="http://www.blogger.com/atom/ns#" term="Scorsese"/><title type='text'>Monografia centenária</title><content type='html'>Sem mais...&lt;br /&gt;
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&lt;a title=&quot;View O PÁRIA SOCIAL NO CINEMA - CAIO HENRIQUE ARAUJO SALGADO on Scribd&quot; href=&quot;http://pt.scribd.com/doc/59914991/O-PARIA-SOCIAL-NO-CINEMA-CAIO-HENRIQUE-ARAUJO-SALGADO&quot; style=&quot;margin: 12px auto 6px auto; font-family: Helvetica,Arial,Sans-serif; font-style: normal; font-variant: normal; font-weight: normal; font-size: 14px; line-height: normal; font-size-adjust: none; font-stretch: normal; -x-system-font: none; display: block; text-decoration: underline;&quot;&gt;O PÁRIA SOCIAL NO CINEMA - CAIO HENRIQUE ARAUJO SALGADO&lt;/a&gt;&lt;iframe class=&quot;scribd_iframe_embed&quot; src=&quot;http://www.scribd.com/embeds/59914991/content?start_page=1&amp;view_mode=list&amp;access_key=key-qfo62m5zmxvm4w8u2ng&quot; data-auto-height=&quot;true&quot; data-aspect-ratio=&quot;0.707514450867052&quot; scrolling=&quot;no&quot; id=&quot;doc_95610&quot; width=&quot;100%&quot; height=&quot;600&quot; frameborder=&quot;0&quot;&gt;&lt;/iframe&gt;&lt;script type=&quot;text/javascript&quot;&gt;(function() { var scribd = document.createElement(&quot;script&quot;); scribd.type = &quot;text/javascript&quot;; scribd.async = true; scribd.src = &quot;http://www.scribd.com/javascripts/embed_code/inject.js&quot;; var s = document.getElementsByTagName(&quot;script&quot;)[0]; s.parentNode.insertBefore(scribd, s); })();&lt;/script&gt;</content><link rel='replies' type='application/atom+xml' href='http://chsalgado.blogspot.com/feeds/8892921172543851851/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://chsalgado.blogspot.com/2011/07/monografia-centenaria.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8764307487334232608/posts/default/8892921172543851851'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8764307487334232608/posts/default/8892921172543851851'/><link rel='alternate' type='text/html' href='http://chsalgado.blogspot.com/2011/07/monografia-centenaria.html' title='Monografia centenária'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8764307487334232608.post-5224810830846455839</id><published>2011-07-10T10:32:00.003-03:00</published><updated>2019-01-04T08:57:38.857-02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Cobertura multimídia"/><category scheme="http://www.blogger.com/atom/ns#" term="comunicação"/><category scheme="http://www.blogger.com/atom/ns#" term="convergência"/><category scheme="http://www.blogger.com/atom/ns#" term="Futebol"/><category scheme="http://www.blogger.com/atom/ns#" term="interdisciplinaridade"/><category scheme="http://www.blogger.com/atom/ns#" term="jornalismo"/><category scheme="http://www.blogger.com/atom/ns#" term="Laboratório de Mídias Convergentes"/><title type='text'>A Prática da Convergência no Jornalismo Esportivo</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;Em maio desse ano tive a grande oportunidade de apresentar um primoroso trabalho de cobertura convergente. O artigo&amp;nbsp;&lt;i&gt;“A Prática da Convergência no Jornalismo Esportivo: Cobertura Multimídia do Future Champions 2010”&lt;/i&gt;&amp;nbsp;foi premiado no XVI Congresso de Ciências da Comunicação – 2011, na categoria Jornalismo Digital.&lt;br /&gt;
&lt;br /&gt;
O Torneio &lt;i&gt;&quot;Future Champions&quot;&lt;/i&gt;&amp;nbsp;foi acompanhado por mais de trinta estudantes que realizaram um trabalho genuinamente multimídia e interdisciplinar. Veja abaixo os slides e o paper.&lt;br /&gt;
&lt;br /&gt;
&lt;div id=&quot;__ss_8020343&quot; style=&quot;width: 425px;&quot;&gt;&lt;strong style=&quot;display: block; margin: 12px 0 4px;&quot;&gt;&lt;a href=&quot;http://www.slideshare.net/chsalgado/future-champions-2010-8020343&quot; target=&quot;_blank&quot; title=&quot;Future champions 2010&quot;&gt;Future champions 2010&lt;/a&gt;&lt;/strong&gt; &lt;iframe frameborder=&quot;0&quot; height=&quot;355&quot; marginheight=&quot;0&quot; marginwidth=&quot;0&quot; scrolling=&quot;no&quot; src=&quot;http://www.slideshare.net/slideshow/embed_code/8020343&quot; width=&quot;425&quot;&gt;&lt;/iframe&gt; &lt;br /&gt;
&lt;div style=&quot;padding: 5px 0 12px;&quot;&gt;View more &lt;a href=&quot;http://www.slideshare.net/&quot; target=&quot;_blank&quot;&gt;presentations&lt;/a&gt; from &lt;a href=&quot;http://www.slideshare.net/chsalgado&quot; target=&quot;_blank&quot;&gt;Caio Araujo&lt;/a&gt; &lt;/div&gt;&lt;/div&gt;&lt;br /&gt;
&lt;a href=&quot;http://pt.scribd.com/doc/55436752/Paper-Future-Champions-Final&quot; style=&quot;display: inline !important; font-family: Helvetica, Arial, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal; margin-bottom: 6px; margin-left: auto; margin-right: auto; margin-top: 12px; text-decoration: underline;&quot; title=&quot;View Paper Future Champions Final on Scribd&quot;&gt;Paper Future Champions Final&lt;/a&gt;&lt;/div&gt;&lt;iframe class=&quot;scribd_iframe_embed&quot; data-aspect-ratio=&quot;0.706697459584296&quot; data-auto-height=&quot;true&quot; frameborder=&quot;0&quot; height=&quot;600&quot; id=&quot;doc_7505&quot; scrolling=&quot;no&quot; src=&quot;http://www.scribd.com/embeds/55436752/content?start_page=1&amp;amp;view_mode=list&amp;amp;access_key=key-v81isgzb9ws7wwpm6s0&quot; width=&quot;100%&quot;&gt;&lt;/iframe&gt;&lt;script type=&quot;text/javascript&quot;&gt;
(function() { var scribd = document.createElement(&quot;script&quot;); scribd.type = &quot;text/javascript&quot;; scribd.async = true; scribd.src = &quot;http://www.scribd.com/javascripts/embed_code/inject.js&quot;; var s = document.getElementsByTagName(&quot;script&quot;)[0]; s.parentNode.insertBefore(scribd, s); })();
&lt;/script&gt;</content><link rel='replies' type='application/atom+xml' href='http://chsalgado.blogspot.com/feeds/5224810830846455839/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://chsalgado.blogspot.com/2011/07/em-maio-desse-ano-tive-grande.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8764307487334232608/posts/default/5224810830846455839'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8764307487334232608/posts/default/5224810830846455839'/><link rel='alternate' type='text/html' href='http://chsalgado.blogspot.com/2011/07/em-maio-desse-ano-tive-grande.html' title='A Prática da Convergência no Jornalismo Esportivo'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8764307487334232608.post-219139054393348434</id><published>2011-07-05T22:44:00.000-03:00</published><updated>2019-01-04T08:57:38.791-02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="comunicação"/><category scheme="http://www.blogger.com/atom/ns#" term="jornalismo"/><category scheme="http://www.blogger.com/atom/ns#" term="monografia"/><category scheme="http://www.blogger.com/atom/ns#" term="profissão"/><title type='text'>Aos que venceram comigo</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;http://capinaremos.com/files/2009/04/clap.gif&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;240&quot; src=&quot;http://capinaremos.com/files/2009/04/clap.gif&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;O que dizer de uma vitória? Tirar 100 pontos em uma monografia, num trabalho que demandou quase um ano de minha vida, é uma alegria estarrecedora. Sem sombra de dúvidas, essa conquista não é só minha. Serei eternamente grato a todos os amigos que acompanharam e perdoara meu stress nessa jornada. E esses amigos sabem quem são. Não quero citar nomes e correr o risco de ser injusto.&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;Um curso universitário pode não valer nada, pode ser irrelevante do ponto de vista legal. Não obstante, poder falar que venci, apesar de todos os pesares, de todas as brigas e perrengues que quase me impediram de continuar no curso, é uma resposta aos que duvidaram, que não me acharam capaz, ou que disseram que eu não tinha o perfil para essa profissão.&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;Contudo, este post não é para jogar nada na cara de ninguém. Além dos amigos, agradeço, e muito, aos mestres e &amp;nbsp;aos patrões, que me deram chances de criar, errar, acertar e aprender aos poucos. Vocês são os responsáveis por isso.&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;A única coisa da qual tenho certeza a partir de agora é que faria tudo de novo com um sorriso no rosto.&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://chsalgado.blogspot.com/feeds/219139054393348434/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://chsalgado.blogspot.com/2011/07/aos-que-venceram-comigo.html#comment-form' title='1 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8764307487334232608/posts/default/219139054393348434'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8764307487334232608/posts/default/219139054393348434'/><link rel='alternate' type='text/html' href='http://chsalgado.blogspot.com/2011/07/aos-que-venceram-comigo.html' title='Aos que venceram comigo'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8764307487334232608.post-7319230238397343622</id><published>2011-07-02T12:06:00.001-03:00</published><updated>2019-01-04T08:57:39.000-02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="conclusão de curso"/><category scheme="http://www.blogger.com/atom/ns#" term="fotohistórias"/><category scheme="http://www.blogger.com/atom/ns#" term="jornalismo"/><category scheme="http://www.blogger.com/atom/ns#" term="monografia"/><title type='text'>Three Days</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;Depois de muita luta, muito dinheiro gasto e muito sofrimento, eis que surge a reta finalíssima. A tão temida banca de monografia se aproxima. Em três dias, o trabalho mais importante da minha vida será avaliado.&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;Tá, não é esse terror todo. Foi um processo até tranquilo. Contudo, embora eu saiba que as chances de uma reprovação são mínimas, o frio na barriga é inevitável.&amp;nbsp;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;Todo cuidado é pouco.&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjRYTxzDrGLvQqY-1VyMoymIuTghR1978Lloz0YDAHVWYfDFpe2a4HJrAsF8zxtMKqdxW381y-pktKqcg2CykyoOh945yuT3Wyb8rMl16O_dVK8xllD2FeM3vT7uK_2alCTtx6lgc9g5w8/s1600/AGONIA.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;640&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjRYTxzDrGLvQqY-1VyMoymIuTghR1978Lloz0YDAHVWYfDFpe2a4HJrAsF8zxtMKqdxW381y-pktKqcg2CykyoOh945yuT3Wyb8rMl16O_dVK8xllD2FeM3vT7uK_2alCTtx6lgc9g5w8/s640/AGONIA.jpg&quot; width=&quot;251&quot; /&gt;&lt;/a&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://chsalgado.blogspot.com/feeds/7319230238397343622/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://chsalgado.blogspot.com/2011/07/three-days.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8764307487334232608/posts/default/7319230238397343622'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8764307487334232608/posts/default/7319230238397343622'/><link rel='alternate' type='text/html' href='http://chsalgado.blogspot.com/2011/07/three-days.html' title='Three Days'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjRYTxzDrGLvQqY-1VyMoymIuTghR1978Lloz0YDAHVWYfDFpe2a4HJrAsF8zxtMKqdxW381y-pktKqcg2CykyoOh945yuT3Wyb8rMl16O_dVK8xllD2FeM3vT7uK_2alCTtx6lgc9g5w8/s72-c/AGONIA.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8764307487334232608.post-8362485535409275619</id><published>2011-06-26T15:11:00.000-03:00</published><updated>2019-01-04T08:57:39.050-02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="cinema"/><category scheme="http://www.blogger.com/atom/ns#" term="Clint Eastwood"/><category scheme="http://www.blogger.com/atom/ns#" term="Faroeste"/><category scheme="http://www.blogger.com/atom/ns#" term="fotohistórias"/><category scheme="http://www.blogger.com/atom/ns#" term="velho oeste"/><title type='text'>Once upon a time...</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiUZc__-pwo-U3qn5mmyGdrzxZS77g9hyY9ArDwvTghRaW2huB2uJZ1X1B_4Nj7KsMyh0iG_CMkUAegj85ql53AhivxYS9HUmttD05ZeKR7D5UKAGD7_J8PeGR2l7Zauatp9zGDqH1ZfIM/s1600/ONCE+UPON+A+TIME.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiUZc__-pwo-U3qn5mmyGdrzxZS77g9hyY9ArDwvTghRaW2huB2uJZ1X1B_4Nj7KsMyh0iG_CMkUAegj85ql53AhivxYS9HUmttD05ZeKR7D5UKAGD7_J8PeGR2l7Zauatp9zGDqH1ZfIM/s1600/ONCE+UPON+A+TIME.jpg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;/div&gt;&lt;span id=&quot;goog_1012147045&quot;&gt;&lt;/span&gt;&lt;span id=&quot;goog_1012147046&quot;&gt;&lt;/span&gt;</content><link rel='replies' type='application/atom+xml' href='http://chsalgado.blogspot.com/feeds/8362485535409275619/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://chsalgado.blogspot.com/2011/06/once-upon-time.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8764307487334232608/posts/default/8362485535409275619'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8764307487334232608/posts/default/8362485535409275619'/><link rel='alternate' type='text/html' href='http://chsalgado.blogspot.com/2011/06/once-upon-time.html' title='Once upon a time...'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiUZc__-pwo-U3qn5mmyGdrzxZS77g9hyY9ArDwvTghRaW2huB2uJZ1X1B_4Nj7KsMyh0iG_CMkUAegj85ql53AhivxYS9HUmttD05ZeKR7D5UKAGD7_J8PeGR2l7Zauatp9zGDqH1ZfIM/s72-c/ONCE+UPON+A+TIME.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8764307487334232608.post-8930660350621463853</id><published>2011-06-23T16:11:00.000-03:00</published><updated>2019-01-04T08:57:39.091-02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="cinema"/><category scheme="http://www.blogger.com/atom/ns#" term="fotohistórias"/><category scheme="http://www.blogger.com/atom/ns#" term="Jack Nicholson"/><category scheme="http://www.blogger.com/atom/ns#" term="sex appeal"/><title type='text'>The Jack&#39;s Appeal</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhczTTXIprd1DRI9rtw1w3RamzQQubXIaub6xr5u-OG42NxTC9QamHUr_IWJJuDNVevq0tM4sUlhfI7YP1FPpNDwO3aom-aNVlvrLcgGBtXpjf1u2iWoR1Zvqp5gV4TBJjEfs-2KjekNEI/s1600/THE+JACK%2527S+APPEAL.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhczTTXIprd1DRI9rtw1w3RamzQQubXIaub6xr5u-OG42NxTC9QamHUr_IWJJuDNVevq0tM4sUlhfI7YP1FPpNDwO3aom-aNVlvrLcgGBtXpjf1u2iWoR1Zvqp5gV4TBJjEfs-2KjekNEI/s1600/THE+JACK%2527S+APPEAL.jpg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://chsalgado.blogspot.com/feeds/8930660350621463853/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://chsalgado.blogspot.com/2011/06/jacks-appeal.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8764307487334232608/posts/default/8930660350621463853'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8764307487334232608/posts/default/8930660350621463853'/><link rel='alternate' type='text/html' href='http://chsalgado.blogspot.com/2011/06/jacks-appeal.html' title='The Jack&#39;s Appeal'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhczTTXIprd1DRI9rtw1w3RamzQQubXIaub6xr5u-OG42NxTC9QamHUr_IWJJuDNVevq0tM4sUlhfI7YP1FPpNDwO3aom-aNVlvrLcgGBtXpjf1u2iWoR1Zvqp5gV4TBJjEfs-2KjekNEI/s72-c/THE+JACK%2527S+APPEAL.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8764307487334232608.post-1714874741103180997</id><published>2011-06-21T21:20:00.002-03:00</published><updated>2019-01-04T08:57:38.752-02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="amor"/><category scheme="http://www.blogger.com/atom/ns#" term="CMRR"/><category scheme="http://www.blogger.com/atom/ns#" term="comunicação"/><category scheme="http://www.blogger.com/atom/ns#" term="fotohistórias"/><category scheme="http://www.blogger.com/atom/ns#" term="trabalho"/><title type='text'>Do que o amor é feito?</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;Essa é para o &lt;a href=&quot;http://twitter.com/#!/d_leonardor&quot;&gt;@d_leonardor&lt;/a&gt;.&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgnSP9af22BIaGubIOsoba6kP9_WT6l6cQrg-eI5fUDIcY67Eztwb-Diw06PAXqX8yOfSPq-G91sKI2aJ71Hq5YplCuhW2_BZ6CJcet_Q8N2HCLaOgYSs2sXaHCK3-yfFhV_Sl1sDxSgCU/s1600/DO+QUE+O+AMOR+E+FEITO.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;640&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgnSP9af22BIaGubIOsoba6kP9_WT6l6cQrg-eI5fUDIcY67Eztwb-Diw06PAXqX8yOfSPq-G91sKI2aJ71Hq5YplCuhW2_BZ6CJcet_Q8N2HCLaOgYSs2sXaHCK3-yfFhV_Sl1sDxSgCU/s640/DO+QUE+O+AMOR+E+FEITO.jpg&quot; width=&quot;263&quot; /&gt;&lt;/a&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://chsalgado.blogspot.com/feeds/1714874741103180997/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://chsalgado.blogspot.com/2011/06/do-que-o-amor-e-feito.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8764307487334232608/posts/default/1714874741103180997'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8764307487334232608/posts/default/1714874741103180997'/><link rel='alternate' type='text/html' href='http://chsalgado.blogspot.com/2011/06/do-que-o-amor-e-feito.html' title='Do que o amor é feito?'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgnSP9af22BIaGubIOsoba6kP9_WT6l6cQrg-eI5fUDIcY67Eztwb-Diw06PAXqX8yOfSPq-G91sKI2aJ71Hq5YplCuhW2_BZ6CJcet_Q8N2HCLaOgYSs2sXaHCK3-yfFhV_Sl1sDxSgCU/s72-c/DO+QUE+O+AMOR+E+FEITO.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8764307487334232608.post-1851361930369737476</id><published>2011-06-20T23:16:00.002-03:00</published><updated>2019-01-04T08:57:38.763-02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="cinema"/><category scheme="http://www.blogger.com/atom/ns#" term="comunicação"/><category scheme="http://www.blogger.com/atom/ns#" term="fotohistórias"/><category scheme="http://www.blogger.com/atom/ns#" term="jornalismo"/><category scheme="http://www.blogger.com/atom/ns#" term="monografia"/><category scheme="http://www.blogger.com/atom/ns#" term="Scorsese"/><title type='text'>Tenha dó, Scorsese</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi0i5YyBWdOn62kXk396fr4FShhWMvc8vStlQBevAUs_f8eVddoSk8vUjahPaHqPOHY1yYsYK1CvXU3ylbC7sIM2bpd4viZ5rdpFptb38X3XALId80D8A95nxA4pWS6k2gqe2-qa93bTXw/s1600/TENHA+D%25C3%2593+SCORSESE.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;400&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi0i5YyBWdOn62kXk396fr4FShhWMvc8vStlQBevAUs_f8eVddoSk8vUjahPaHqPOHY1yYsYK1CvXU3ylbC7sIM2bpd4viZ5rdpFptb38X3XALId80D8A95nxA4pWS6k2gqe2-qa93bTXw/s400/TENHA+D%25C3%2593+SCORSESE.jpg&quot; width=&quot;315&quot; /&gt;&lt;/a&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://chsalgado.blogspot.com/feeds/1851361930369737476/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://chsalgado.blogspot.com/2011/06/tenha-do-scorsese.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8764307487334232608/posts/default/1851361930369737476'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8764307487334232608/posts/default/1851361930369737476'/><link rel='alternate' type='text/html' href='http://chsalgado.blogspot.com/2011/06/tenha-do-scorsese.html' title='Tenha dó, Scorsese'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi0i5YyBWdOn62kXk396fr4FShhWMvc8vStlQBevAUs_f8eVddoSk8vUjahPaHqPOHY1yYsYK1CvXU3ylbC7sIM2bpd4viZ5rdpFptb38X3XALId80D8A95nxA4pWS6k2gqe2-qa93bTXw/s72-c/TENHA+D%25C3%2593+SCORSESE.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8764307487334232608.post-5325351229560405236</id><published>2011-06-11T22:21:00.001-03:00</published><updated>2019-01-04T08:57:38.867-02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="#pitchdigital"/><category scheme="http://www.blogger.com/atom/ns#" term="comunicação"/><category scheme="http://www.blogger.com/atom/ns#" term="empreendedorismo"/><category scheme="http://www.blogger.com/atom/ns#" term="Pitch Digital"/><category scheme="http://www.blogger.com/atom/ns#" term="tecnologia"/><title type='text'>Pitch - empreendedorismo digital</title><content type='html'>&lt;a href=&quot;http://www.pitchers.com.br/&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img alt=&quot;logo&quot; height=&quot;97&quot; src=&quot;http://www.pitchers.com.br/img/logo.png&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;Criar um evento motivado por ideias. No papel é tudo muito bonito, mas a coisa complica quando temos que das destaque apenas às boas práticas. Há sempre o risco de as apresentações se tornarem nada além de projetos que não tem muito de inovador.&lt;br /&gt;
&lt;br /&gt;
Criticar é muito fácil, eu sei. Manter um blog não é a ação mais transformadora do mundo, contudo, cá estou. Mas pareceu que o pitch apresentava apenas bons trabalhos, porém, sem objetivos e nicho de mercado estabelecidos. Ficou a impressão que muitos não tiveram tempo para expor a sua ideia, o que, para produtos que envolvam planejamentos de mercado e ações de marketing, prejudica toda a avaliação. &lt;br /&gt;
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&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a 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width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;Não vale só criticar, portanto, achei a iniciativa de valorizar empreendedores muito válida. O diagnóstico que pude fazer é que o mundo mobile está em ascensão. Quem conseguir desenvolver um plano de negócios primeiro tem grandes chances de começar a lucrar.&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;Os talk shows foram muito curtos, e por funcionarem no formato de debate, alguns participantes acaparam opinando pouco e toda a discussão se limitou a cases e valores. A organização poderia ter criado um formato com mais palestras, dividindo os espaços de apreentação dos pitchs. Acredito que concentraria o público por ramo de interesse e os convidados poderiam ser melhor aproveitados, como foi o caso da palestra do SEO da &lt;a href=&quot;http://twitter.com/sambatech&quot;&gt;Samba Tech&lt;/a&gt;, &lt;a href=&quot;http://twitter.com/GustavoCaetano&quot;&gt;Gustavo Caetano&lt;/a&gt;.&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://chsalgado.blogspot.com/feeds/5325351229560405236/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://chsalgado.blogspot.com/2011/06/pitch-empreendedorismo-digital.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8764307487334232608/posts/default/5325351229560405236'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8764307487334232608/posts/default/5325351229560405236'/><link rel='alternate' type='text/html' href='http://chsalgado.blogspot.com/2011/06/pitch-empreendedorismo-digital.html' title='Pitch - empreendedorismo digital'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8764307487334232608.post-4705136403112009149</id><published>2011-06-10T22:16:00.001-03:00</published><updated>2019-01-04T08:57:38.839-02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="cinema"/><category scheme="http://www.blogger.com/atom/ns#" term="De Niro"/><category scheme="http://www.blogger.com/atom/ns#" term="jornalismo"/><category scheme="http://www.blogger.com/atom/ns#" term="monografia"/><category scheme="http://www.blogger.com/atom/ns#" term="Scorsese"/><title type='text'>Monografia, sua linda</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;/div&gt;&lt;div style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&amp;nbsp;&lt;a href=&quot;http://www.imdb.pt/title/tt0075314/&quot;&gt;&lt;img alt=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg5NUoaKaTpfUrTs-Zwzb0uAJHu6O1Mc_CFtCCS2Um1dFssjQxfeDYPQaR8rnWnQt5gE-rybhwTl_1l7L15h8_U_-k-0J5DzRByYVtycDNCF95S-kEjYYU_mUEawtq1ARuIq-xv13Ou51pt/s1600/Taxi+driver+2.jpg&quot; height=&quot;150&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg5NUoaKaTpfUrTs-Zwzb0uAJHu6O1Mc_CFtCCS2Um1dFssjQxfeDYPQaR8rnWnQt5gE-rybhwTl_1l7L15h8_U_-k-0J5DzRByYVtycDNCF95S-kEjYYU_mUEawtq1ARuIq-xv13Ou51pt/s200/Taxi+driver+2.jpg&quot; width=&quot;150&quot; /&gt;&lt;/a&gt; &lt;a href=&quot;http://www.imdb.pt/title/tt0081398/&quot;&gt;&lt;img alt=&quot;http://i442.photobucket.com/albums/qq150/Billiam09/Cinema/raging-bull-1980-tou--05-g.jpg&quot; height=&quot;150&quot; src=&quot;http://i442.photobucket.com/albums/qq150/Billiam09/Cinema/raging-bull-1980-tou--05-g.jpg&quot; width=&quot;120&quot; /&gt;&lt;/a&gt; &lt;a href=&quot;http://www.imdb.pt/title/tt0101540/&quot;&gt;&lt;img alt=&quot;http://s4.hubimg.com/u/23623_f520.jpg&quot; height=&quot;150&quot; src=&quot;http://s4.hubimg.com/u/23623_f520.jpg&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;
Monografar é uma arte, ou não.&lt;br /&gt;
&lt;br /&gt;
A jornada de um estudante é sempre dura e cheia de escolhas. Quando se escolhe fazer jornalismo, a opção é masoquista. Sofrimento, agitação e adrenalina são apenas alguns dos atributos dos comunicólogos. Faltam salários, falta mercado, falta, inclusive, qualidade de vida. O que não falta é ação.&lt;br /&gt;
&lt;br /&gt;
Monografias são a última cruzada, é o naufrágio do Titanic, é o que separa heróis de simples mortais (tá, estou poetizando demais). A verdade é que pesquisar o tema que você mais gosta, no meu caso, &lt;a href=&quot;http://www.imdb.pt/name/nm0000217/&quot;&gt;Martin Scorsese&lt;/a&gt;, se torna uma experiência única.&lt;br /&gt;
&lt;br /&gt;
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Mesmo sem ter formação em cinema, as incontáveis referências de linguagem, de direção e atuação me levam a crer que uma produção cinematográfica é muito mais do que pensamos. Analisar, em segunda instância, a parceria entre Scorsese e De Niro, foi um prazer imensurável. Afirmo, sem sombra de dúvidas, que faria tudo novamente se fosse possível.</content><link rel='replies' type='application/atom+xml' href='http://chsalgado.blogspot.com/feeds/4705136403112009149/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://chsalgado.blogspot.com/2011/06/monografia-sua-linda.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8764307487334232608/posts/default/4705136403112009149'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8764307487334232608/posts/default/4705136403112009149'/><link rel='alternate' type='text/html' href='http://chsalgado.blogspot.com/2011/06/monografia-sua-linda.html' title='Monografia, sua linda'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg5NUoaKaTpfUrTs-Zwzb0uAJHu6O1Mc_CFtCCS2Um1dFssjQxfeDYPQaR8rnWnQt5gE-rybhwTl_1l7L15h8_U_-k-0J5DzRByYVtycDNCF95S-kEjYYU_mUEawtq1ARuIq-xv13Ou51pt/s72-c/Taxi+driver+2.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8764307487334232608.post-4427918314024235766</id><published>2011-05-12T12:19:00.000-03:00</published><updated>2019-01-04T08:57:38.825-02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="comunicação"/><category scheme="http://www.blogger.com/atom/ns#" term="congresso"/><category scheme="http://www.blogger.com/atom/ns#" term="Future Champions"/><category scheme="http://www.blogger.com/atom/ns#" term="intercom"/><category scheme="http://www.blogger.com/atom/ns#" term="jornalismo"/><category scheme="http://www.blogger.com/atom/ns#" term="São Paulo"/><title type='text'>A São Paulo além do Intercom</title><content type='html'>&lt;span class=&quot;Apple-style-span&quot; style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, &#39;Geneva CE&#39;, lucida, sans-serif; font-size: 12px; line-height: 16px;&quot;&gt;&lt;/span&gt;&lt;br /&gt;
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&lt;div style=&quot;margin-bottom: 1em; overflow-x: hidden; overflow-y: hidden; text-align: center; width: auto;&quot;&gt;
&lt;img alt=&quot;&quot; height=&quot;336&quot; src=&quot;http://files.convergenciaunibh.webnode.com.br/200000276-1152c124ce/DSC068201.jpg&quot; style=&quot;border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; margin-bottom: 0.5em; margin-left: 0.5em; margin-right: 0.5em; margin-top: 0.5em;&quot; width=&quot;448&quot; /&gt;&lt;/div&gt;
&lt;div style=&quot;margin-bottom: 1em; overflow-x: hidden; overflow-y: hidden; width: auto;&quot;&gt;
Os treze alunos do UNI-BH que chegaram nesta manhã, 12, à cidade de São Paulo, puderam ir além do conhecimento propiciado pelo&amp;nbsp;&lt;strong&gt;&lt;a href=&quot;http://www.portalintercom.org.br/index.php?option=com_content&amp;amp;view=category&amp;amp;layout=blog&amp;amp;id=135&amp;amp;Itemid=127&quot; style=&quot;color: #ec4700;&quot;&gt;XVI Congresso de Ciências da Comunicação na Região Sudeste&lt;/a&gt;&lt;/strong&gt;&amp;nbsp;e exploraram integralmente a vastidão de culturas e diferenças sociais claramente percebidas na maior cidade do país.&lt;/div&gt;
&lt;div style=&quot;margin-bottom: 1em; overflow-x: hidden; overflow-y: hidden; width: auto;&quot;&gt;
Desde um almoço em um restaurante oriental, passando pelo atabalhoado sistema público de São Paulo até uma visita ao Museu da Língua Portuguesa, na Estação da Luz, os estudantes puderam compreender a verdadeira dinâmica de uma cidade com mais de dez milhões de habitantes.&lt;/div&gt;
&lt;div style=&quot;margin-bottom: 1em; overflow-x: hidden; overflow-y: hidden; width: auto;&quot;&gt;
A diversidade é percebida, inclusive, na mudança de qualidade dos trens urbanos e em caminhadas pelo Bairro da Liberdade e pela Avenida Paulista. O único ponto comum em toda a cidade é sua completa ocupação de espaços. Não há vagas, vácuos ou espaços não preenchidos.&lt;/div&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://chsalgado.blogspot.com/feeds/4427918314024235766/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://chsalgado.blogspot.com/2011/05/sao-paulo-alem-do-intercom.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8764307487334232608/posts/default/4427918314024235766'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8764307487334232608/posts/default/4427918314024235766'/><link rel='alternate' type='text/html' href='http://chsalgado.blogspot.com/2011/05/sao-paulo-alem-do-intercom.html' title='A São Paulo além do Intercom'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8764307487334232608.post-6107086699071162537</id><published>2011-04-27T13:42:00.001-03:00</published><updated>2019-01-04T08:57:38.921-02:00</updated><title type='text'></title><content type='html'>A OBRA DE ARTE&lt;br /&gt;
&lt;br /&gt;
NA ERA DA SUA REPRODUTIBILIDADE TÉCNICA (*) Benjamin (1955)&lt;br /&gt;
&lt;br /&gt;
Walter Benjamin&lt;br /&gt;
&lt;br /&gt;
As nossas belas-artes foram instituídas e os seus tipos e usos fixados numa época que se&lt;br /&gt;
&lt;br /&gt;
diferencia decisivamente da nossa, por homens cujo poder de acção sobre as coisas era&lt;br /&gt;
&lt;br /&gt;
insignificante quando comparado com o nosso. Mas o extraordinário crescimento dos nossos&lt;br /&gt;
&lt;br /&gt;
meios, a capacidade de adaptação e exactidão que atingiram, as ideias e os hábitos que&lt;br /&gt;
&lt;br /&gt;
introduzem anunciam-nos mudanças próximas e muito profundas na antiga indústria do&lt;br /&gt;
&lt;br /&gt;
Belo. Em todas as artes existe uma parte física que não pode continuar a ser olhada nem&lt;br /&gt;
&lt;br /&gt;
tratada como outrora, que já não pode subtrair-se ao conhecimento e potência modernos.&lt;br /&gt;
&lt;br /&gt;
Nem a matéria, nem o espaço, nem o tempo são desde há vinte anos o que foram até então. E&lt;br /&gt;
&lt;br /&gt;
de esperar que tão grandes inovações modifiquem toda a técnica das artes, agindo, desse&lt;br /&gt;
&lt;br /&gt;
modo, sobre a própria invenção, chegando talvez mesmo a modificar a própria noção de arte&lt;br /&gt;
&lt;br /&gt;
em termos mágicos.&lt;br /&gt;
&lt;br /&gt;
Quando Marx empreendeu a análise do modo de produção capitalista, este modo de produção&lt;br /&gt;
&lt;br /&gt;
estava ainda nos seus primórdios. Marx. Orientou a sua análise de tal forma que ela adquiriu&lt;br /&gt;
&lt;br /&gt;
um valor de prognóstico. Recuou até às relações fundamentais da produção capitalista e&lt;br /&gt;
&lt;br /&gt;
apresentou-as de forma tal que elas explicitaram aquilo que, de futuro, se poderia esperar do&lt;br /&gt;
&lt;br /&gt;
capitalismo. Ficou explícito que dele seria de esperar, não %ó uma exploração crescentemente&lt;br /&gt;
&lt;br /&gt;
agravada do proletariado, como também, por fim, a criação de condições que tomariam&lt;br /&gt;
&lt;br /&gt;
possível a sua própria abolição.&lt;br /&gt;
&lt;br /&gt;
A transformação da superstrutura, que decorre muito mais lentamente do que a da infraestrutura,&lt;br /&gt;
&lt;br /&gt;
necessitou de mais de meio século para tomar válida a alteração das condições de&lt;br /&gt;
&lt;br /&gt;
produção, em todos os domínios da cultura. Só hoje se pode indicar sob que forma isso&lt;br /&gt;
&lt;br /&gt;
sucedeu. A essas indicações colocam-se certas exigências de prognóstico. Mas estas&lt;br /&gt;
&lt;br /&gt;
exigências correspondem menos a teses sobre a arte do proletariado depois da tomada de&lt;br /&gt;
&lt;br /&gt;
poder, para não falar da sociedade sem classes, do que a teses sobre as tendências de evolução&lt;br /&gt;
&lt;br /&gt;
da arte, sob as condições de produção actuais. A sua dialéctica nota-se tanto na superstrutura&lt;br /&gt;
&lt;br /&gt;
como na economia. Por essa razão seria errado subestimar o valor de luta de tais teses.&lt;br /&gt;
&lt;br /&gt;
Eliminam alguns conceitos tradicionais – como a criatividade, a genialidade, o valor eterno e&lt;br /&gt;
&lt;br /&gt;
o secreto – conceitos cuja aplicação descontrolada (e actualmente dificilmente controlável)&lt;br /&gt;
&lt;br /&gt;
conduz ao tratamento de material factual num sentido fascista. Os conceitos seguidamente&lt;br /&gt;
&lt;br /&gt;
introduzidos, novos em teoria da arte, diferenciam-se dos correntes pelo facto de serem&lt;br /&gt;
&lt;br /&gt;
totalmente inadequados dos para fins fascistas. Pelo contrário, são aproveitáveis para&lt;br /&gt;
&lt;br /&gt;
formulação de exigências revolucionárias em politica de arte.&lt;br /&gt;
&lt;br /&gt;
I&lt;br /&gt;
&lt;br /&gt;
Por princípio a obra de arte sempre foi reprodutível. O que os homens tinham feito sempre&lt;br /&gt;
&lt;br /&gt;
pôde ser imitado por homens. Tal imitação foi também exercitada por alunos para praticarem&lt;br /&gt;
&lt;br /&gt;
a arte, por mestres para divulgação das obras e, finalmente, por terceiros ávidos de lucro. Em&lt;br /&gt;
&lt;br /&gt;
contraposição a isto, a reprodução técnica da obra de arte é algo de novo que se vai impondo,&lt;br /&gt;
&lt;br /&gt;
intermitentemente na história, em fases muito distanciadas umas das outras, mas com&lt;br /&gt;
&lt;br /&gt;
crescente intensidade. Os Gregos conheciam apenas dois processos de reprodução técnica de&lt;br /&gt;
&lt;br /&gt;
obras de arte: a fundição e a cunhagem. Bronzes, terracotas e moedas eram as únicas obras de&lt;br /&gt;
&lt;br /&gt;
arte que podiam produzir em massa. Todas as outras eram únicas e não podiam ser&lt;br /&gt;
&lt;br /&gt;
reproduzidas tecnicamente. As artes gráficas foram reproduzidas pela primeira vez com a&lt;br /&gt;
&lt;br /&gt;
xilogravura e passou longo tempo até que, pela impressão, também a escrita fosse&lt;br /&gt;
&lt;br /&gt;
reproduzida. São conhecidas as enormes alterações que a impressão, a reprodutibilidade&lt;br /&gt;
&lt;br /&gt;
técnica da escrita, provocou na literatura. Mas à escala mundial, tais modificações são apenas&lt;br /&gt;
&lt;br /&gt;
um caso particular, ainda que extraordinariamente importante do fenómeno que aqui se&lt;br /&gt;
&lt;br /&gt;
observa. À xilografia juntam-se, no decorrer da Idade Média, a gravura em cobre e a águaforte,&lt;br /&gt;
&lt;br /&gt;
bem como a litografia no início do século XIX.&lt;br /&gt;
&lt;br /&gt;
Com a litografia, a técnica de reprodução regista um avanço decisivo. O processo muito mais&lt;br /&gt;
&lt;br /&gt;
conciso, que diferencia a transposição de um desenho para uma pedra do seu entalhe num&lt;br /&gt;
&lt;br /&gt;
bloco de madeira, ou da sua gravação numa placa de cobre, conferiu, pela primeira vez, às&lt;br /&gt;
&lt;br /&gt;
artes gráficas a possibilidade de colocar no mercado os seus produtos, não apenas os&lt;br /&gt;
&lt;br /&gt;
produzidos em massa (como anteriormente) mas ainda sob formas todos os dias diferentes. A&lt;br /&gt;
&lt;br /&gt;
litografia permitiu às artes gráficas irem ilustrando o quotidiano. Começaram a acompanhar a&lt;br /&gt;
&lt;br /&gt;
impressão. Mas poucas décadas após a invenção da litografia, as artes gráficas foram&lt;br /&gt;
&lt;br /&gt;
ultrapassadas pela fotografia. Pela primeira vez, com a fotografia, a mão liberta-se das mais&lt;br /&gt;
&lt;br /&gt;
importantes obrigações artísticas no processo de reprodução de imagens, as quais, a partir de&lt;br /&gt;
&lt;br /&gt;
então, passam a caber unicamente ao olho que espreita por uma objectiva. Uma vez que olho&lt;br /&gt;
&lt;br /&gt;
apreende mais depressa do que a mão desenha, o processo de reprodução de imagens foi tão&lt;br /&gt;
&lt;br /&gt;
extraordinariamente acelerado que pode colocar-se a par da fala. O operador de cinema ao dar&lt;br /&gt;
&lt;br /&gt;
à manivela, no estúdio, pode acompanhar a velocidade com que o actor fala. Se o jornal&lt;br /&gt;
&lt;br /&gt;
ilustrado estava virtualmente oculto na litografia, também na fotografia o está filme sonoro. A&lt;br /&gt;
&lt;br /&gt;
reprodução técnica do som foi iniciada no fim do século passado. Os esforços convergentes&lt;br /&gt;
&lt;br /&gt;
fizeram antever uma situação que Paul Valéry caracterizou, com a seguinte frase: &quot;Tal como a&lt;br /&gt;
&lt;br /&gt;
água, o gás e a energia eléctrica, vindos longe através de um gesto quase imperceptível,&lt;br /&gt;
&lt;br /&gt;
chegam a no sãs casas para nos servir, assim também teremos ao nosso dispor imagens ou&lt;br /&gt;
&lt;br /&gt;
sucessões de sons que surgem por um pequeno gesto, quase um sinal, para depois, do mesmo&lt;br /&gt;
&lt;br /&gt;
modo nos abandonarem&quot;1. No início do século XX, a reprodução técnica tinha atingido um&lt;br /&gt;
&lt;br /&gt;
nível tal que começara a tornar objecto seu, não só a totalidade das obras de arte&lt;br /&gt;
&lt;br /&gt;
provenientes de épocas anteriores, e a submeter os seus efeitos às modificações mais&lt;br /&gt;
&lt;br /&gt;
profundas, como também a conquistar o seu próprio lugar entre os procedimentos&lt;br /&gt;
&lt;br /&gt;
artísticos. Para o estudo deste nível, nada é mais elucidativo do que as suas duas diferentes&lt;br /&gt;
&lt;br /&gt;
manifestações – a reprodução da obra de arte e o cinema – e a sua repercussão retrospectiva&lt;br /&gt;
&lt;br /&gt;
sobre a arte, na sua forma tradicional.&lt;br /&gt;
&lt;br /&gt;
II&lt;br /&gt;
&lt;br /&gt;
Mesmo na reprodução mais perfeita falta uma coisa: o aqui e agora da obra de arte – a sua&lt;br /&gt;
&lt;br /&gt;
existência única no lugar em que se encontra. É, todavia, nessa existência única, e apenas ai,&lt;br /&gt;
&lt;br /&gt;
que se cumpre a história à qual, no decurso da sua existência, ela esteve submetida. Nisso,&lt;br /&gt;
&lt;br /&gt;
contam tanto as modificações que sofreu ao longo do tempo na sua estrutura física, como as&lt;br /&gt;
&lt;br /&gt;
diferentes relações de propriedade de que tenha sido objecto2. Os vestígios da primeira só&lt;br /&gt;
&lt;br /&gt;
podem ser detectados através de análises de tipo químico ou físico, que não são realizáveis na&lt;br /&gt;
&lt;br /&gt;
reprodução; os da segunda são objecto de uma tradição que deve ser prosseguida a partir do&lt;br /&gt;
&lt;br /&gt;
local onde se encontra o original.&lt;br /&gt;
&lt;br /&gt;
O aqui e agora do original constitui o conceito da sua autenticidade. Para averiguar a&lt;br /&gt;
&lt;br /&gt;
autenticidade de um bronze, pode ser útil proceder a uma análise de tipo químico, na sua&lt;br /&gt;
&lt;br /&gt;
patina, da mesma forma que, para verificar a autenticidade de determinado manuscrito&lt;br /&gt;
&lt;br /&gt;
medieval, pode ser útil a prova de que ele provém de um arquivo do século XV. O domínio&lt;br /&gt;
&lt;br /&gt;
global da autenticidade subtrai-se à reprodutibilidade técnica – e, naturalmente, não só a esta3.&lt;br /&gt;
&lt;br /&gt;
Mas enquanto o autêntico mantém a sua autoridade total relativamente à sua reprodução&lt;br /&gt;
&lt;br /&gt;
manual, que, regra geral, é considerada uma falsificação, isto não sucede relativamente à&lt;br /&gt;
&lt;br /&gt;
reprodução técnica. Para tanto há um motivo duplo: em primeiro lugar, relativamente ao&lt;br /&gt;
&lt;br /&gt;
original, reprodução técnica surge como mais autónoma do que a manual. Na fotografia pode,&lt;br /&gt;
&lt;br /&gt;
por exemplo, salientar aspectos do original, que só são acessíveis a uma lente regulável e que&lt;br /&gt;
&lt;br /&gt;
pode mudar de posição para escolher o seu ângulo de visão, mas não são acessíveis ao olho&lt;br /&gt;
&lt;br /&gt;
humano ou, por meio de determinados procedimentos como a ampliação ou o retardador,&lt;br /&gt;
&lt;br /&gt;
registar imagens que pura e simplesmente não cabem na óptica natural. Este o primeiro&lt;br /&gt;
&lt;br /&gt;
aspecto. Além disso, em segundo lugar, pode colocar o original em situações que nem o&lt;br /&gt;
&lt;br /&gt;
próprio original consegue atingir. Sobretudo, ela toma-lhe possível o encontro com quem a&lt;br /&gt;
&lt;br /&gt;
apreende, seja sob a forma de fotografia, seja sob forma de disco. A catedral abandona o seu&lt;br /&gt;
&lt;br /&gt;
lugar para ir ao encontro do seu registo num estúdio de um apreciador de arte, a obra coral,&lt;br /&gt;
&lt;br /&gt;
que foi executada ao ar livre ou numa sala, pode ser ouvida num quarto.&lt;br /&gt;
&lt;br /&gt;
As situações a que se pode levar o resultado da reprodução técnica da obra de arte, e que,&lt;br /&gt;
&lt;br /&gt;
aliás, podem deixar a existência da obra de arte incólume, desvalorizam-lhe, de qualquer&lt;br /&gt;
&lt;br /&gt;
modo o seu aqui e agora. Ainda que, de forma nenhuma, isto seja apenas válido para a obra de&lt;br /&gt;
&lt;br /&gt;
arte e corresponda, por exemplo à paisagem que, num filme, se desenrola perante o espectador&lt;br /&gt;
&lt;br /&gt;
atinge-se, através deste processo, um núcleo tão sensível do objecto de arte que uma&lt;br /&gt;
&lt;br /&gt;
vulnerabilidade tal não existe num objecto natural. É esta a sua autenticidade. A autenticidade&lt;br /&gt;
&lt;br /&gt;
de uma coisa é a suma de tudo o que desde a origem nela é transmissível, desde a sua duração&lt;br /&gt;
&lt;br /&gt;
material ao seu testemunho histórico. Uma vez que este testemunho assenta naquela duração,&lt;br /&gt;
&lt;br /&gt;
na reprodução ele acaba por vacilar, quando a primeira, a autenticidade, escapa ao homem e o&lt;br /&gt;
&lt;br /&gt;
mesmo sucede ao segundo; ao testemunho histórico da coisa. Apenas este, é certo; mas o que&lt;br /&gt;
&lt;br /&gt;
assim vacila, é exactamente a autoridade da coisa.&lt;br /&gt;
&lt;br /&gt;
Pode resumir-se essa falta no conceito de aura e dizer: o que murcha na era da&lt;br /&gt;
&lt;br /&gt;
reprodutibilidade da obra de arte é a sua aura. O processo é sintomático, o seu significado&lt;br /&gt;
&lt;br /&gt;
ultrapassa o domínio da arte. Poderia caracterizar-se a técnica de reprodução dizendo que&lt;br /&gt;
&lt;br /&gt;
liberta o objecto reproduzido do domínio da tradição. Ao multiplicar o reproduzido, coloca&lt;br /&gt;
&lt;br /&gt;
no lugar de ocorrência única a ocorrência em massa. Na medida em que permite à&lt;br /&gt;
&lt;br /&gt;
reprodução ir ao encontro de quem apreende, actualiza o reproduzido em cada uma das&lt;br /&gt;
&lt;br /&gt;
suas situações. Ambos os processos provocam um profundo abalo do reproduzido, um abalo&lt;br /&gt;
&lt;br /&gt;
da tradição que é o reverso da crise actual e a renovação da humanidade. Estão na mais&lt;br /&gt;
&lt;br /&gt;
estreita relação com os movimentos de massas dos nossos dias. O seu agente mais poderoso é&lt;br /&gt;
&lt;br /&gt;
o filme. O seu significado social também é imaginável, na sua forma mais positiva, e&lt;br /&gt;
&lt;br /&gt;
justamente nela, mas não sem o seu aspecto destrutivo e catártico: a liquidação do valor da&lt;br /&gt;
&lt;br /&gt;
tradição na herança cultural. Este fenómeno é mais evidente nos grandes filmes históricos.&lt;br /&gt;
&lt;br /&gt;
Cada vez engloba mais posições no seu domínio. E quando, em 1927, Abel Gance exclamou&lt;br /&gt;
&lt;br /&gt;
entusiasticamente &quot;Shakespeare, Rembrandt, Beethoven, farão filmes... Todas lendas, as&lt;br /&gt;
&lt;br /&gt;
mitologias e os mitos, todos os fundadores de religiões, sim, todas as religiões... esperam a&lt;br /&gt;
&lt;br /&gt;
sua ressurreição pela luz do filme e os heróis acotovelam-se às portas&quot;, estava,&lt;br /&gt;
&lt;br /&gt;
provavelmente sem querer, a dirigir um convite a uma liquidação total.&lt;br /&gt;
&lt;br /&gt;
III&lt;br /&gt;
&lt;br /&gt;
Em grandes épocas históricas altera-se, com a forma existência colectiva da humanidade, o&lt;br /&gt;
&lt;br /&gt;
modo da sua percepção sensorial. O modo em que a percepção sensorial do homem organiza –&lt;br /&gt;
&lt;br /&gt;
o medium em que ocorre – é condicionado não só naturalmente, como também&lt;br /&gt;
&lt;br /&gt;
historicamente. A época das grandes invasões, em que surgiram a indústria de arte do Baixo&lt;br /&gt;
&lt;br /&gt;
Império e a Génese de Viena, tinha não só uma arte diferente da da antiguidade como também&lt;br /&gt;
&lt;br /&gt;
uma outra percepção. Os eruditos da escola de Viena, Riegel e Wickhoff, que se opuseram ao&lt;br /&gt;
&lt;br /&gt;
peso da tradição clássica, sob a qual aquela arte tinha estado enterrada, foram os primeiros a&lt;br /&gt;
&lt;br /&gt;
pensar em tirar conclusões relativamente à organização da percepção na época em que ela&lt;br /&gt;
&lt;br /&gt;
vigorava. Por mais amplo que fosse o seu conhecimento, tinham limites que consistiam no&lt;br /&gt;
&lt;br /&gt;
facto destes investigadores se contentarem com a característica formal, específica, da&lt;br /&gt;
&lt;br /&gt;
percepção na época do Baixo Império. Não tentaram mostrar – e talvez não pudessem esperar&lt;br /&gt;
&lt;br /&gt;
consegui-lo – as transformações que foram expressas nestas transformações da percepção.&lt;br /&gt;
&lt;br /&gt;
Actualmente, as condições para tal entendimento são favoráveis. E, se pudermos entender,&lt;br /&gt;
&lt;br /&gt;
como decadência da aura, as alterações no medium da percepção de que somos&lt;br /&gt;
&lt;br /&gt;
contemporâneos, também é possível mostrar as condições sociais dessa decadência.&lt;br /&gt;
&lt;br /&gt;
É aconselhável ilustrar o conceito de aura, acima proposto para objectos históricos, com o&lt;br /&gt;
&lt;br /&gt;
conceito de aura para objectos naturais. Definimos esta última como manifestação única de&lt;br /&gt;
&lt;br /&gt;
uma lonjura, por muito próxima que esteja. Numa tarde de Verão descansando, seguir uma&lt;br /&gt;
&lt;br /&gt;
cordilheira no horizonte, ou um ramo que lança a sombra sobre aquele que descansa – é isso a&lt;br /&gt;
&lt;br /&gt;
aura destes montes, a respiração deste ramo. Com base nesta descrição, é fácil admitir o&lt;br /&gt;
&lt;br /&gt;
condicionalismo social da actual decadência da aura. Essa decadência assenta em duas&lt;br /&gt;
&lt;br /&gt;
circunstâncias que estão ligadas ao significado crescente das massas, na vida actual. Ou seja:&lt;br /&gt;
&lt;br /&gt;
&quot;Aproximar&quot; as coisas espacial e humanamente é actualmente um desejo das massas tão&lt;br /&gt;
&lt;br /&gt;
apaixonado6 como a sua tendência para a superação do carácter único de qualquer&lt;br /&gt;
&lt;br /&gt;
realidade, através do registo da sua reprodução. Cada dia se toma mais imperiosa a&lt;br /&gt;
&lt;br /&gt;
necessidade de dominar o objecto fazendo-o mais próximo na imagem, ou melhor, na cópia,&lt;br /&gt;
&lt;br /&gt;
na reprodução. E a reprodução, tal como nos é fornecida por jornais ilustrados e semanários,&lt;br /&gt;
&lt;br /&gt;
diferencia-se inconfundivelmente do quadro. Neste, o carácter único e a durabilidade estão tão&lt;br /&gt;
&lt;br /&gt;
intimamente ligados, como naqueles a fugacidade e a repetitividade. Retirar o invólucro a um&lt;br /&gt;
&lt;br /&gt;
objecto, destroçar a sua aura, são características de uma percepção, cujo &quot;sentido para o&lt;br /&gt;
&lt;br /&gt;
semelhante no mundo&quot; se desenvolveu de forma tal que, através da reprodução, também o&lt;br /&gt;
&lt;br /&gt;
capta no fenómeno único. Assim, manifesta-se no domínio do concreto o que no domínio da&lt;br /&gt;
&lt;br /&gt;
teoria se toma evidente, com o crescente significado da estatística. A orientação da realidade&lt;br /&gt;
&lt;br /&gt;
para as massas e, destas para aquela, é um processo de amplitude ilimitada, tanto para o&lt;br /&gt;
&lt;br /&gt;
pensamento como para a intuição.&lt;br /&gt;
&lt;br /&gt;
IV&lt;br /&gt;
&lt;br /&gt;
A singularidade da obra de arte é idêntica à sua forma de se instalar no contexto da tradição.&lt;br /&gt;
&lt;br /&gt;
Esta tradição, ela própria é algo de completamente vivo, algo de extraordinariamente mutável.&lt;br /&gt;
&lt;br /&gt;
Uma estátua antiga da Vénus, por exemplo, situava-se - num contexto tradicional diferente,&lt;br /&gt;
&lt;br /&gt;
para os Gregos que a consideravam um objecto de culto, e para os clérigos medievais que&lt;br /&gt;
&lt;br /&gt;
viam nela um ídolo nefasto. Mas o que ambos enfrentavam da mesma forma, era a sua&lt;br /&gt;
&lt;br /&gt;
singularidade, por outras palavras a sua aura. O culto foi a expressão original da integração da&lt;br /&gt;
&lt;br /&gt;
obra de arte no seu contexto tradicional. Como sabemos, obras de arte mais antigas surgiram&lt;br /&gt;
&lt;br /&gt;
ao serviço de um ritual, primeiro mágico e depois religioso. É, pois, de importância decisiva&lt;br /&gt;
&lt;br /&gt;
que a forma de existência desta aura, na obra de arte nunca se desligue completamente da sua&lt;br /&gt;
&lt;br /&gt;
função ritual.7 Por outras palavras: o valor singular da obra de arte &quot;autêntica&quot; tem o seu&lt;br /&gt;
&lt;br /&gt;
fundamento no ritual em que adquiriu o seu valor de uso original e primeiro. Este,&lt;br /&gt;
&lt;br /&gt;
independentemente de como seja transmitido, mantém-se reconhecível, mesmo nas formas&lt;br /&gt;
&lt;br /&gt;
profanas do culto da beleza, enquanto ritual secularizado8.&lt;br /&gt;
&lt;br /&gt;
O culto profano da beleza, que surgiu na Renascença para se manter em vigor durante três&lt;br /&gt;
&lt;br /&gt;
séculos, permite reconhecer com nitidez aqueles fundamentos, ao expirar quando sofre os seus&lt;br /&gt;
&lt;br /&gt;
primeiros abalos significativos. Quando, com o aparecimento da fotografia, o primeiro meio&lt;br /&gt;
&lt;br /&gt;
de reprodução verdadeiramente revolucionário (que coincide com o alvorecer do socialismo),&lt;br /&gt;
&lt;br /&gt;
a arte sente a proximidade da crise que, cem anos mais tarde, se tinha tomado inequívoca,&lt;br /&gt;
&lt;br /&gt;
reagiu com a doutrina da &quot;l&#39;art pour l’art&quot;, que é uma teologia da arte. Dela surgiu&lt;br /&gt;
&lt;br /&gt;
precisamente uma teologia negativa na forma de uma arte &quot;pura&quot; que recusa, não só qualquer&lt;br /&gt;
&lt;br /&gt;
função social da arte, como também toda a finalidade através de uma determinação concreta.&lt;br /&gt;
&lt;br /&gt;
(Na poesia, Mallarmé, foi o primeiro a alcançar esta posição.)&lt;br /&gt;
&lt;br /&gt;
É indispensável a consideração de tais contextos, para a reflexão sobre a obra de arte na era da&lt;br /&gt;
&lt;br /&gt;
sua reprodutibilidade técnica. Porque eles preparam o reconhecimento que aqui é decisivo: a&lt;br /&gt;
&lt;br /&gt;
reprodutibilidade técnica da obra de arte emancipa-a, pela primeira vez na história do mundo,&lt;br /&gt;
&lt;br /&gt;
da sua existência parasitária no ritual. A obra de arte reproduzida, toma-se cada vez mais a&lt;br /&gt;
&lt;br /&gt;
reprodução de uma obra de arte que assenta na reprodutibilidade9. A partir da chapa&lt;br /&gt;
&lt;br /&gt;
fotográfica, por exemplo, é possível fazer uma grande quantidade de cópias, o que retira&lt;br /&gt;
&lt;br /&gt;
V&lt;br /&gt;
&lt;br /&gt;
A recepção da arte verifica-se com diversas tónicas, quais se destacam duas, polares. Uma&lt;br /&gt;
&lt;br /&gt;
assenta no valor culto, a outra no valor de exposição da obra de arte10;11. A produção artística&lt;br /&gt;
&lt;br /&gt;
começa por composições ao serviço do culto. E lícito supor-se que estas composições sejam&lt;br /&gt;
&lt;br /&gt;
mais importantes pela sua existência do que pelo facto de serem vistas. O alce representado&lt;br /&gt;
&lt;br /&gt;
pelo homem da idade da pedra, nas paredes das suas cavernas, é um instrumento mágico. É&lt;br /&gt;
&lt;br /&gt;
certo que ele o expõe perante os outros homens, mas é principalmente dedicado aos espíritos.&lt;br /&gt;
&lt;br /&gt;
Hoje o valor de culto parece requerer que a obra de arte permaneça oculta: certas estátuas de&lt;br /&gt;
&lt;br /&gt;
deuses só são acessíveis ao sacerdote na sua cela, certas virgens permanecem cobertas durante&lt;br /&gt;
&lt;br /&gt;
quase todo o ano, determinadas esculturas em catedrais medievais não são visíveis observador&lt;br /&gt;
&lt;br /&gt;
que está no plano térreo. Com a emancipação de cada uma das práticas da arte, do âmbito&lt;br /&gt;
&lt;br /&gt;
ritual, aumentam oportunidades de exposição dos seus produtos. A possibilidade de expor&lt;br /&gt;
&lt;br /&gt;
um busto que pode ser enviado para qualquer lado, é maior do que a de expor uma divindade&lt;br /&gt;
&lt;br /&gt;
que tem o seu lugar no interior de um templo. A possibilidade de expor uma pintura é maior&lt;br /&gt;
&lt;br /&gt;
do que a de expor o mosaico ou o fresco que a precederam. E ainda que a possibilidade de&lt;br /&gt;
&lt;br /&gt;
expor, em público, uma missa não seja inferior à de o fazer relativamente a uma sinfonia, esta&lt;br /&gt;
&lt;br /&gt;
surgiu numa época em que a sua possibilidade de ser exposta prometia ser superior à da&lt;br /&gt;
&lt;br /&gt;
missa.&lt;br /&gt;
&lt;br /&gt;
Com os diversos métodos de reprodução técnica da obra de arte, a sua possibilidade de&lt;br /&gt;
&lt;br /&gt;
exposição aumentou de forma tão poderosa que o desvio quantitativo entre ambos os seus&lt;br /&gt;
&lt;br /&gt;
pólos, tal como originalmente existiam, se traduz numa alteração qualitativa da sua natureza.&lt;br /&gt;
&lt;br /&gt;
Nos primórdios, a obra de arte, devido ao peso absoluto que assentava sobre o seu valor culto,&lt;br /&gt;
&lt;br /&gt;
transformou-se, principalmente, num instrumento de magia que só mais tarde foi, em certa&lt;br /&gt;
&lt;br /&gt;
medida, reconhecido como obra de arte. Da mesma forma, actualmente, a obra de arte devido&lt;br /&gt;
&lt;br /&gt;
ao peso absoluto que assenta sobre o seu valor de exposição, passou a ser uma composição&lt;br /&gt;
&lt;br /&gt;
com funções totalmente novas, das quais se destaca a que nos é familiar, a artística, e que,&lt;br /&gt;
&lt;br /&gt;
posteriormente, talvez venha a ser reconhecida como acidental12. É certo que actualmente a&lt;br /&gt;
&lt;br /&gt;
fotografia e, mais ainda, o filme, nos proporcionam um útil acesso a este tipo de questões.&lt;br /&gt;
&lt;br /&gt;
VI&lt;br /&gt;
&lt;br /&gt;
Na fotografia, o valor de exposição começa a afastar, em todos os aspectos, o valor de culto.&lt;br /&gt;
&lt;br /&gt;
Porém, este não cede sem resistência. Ocupa uma última trincheira: o rosto humano. Não é, de&lt;br /&gt;
&lt;br /&gt;
modo nenhum, por acaso que o retrato ocupa um lugar central nos primórdios da fotografia.&lt;br /&gt;
&lt;br /&gt;
No culto da recordação dos entes queridos, ausentes ou mortos, o valor de culto da imagem&lt;br /&gt;
&lt;br /&gt;
tem o seu último refúgio. Na expressão efémera de um rosto humano acena, pela última vez, a&lt;br /&gt;
&lt;br /&gt;
aura das primeiras fotografias. É isto que faz a sua melancolia e beleza inigualáveis. Mas&lt;br /&gt;
&lt;br /&gt;
quando o homem se retira da fotografia, o valor de exposição sobrepõe-se, pela primeira vez,&lt;br /&gt;
&lt;br /&gt;
ao valor de culto. Ter fixado localmente esta evolução é o significado sem paralelo de Atget&lt;br /&gt;
&lt;br /&gt;
que fixou as ruas de Paris vazias, por volta de 1900. Com muita razão, disse-se dele que as&lt;br /&gt;
&lt;br /&gt;
fotografava como um local de crime. Também o local do crime é vazio, sem pessoas. O seu&lt;br /&gt;
&lt;br /&gt;
registo fotográfico destina-se a captar os indícios. Os registos fotográficos, com Atget,&lt;br /&gt;
&lt;br /&gt;
começam a tornar-se provas no processo histórico. É nisso que reside o seu significa político&lt;br /&gt;
&lt;br /&gt;
oculto. Em certo sentido, já exigem uma recepção. A contemplação nefelibata já não lhes é&lt;br /&gt;
&lt;br /&gt;
adequada. Desassossegam o observador; com tais registos o observador sente que tem que&lt;br /&gt;
&lt;br /&gt;
procurar um determinado caminho até eles. Os jornais ilustrados começam, ao mesmo tempo,&lt;br /&gt;
&lt;br /&gt;
a fornecer-lhe indicadores. Certos ou errados, tanto faz. Neles, a legenda torna-se - pela&lt;br /&gt;
&lt;br /&gt;
primeira vez, obrigatória. E é claro que têm um carácter completamente diferente do título de&lt;br /&gt;
&lt;br /&gt;
uma pintura. As indicações que o observador recebe das imagens de um jornal ilustrado,&lt;br /&gt;
&lt;br /&gt;
através da legenda, tomar-se-ão, pouco mais tarde, no filme, mais exactas e peremptórias,&lt;br /&gt;
&lt;br /&gt;
filme em que a apreensão de cada uma das imagens parece ser determinada pela sequência de&lt;br /&gt;
&lt;br /&gt;
todas as anteriores.&lt;br /&gt;
&lt;br /&gt;
VII&lt;br /&gt;
&lt;br /&gt;
A controvérsia travada no decurso do século XIX, entre a pintura e a fotografia relativamente&lt;br /&gt;
&lt;br /&gt;
ao valor artístico dos seus produtos, parece hoje dúbia e confusa. Mas isto não invalida o seu&lt;br /&gt;
&lt;br /&gt;
significado, podendo mesmo sublinhá-lo. De facto, essa controvérsia foi expressão de uma&lt;br /&gt;
&lt;br /&gt;
transformação na história mundial, de que nenhum dos intervenientes teve consciência. Na&lt;br /&gt;
&lt;br /&gt;
medida em que a era da reprodutibilidade técnica da arte a desligou dos seus fundamentos de&lt;br /&gt;
&lt;br /&gt;
culto, extinguiu para sempre a aparência da sua autonomia. Mas a alteração da função da arte,&lt;br /&gt;
&lt;br /&gt;
que com isso se verificou, deixou de existir na perspectiva do século. O mesmo sucedeu no&lt;br /&gt;
&lt;br /&gt;
século XX, que assistiu evolução do cinema.&lt;br /&gt;
&lt;br /&gt;
Já se tinha dedicado muita reflexão vã à questão de saber se a fotografia seria uma arte –&lt;br /&gt;
&lt;br /&gt;
sem se ter questionado o facto de, através da invenção da fotografia, se ter alterado o&lt;br /&gt;
&lt;br /&gt;
carácter global da arte – e, logo a seguir, os teóricos do cinema sucumbiram ao mesmo&lt;br /&gt;
&lt;br /&gt;
erro. Mas as dificuldades que a fotografia tinha levantado relativamente à estética tradicional,&lt;br /&gt;
&lt;br /&gt;
eram uma brincadeira de crianças comparadas com as que foram provocadas pelo cinema. Daí&lt;br /&gt;
&lt;br /&gt;
a violência cega que caracteriza a teoria do cinema nos seus primórdios. Assim, Abel Gance,&lt;br /&gt;
&lt;br /&gt;
por exemplo, compara o filme com o hieróglifo: &quot;Eis como, em consequência de um&lt;br /&gt;
&lt;br /&gt;
retrocesso altamente curioso, regressamos ao nível de expressão dos Egípcios... A linguagem&lt;br /&gt;
&lt;br /&gt;
das imagens ainda não atingiu a sua maturidade porque os nossos olhos ainda não evoluíram o&lt;br /&gt;
&lt;br /&gt;
suficiente. Ainda não existe suficiente respeito, culto por aquilo que elas exprimem.&quot;13 Ou,&lt;br /&gt;
&lt;br /&gt;
Séverin-Mars escreve: &quot;A que arte estava reservado um sonho, que... fosse, em simultâneo,&lt;br /&gt;
&lt;br /&gt;
poético e real! Considerado de tal ponto de vista, o cinema representaria um meio de&lt;br /&gt;
&lt;br /&gt;
expressão absolutamente incomparável e, na sua atmosfera, só poderiam mover-se pessoas de&lt;br /&gt;
&lt;br /&gt;
pensamento muito nobre, em momentos de total perfeição e mistério do trajecto da sua&lt;br /&gt;
&lt;br /&gt;
vida.”14 Por seu lado, Alexandre Arnoux conclui uma fantasia sobre o cinema mudo com a&lt;br /&gt;
&lt;br /&gt;
seguinte pergunta: &quot;Não deveriam todas as ousadas descrições de que aqui nos servimos&lt;br /&gt;
&lt;br /&gt;
tender para a definição de oração?”15 É muito instrutivo observar como o esforço de atribuir o&lt;br /&gt;
&lt;br /&gt;
filme à &quot;arte&quot; força estes teóricos, sem qualquer pejo, a reconhecer nele elementos de culto. E,&lt;br /&gt;
&lt;br /&gt;
no entanto, na época em que se publicavam tais especulações, já existiam obras como&lt;br /&gt;
&lt;br /&gt;
&quot;L’opinion publique&quot; ou &quot;La ruée vers l´or”?. Isso não impede Abel Gance de estabelecer&lt;br /&gt;
&lt;br /&gt;
paralelos com os hieróglifos, e Séverin-Mars de falar de filmes, corno se poderia falar de&lt;br /&gt;
&lt;br /&gt;
quadros de Fra Angelico. É significativo que, ainda hoje, autores particularmente&lt;br /&gt;
&lt;br /&gt;
reaccionários procurem um significado do filme mesma direcção, senão no sagrado, pelo&lt;br /&gt;
&lt;br /&gt;
menos no sobrenatural. A propósito da versão em filme, de Reinhardt, do Sonho de Uma&lt;br /&gt;
&lt;br /&gt;
Noite de Verão, Werfel comenta que, indubitavelmente, era a cópia estéril do mundo exterior,&lt;br /&gt;
&lt;br /&gt;
com as suas ruas, interiores, estações de caminho de ferro, restaurantes, automóveis e&lt;br /&gt;
&lt;br /&gt;
estâncias balneárias, que tinha impedido, até então, o cinema de atingir o império da arte.&lt;br /&gt;
&lt;br /&gt;
&quot;O filme ainda não apreendeu o seu verdadeiro sentido, suas verdadeiras possibilidades...&lt;br /&gt;
&lt;br /&gt;
estas consistem na sua faculdade única de, com meios naturais e um poder de persuasão&lt;br /&gt;
&lt;br /&gt;
incomparável, expressar a ambiência do conto de fadas, do maravilhoso, o sobrenatural.&quot; 16&lt;br /&gt;
&lt;br /&gt;
VIII&lt;br /&gt;
&lt;br /&gt;
Não há duvida de que no teatro o desempenho artístico actor é apresentado ao público pela&lt;br /&gt;
&lt;br /&gt;
sua própria pessoa; pelo contrário, o desempenho artístico do actor de cinema é apresentado&lt;br /&gt;
&lt;br /&gt;
ao público por um equipamento, o que tem dois tipos consequências. Não se espera do&lt;br /&gt;
&lt;br /&gt;
equipamento que transmite ao público a actuação do actor de cinema, que respeite essa acção&lt;br /&gt;
&lt;br /&gt;
na sua totalidade. Sob a direcção do operador de câmara, esse equipamento toma&lt;br /&gt;
&lt;br /&gt;
constantemente posição perante essa mesma actuação. A sequência de cenas que o montador&lt;br /&gt;
&lt;br /&gt;
compõe, a partir do material que lhe é fornecido, é que constitui o filme acabado. Este engloba&lt;br /&gt;
&lt;br /&gt;
um determinado número de momentos de acção, reconhecidos como tal pela câmara, para não&lt;br /&gt;
&lt;br /&gt;
falar de planos especiais, de primeiros planos. Assim, a representação do actor é submetida a&lt;br /&gt;
&lt;br /&gt;
uma série de testes ópticos. Esta é a primeira consequência do facto de a representação do&lt;br /&gt;
&lt;br /&gt;
actor de cinema ser apresentada pelo equipamento. A segunda assenta no facto de que uma&lt;br /&gt;
&lt;br /&gt;
vez que o actor de cinema não representa perante o público, não pode adaptar, durante a&lt;br /&gt;
&lt;br /&gt;
actuação, o seu desempenho à reacção do mesmo, possibilidade reservada apenas ao actor de&lt;br /&gt;
&lt;br /&gt;
teatro. Por essa razão, o público assume a atitude de um apreciador que não é perturbado pelo&lt;br /&gt;
&lt;br /&gt;
actor, uma vez que não tem qualquer contacto pessoal com ele. A identificação do público&lt;br /&gt;
&lt;br /&gt;
com o actor só sucede na medida em que aquele se identifica com o equipamento. Assimila,&lt;br /&gt;
&lt;br /&gt;
pois, a sua atitude: testa17. Isto não é atitude a que se possam expor valores de culto.&lt;br /&gt;
&lt;br /&gt;
IX&lt;br /&gt;
&lt;br /&gt;
Para o cinema é mais importante que o actor se apresente perante a câmara a si próprio do que&lt;br /&gt;
&lt;br /&gt;
perante o público como outrem. Uma das primeiras pessoas a sentir tal mudança do actor,&lt;br /&gt;
&lt;br /&gt;
devido à pressão dos testes, foi Pirandello. As observações que faz no seu romance &quot;Filmase&quot;,&lt;br /&gt;
&lt;br /&gt;
continuam válidas a de ele se limitar a realçar o lado negativo da questão, e de se referir&lt;br /&gt;
&lt;br /&gt;
apenas ao cinema mudo. Porque o cinema sonoro pouco alterou esta questão. O importante é&lt;br /&gt;
&lt;br /&gt;
que se representa para um equipamento e, no caso do filme sonoro, para dois. &quot;O actor de&lt;br /&gt;
&lt;br /&gt;
cinema&quot;, escreve Pirandello, &quot;sente-se no exílio. Exilado não só do palco, mas também da sua&lt;br /&gt;
&lt;br /&gt;
própria pessoa: com um mal-estar sombrio sente o inexplicável vazio causado pelo facto seu&lt;br /&gt;
&lt;br /&gt;
corpo se tomar numa manifestação ausente, de se desvanecer e de ser privado da sua&lt;br /&gt;
&lt;br /&gt;
realidade, da sua vida, da sua voz e dos sons que emite quando se move, para se transformar&lt;br /&gt;
&lt;br /&gt;
numa imagem muda que estremece na tela por um instante para pois desaparecer no silêncio...&lt;br /&gt;
&lt;br /&gt;
O pequeno equipamento que representará para o público com a sua sombra, e o actor tem que&lt;br /&gt;
&lt;br /&gt;
se contentar com a representação perante a máquina18. Pode caracterizar-se o mesmo facto da&lt;br /&gt;
&lt;br /&gt;
seguinte forma: pela primeira vez -e isso é obra do cinema – o homem vê-se na situação de&lt;br /&gt;
&lt;br /&gt;
actuar com a sua totalidade de pessoa viva, mas sem a sua aura. Porque a aura está ligada ao&lt;br /&gt;
&lt;br /&gt;
aqui e agora. Dela não existe cópia. A aura que se manifesta em tomo de um Macbeth pode&lt;br /&gt;
&lt;br /&gt;
ser separada da que, para um público ao vivo, rodeia o actor que representa aquele&lt;br /&gt;
&lt;br /&gt;
personagem. A especificidade do registo em estúdio cinematográfico reside no facto de&lt;br /&gt;
&lt;br /&gt;
colocar o equipamento no lugar do público. Assim, a aura que envolve actor tem de&lt;br /&gt;
&lt;br /&gt;
desaparecer e, por conseguinte, também a do personagem representado.&lt;br /&gt;
&lt;br /&gt;
Não é de espantar que seja precisamente um dramaturgo como Pirandello que&lt;br /&gt;
&lt;br /&gt;
inadvertidamente, ao caracterizar o cinema, aponta as razões da crise que assola o teatro. Para&lt;br /&gt;
&lt;br /&gt;
a obra de arte que surge integralmente da sua reprodução técnica – como o filme – não há&lt;br /&gt;
&lt;br /&gt;
maior contraste que o palco. Qualquer observação cuidadosa prova este facto. Há muito que&lt;br /&gt;
&lt;br /&gt;
observadores especializados reconheceram que na representação cinematográfica «quase&lt;br /&gt;
&lt;br /&gt;
sempre se obtêm os melhores efeitos, quando se “representa&quot; o mínimo possível... a mais&lt;br /&gt;
&lt;br /&gt;
recente evolução» – admite Arnheim em 1932 –, &quot;considera o actor como um acessório que é&lt;br /&gt;
&lt;br /&gt;
escolhido pelas suas características e... se insere no lugar próprio.&quot;19 A esta ideia está&lt;br /&gt;
&lt;br /&gt;
intimamente ligada uma outra. O actor que representa no palco, identifica-se&lt;br /&gt;
&lt;br /&gt;
frequentemente com um papel. Ao actor de cinema esta possibilidade é frequentemente&lt;br /&gt;
&lt;br /&gt;
recusada. A sua actuação não é, de modo nenhum, um trabalho único, mas sim o resultado de&lt;br /&gt;
&lt;br /&gt;
várias intervenções. Para além de considerações fortuitas como a renda do estúdio, a&lt;br /&gt;
&lt;br /&gt;
disponibilidade de contracenantes, cenários, etc. Trata-se de necessidades elementares da&lt;br /&gt;
&lt;br /&gt;
maquinaria que dispersam a representação do actor numa série de episódios que é preciso&lt;br /&gt;
&lt;br /&gt;
depois montar. Trata-se, principalmente, da iluminação cuja instalação requer, para a&lt;br /&gt;
&lt;br /&gt;
apresentação de acontecimento que, na tela, aparece como uma cena única se desenvolve&lt;br /&gt;
&lt;br /&gt;
rapidamente, a realização de uma série de registos que, no estúdio, consoante as&lt;br /&gt;
&lt;br /&gt;
circunstâncias, pode prolongar-se por várias horas; sem mencionar os casos cuja montagem é&lt;br /&gt;
&lt;br /&gt;
mais evidente. Assim, se um actor tem de saltar por uma janela, filmam-no a saltar no estúdio,&lt;br /&gt;
&lt;br /&gt;
com recurso a um andaime, mas a cena seguinte, da fuga, eventualmente será filmada semanas&lt;br /&gt;
&lt;br /&gt;
mais tarde em exteriores. Aliás, é muito fácil conceber casos ainda mais paradoxais. Pode&lt;br /&gt;
&lt;br /&gt;
pedir-se ao actor que, depois de baterem à porta, faça um movimento brusco, assustado.&lt;br /&gt;
&lt;br /&gt;
Talvez esta actuação não tenha correspondido à desejada. O realizador pode recorrer a um&lt;br /&gt;
&lt;br /&gt;
expediente: oportunamente, quando o actor volta ao estúdio, pode, que ele o espere, ser&lt;br /&gt;
&lt;br /&gt;
disparado um tiro. O susto do filmado neste momento, pode ser montado no filme. Nada&lt;br /&gt;
&lt;br /&gt;
mostra mais claramente que a arte abandonou o império da &quot;bela aparência&quot; que, até então, era&lt;br /&gt;
&lt;br /&gt;
considerado o único em que podia prosperar.&lt;br /&gt;
&lt;br /&gt;
X&lt;br /&gt;
&lt;br /&gt;
A estranheza do actor perante o equipamento, como refere Pirandello, é essencialmente do&lt;br /&gt;
&lt;br /&gt;
mesmo tipo da estranheza que se sente perante a própria imagem reflectida no espelho. Mas&lt;br /&gt;
&lt;br /&gt;
agora, a imagem é separável da pessoa, é transportável. E para onde é transportada? Para&lt;br /&gt;
&lt;br /&gt;
diante do público20. O actor de cinema nunca deixa de ter consciência deste facto. O actor&lt;br /&gt;
&lt;br /&gt;
de cinema, quando está perante a câmara, sabe que em última instância está ligado ao&lt;br /&gt;
&lt;br /&gt;
público: ao público dos receptores, que constituem o mercado. Este mercado, no qual o actor&lt;br /&gt;
&lt;br /&gt;
empenha não só a sua força de trabalho, mas também todo o seu ser, no momento em que&lt;br /&gt;
&lt;br /&gt;
efectua um determinado desempenho, é-lhe tão inacessível como qualquer produto feito numa&lt;br /&gt;
&lt;br /&gt;
fábrica. Não terá esta circunstância a sua parte de influência na inibição, na nova ansiedade,&lt;br /&gt;
&lt;br /&gt;
que acomete o actor perante o equipamento? O cinema reage ao aniquilar da aura, com uma&lt;br /&gt;
&lt;br /&gt;
construção artística da &quot;personality&quot; fora do estúdio. O culto da &quot;estrela”, promovido pelo&lt;br /&gt;
&lt;br /&gt;
capital cinematográfico, conserva a magia da personalidade que, há muito, se reduz à magia&lt;br /&gt;
&lt;br /&gt;
pútrida do seu carácter mercantil. Enquanto o capital cinematográfico der o tom, não se&lt;br /&gt;
&lt;br /&gt;
poderá atribuir ao cinema actual, em geral, outro mérito revolucionário para além do de&lt;br /&gt;
&lt;br /&gt;
promover uma crítica revolucionária de concepções tradicionais da arte. Não contestamos que&lt;br /&gt;
&lt;br /&gt;
o filme actual, em casos particulares, possa promover, além disso, uma crítica revolucionária&lt;br /&gt;
&lt;br /&gt;
das relações sociais, mesmo das de propriedade. Mas o ponto central do presente estudo está&lt;br /&gt;
&lt;br /&gt;
tão longe disso, como o está a produção cinematográfica da Europa Ocidental.&lt;br /&gt;
&lt;br /&gt;
É inerente à técnica do filme, tal como à do desporto, que quem quer que assista aos seus&lt;br /&gt;
&lt;br /&gt;
desempenhos profissionais, o faça como especialista incompleto. Basta ter ouvido um grupo&lt;br /&gt;
&lt;br /&gt;
de ardinas, apoiados nas suas bicicletas, a discutir os resultados de uma corrida de ciclismo,&lt;br /&gt;
&lt;br /&gt;
para nos rendermos à evidência deste facto. Não é por acaso que os editores de jornais&lt;br /&gt;
&lt;br /&gt;
organizam corridas para os seus ardinas. Estas despertam interesse entre os participantes,&lt;br /&gt;
&lt;br /&gt;
porque o vencedor tem a oportunidade de ser promovido de ardina a ciclista profissional. Da&lt;br /&gt;
&lt;br /&gt;
mesma forma, as &quot;actualidades da semana&quot; dão a quer um a possibilidade de passar de simples&lt;br /&gt;
&lt;br /&gt;
transeunte a figurante de cinema. Deste modo, em determinadas circunstâncias qualquer um&lt;br /&gt;
&lt;br /&gt;
pode ser parte de uma obra de arte; pense-se nas&quot;Três Canções sobre Lenine&quot; de Wertoff ou&lt;br /&gt;
&lt;br /&gt;
na &quot;Borinage&quot; de Ivens. Qualquer homem, actualmente, pode ter a pretensão de ser filmado.&lt;br /&gt;
&lt;br /&gt;
Esta pretensão pode ser mais bem clarificada olhando para a situação histórica da escrita&lt;br /&gt;
&lt;br /&gt;
contemporânea.&lt;br /&gt;
&lt;br /&gt;
Durante séculos, a situação da escrita foi de tal ordem que a um reduzido número de escritores&lt;br /&gt;
&lt;br /&gt;
correspondia um número de vários milhares de leitores. No início do século passado&lt;br /&gt;
&lt;br /&gt;
verificou-se uma mudança nesta situação. Com a crescente expansão da imprensa, que&lt;br /&gt;
&lt;br /&gt;
proporcionava aos leitores cada vez mais órgãos locais políticos, religiosos, científicos e&lt;br /&gt;
&lt;br /&gt;
profissionais, uma parte cada vez maior dos leitores começou por, de início ocasionalmente,&lt;br /&gt;
&lt;br /&gt;
passar a escrever. Tudo isto começou com a imprensa diária a abrir aos leitores o seu&lt;br /&gt;
&lt;br /&gt;
&quot;correio&quot;, e actualmente a situação é tal que quase não deve haver um europeu, inserido no&lt;br /&gt;
&lt;br /&gt;
mundo do trabalho, que não tenha tido possibilidade de publicar uma experiência laboral, uma&lt;br /&gt;
&lt;br /&gt;
reclamação, uma reportagem, ou algo afim. Assim, a diferença entre autor e público está&lt;br /&gt;
&lt;br /&gt;
prestes a perder o seu carácter fundamental. Esta diferença torna-se funcional, podendo variar&lt;br /&gt;
&lt;br /&gt;
de caso para caso. O leitor está sempre pronto a tomar-se um escritor. Com a crescente&lt;br /&gt;
&lt;br /&gt;
especialização do trabalho, todos os indivíduos tiveram de se tornar, voluntária ou&lt;br /&gt;
&lt;br /&gt;
involuntariamente, especialistas numa dada área, ainda que num sentido menor, assim tendo&lt;br /&gt;
&lt;br /&gt;
acesso à condição de autor. Na União Soviética é o próprio trabalho que tem a palavra. E a&lt;br /&gt;
&lt;br /&gt;
sua representação na palavra constitui uma parte do saber necessário ao seu exercício. A&lt;br /&gt;
&lt;br /&gt;
competência literária deixa de ser fundamentada numa formação especializada para passar a&lt;br /&gt;
&lt;br /&gt;
sê-lo numa formação politécnica, tomando-se deste modo em bem comum21. Tudo isto pode&lt;br /&gt;
&lt;br /&gt;
ser transposto para o cinema, no qual se observam alterações numa década que relativamente&lt;br /&gt;
&lt;br /&gt;
à literatura demoraram séculos a impor-se. Porque na praxis do filme – principalmente no&lt;br /&gt;
&lt;br /&gt;
caso do russo – estas alterações já foram parcialmente concretizadas. Uma parte dos actores&lt;br /&gt;
&lt;br /&gt;
que encontramos em filmes russos, não são actores no nosso sentido, mas sim pessoas que&lt;br /&gt;
&lt;br /&gt;
representam um papel principalmente no seu processo de trabalho. Na Europa Ocidental, a&lt;br /&gt;
&lt;br /&gt;
exploração capitalista do filme impede a legítima pretensão do homem actual em ser&lt;br /&gt;
&lt;br /&gt;
considerado, em vir a ser reproduzido. Nestas circunstâncias, a indústria cinematográfica tem&lt;br /&gt;
&lt;br /&gt;
todo o interesse em incitar a participação das massas, através de concepções ilusórias e&lt;br /&gt;
&lt;br /&gt;
especulações ambíguas.&lt;br /&gt;
&lt;br /&gt;
XI&lt;br /&gt;
&lt;br /&gt;
A realização de um filme, especialmente de um filme sonoro, proporciona um espectáculo&lt;br /&gt;
&lt;br /&gt;
como nunca anteriormente, em tempo ou lugar algum, tinha sido imaginável. É um processo&lt;br /&gt;
&lt;br /&gt;
onde não existe nenhum ponto de observação que permita excluir do campo visual o&lt;br /&gt;
&lt;br /&gt;
equipamento de registo, de iluminação, o pessoal de apoio, etc. (A não ser que a pupila do&lt;br /&gt;
&lt;br /&gt;
espectador coincidisse com a lente da câmara). Esta circunstância, mais do que qualquer&lt;br /&gt;
&lt;br /&gt;
outra, faz com qualquer semelhança entre a cena no estúdio e a do palco passe a ser superficial&lt;br /&gt;
&lt;br /&gt;
e insignificante. Em princípio, o teatro conhece o ponto a partir do qual a acção é apreendida&lt;br /&gt;
&lt;br /&gt;
como ilusória, sem dificuldade. Para o cinema não existe um tal ponto. A sua natureza ilusória&lt;br /&gt;
&lt;br /&gt;
é uma natureza em segundo grau: resulta da montagem. Ou seja: no estúdio cinematográfico,&lt;br /&gt;
&lt;br /&gt;
o equipamento penetrou de tal forma na realidade que o seu aspecto puro, livre dos corpos&lt;br /&gt;
&lt;br /&gt;
estranhos do equipamento, é o resultado de um procedimento particular, nomeadamente&lt;br /&gt;
&lt;br /&gt;
do registo de um aparelho fotográfico ajustado expressamente e da sua montagem com&lt;br /&gt;
&lt;br /&gt;
outros registos do mesmo tipo. O aspecto da realidade, isento de aparelhagem, adquiriu aqui o&lt;br /&gt;
&lt;br /&gt;
seu aspecto artificial, e a visão da realidade imediata tornou-se um miosótis no mundo da&lt;br /&gt;
&lt;br /&gt;
técnica.&lt;br /&gt;
&lt;br /&gt;
O carácter do cinema, que assim se opõe ao do teatro, pode ser confrontado, ainda mais&lt;br /&gt;
&lt;br /&gt;
elucidativamente, com o que se verifica na pintura. Aqui, deve colocar-se a questão: como se&lt;br /&gt;
&lt;br /&gt;
comporta o operador de câmara relativamente ao pintor? Para a sua resposta, seja-me&lt;br /&gt;
&lt;br /&gt;
permitida uma construção auxiliar que se apoia no conceito de operador, tal como é conhecido&lt;br /&gt;
&lt;br /&gt;
da cirurgia. O cirurgião representa o pólo de uma ordem cujo outro extremo é ocupado pelo&lt;br /&gt;
&lt;br /&gt;
mago. A atitude do mago que cura o doente colocando-lhe a mão em cima, é diferente da do&lt;br /&gt;
&lt;br /&gt;
cirurgião que realiza uma intervenção no doente. O mago mantém a distância natural que&lt;br /&gt;
&lt;br /&gt;
existe entre si próprio e o paciente; melhor dizendo: ele diminui-a pouco – por força da mão&lt;br /&gt;
&lt;br /&gt;
que coloca no doente – e aumenta-a muito – por força da sua autoridade. O cirurgião procede&lt;br /&gt;
&lt;br /&gt;
ao contrário: diminui muito a distância relativamente ao paciente – na medida em que&lt;br /&gt;
&lt;br /&gt;
intervém no seu interior – e, aumenta-a apenas ligeiramente – através do cuidado com que a&lt;br /&gt;
&lt;br /&gt;
sua mão se move nos órgãos do paciente. Isto é, contrariamente ao mago (que ainda está&lt;br /&gt;
&lt;br /&gt;
presente no médico), o cirurgião prescinde, no momento decisivo, de se defrontar, enquanto&lt;br /&gt;
&lt;br /&gt;
homem, com paciente, intervindo nele de uma forma operante. O mago e o cirurgião&lt;br /&gt;
&lt;br /&gt;
comportam-se como o pintor e o operador de câmara. O pintor, no seu trabalho, observa uma&lt;br /&gt;
&lt;br /&gt;
distância natural relativamente à realidade, o operador de câmara, pelo contrário, intervém&lt;br /&gt;
&lt;br /&gt;
profundamente na textura da realidade22. Há uma enorme diferença entre as imagens que&lt;br /&gt;
&lt;br /&gt;
obtêm. A do pintor é total, enquanto a do operador de câmara consiste em fragmentos&lt;br /&gt;
&lt;br /&gt;
múltiplos, reunidos devido a uma lei nova. Assim, para o homem contemporâneo, a&lt;br /&gt;
&lt;br /&gt;
representação cinematográfica da realidade é a de maior significado porque o aspecto da&lt;br /&gt;
&lt;br /&gt;
realidade isento de equipamento, que a obra de arte lhe dá o direito de exigir, é garantido,&lt;br /&gt;
&lt;br /&gt;
exactamente através de uma intervenção mais intensiva com aquele equipamento.&lt;br /&gt;
&lt;br /&gt;
XII&lt;br /&gt;
&lt;br /&gt;
A reprodutibilidade técnica da obra de arte altera a relação das massas com a arte.&lt;br /&gt;
&lt;br /&gt;
Reaccionárias, diante, por exemplo, de um Picasso, transformam-se nas mais progressistas&lt;br /&gt;
&lt;br /&gt;
frente a um Chaplin. O comportamento progressista é caracterizado pelo facto do prazer do&lt;br /&gt;
&lt;br /&gt;
espectáculo e da vivência nele suscitar uma ligação íntima e imediata com a atitude do&lt;br /&gt;
&lt;br /&gt;
observador especializado. Tal ligação é um indício social importante. Porque quanto mais o&lt;br /&gt;
&lt;br /&gt;
significado social de uma arte diminui, tanto mais se afastam no público as atitudes, críticas e&lt;br /&gt;
&lt;br /&gt;
de fruição – como reconhecidamente se passa com a pintura. O convencional é apreciado&lt;br /&gt;
&lt;br /&gt;
acriticamente e o que é verdadeiramente novo é criticado com aversão. No cinema, coincidem&lt;br /&gt;
&lt;br /&gt;
as atitudes críticas e de fruição do público. Neste caso, a circunstância decisiva é que em&lt;br /&gt;
&lt;br /&gt;
nenhum outro lugar, como no cinema, a reacção maciça do público, constituída pela soma da&lt;br /&gt;
&lt;br /&gt;
reacção de cada de um dos indivíduos, é condicionada à partida pela audiência em massa. À&lt;br /&gt;
&lt;br /&gt;
medida que essas reacções se manifestam, o público controla-as. A comparação com a pintura&lt;br /&gt;
&lt;br /&gt;
continua a ser útil. A pintura sempre foi apresentada para ser vista por uma, ou algumas&lt;br /&gt;
&lt;br /&gt;
pessoas. A observação simultânea de pinturas, por parte de um grande público, como sucede&lt;br /&gt;
&lt;br /&gt;
no século XIX, é um sintoma precoce da crise da pintura que, não só através da fotografia,&lt;br /&gt;
&lt;br /&gt;
mas também de modo relativamente independente dela, foi desencadeada pela pretensão da&lt;br /&gt;
&lt;br /&gt;
obra de arte, a dirigir-se às massas.&lt;br /&gt;
&lt;br /&gt;
A pintura não está, pois, em condições de ser objecto de uma recepção colectiva simultânea,&lt;br /&gt;
&lt;br /&gt;
como sempre sucedeu com a arquitectura, outrora com a epopeia e actualmente com o cinema.&lt;br /&gt;
&lt;br /&gt;
E por pouco que esta circunstância, em si, nos permita tirar conclusões sobre o papel social da&lt;br /&gt;
&lt;br /&gt;
pintura, é certo que isso institui uma séria limitação num momento em que, devido a uma&lt;br /&gt;
&lt;br /&gt;
série de circunstâncias particulares, e de um modo que até certo ponto contradiz a sua&lt;br /&gt;
&lt;br /&gt;
natureza, ela se vê directamente confrontada com as massas. Nas igrejas e mosteiros&lt;br /&gt;
&lt;br /&gt;
medievais e nas cortes da nobreza, até finais do século XVIII, a recepção colectiva da pintura&lt;br /&gt;
&lt;br /&gt;
não se terá verificado simultaneamente, sendo transmitida de uma forma graduada e&lt;br /&gt;
&lt;br /&gt;
hierárquica. Na mudança que entretanto se verificou, está contida a expressão do conflito&lt;br /&gt;
&lt;br /&gt;
particular causado pelo envolvimento da pintura na reprodutibilidade técnica da imagem. Mas,&lt;br /&gt;
&lt;br /&gt;
embora fosse exibida em público, em galerias e salões, não houve meio que permitisse às&lt;br /&gt;
&lt;br /&gt;
massas organizar ou controlar a sua recepção23. Assim, exactamente o mesmo público que&lt;br /&gt;
&lt;br /&gt;
reage com uma atitude progressista a um filme grotesco, tem de reagir de forma reaccionária&lt;br /&gt;
&lt;br /&gt;
perante o surrealismo.&lt;br /&gt;
&lt;br /&gt;
XIII&lt;br /&gt;
&lt;br /&gt;
O que caracteriza o filme é não só a forma como o homem se apresenta perante o&lt;br /&gt;
&lt;br /&gt;
equipamento de registo, mas também a forma como, com a ajuda daquele, reproduz o seu&lt;br /&gt;
&lt;br /&gt;
meio ambiente. Um olhar sobre a psicologia do desempenho ilustra a capacidade de teste do&lt;br /&gt;
&lt;br /&gt;
equipamento. A psicanálise ilustra esse facto de outro modo.&lt;br /&gt;
&lt;br /&gt;
De facto, o cinema enriqueceu o nosso horizonte de percepção com métodos que podem ser&lt;br /&gt;
&lt;br /&gt;
ilustrados pela teoria freudiana. Há cinquenta anos um lapso numa conversa passava, mais ou&lt;br /&gt;
&lt;br /&gt;
menos, despercebido. Podia considerar-se uma excepção que tal lapso abrisse perspectivas&lt;br /&gt;
&lt;br /&gt;
profundas, numa conversa que parecia decorrer superficialmente. Desde &quot;Psicopatologia da&lt;br /&gt;
&lt;br /&gt;
Vida Quotidiana&quot;, esse facto alterou-se. Esta obra isolou e, simultaneamente, tornou&lt;br /&gt;
&lt;br /&gt;
analisáveis coisas que, anteriormente, fluíam na ampla corrente do percepcionado. O cinema,&lt;br /&gt;
&lt;br /&gt;
em toda amplitude da percepção óptica, e agora também acústica, teve como consequência um&lt;br /&gt;
&lt;br /&gt;
aprofundamento semelhante da percepção. O reverso deste facto reside em que os&lt;br /&gt;
&lt;br /&gt;
desempenhos num filme são analisáveis mais exactamente e sob mais pontos de vista do que&lt;br /&gt;
&lt;br /&gt;
os desempenhos apresentados num quadro ou no palco. No que diz respeito à pintura, o que&lt;br /&gt;
&lt;br /&gt;
permite uma melhor análise do desempenho apresentado num filme é a informação mais&lt;br /&gt;
&lt;br /&gt;
exacta sobre as situações que o cinema faculta. Relativamente ao palco, a maior capacidade de&lt;br /&gt;
&lt;br /&gt;
análise do desempenho apresentado no filme é condicionada pelo facto deste ser mais&lt;br /&gt;
&lt;br /&gt;
facilmente isolável nos seus elementos constituintes. O significado principal desta&lt;br /&gt;
&lt;br /&gt;
circunstância reside na tendência para promover a penetração mútua entre arte e ciência. De&lt;br /&gt;
&lt;br /&gt;
facto, num comportamento cuidadosamente preparado, em determinada situação – como um&lt;br /&gt;
&lt;br /&gt;
músculo num corpo – é quase impossível determinar em que reside o seu grande fascínio, se&lt;br /&gt;
&lt;br /&gt;
no seu valor artístico, se na possibilidade de um aproveitamento científico. Uma das funções&lt;br /&gt;
&lt;br /&gt;
revolucionárias do cinema será a de tornar reconhecíveis como idênticos os&lt;br /&gt;
&lt;br /&gt;
aproveitamentos artístico e científico da fotografia, até agora divergentes, na maioria dos&lt;br /&gt;
&lt;br /&gt;
casos24. Isto porque o cinema, através de grandes planos, do realce de pormenores escondidos&lt;br /&gt;
&lt;br /&gt;
em aspectos que nos são familiares, da exploração de ambientes banais com uma direcção&lt;br /&gt;
&lt;br /&gt;
genial objectiva, aumenta a compreensão das imposições que rege nossa existência e consegue&lt;br /&gt;
&lt;br /&gt;
assegurar-nos um campo de acção imenso e insuspeitado. As nossas tabernas, as ruas das&lt;br /&gt;
&lt;br /&gt;
grandes cidades, os nossos escritórios e quartos mobilados, as nossas estações ferroviárias e as&lt;br /&gt;
&lt;br /&gt;
fábricas, pareciam aprisionar-nos irremediavelmente. Chegou o cinema e fez explodir este&lt;br /&gt;
&lt;br /&gt;
mundo de prisões com a dinamite do décimo de segundo, de forma tal que agora viajamos&lt;br /&gt;
&lt;br /&gt;
calma e aventurosamente por entre os seus destroços espalhados. Com o grande plano&lt;br /&gt;
&lt;br /&gt;
aumenta-se o espaço, com o ralenti o movimento adquire novas dimensões. Uma ampliação&lt;br /&gt;
&lt;br /&gt;
não tem por única função tornar mais claro o que &quot;sem isso&quot; teria permanecido confuso, o&lt;br /&gt;
&lt;br /&gt;
mais importante sendo a revelação de estruturas de matéria inteiramente novas. Assim,&lt;br /&gt;
&lt;br /&gt;
também o ralenti não revela apenas motivos conhecidos em movimento, antes descobrindo&lt;br /&gt;
&lt;br /&gt;
nestes movimentos conhecidos outros, desconhecidos, &quot;que longe de parecerem movimentos&lt;br /&gt;
&lt;br /&gt;
rápidos retardados, actuam como peculiarmente deslizantes, aéreos e supraterrenos&quot;25. Assim&lt;br /&gt;
&lt;br /&gt;
se torna compreensível que a natureza da linguagem da câmara seja diferente da do olho&lt;br /&gt;
&lt;br /&gt;
humano. Diferente, principalmente, porque em vez de um espaço preenchido conscientemente&lt;br /&gt;
&lt;br /&gt;
pelo homem, surge um outro preenchido inconscientemente. Mesmo que seja comum&lt;br /&gt;
&lt;br /&gt;
observar, ainda que grosseiramente, o andar das pessoas, nada se sabe da sua atitude na&lt;br /&gt;
&lt;br /&gt;
fracção de segundo em que avançam um passo. Em geral, o acto de pegar num isqueiro ou&lt;br /&gt;
&lt;br /&gt;
numa colher é-nos familiar, mas mal sabemos o que se passa entre a mão e o metal ao efectuar&lt;br /&gt;
&lt;br /&gt;
esses gestos, para não falar de como neles actua a nossa flutuação de humor. Aqui, a câmara&lt;br /&gt;
&lt;br /&gt;
intervém com os seus meios auxiliares, os seus &quot;mergulhos&quot; e subidas, as suas interrupções e&lt;br /&gt;
&lt;br /&gt;
isolamentos, os seus alongamentos e acelerações, as suas ampliações e reduções. A câmara&lt;br /&gt;
&lt;br /&gt;
leva-nos ao inconsciente óptico, tal como a psicanálise ao inconsciente das pulsões.&lt;br /&gt;
&lt;br /&gt;
XIV&lt;br /&gt;
&lt;br /&gt;
Foi, desde sempre, uma das mais importantes tarefas da arte criar uma procura para cuja&lt;br /&gt;
&lt;br /&gt;
satisfação plena ainda não chegou a hora26. A história de qualquer forma de arte apresenta&lt;br /&gt;
&lt;br /&gt;
épocas críticas, em que determinada forma aspira a obter efeitos que só mais tarde, perante um&lt;br /&gt;
&lt;br /&gt;
novo padrão da técnica, podem ser facilmente obtidos, ou seja, numa nova forma de arte. As&lt;br /&gt;
&lt;br /&gt;
extravagâncias e excessos da arte que se manifestam principalmente em períodos ditos de&lt;br /&gt;
&lt;br /&gt;
decadência, surgem realmente das suas energias históricas mais ricas. Recentemente, tais&lt;br /&gt;
&lt;br /&gt;
barbarismos abundavam no dadaísmo. O seu impulso só agora se toma reconhecível: o&lt;br /&gt;
&lt;br /&gt;
dadaísmo tentava criar, através da pintura ou da literatura, os efeitos que hoje o público&lt;br /&gt;
&lt;br /&gt;
procura no cinema.&lt;br /&gt;
&lt;br /&gt;
Toda a criação pioneira de procura, fundamentalmente nova, ultrapassa o seu objectivo. O&lt;br /&gt;
&lt;br /&gt;
dadaísmo faz isso ao sacrificar os valores de mercado, tão importantes para o cinema, em&lt;br /&gt;
&lt;br /&gt;
favor de intenções mais significativas de que evidentemente não tinha consciência no contexto&lt;br /&gt;
&lt;br /&gt;
que aqui descrevemos. Os dadaístas atribuíam muito menor valor à possibilidade de&lt;br /&gt;
&lt;br /&gt;
aproveitamento mercantil das suas obras de arte do que à sua inutilidade enquanto objectos de&lt;br /&gt;
&lt;br /&gt;
imersão contemplativa. O princípio da degradação dos materiais não foi de somenos&lt;br /&gt;
&lt;br /&gt;
importância na sua tentativa de atingir aquela inutilidade. Os seus poemas são &quot;uma salada de&lt;br /&gt;
&lt;br /&gt;
palavras&quot; que contêm obscenidades e os detritos verbais que é possível conceber. Não é&lt;br /&gt;
&lt;br /&gt;
diferente o panorama das suas pinturas em que colam botões ou bilhetes de transportes. O que&lt;br /&gt;
&lt;br /&gt;
conseguiram, com estes meios, foi uma destruição irreverente da aura das suas criações, as&lt;br /&gt;
&lt;br /&gt;
quais, pelos meios da produção, imprimem o estigma de uma reprodução. Perante um quadro&lt;br /&gt;
&lt;br /&gt;
de Arp ou de um poema de August Stramm é impossível ter a mesma atitude de recolhimento&lt;br /&gt;
&lt;br /&gt;
ou de opinião que se tem perante um quadro de Derain ou um poema de Rilke. Ao&lt;br /&gt;
&lt;br /&gt;
recolhimento, de que a degenerescência da burguesia fez uma escola de comportamento&lt;br /&gt;
&lt;br /&gt;
associal, contrapõe-se a distracção como uma espécie de jogo de comportamento social27. As&lt;br /&gt;
&lt;br /&gt;
manifestações dadaistas asseguravam de facto uma distracção intensa colocando a obra de arte&lt;br /&gt;
&lt;br /&gt;
no centro de um escândalo. Essa acção tinha que satisfazer, pelo menos, uma exigência:&lt;br /&gt;
&lt;br /&gt;
provocar o escândalo público.&lt;br /&gt;
&lt;br /&gt;
De espectáculo atraente para o olhar ou sedutor para o ouvido, a obra de arte tornou-se,&lt;br /&gt;
&lt;br /&gt;
no dadaismo, um choque. Afectava o espectador, adquiria uma qualidade táctil. Assim,&lt;br /&gt;
&lt;br /&gt;
beneficiou a procura do cinema, cujo elemento de distracção, em primeiro lugar, também é&lt;br /&gt;
&lt;br /&gt;
táctil uma vez que se baseia na mudança de lugares e acção, cuja intermitência choca o&lt;br /&gt;
&lt;br /&gt;
espectador. Comparemos a tela em que se desenrola um filme com a que está subjacente a um&lt;br /&gt;
&lt;br /&gt;
quadro. Esta última convida o observador à contemplação, perante ela pode entregar-se ao seu&lt;br /&gt;
&lt;br /&gt;
próprio processo de associações. Diante do filme não pode fazê-lo, mal regista uma imagem&lt;br /&gt;
&lt;br /&gt;
com o olhar e já ela se alterou. Não pode ser fixada. Duhamel, que detesta o cinema e nada&lt;br /&gt;
&lt;br /&gt;
sabe do seu significado, mas percebe algo das suas estruturas, caracteriza esta circunstância da&lt;br /&gt;
&lt;br /&gt;
seguinte forma: &quot;Já não posso pensar o que quero pensar. As imagens em movimento&lt;br /&gt;
&lt;br /&gt;
tomaram o lugar dos meus pensamentos.&quot;28 De facto, a sucessão de imagens perturba o&lt;br /&gt;
&lt;br /&gt;
processo de associação daquele que as observa. Neste facto reside o efeito de choque do&lt;br /&gt;
&lt;br /&gt;
cinema que, como qualquer efeito de choque, deve ser suportado por uma presença de espírito&lt;br /&gt;
&lt;br /&gt;
acrescida29. Através da sua estrutura técnica, o filme libertou o efeito de choque físico do&lt;br /&gt;
&lt;br /&gt;
invólucro moral em que o dadaísmo ainda o mantinha, de certo modo envolvido30.&lt;br /&gt;
&lt;br /&gt;
XV&lt;br /&gt;
&lt;br /&gt;
A massa é uma matriz da qual, actualmente, surgem novas formas relativamente aos&lt;br /&gt;
&lt;br /&gt;
comportamentos habituais para com a obra de arte. A quantidade transformou-se em&lt;br /&gt;
&lt;br /&gt;
qualidade: o número muito mais elevado de participantes provocou uma participação de&lt;br /&gt;
&lt;br /&gt;
tipo diferente. Que esta participação tenha começado por ser manifestada de uma forma&lt;br /&gt;
&lt;br /&gt;
depreciativa, não deverá confundir o observador. Claro que não faltaram os se agarraram a&lt;br /&gt;
&lt;br /&gt;
este lado superficial das coisas e o denunciaram com paixão. Entre estes, o que se exprimiu&lt;br /&gt;
&lt;br /&gt;
com maior radicalismo foi Duhamel. O que mais contesta no cinema é a forma de participação&lt;br /&gt;
&lt;br /&gt;
que suscita nas massas. Duhamel chama ao cinema &quot;um passatempo para a ralé, uma diversão&lt;br /&gt;
&lt;br /&gt;
para criaturas iletradas, miseráveis, gastas pelo trabalho e consumidas pelas preocupações...&lt;br /&gt;
&lt;br /&gt;
um espectáculo que não exige concentração nem pressupõe qualquer capacidade de&lt;br /&gt;
&lt;br /&gt;
raciocínio.... que não ilumina nenhum coração e que de forma alguma desperta qualquer&lt;br /&gt;
&lt;br /&gt;
esperança a não ser a esperança ridícula de vir um a ser estrela em Los Angeles.31&quot; Como se&lt;br /&gt;
&lt;br /&gt;
vê, no fundo, trata-se da velha queixa de que as massas procuram diversão mas que a arte&lt;br /&gt;
&lt;br /&gt;
exige recolhimento por parte do observador. Trata-se de um lugar-comum. Permanece a&lt;br /&gt;
&lt;br /&gt;
questão de saber se ele nos proporciona uma análise do cinema. Ou seja, uma visão mais&lt;br /&gt;
&lt;br /&gt;
próxima. A diversão e o recolhimento formam um contraste que nos permite a seguinte&lt;br /&gt;
&lt;br /&gt;
formulação: aquele que se recolhe perante a obra de arte, mergulha nela, entra nesta obra,&lt;br /&gt;
&lt;br /&gt;
como esse lendário pintor chinês ao contemplar a sua obra acabada. Pelo contrário, as massas&lt;br /&gt;
&lt;br /&gt;
em distracção absorvem em si a obra de arte. A construção de edifícios é disto o exemplo&lt;br /&gt;
&lt;br /&gt;
mais elucidativo. A arquitectura sempre foi o protótipo de uma obra de arte, cuja recepção foi&lt;br /&gt;
&lt;br /&gt;
distraída e colectiva. As leis da sua recepção são as mais instrutivas.&lt;br /&gt;
&lt;br /&gt;
A construção de edifícios acompanha a humanidade desde os primórdios da sua história.&lt;br /&gt;
&lt;br /&gt;
Muitas formas de arte surgiram e desapareceram. A tragédia surge com os Gregos, para se extinguir&lt;br /&gt;
&lt;br /&gt;
com eles e, só séculos após, fazer reviver as suas &quot;leis&quot;. A epopeia, cuja origem se&lt;br /&gt;
&lt;br /&gt;
situa no alvorecer dos povos, expira na Europa com o fim da Renascença. A pintura de&lt;br /&gt;
&lt;br /&gt;
quadros é uma criação da Idade Média, e nada garante a sua existência eterna. Mas a&lt;br /&gt;
&lt;br /&gt;
necessidade humana de um abrigo é duradoura. A arquitectura nunca parou. A sua história é&lt;br /&gt;
&lt;br /&gt;
mais antiga do que a de qualquer outra arte, e a sua capacidade de se actualizar é importante&lt;br /&gt;
&lt;br /&gt;
para qualquer tentativa de compreensão da relação das massas com a obra de arte. A&lt;br /&gt;
&lt;br /&gt;
construção de edifícios tem uma recepção de dois tipos: através do uso ou através da sua&lt;br /&gt;
&lt;br /&gt;
percepção. Melhor dizendo: táctil e óptica. Não podemos compreender a especificidade dessa&lt;br /&gt;
&lt;br /&gt;
recepção, se a entendermos segundo o tipo de recolhimento que, por exemplo, é habitual num&lt;br /&gt;
&lt;br /&gt;
grupo de viajantes perante edifícios célebres. No aspecto táctil não há contraponto para aquilo&lt;br /&gt;
&lt;br /&gt;
que a contemplação proporciona no domínio visual. A recepção táctil sucede não tanto através&lt;br /&gt;
&lt;br /&gt;
da atenção, como através do hábito. Relativamente à arquitectura, é este último que determina,&lt;br /&gt;
&lt;br /&gt;
em grande medida, a recepção visual. Também esta ocorre devido a uma observação natural&lt;br /&gt;
&lt;br /&gt;
do que a um esforço de atenção. Mas em determinadas circunstâncias, esta recepção criada&lt;br /&gt;
&lt;br /&gt;
pela arquitectura, tem um valor canónico. Porque: as tarefas que são apresentadas ao&lt;br /&gt;
&lt;br /&gt;
aparelho de percepção humana em épocas de mudança histórica, não podem ser resolvidas&lt;br /&gt;
&lt;br /&gt;
por meios apenas visuais, ou seja, da contemplação. Elas só são dominadas gradualmente,&lt;br /&gt;
&lt;br /&gt;
pelo hábito, após a aproximação da recepção táctil.&lt;br /&gt;
&lt;br /&gt;
Também quem se distrai pode criar hábitos. Mais: poder dominar certas tarefas na distracção,&lt;br /&gt;
&lt;br /&gt;
só prova que a sua resolução se tornou um hábito. Através da distracção que a arte oferece,&lt;br /&gt;
&lt;br /&gt;
podemos verificar de modo indirecto em que medida se terão tomado resolúveis novas tarefas&lt;br /&gt;
&lt;br /&gt;
da percepção. Aliás, como para cada indivíduo existe a tentação de se furtar a tais tarefas, a&lt;br /&gt;
&lt;br /&gt;
arte conseguirá resolver as de maior peso e importância se conseguir mobilizar as massas.&lt;br /&gt;
&lt;br /&gt;
Concretiza-o no cinema actual. A recepção na diversão, cada vez mais perceptível em todos&lt;br /&gt;
&lt;br /&gt;
os domínios da arte, e que é sintoma das mais profundas alterações na apercepção, tem no&lt;br /&gt;
&lt;br /&gt;
cinema o seu verdadeiro instrumento de exercício. No seu efeito de choque, o cinema vai ao&lt;br /&gt;
&lt;br /&gt;
encontro desta forma de recepção. O cinema rejeita o valor de culto, não só devido ao facto de&lt;br /&gt;
&lt;br /&gt;
provocar no público uma atitude crítica, mas também pelo facto de tal atitude crítica não&lt;br /&gt;
&lt;br /&gt;
englobar, no cinema, a atenção. O público é um examinador, mas distraído.&lt;br /&gt;
&lt;br /&gt;
EPÍLOGO&lt;br /&gt;
&lt;br /&gt;
A crescente proletarização do homem contemporâneo e a crescente formação de massas são&lt;br /&gt;
&lt;br /&gt;
duas faces da mesma medalha. O fascismo tenta organizar as massas recentemente&lt;br /&gt;
&lt;br /&gt;
proletarizadas, sem tocar nas relações de propriedade que estas pretendem eliminar. O&lt;br /&gt;
&lt;br /&gt;
fascismo vê a sua salvação no facto de permitir às massas que se exprimam mas, de modo&lt;br /&gt;
&lt;br /&gt;
nenhum, que exerçam os seus direitos32. 1 As massas têm direito a exigir uma alteração das&lt;br /&gt;
&lt;br /&gt;
relações de propriedade; o fascismo pretende dar-lhes expressão, conservando essas relações.&lt;br /&gt;
&lt;br /&gt;
Por conseguinte, o fascismo acaba por introduzir uma estetização na vida politica. À&lt;br /&gt;
&lt;br /&gt;
violência sobre as massas a quem, através do culto de um &quot;führer&quot;, o fascismo impõe a&lt;br /&gt;
&lt;br /&gt;
subjugação, corresponde a violência que sofre um aparelho utilizado ao serviço da produção&lt;br /&gt;
&lt;br /&gt;
de valores de culto.&lt;br /&gt;
&lt;br /&gt;
Todos os esforços para introduzir uma estética na política culminam num ponto: a guerra.&lt;br /&gt;
&lt;br /&gt;
A guerra, e só a guerra, torna possível fazer de movimentos de massas em grande escala&lt;br /&gt;
&lt;br /&gt;
objectivo, mantendo as relações de propriedade tradicionais. Do ponto de vista político, assim&lt;br /&gt;
&lt;br /&gt;
se formula a situação. Do ponto de vista da técnica, formula-se da seguinte forma: só a guerra&lt;br /&gt;
&lt;br /&gt;
possibilita a mobilização dos actuais meios técnicos mantendo as relações de propriedade. É&lt;br /&gt;
&lt;br /&gt;
evidente que a apoteose fascista da guerra não utiliza este argumento. Apesar disso, vale a&lt;br /&gt;
&lt;br /&gt;
pena debruçarmo-nos sobre ele. No manifesto Marinetti, sobre a guerra colonial etíope, diz-se:&lt;br /&gt;
&lt;br /&gt;
&quot;Há vinte e sete anos que nós, futuristas, nos manifestamos contra o facto de se designar a&lt;br /&gt;
&lt;br /&gt;
guerra com anti estética... por conseguinte declaramos:... a guerra é bela porque fundamenta o&lt;br /&gt;
&lt;br /&gt;
domínio homem sobre a maquinaria subjugada, graças às máscaras de gás, aos megafones&lt;br /&gt;
&lt;br /&gt;
assustadores, aos lança-chamas e tanques. A guerra é bela porque inaugura a sonhada&lt;br /&gt;
&lt;br /&gt;
metalização do corpo humano. A guerra é bela porque enriquece um prado florescente com as&lt;br /&gt;
&lt;br /&gt;
orquídeas de fogo das metralhadoras. A guerra é bela porque reúne numa sinfonia o fogo das&lt;br /&gt;
&lt;br /&gt;
espingardas, dos canhões, dos cessar-fogo, os perfumes e os odores de putrefacção. A guerra é&lt;br /&gt;
&lt;br /&gt;
bela porque cria novas arquitecturas, como a dos grandes tanques, a da geometria de aviões&lt;br /&gt;
&lt;br /&gt;
em formação, a das espirais de fumo de aldeias a arder e muitas outras... poetas e artistas do&lt;br /&gt;
&lt;br /&gt;
futurismo... lembrai-vos destes fundamentos de uma estética da guerra, para que a vossa luta&lt;br /&gt;
&lt;br /&gt;
possa iluminar uma nova poesia e uma nova escultura!33&quot;&lt;br /&gt;
&lt;br /&gt;
Este manifesto tem a vantagem de ser claro. A sua forma de colocar as questões, merece ser&lt;br /&gt;
&lt;br /&gt;
retomada pelo dialéctico. A estética da guerra actual apresenta-se-lhe da seguinte forma: se o&lt;br /&gt;
&lt;br /&gt;
aproveitamento natural das forças produtivas for travado pelo sistema de propriedade, então o&lt;br /&gt;
&lt;br /&gt;
aumento de recursos técnicos, de ritmo, de fontes de energia, será impelido a uma valorização&lt;br /&gt;
&lt;br /&gt;
não natural. É o que sucede na guerra que, com as suas destruições, demonstra que a&lt;br /&gt;
&lt;br /&gt;
sociedade não tinha maturidade suficiente para incorporar a técnica como órgão seu, e de que&lt;br /&gt;
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a técnica não estava suficientemente desenvolvida para dominar as suas forças sociais&lt;br /&gt;
&lt;br /&gt;
elementares. A guerra imperialista é determinada, nos seus mais terríveis aspectos, pela&lt;br /&gt;
&lt;br /&gt;
discrepância entre os poderosos meios de produção e o seu aproveitamento inadequado no&lt;br /&gt;
&lt;br /&gt;
processo produtivo (por outras palavras, pelo desemprego e escassez de mercados). A guerra&lt;br /&gt;
&lt;br /&gt;
imperialista é uma revolta da técnica que reclama sob a forma de &quot;material humano&quot; aquilo&lt;br /&gt;
&lt;br /&gt;
que a sociedade lhe retirou como material natural. Em vez de canalizar rios, conduz a corrente&lt;br /&gt;
&lt;br /&gt;
humana ao leito das suas trincheiras, em vez de lançar sementes dos seus aviões, lança&lt;br /&gt;
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bombas incendiárias sobre cidades e, como a guerra do gás, encontrou um meio de aniquilar a&lt;br /&gt;
&lt;br /&gt;
aura, de uma nova forma.&lt;br /&gt;
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&quot;Fiat ars – pereat mundus&quot;34, diz o fascismo e, como Marinetti reconhece, espera que a guerra&lt;br /&gt;
&lt;br /&gt;
forneça a satisfação artística da percepção dos sentidos alterados pela técnica. Isto é,&lt;br /&gt;
&lt;br /&gt;
evidentemente, a consumação da &quot;l&#39;art pour l&#39;art”. A humanidade que, outrora, com Homero,&lt;br /&gt;
&lt;br /&gt;
era um objecto de contemplação para os deuses no Olimpo, é agora objecto de auto&lt;br /&gt;
&lt;br /&gt;
contemplação. A sua auto-alienação atingiu um grau tal que lhe permite assistir à sua própria&lt;br /&gt;
&lt;br /&gt;
destruição, como a um prazer estético de primeiro plano. É isto o que se passa com a estética&lt;br /&gt;
&lt;br /&gt;
da política, praticada pelo fascismo. O comunismo responde-lhe com a politização da arte.</content><link rel='replies' type='application/atom+xml' href='http://chsalgado.blogspot.com/feeds/6107086699071162537/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://chsalgado.blogspot.com/2011/04/a-obra-de-arte-na-era-da-sua.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8764307487334232608/posts/default/6107086699071162537'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8764307487334232608/posts/default/6107086699071162537'/><link rel='alternate' type='text/html' href='http://chsalgado.blogspot.com/2011/04/a-obra-de-arte-na-era-da-sua.html' title=''/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8764307487334232608.post-7004772971336165122</id><published>2011-03-19T22:33:00.001-03:00</published><updated>2019-01-04T08:57:38.980-02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="cinema"/><category scheme="http://www.blogger.com/atom/ns#" term="diretores"/><category scheme="http://www.blogger.com/atom/ns#" term="Hitchcock"/><category scheme="http://www.blogger.com/atom/ns#" term="suspense"/><title type='text'>Hitchcock vai ao banheiro</title><content type='html'>O público de Alfred não podia passar por &quot;aperto&quot;, para isso os momentos de tensão e direção eram sempre cadenciados, montados respeitando as necessidades fisiológicas do espectador.&lt;br /&gt;
&lt;br /&gt;
&lt;img alt=&quot;http://wiflfag.net/blog/wp-content/uploads/2009/04/hitchcock083.jpg&quot; height=&quot;457&quot; src=&quot;http://wiflfag.net/blog/wp-content/uploads/2009/04/hitchcock083.jpg&quot; width=&quot;640&quot; /&gt;&lt;br /&gt;
&lt;br /&gt;
Todos ficam tão vidrados em seus filmes que o aperto na bexiga, pernas cruzadas, corpo retraído nunca são sentidos. Preste atenção nisso. Alfred Hitchcock respeita a biologia do ser humano, faz com que se preocupem apenas com a ação. Como disse o diretor:&lt;br /&gt;
&lt;blockquote&gt;um filme deve durar até quando seu público tenha necessidade de ir ao banheiro.&lt;/blockquote&gt;E o que motiva uns e outros a fazerem o número um? Cachoeiras? Suspense? Cenas entediantes? Isso apenas o mestre do suspense poderia responder. Fato é que mortes são sublimes, mães são bizarras e filhos funcionam como álibi forjado.&lt;br /&gt;
&lt;br /&gt;
O mítico ingês da trilha sonora irreverente, se tornou referência por cortar com uma simples, porém sincronizada, aproximação de câmera, sempre vigiando a vida de bailarinas, donas de casa e assassinos.&lt;br /&gt;
&lt;br /&gt;
O revelador da Princesa de Mônaco, gordo e beberrão deixou sua marca na evolução e desenvolvimento da técnica cinematográfica. Contudo, o que mais me encanta são suas rápidas aparições em seus filmes.&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;iframe allowfullscreen=&#39;allowfullscreen&#39; webkitallowfullscreen=&#39;webkitallowfullscreen&#39; mozallowfullscreen=&#39;mozallowfullscreen&#39; width=&#39;320&#39; height=&#39;266&#39; src=&#39;https://www.youtube.com/embed/Dj15EGFWgXA?feature=player_embedded&#39; frameborder=&#39;0&#39;&gt;&lt;/iframe&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://chsalgado.blogspot.com/feeds/7004772971336165122/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://chsalgado.blogspot.com/2011/03/hitchcock-vai-ao-banheiro.html#comment-form' title='1 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8764307487334232608/posts/default/7004772971336165122'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8764307487334232608/posts/default/7004772971336165122'/><link rel='alternate' type='text/html' href='http://chsalgado.blogspot.com/2011/03/hitchcock-vai-ao-banheiro.html' title='Hitchcock vai ao banheiro'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8764307487334232608.post-1666681476802395801</id><published>2011-03-11T12:34:00.000-03:00</published><updated>2019-01-04T08:57:38.742-02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Bill Murray"/><category scheme="http://www.blogger.com/atom/ns#" term="cinema"/><category scheme="http://www.blogger.com/atom/ns#" term="Encontros e Desencontros"/><category scheme="http://www.blogger.com/atom/ns#" term="romance"/><category scheme="http://www.blogger.com/atom/ns#" term="Scarlett Johansson"/><category scheme="http://www.blogger.com/atom/ns#" term="Sofia  Coppola"/><title type='text'>Encontros e desencontros</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;a href=&quot;http://farm1.static.flickr.com/162/342945284_b71832f488.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img alt=&quot;http://farm1.static.flickr.com/162/342945284_b71832f488.jpg&quot; border=&quot;0&quot; height=&quot;200&quot; src=&quot;http://farm1.static.flickr.com/162/342945284_b71832f488.jpg&quot; width=&quot;199&quot; /&gt;&lt;/a&gt;&lt;br /&gt;
Sofia Coppola carregava, desde &lt;a href=&quot;http://www.youtube.com/watch?v=kCAcWDDPdNY&quot; target=&quot;_blank&quot;&gt;O Poderoso Chefão – Parte III&lt;/a&gt;,  a estigma de ter sido colocada no mercado pelo pai. Só 14 anos depois,  em 2004, ela provou que também tem talento. Obviamente não é tão  diretora quanto o pai, mas como roteirista é bastante competente. E  tudo, tudo mesmo, começa com uma boa história. Só lembrando, &lt;a href=&quot;http://www.imdb.pt/title/tt0335266/&quot;&gt;Encontros e  Desencontros&lt;/a&gt; ganhou o Oscar de Melhor Roteiro Original. Nisso, com  certeza, os Coppola são inquestionáveis.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
E puxando um pouco o viés do cinema  barato da semana passada a idéia do filme dessa semana também não é nada  cara. Claro que a Sofia filmou em Tóquio, com Bill Murray e Scarlett  Johansson no elenco, mas criar uma história de amor, amizade, ou seja lá  o que for (veja o filme e descubra) é bem filmável. Com bons atores, é  claro. Ter um Bil Murray interpretando desafinadamente &lt;i&gt;More Than This&lt;/i&gt;,  de Bryan Ferry é, simplesmente, humano.  Idiota, mostrando ataques de felicidade meio irreais, mas é legal de se  ver. E Scarlett também, sem comentários, os dois seguram os diálogos de  forma cômica, mas sutil. São só duas pessoas de saco cheio que veem um  no outro uma chance de escapar do mundo real.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
Mas chega de falar do filme, tô contando a história demais.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;iframe allowfullscreen=&#39;allowfullscreen&#39; webkitallowfullscreen=&#39;webkitallowfullscreen&#39; mozallowfullscreen=&#39;mozallowfullscreen&#39; width=&#39;320&#39; height=&#39;266&#39; src=&#39;https://www.youtube.com/embed/tx9LdAcnNF8?feature=player_embedded&#39; frameborder=&#39;0&#39;&gt;&lt;/iframe&gt;&lt;/div&gt;&lt;br /&gt;
Por fim, gostei da trilha sonora, às  vezes imperceptível, que parece fundir-se ao filme. A fotografia  colabora muito com isso também. Provando que um bom trabalho do diretor  de fotografia não tem que ser feito em campos verdejantes, com um  por-do-Sol maravilhoso. Prédios, neons e jardins bastam para dar cor ao  filme.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;Obviamente não é um primor de filme. Mas é  daí? Todo filme tem que ser uma obra de arte? Cinema também é  entretenimento e histórias bem contadas. Às vezes isso basta.&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://chsalgado.blogspot.com/feeds/1666681476802395801/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://chsalgado.blogspot.com/2011/01/encontros-e-desencontros.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8764307487334232608/posts/default/1666681476802395801'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8764307487334232608/posts/default/1666681476802395801'/><link rel='alternate' type='text/html' href='http://chsalgado.blogspot.com/2011/01/encontros-e-desencontros.html' title='Encontros e desencontros'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://farm1.static.flickr.com/162/342945284_b71832f488_t.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8764307487334232608.post-4565594295510464220</id><published>2011-02-21T20:28:00.000-03:00</published><updated>2019-01-04T08:57:38.833-02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Ação"/><category scheme="http://www.blogger.com/atom/ns#" term="cinema"/><category scheme="http://www.blogger.com/atom/ns#" term="Cães de Aluguel"/><category scheme="http://www.blogger.com/atom/ns#" term="policial"/><category scheme="http://www.blogger.com/atom/ns#" term="Tarantino"/><category scheme="http://www.blogger.com/atom/ns#" term="violência"/><title type='text'>Reservoir Dogs</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;/div&gt;&lt;div align=&quot;center&quot; style=&quot;margin-left: 1em; margin-right: 1em; text-align: justify;&quot;&gt;&lt;/div&gt;&lt;br /&gt;
&lt;br /&gt;
Não espere&amp;nbsp;uma obra bem trabalhada, com fotografia sutil, trilha sonora orquestrada. Escolhi um dos meus filmes favoritos. Que é bastante violento, sangrento e inspirador. &lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;http://bigearflux.files.wordpress.com/2008/04/res-dogs-lets-go.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;http://bigearflux.files.wordpress.com/2008/04/res-dogs-lets-go.jpg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none; text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;display: block; text-align: center;&quot;&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;“Cães de Aluguel” (Reservoir Dogs) é o primeiro longametragem dirigido pelo Quentin Tarantino (sim, é dirigido mesmo, muita gente diz que ele só escreveu e produziu, mas ele mandou no negócio também), lançado em 1992. Conta a história de seis ladrões profissionais que não se conhecem e são escalados para assaltar uma joalheria. Mas, como em todo filme que se preze, alguma coisa sai errado.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;iframe allowfullscreen=&#39;allowfullscreen&#39; webkitallowfullscreen=&#39;webkitallowfullscreen&#39; mozallowfullscreen=&#39;mozallowfullscreen&#39; width=&#39;320&#39; height=&#39;266&#39; src=&#39;https://www.youtube.com/embed/RrRLS1TIBsk?feature=player_embedded&#39; frameborder=&#39;0&#39;&gt;&lt;/iframe&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;O destaque do filme é o roteiro, do próprio Tarantino, que ja apresenta aqueles diálogos que fogem do cerne da trama, mas humanizam os personagens. Quem não gosta do papo da maionese nas fritas de &lt;a href=&quot;http://www.youtube.com/watch?v=wZBfmBvvotE&quot; target=&quot;_blank&quot;&gt;Pulp Fiction&lt;/a&gt;&lt;b&gt; &lt;/b&gt;(vencedor da Palma de Ouro no Festival de Cannes), hã? Não viram? Aluguem, comprem ou procurem no youtube. Porque Tarantino não é só &lt;a href=&quot;http://www.youtube.com/watch?v=jVam1qOmlEo&quot; target=&quot;_blank&quot;&gt;Kill Bill&lt;/a&gt;.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Outro aspecto que torna o filme inspirador, principalmente para quem quer começar a filmar é perceber o quão barato um filme pode ser. Um longa com 13 mil dólares? Ele mesmo quem disse, tá no DVD.&lt;/div&gt;&lt;blockquote&gt;Eu nem tentei vender “Cães de Aluguel”. Mas eu poderia fazer “Cães de Aluguel” em 16mm com US$ 13 mil. Eu poderia fazer meu filme. Eu não precisava fazer concessões. Se me dessem um milhão, legal, mas eu podia fazer com US$ 13 mil em 16mm. Seria em uma garagem, mas tudo bem.&lt;/blockquote&gt;&lt;blockquote&gt;&lt;/blockquote&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Certamente, após a entrada de Harvey Keitey (de &lt;a href=&quot;http://www.youtube.com/watch?v=GAQZzfwQGHQ&quot; target=&quot;_blank&quot;&gt;Mean Streets&lt;/a&gt; e &lt;a href=&quot;http://www.youtube.com/watch?v=PRr0HY9MPZ0&quot; target=&quot;_blank&quot;&gt;Thelma &amp;amp; Louise&lt;/a&gt;), muita grana entrou, mas a idéia inicial prova que filmar não é tão caro como se pensa. Se você acha que tem talento, siga em frente.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;Definitivamente, e mesmo pela característica do filme, não há nenhum trabalho&amp;nbsp;memorável de fotografia (ou será que há e você não consegue perceber?), nem de maquiagem, mas nada que deixe a desejar. O que eu gosto, no entanto,&amp;nbsp;é a trilha sonora. Os Hits dos anos 70 transformaram uma trama urbana de um bando de ladrões em um clássico. Não se sabe de quê exatamente, comédia, policial, mas ainda assim um clássico.&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://chsalgado.blogspot.com/feeds/4565594295510464220/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://chsalgado.blogspot.com/2011/01/reservoir-dogs.html#comment-form' title='2 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8764307487334232608/posts/default/4565594295510464220'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8764307487334232608/posts/default/4565594295510464220'/><link rel='alternate' type='text/html' href='http://chsalgado.blogspot.com/2011/01/reservoir-dogs.html' title='Reservoir Dogs'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8764307487334232608.post-5357414335445325613</id><published>2011-02-13T20:14:00.004-02:00</published><updated>2019-01-04T08:57:38.879-02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Bravura Indômita"/><category scheme="http://www.blogger.com/atom/ns#" term="cinema"/><category scheme="http://www.blogger.com/atom/ns#" term="Faroeste"/><category scheme="http://www.blogger.com/atom/ns#" term="Irmãos Coen"/><category scheme="http://www.blogger.com/atom/ns#" term="Jeff Bridges"/><category scheme="http://www.blogger.com/atom/ns#" term="John Wayne"/><category scheme="http://www.blogger.com/atom/ns#" term="Matt Damon"/><category scheme="http://www.blogger.com/atom/ns#" term="Oscar"/><category scheme="http://www.blogger.com/atom/ns#" term="Western"/><title type='text'>A Bravura dos Coen</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;http://www.omelete.com.br/images/galerias/truegrit//poster-true-grit-01.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; id=&quot;il_fi&quot; src=&quot;http://www.omelete.com.br/images/galerias/truegrit//poster-true-grit-01.jpg&quot; style=&quot;padding-bottom: 8px; padding-right: 8px; padding-top: 8px;&quot; width=&quot;211&quot; /&gt;&lt;/a&gt;&lt;/div&gt;Como já postei em textos anteriores, todo filme deve ter um atrativo  principal, senão acaba se tornando uma miscelânea de informações sem  sentido. &lt;a href=&quot;http://www.imdb.pt/name/nm0001054/&quot;&gt;Joel&lt;/a&gt; e &lt;a href=&quot;http://www.imdb.pt/name/nm0001053/&quot;&gt;Ethan Coen&lt;/a&gt; certamente sabem disso e mostraram muito bem em &lt;a href=&quot;http://www.imdb.pt/title/tt1403865/&quot;&gt;Bravura Indômita&lt;/a&gt;. Não farei aqui uma comparação ou análise baseada no &lt;a href=&quot;http://www.cinemaclassico.com/index.php?option=com_content&amp;amp;view=article&amp;amp;id=1168:bravura-indomita&amp;amp;catid=45:filmes&amp;amp;Itemid=79&quot;&gt;Bravura Indômita original&lt;/a&gt;, de 1969, com &lt;a href=&quot;http://www.imdb.pt/name/nm0000078/&quot;&gt;John Wayne&lt;/a&gt;, &lt;a href=&quot;http://www.imdb.pt/name/nm0004794/&quot;&gt;Glen Campbell&lt;/a&gt; e &lt;a href=&quot;http://www.imdb.pt/name/nm0200981/&quot;&gt;Kim Darby&lt;/a&gt;. Mas o remake tem incontáveis méritos.&lt;br /&gt;
&lt;br /&gt;
Mattie Ross (&lt;a href=&quot;http://www.imdb.pt/name/nm2794962/&quot;&gt;Hailee Steinfeld&lt;/a&gt;) tem 14 anos e viu o pai ser assassinado pelo seu empregado Tom Chaney (&lt;a href=&quot;http://www.imdb.pt/name/nm0000982/&quot;&gt;Josh Brolin&lt;/a&gt;). Para se vingar do crime, Ross contrata o oficial federal Rooster Cogburn (&lt;a href=&quot;http://www.imdb.pt/name/nm0000313/&quot;&gt;Jeff Bridges&lt;/a&gt;). Ambos, com o auxílio questionável do &lt;i&gt;Texas Ranger&lt;/i&gt; LaBoeuf (&lt;a href=&quot;http://www.imdb.pt/name/nm0000354/&quot;&gt;Matt Damon&lt;/a&gt;), desbravam território indígena com um punhado de dólares no chapéu, atrás de pistas que não existem.&lt;br /&gt;
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Bridges está perfeito no papel de Cogburn. Ele consegue transitar com facilidade nas diferentes nuances do caçador de recompensas. É um criminoso beberrão, espirituoso e hábil. Todas essas características são brilhantemente inseridas no personagem sem forçar a narrativa. Damon também merece destaque pelo seu personagem verborrágico, mas é Steinfeld quem conduz a trama, tornando-a impecável.&lt;br /&gt;
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&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;http://static.blogo.it/pipocablog/veja-novas-fotos-de-bravura-indomita-com-matt-damon/TrueGrit1.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;http://static.blogo.it/pipocablog/veja-novas-fotos-de-bravura-indomita-com-matt-damon/TrueGrit1.jpg&quot; border=&quot;0&quot; src=&quot;http://static.blogo.it/pipocablog/veja-novas-fotos-de-bravura-indomita-com-matt-damon/TrueGrit1.jpg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;O talento dos irmãos Coen Sempre foi muito questionado pelos seus filmes de finais, no mínimo, estranhos. O que me leva a pensar que esse remake foi o melhor trabalho dos diretores é o fato de que eles não tiveram o trabalho de desenvolver uma história completa, a narrativa já estava pronta. Puderam aprimorar muito mais os elementos que seus filmes têm de melhor, a fotografia, som, direção e edição.&lt;br /&gt;
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A fotografia de &lt;a href=&quot;http://www.imdb.pt/name/nm0005683/&quot;&gt;Roger Deakins&lt;/a&gt; é esplendorosa. A silhueta de Cogburn e Ross cavalgando em disparada acompanhados apenas pelo céu estrelado emociona e faz com que se crie tal sinergia entre o espectador e o filme que muitos filmes em 3D não conseguiriam alcançar. Toda a cenografia participa essencialmente desse desenho das cenas. Figurino, direção de arte e montagem são impecáveis.&lt;br /&gt;
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O grande mérito dos Coen é trazer, com eficácia, o &lt;i&gt;Western&lt;/i&gt; de volta. Eles não forçam o espectador a ir ao cinema esperando um filme de arte. Contudo, apresentam um trabalho de apuro técnico incontestável e personagens complexos, sem fugir do velho clichê de heróis e bandidos, sempre presentes nas películas sobre o velho oeste.&lt;br /&gt;
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&lt;div style=&quot;text-align: center;&quot;&gt;&lt;iframe allowfullscreen=&#39;allowfullscreen&#39; webkitallowfullscreen=&#39;webkitallowfullscreen&#39; mozallowfullscreen=&#39;mozallowfullscreen&#39; width=&#39;320&#39; height=&#39;266&#39; src=&#39;https://www.youtube.com/embed/AfCWTEPEh6Q?feature=player_embedded&#39; frameborder=&#39;0&#39;&gt;&lt;/iframe&gt;&lt;/div&gt;&lt;div style=&quot;text-align: right;&quot;&gt;&lt;a href=&quot;http://www.cinemaemcena.com.br/filmes/8981/cartazes/truegrit_08.jpg&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;br /&gt;
&lt;/a&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://chsalgado.blogspot.com/feeds/5357414335445325613/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://chsalgado.blogspot.com/2011/02/bravura-dos-coen.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8764307487334232608/posts/default/5357414335445325613'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8764307487334232608/posts/default/5357414335445325613'/><link rel='alternate' type='text/html' href='http://chsalgado.blogspot.com/2011/02/bravura-dos-coen.html' title='A Bravura dos Coen'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry></feed>