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Google"/><category term="vários"/><category term="vício"/><category term="vícios humanos"/><category term="vínculo"/><category term="vômito de baleia"/><category term="walk"/><category term="weapon"/><category term="web invisível"/><category term="webséries"/><category term="websódios"/><category term="western europe"/><category term="wikileaks"/><category term="without"/><category term="world"/><category term="x"/><category term="xenófobo"/><category term="yale"/><category term="you"/><category term="z"/><category term="zagueiro"/><category term="zen"/><category term="zoologia"/><category term="Área 51"/><category term="Ásia"/><category term="Áustria"/><category term="Ângela Merkel"/><category term="água mineral"/><category term="árbitro"/><category term="árvore"/><category term="école"/><category term="éducation"/><category term="épico"/><category term="ídolos do rock"/><category term="índios"/><category term="íntima"/><category term="órgão colegiado"/><category term="ótica"/><category term="óvni"/><category term="óvnis"/><category term="ônibus espacial"/><category term="última"/><category term="última foto"/><category term="último beijo"/><category term="últimos dias"/><category term="últimos poemas"/><category term="Кузьмин"/><category term="Сибирские морозы"/><title type='text'>ROGÉRIO ROCHA: O BLOG</title><subtitle type='html'>Cultural e eclético</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://rogeriohenriquerocha.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1863207227654854521/posts/default?redirect=false'/><link rel='alternate' type='text/html' href='http://rogeriohenriquerocha.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/1863207227654854521/posts/default?start-index=26&amp;max-results=25&amp;redirect=false'/><author><name>Rogério Rocha</name><uri>http://www.blogger.com/profile/02567831559873849872</uri><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>2625</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-1863207227654854521.post-2632666899990775374</id><published>2026-07-24T11:36:03.746-03:00</published><updated>2026-07-24T11:48:42.030-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Arbitragem"/><category scheme="http://www.blogger.com/atom/ns#" term="Copa do Mundo 2026"/><category scheme="http://www.blogger.com/atom/ns#" term="FIFA"/><category scheme="http://www.blogger.com/atom/ns#" term="futebol"/><category scheme="http://www.blogger.com/atom/ns#" term="Tecnologia no Esporte"/><category scheme="http://www.blogger.com/atom/ns#" term="transparência"/><category scheme="http://www.blogger.com/atom/ns#" term="VAR"/><title type='text'>VAR: as novas tecnologias e a crise de confiança na arbitragem</title><content type='html'>&lt;p&gt;&lt;/p&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/AVvXsEhtJXLQ_AgQb3QSc_KOtKrhsPLCjTivtIj78d62UrnmOfXVGuBzQEhkyPlReV1QE6FvBXaMN-ceWS_IA6nwzr0kkiifAo_W59m85JzHgbfx0mlWnSY9IxAiy7hWXKxgaOTOT8lPGP_0YlA3O9sGvViruI25wZem1xQs7W8tIMDteCs3bx0IDHr1a-tvl0c/s1672/ChatGPT%20Image%2024%20de%20jul.%20de%202026,%2008_57_35.png&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;941&quot; data-original-width=&quot;1672&quot; height=&quot;360&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhtJXLQ_AgQb3QSc_KOtKrhsPLCjTivtIj78d62UrnmOfXVGuBzQEhkyPlReV1QE6FvBXaMN-ceWS_IA6nwzr0kkiifAo_W59m85JzHgbfx0mlWnSY9IxAiy7hWXKxgaOTOT8lPGP_0YlA3O9sGvViruI25wZem1xQs7W8tIMDteCs3bx0IDHr1a-tvl0c/w640-h360/ChatGPT%20Image%2024%20de%20jul.%20de%202026,%2008_57_35.png&quot; title=&quot;Imagem ilustrativa gerada por IA&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;Imagem ilustrativa gerada por IA&lt;/div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;Por Rogério Henrique Castro Rocha&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: times; font-size: large;&quot;&gt;A Copa do Mundo de&amp;nbsp; Futebol de 2026 foi rica em gols e polêmicas, principalmente em relação ao uso de novos recursos tecnológicos, entre os quais o famoso VAR (&lt;i&gt;video assistant referee&lt;/i&gt;, ou árbitro assistente de vídeo, numa tradução livre). No torneio, foram empregados o impedimento semiautomático, a bola com sensor, o rastreamento tridimensional dos jogadores, além de múltiplas câmeras. A FIFA apresenta essas ferramentas como modos de obtenção de decisões mais rápidas e verificáveis. De fato, pesquisas indicam que o VAR eleva a taxa de acerto em lances decisivos: um estudo envolvendo competições de diversos países (SPITZ, WAGEMANS, MEMMERT, WILLIAMS, HELSEN, 2021, p. 147–153) detectou o aumento de 92,1% para 98,3% de acertos com a utilização do vídeo. Isso demonstra que a tecnologia pode diminuir erros, é verdade, mas nunca eliminá-los.&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: times; font-size: large;&quot;&gt;Desde o lançamento da ferramenta, percebi que, entre comentaristas e meios de comunicação, prevalece, em grande parte, a ideia da objetividade do sistema: uma crença fundada na suposta infalibilidade das imagens produzidas pelas métricas do vídeo-árbitro. Isso implica, no entendimento do senso comum, que aquilo que a máquina mostra é a realidade do lance, a verdade da dinâmica observada em certo instante do jogo.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: times; font-size: large;&quot;&gt;Ocorre, porém, que todas as métricas dessa parafernália tecnológica são operadas justamente pelo ser humano, aquele que realizará a validação do lance. Logo, imagens analisadas por programas específicos darão suporte às decisões dos árbitros.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: times; font-size: large;&quot;&gt;Apesar de todos esses detalhes e da limitação conhecida do ser humano, é legítimo sustentar a hipótese de que a arquitetura do VAR possui pontos vulneráveis. Esses pontos podem sofrer interferências devido à presença de múltiplos atores envolvidos no processo decisório. Esses atores incluem os demais assistentes na sala de operação do sistema, os técnicos em informática e a emissora responsável pela geração das imagens.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: times; font-size: large;&quot;&gt;Afinal, quem controla a revisão do lance pode escolher o ângulo da câmera, o enquadramento, o momento de início e término da jogada em discussão, a velocidade da reprodução do vídeo (se em câmera lenta ou velocidade normal) e o instante da falta ou pênalti, do suposto impedimento ou, por fim, de um gol mal anulado ou validado. Também pode decidir quais imagens serão encaminhadas ao árbitro de campo e quais permanecerão na cabine, sem serem exibidas na tela do VAR, dentro do campo de futebol. Isso nos permite perceber as variáveis envolvidas e o quão complexo é decidir numa situação como essa. Sobretudo diante da necessidade da construção urgente de uma narrativa visual supostamente válida que servirá de fundamento decisório para um acontecimento, ou seja, um fato objetivo.&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: times; font-size: large;&quot;&gt;Estamos diante de um caso de interpretação da interpretação, onde um indivíduo (o árbitro de campo) interpretou um acontecimento simultâneo, em fração de segundos, ocorrido à vista de seus olhos, dentro das regras específicas de um esporte (no caso, o futebol), e, com respaldo nelas, tomou uma decisão no transcorrer da partida. Em seguida, no calor dos acontecimentos, mas passado o fato gerador da decisão (marcação do juiz), outra(s) pessoa(s) resolvem questionar a validade daquele ato interpretativo, propondo, a partir do objeto ou acontecimento questionado, a possibilidade de uma nova interpretação que visa corrigir o erro da primeira.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: times; font-size: large;&quot;&gt;Hans Georg Gadamer (2008), em seu clássico &quot;Verdade e método&quot;, trata a interpretação como uma &lt;b&gt;fusão de horizontes&lt;/b&gt; (&lt;i&gt;Horizontverschmelzung&lt;/i&gt;), no encontro dialógico (como uma conversa ou jogo) entre intérpretes. Esses intérpretes trazem um conjunto de pré-compreensões e pré-conceitos, formados numa época histórica, com seus valores, tradições e visões de mundo. Essa fusão de horizontes (o presente vivo do intérprete e o fato passado sobre o qual se discute) estabelece uma questão e exige uma resposta ativa, gerando, assim, um novo sentido sobre o acontecido, a fim de compreendê-lo. No caso em análise, o lance revisado receberá a correção necessária à justa aplicação da regra do jogo.&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: times; font-size: large;&quot;&gt;No campo da psicologia da percepção, estudos indicam que infrações exibidas em câmera lenta, por exemplo, tendem a ser consideradas mais graves. Portanto, embora a repetição da imagem televisiva indique o contato entre jogadores numa falta, também pode criar a falsa impressão de violência (ou deliberação) na conduta do jogador que a cometeu. A imagem reproduz um acontecimento sobre o qual o VAR oferecerá uma ou mais visões previamente selecionadas. Além desse aspecto, há também o da interpretação. Nesse caso, indivíduos sentados diante de monitores em uma cabine fechada, com pontos eletrônicos nos ouvidos, comunicam-se entre si e com o campo e emitem opiniões sobre o lance em revisão. Nesse momento, um árbitro com certa ascendência sobre o juiz da partida (por ser mais experiente ou ter mais status na categoria) poderia induzi-lo a admitir um erro que não aconteceu?&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: times; font-size: large;&quot;&gt;&lt;span&gt;Se não, vejamos.&amp;nbsp;&lt;/span&gt;&lt;span&gt;Uma pesquisa publicada em 2025 (GARRETSEN, STOKER, JANKA, ALESSIE) destaca que as decisões do VAR continuam a depender de três fatores: a interação humana, a pressão e a dinâmica hierárquica entre os envolvidos. Ao ser chamado ao monitor, o juiz é informado por alguém que reviu o lance e entendeu que sua decisão talvez mereça reconsideração. O árbitro de campo possui, em tese, a autoridade para definir com base em sua convicção. No entanto, é inegável que ele pode sentir-se pressionado a concordar com a recomendação da cabine. Some-se a isso o viés decisório das posturas adotadas pelos condutores das partidas, que tradicionalmente tendem a ser parciais em suas marcações para a equipe da casa, prejudicando, assim, a equipe visitante. Fato que demonstra que o uso da nova tecnologia não eliminou o histórico fenômeno das arbitragens tendenciosas.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: times; font-size: large;&quot;&gt;Outro fato que me faz levantar questionamentos é a demora na tomada de decisões. Por que a imagem que detecta um lance de impedimento pode levar três minutos ou mais para ser mostrada ao público? Em circunstâncias normais, suponho que um mecanismo semiautomático de leitura de movimentos (que escaneia o campo de jogo e traça linhas posicionais dos corpos dos jogadores) deveria resolver o lance com rapidez. A demora na exibição do resultado final, ainda que por razões técnicas (ou em vista de discussões sobre a jogada), é motivo suficiente para levantar suspeitas. Afinal, a imagem exibida ao público é a mesma vista e utilizada pelos árbitros? Existiram câmeras com resultados divergentes? Se existirem, quais critérios determinaram o seu não uso? A demora ocorreu na análise do lance ou apenas na produção da animação televisiva a ser exibida?&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: times; font-size: large;&quot;&gt;&lt;span&gt;Em síntese, a questão que mais me incomoda é a seguinte: a imagem que vemos na televisão (e que a torcida vê no telão dos estádios) mostra um recorte da realidade, mas não temos nenhuma noção do processo que levou àquele resultado. Como esporte das multidões, o futebol deveria ser mais transparente, submetendo-se à realização periódica de auditorias independentes por entidades sem vínculo com as federações e a FIFA.&amp;nbsp;&lt;/span&gt;&lt;span&gt;O VAR auxilia a melhorar a performance da arbitragem, mas nem por isso torna a decisão obtida pela interpretação humana uma verdade incontestável, isenta de erros, influências ou interesses externos. A postura mais adequada requer a publicidade dos critérios utilizados nas decisões que aplicam as regras do esporte e a realização periódica de auditorias nos equipamentos e processos técnicos aplicados pelos assistentes de vídeo. Aliás, algo que o futebol mundial nunca teve foi uma cultura de prestação de contas, tornando seus negócios uma verdadeira caixa-preta.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;Referências:&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: left;&quot;&gt;&lt;b&gt;FÉDÉRATION INTERNATIONALE DE FOOTBALL ASSOCIATION (FIFA)&lt;/b&gt;. Semi-automated offside technology. Zurique: FIFA, 17 jul. 2023. Disponível em: https://inside.fifa.com/innovation/world-cup-2022/semi-automated-offside-technology. Acesso em: 23 jul. 2026.&lt;/p&gt;&lt;p style=&quot;text-align: left;&quot;&gt;&lt;b&gt;FÉDÉRATION INTERNATIONALE DE FOOTBALL ASSOCIATION (FIFA)&lt;/b&gt;. Video Assistant Referee (VAR). Zurique: FIFA, 8 dez. 2022. Disponível em: https://inside.fifa.com/en/innovation/world-cup-2022/video-assistant-referee-var. Acesso em: 23 jul. 2026.&lt;/p&gt;&lt;p style=&quot;text-align: left;&quot;&gt;GADAMER, Hans-Georg. &lt;b data-index-in-node=&quot;21&quot; data-path-to-node=&quot;1,0&quot;&gt;Verdade e método&lt;/b&gt;: traços fundamentais de uma hermenêutica filosófica. Tradução de Flávio Paulo Meurer. 10. ed. Petrópolis: Vozes, 2008.&lt;/p&gt;&lt;p style=&quot;text-align: left;&quot;&gt;GARRETSEN, Harry; STOKER, Janka I.; ALESSIE, Rob. &lt;b&gt;Who rules in times of the Video Assistant Referee? On referees’ decision making in football.&lt;/b&gt; Psychology of Sport and Exercise, v. 81, art. 102941, p. 1–5, 2025. DOI: https://doi.org/10.1016/j.psychsport.2025.102941.&lt;/p&gt;&lt;p style=&quot;text-align: left;&quot;&gt;HELD, Jan; CIOPPA, Anthony; GIANCOLA, Silvio; HAMDI, Abdullah; GHANEM, Bernard; VAN DROOGENBROECK, Marc. &lt;b&gt;VARS: Video Assistant Referee System for automated soccer decision making from multiple views&lt;/b&gt;. arXiv, 2023. DOI: https://doi.org/10.48550/arXiv.2304.04617. Disponível em: https://arxiv.org/abs/2304.04617. Acesso em: 23 jul. 2026.&lt;/p&gt;&lt;p style=&quot;text-align: left;&quot;&gt;IŞIN, Ali; YI, Qing. &lt;b&gt;Does video assistant referee technology change the magnitude and direction of home advantages and referee bias? A proof-of-concept study&lt;/b&gt;. BMC Sports Science, Medicine and Rehabilitation, v. 16, art. 21, 2024. DOI: https://doi.org/10.1186/s13102-024-00813-9.&lt;/p&gt;&lt;p style=&quot;text-align: left;&quot;&gt;SPITZ, Jochim; WAGEMANS, Johan; MEMMERT, Daniel; WILLIAMS, A. Mark; HELSEN, Werner F. &lt;b&gt;Video assistant referees (VAR): the impact of technology on decision making in association football referees&lt;/b&gt;. Journal of Sports Sciences, v. 39, n. 2, p. 147–153, 2021. DOI: https://doi.org/10.1080/02640414.2020.1809163.&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='http://rogeriohenriquerocha.blogspot.com/feeds/2632666899990775374/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://rogeriohenriquerocha.blogspot.com/2026/07/var-as-novas-tecnologias-e-crise-de.html#comment-form' title='1 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1863207227654854521/posts/default/2632666899990775374'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1863207227654854521/posts/default/2632666899990775374'/><link rel='alternate' type='text/html' href='http://rogeriohenriquerocha.blogspot.com/2026/07/var-as-novas-tecnologias-e-crise-de.html' title='VAR: as novas tecnologias e a crise de confiança na arbitragem'/><author><name>Rogério Rocha</name><uri>http://www.blogger.com/profile/02567831559873849872</uri><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/AVvXsEhtJXLQ_AgQb3QSc_KOtKrhsPLCjTivtIj78d62UrnmOfXVGuBzQEhkyPlReV1QE6FvBXaMN-ceWS_IA6nwzr0kkiifAo_W59m85JzHgbfx0mlWnSY9IxAiy7hWXKxgaOTOT8lPGP_0YlA3O9sGvViruI25wZem1xQs7W8tIMDteCs3bx0IDHr1a-tvl0c/s72-w640-h360-c/ChatGPT%20Image%2024%20de%20jul.%20de%202026,%2008_57_35.png" height="72" width="72"/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1863207227654854521.post-8383065701288943239</id><published>2026-06-27T10:53:52.106-03:00</published><updated>2026-06-27T10:53:52.107-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="arte"/><category scheme="http://www.blogger.com/atom/ns#" term="complexidade"/><category scheme="http://www.blogger.com/atom/ns#" term="escrita"/><category scheme="http://www.blogger.com/atom/ns#" term="leitura"/><category scheme="http://www.blogger.com/atom/ns#" term="obra estética"/><category scheme="http://www.blogger.com/atom/ns#" term="percurso"/><category scheme="http://www.blogger.com/atom/ns#" term="prazer em ler"/><category scheme="http://www.blogger.com/atom/ns#" term="racionalidade argumentativa"/><category scheme="http://www.blogger.com/atom/ns#" term="Roberto Bolaño"/><category scheme="http://www.blogger.com/atom/ns#" term="técnica"/><title type='text'>PARA ALÉM DE UM SIMPLES PRAZER</title><content type='html'>&lt;p style=&quot;text-align: justify;&quot;&gt;&amp;nbsp;&lt;span style=&quot;font-size: medium;&quot;&gt;Por Rogério Rocha&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgB2guGaRAuixIHhlxNwNhqwMv8L6Hgg0fyS1DStmweMT1vGKRI8xJrI_7Uq6lRYSYIc56Yu8ACaAbQVLGSJVKK_Q7SsNElwuVebQr-XbY3kMSALIK2zTrOIkpVbioAfd2w3E5og4wYtKgGJ7sBwMpEWvxXb-ZhkNQuJozP2fxx_W9hPOAHeXodY9J7G3c/s1402/ChatGPT%20Image%2027%20de%20jun.%20de%202026,%2010_52_02.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;1402&quot; data-original-width=&quot;1122&quot; height=&quot;400&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgB2guGaRAuixIHhlxNwNhqwMv8L6Hgg0fyS1DStmweMT1vGKRI8xJrI_7Uq6lRYSYIc56Yu8ACaAbQVLGSJVKK_Q7SsNElwuVebQr-XbY3kMSALIK2zTrOIkpVbioAfd2w3E5og4wYtKgGJ7sBwMpEWvxXb-ZhkNQuJozP2fxx_W9hPOAHeXodY9J7G3c/w320-h400/ChatGPT%20Image%2027%20de%20jun.%20de%202026,%2010_52_02.png&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Imagem ilustrativa criada por Inteligência Artificial&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;br /&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p data-id=&quot;4db5cd18-dd39-41f6-99a6-8d8b63d2dd62&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;Outro dia, vi e ouvi o chileno Roberto Bolaño, numa entrevista, fazer uma confissão no mínimo interessante: que seu maior prazer estava na leitura, não na escrita. Na mesma ocasião, afirmou que, se ficasse rico, deixaria de escrever. Tais considerações podem soar estranhas quando vindas de um grande escritor, mas é justamente por isso que ganham força, sobretudo ao ressaltarem, nas entrelinhas, que a literatura começa com o leitor.&lt;/span&gt;&lt;/p&gt;&lt;p data-id=&quot;1b25582c-6cfe-4f5e-8295-06adff75f877&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;Compreendo o que o autor quis dizer, pois, em mim, essa opinião encontra concordância quase instantânea. A leitura sempre me proporcionou prazer maior e mais duradouro que a escrita. Escrever é um ato antinatural, de natureza argumentativa, que demanda muito da racionalidade lógica, um trabalho de especialista, uma luta inglória com as palavras diante da persistente suspeita quanto ao caminho escolhido. Ler, ao contrário, é um ato de entrega, uma abertura, um estado de recepção (amorosa ou não) do produto do esforço criativo de outrem. Quando leio, mesmo que conteúdos de extrema complexidade, percebo que não preciso provar nada a ninguém. Não preciso vencer a batalha contra o vazio da página (ou da tela em branco). Não necessito construir a arquitetura de um novo mundo. Só preciso caminhar pelo texto: posso me perder em devaneios, avançar de forma rápida, voltar a um capítulo, demorar-me em um parágrafo ou outro, para, simplesmente, esquecer, por um tempo, as agruras cotidianas.&lt;/span&gt;&lt;/p&gt;&lt;p data-id=&quot;1c8bc9f5-8cad-460c-9c56-313be8b5ac5a&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;A escrita tem seus méritos, é verdade. Há monumentos colossais erigidos em imagens,  formas e ritmos que se acomodam em ideias de rara beleza e vigor, ganhando vida fora da mente de seus criadores. Chegar a esse estágio de excelência exige, entretanto, disciplina férrea, altas doses de paciência e coragem suficiente para lidar com o sentimento constante da iminência do fracasso. Exige, principalmente, compreender a distância que há entre o que pretendemos e aquilo que conseguimos colocar no papel. O texto sonhado, intuído, almejado, é quase sempre muito mais bonito do que o que de forma efetiva é produzido. Em meio a esse trajeto, entre o que foi idealizado e o realmente atingido, aparece, por fim, a obra: o efeito estético de um ofício artístico que contabiliza derrotas e vitórias.&lt;/span&gt;&lt;/p&gt;&lt;p data-id=&quot;87093ce4-2f6e-4f51-b2e7-5a01598a2e01&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;A leitura proporciona múltiplas experiências; nos permite, dentre outras coisas, viver vidas sem a obrigação de criá-las. Somos preenchidos pelas visões nascidas de outros intelectos e reelaboradas pelo nosso. Somos tocados por sensibilidades que nos convidam a habitar universos em circunstâncias similares ou diferentes das nossas. Uma obra só se perfaz quando alguém a lê. Um livro fechado é um objeto que não cumpre a sua função social. Por esse motivo, o leitor ocupa um lugar central na literatura. Afinal, é ele quem valida o pacto ficcional (ou narrativo) com o autor; quem empresta significados às palavras; quem dá corpo às personagens; quem atualiza o conteúdo de um texto escrito há décadas ou séculos. Sem ele, até o maior dos escritores vira um nada, sem reconhecimento.&lt;/span&gt;&lt;/p&gt;&lt;p data-id=&quot;a188f1b3-99ce-490f-85ee-2183cfd49cdb&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;Tenho me convencido de que um dos equívocos de quem se dedica a escrever em nossa época está no fato de que lemos menos do que deveríamos e escrevemos impulsionados pela pressa, sem amadurecer ideias, ou seja, sem deixar que se consolidem em nós. Essa inversão de fatores empobrece profundamente a linguagem. Afinal, o bom texto nasce, quase sempre, de uma longa convivência com outros textos e com as percepções de autoras e autores de determinada tradição literária. Deriva, portanto, de leitura, pensamento, reflexão, interpretação, compreensão de nexos, correlações e significados. E todas essas coisas requerem tempo. Portanto, creio que, para escrever bem, é preciso ter sido previamente &quot;atravessado&quot; por leituras de vários tipos, épocas, origens e níveis de dificuldade.&lt;/span&gt;&lt;/p&gt;&lt;p data-id=&quot;873f4762-a20d-4b55-aca0-5a0cb8a13618&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;Ler e reler, por sua vez, são gestos de elevada humildade intelectual. A releitura nos modifica porque já não somos os mesmos diante das páginas com as quais, em alguma época de nossas vidas, havíamos tomado contato. Um romance, um poema, um ensaio, uma crônica, um conto, um artigo de opinião, uma carta, quando retornam às nossas mãos (ou aos nossos olhos), podem revelar detalhes antes não percebidos. O livro permanece o mesmo, mas o leitor não. A experiência, nessas condições, é claramente renovadora.&lt;/span&gt;&lt;/p&gt;&lt;p data-id=&quot;010bdea8-7785-493e-94ca-7d7bd422b8f9&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;Quando penso na minha relação com os livros, percebo que a leitura, junto à paixão pela oratória, sempre foi uma das formas mais genuínas de expressão da liberdade, o que não ocorre com a escrita. Escrever me mostrou (e tem me mostrado) vários caminhos, me trouxe algum reconhecimento, levou-me a adestrar certas inquietações e ensinou-me formas sistematizadas de organizar as ideias. Mas ler me deu algo maior: a riqueza de um mundo interior.&lt;/span&gt;&lt;/p&gt;&lt;p data-id=&quot;e1abb7cb-d698-40b4-9385-d46d0fa6bf95&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;Nesse sentido, embora à primeira vista possa parecer diferente, a graduação hierárquica e afetiva que proponho, entre o prazer da leitura e o desafio da escrita, não elimina o que sinto em relação a essas duas magníficas experiências humanas. No âmago do que disse naquela entrevista, Bolaño sabia que a literatura não é &quot;propriedade privada&quot; de quem escreve, visto que também pertence a quem lê e a transforma em uma das partes mais valiosas e significativas de sua vida.&lt;/span&gt;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='http://rogeriohenriquerocha.blogspot.com/feeds/8383065701288943239/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://rogeriohenriquerocha.blogspot.com/2026/06/para-alem-de-um-simples-prazer.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1863207227654854521/posts/default/8383065701288943239'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1863207227654854521/posts/default/8383065701288943239'/><link rel='alternate' type='text/html' href='http://rogeriohenriquerocha.blogspot.com/2026/06/para-alem-de-um-simples-prazer.html' title='PARA ALÉM DE UM SIMPLES PRAZER'/><author><name>Rogério Rocha</name><uri>http://www.blogger.com/profile/02567831559873849872</uri><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/AVvXsEgB2guGaRAuixIHhlxNwNhqwMv8L6Hgg0fyS1DStmweMT1vGKRI8xJrI_7Uq6lRYSYIc56Yu8ACaAbQVLGSJVKK_Q7SsNElwuVebQr-XbY3kMSALIK2zTrOIkpVbioAfd2w3E5og4wYtKgGJ7sBwMpEWvxXb-ZhkNQuJozP2fxx_W9hPOAHeXodY9J7G3c/s72-w320-h400-c/ChatGPT%20Image%2027%20de%20jun.%20de%202026,%2010_52_02.png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1863207227654854521.post-5471301396974501357</id><published>2026-06-04T18:34:12.656-03:00</published><updated>2026-06-04T18:34:12.656-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="filosofia moral"/><category scheme="http://www.blogger.com/atom/ns#" term="Hipertexto com Rogério Rocha"/><category scheme="http://www.blogger.com/atom/ns#" term="livro sugerido"/><category scheme="http://www.blogger.com/atom/ns#" term="Matias Aires"/><category scheme="http://www.blogger.com/atom/ns#" term="reflexões morais"/><category scheme="http://www.blogger.com/atom/ns#" term="vaidades"/><category scheme="http://www.blogger.com/atom/ns#" term="vídeo"/><title type='text'>Vídeo: &quot;O filósofo que desmascarou a vaidade&quot;</title><content type='html'>&lt;p&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;iframe allowfullscreen=&quot;&quot; class=&quot;BLOG_video_class&quot; height=&quot;266&quot; src=&quot;https://www.youtube.com/embed/4ik12A5wsk4&quot; width=&quot;320&quot; youtube-src-id=&quot;4ik12A5wsk4&quot;&gt;&lt;/iframe&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&amp;nbsp;&lt;span style=&quot;font-size: medium;&quot;&gt;Neste vídeo, falo sobre a obra &quot;Reflexões sobre a vaidade dos homens&quot;, do filósofo Matias Aires.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;Acompanhem!&lt;/span&gt;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='http://rogeriohenriquerocha.blogspot.com/feeds/5471301396974501357/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://rogeriohenriquerocha.blogspot.com/2026/06/video-o-filosofo-que-desmascarou-vaidade.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1863207227654854521/posts/default/5471301396974501357'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1863207227654854521/posts/default/5471301396974501357'/><link rel='alternate' type='text/html' href='http://rogeriohenriquerocha.blogspot.com/2026/06/video-o-filosofo-que-desmascarou-vaidade.html' title='Vídeo: &quot;O filósofo que desmascarou a vaidade&quot;'/><author><name>Rogério Rocha</name><uri>http://www.blogger.com/profile/02567831559873849872</uri><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/4ik12A5wsk4/default.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1863207227654854521.post-709298951795671666</id><published>2026-06-04T18:23:49.932-03:00</published><updated>2026-06-04T19:01:33.650-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="filosofia brasileira"/><category scheme="http://www.blogger.com/atom/ns#" term="Matias Aires"/><category scheme="http://www.blogger.com/atom/ns#" term="moral"/><category scheme="http://www.blogger.com/atom/ns#" term="psicologia"/><category scheme="http://www.blogger.com/atom/ns#" term="século XVIII"/><category scheme="http://www.blogger.com/atom/ns#" term="vaidade"/><category scheme="http://www.blogger.com/atom/ns#" term="vícios humanos"/><title type='text'>O filósofo que o Brasil não reconheceu  </title><content type='html'>&lt;p&gt;&lt;/p&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/AVvXsEiSZT9a8Xr4RAa09YiABaVDswZQaTwcs-9cC9_UP-ykLb434iEnn1DLlYcQzvbNHyGFu4_x44w9LAEyf4eBwvnNsyMXYpgpfOkNNerbhuydUVgl2T152qS3PBgOdL3VHJJWQnfnkkLdVMkcuhimfCBxOow02uVazV20_dJfuXNjaaG27tnnQnPY2L2Rb2w/s1536/WhatsApp%20Image%202026-06-04%20at%2010.30.21.jpeg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;1024&quot; data-original-width=&quot;1536&quot; height=&quot;213&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiSZT9a8Xr4RAa09YiABaVDswZQaTwcs-9cC9_UP-ykLb434iEnn1DLlYcQzvbNHyGFu4_x44w9LAEyf4eBwvnNsyMXYpgpfOkNNerbhuydUVgl2T152qS3PBgOdL3VHJJWQnfnkkLdVMkcuhimfCBxOow02uVazV20_dJfuXNjaaG27tnnQnPY2L2Rb2w/s320/WhatsApp%20Image%202026-06-04%20at%2010.30.21.jpeg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&amp;nbsp;&lt;p&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: arial; font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: arial; font-size: medium;&quot;&gt;Por Rogério Henrique Castro Rocha&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: arial; font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p data-id=&quot;f715c250-147d-4107-ab60-76dbbcd3e80b&quot; data-pm-slice=&quot;1 1 []&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: arial; font-size: medium;&quot;&gt;Ao reler Matias Aires, tenho a impressão de estar diante de um autor que não recebeu, no Brasil, atenção proporcional à sua importância. Nascido em São Paulo, em 27 de março de 1705, ele é tido como “o primeiro filósofo brasileiro”, embora haja quem rejeite essa denominação pelo fato de sua inserção intelectual ter ocorrido no universo lusitano.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p data-id=&quot;52b66ec4-17d1-4d5e-bbbe-82db2d35c293&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: arial; font-size: medium;&quot;&gt;Mesmo assim, o ponto central permanece: trata-se de um dos fundadores da reflexão filosófica, ligado ao Brasil pela origem, e de um autor cuja obra nos permite repensar a cronologia reducionista que costuma datar o início da filosofia brasileira em períodos muito mais tardios, isto é, no século XIX.&lt;/span&gt;&lt;/p&gt;&lt;p data-id=&quot;a7122161-6ba8-4945-9577-d103dd4b2475&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: arial; font-size: medium;&quot;&gt;O centro da sua produção está situado em Reflexões sobre a vaidade dos homens, obra publicada em Lisboa no ano de 1752. Nesse livro, Aires toma a vaidade como uma força enraizada na vida humana.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p data-id=&quot;eae2740d-b690-48bd-919e-660df09672df&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: arial; font-size: medium;&quot;&gt;A vaidade, no horizonte dessa obra, aparece como reação humana à precariedade e à finitude da vida. Sendo assim, diria ele, buscamos durar no olhar alheio porque sabemos que somos transitórios.&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p data-id=&quot;b2dd355e-42f1-45da-9a93-038c4a7b3bfd&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: arial; font-size: medium;&quot;&gt;Desse modo, quando o filósofo examina o amor-próprio, a necessidade de aprovação e o jogo de aparências nos quais nos enredamos, acaba por realizar um diagnóstico de natureza universal. Talvez por isso, ainda consiga se encaixar na leitura dos indivíduos de um século que intensificou a exposição pública, a disputa por atenção e a fabricação permanente de imagens pessoais supostamente positivas e favoráveis aos juízos de aprovação social.&lt;/span&gt;&lt;/p&gt;&lt;p data-id=&quot;9edcd1ca-0eb5-47a1-868c-64ce4593ca32&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: arial; font-size: medium;&quot;&gt;Ao ler suas páginas, vejo um pensador empenhado em mostrar que boa parte das nossas ações, inclusive as que parecem nobres, está atravessada pelo desejo de distinção, reconhecimento e prestígio. Nesse sentido, a vaidade, enquanto categoria central do seu pensamento, funciona como chave interpretativa para compreender as ações humanas.&lt;/span&gt;&lt;/p&gt;&lt;p data-id=&quot;45163930-0c81-4abc-8bc9-2f889685828f&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: arial; font-size: medium;&quot;&gt;Chama negativamente a minha atenção, entretanto, o fato de saber que Matias Aires, ainda hoje, é pouco reconhecido e não foi incorporado ao repertório filosófico comum, muito menos ao cânon de nossa história da filosofia. Ainda assim, quando me perguntam se ele pode ser considerado o primeiro filósofo brasileiro, minha resposta é afirmativa: ele é o primeiro grande filósofo nascido no Brasil com obra reconhecida. E quando me perguntam sobre sua importância hoje, eu afirmo que ela é dupla. De um lado, ele amplia a história da filosofia no Brasil; de outro, nos oferece uma possibilidade de leitura moral e psicológica da alma humana, soando, por isso, surpreendentemente contemporâneo.&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p data-id=&quot;8c20a614-b8f6-44b7-9eed-3b7701f8cdb3&quot;&gt;&lt;/p&gt;&lt;p data-id=&quot;6b9dbaef-62a0-4879-b6b7-ddd68e67d797&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: arial; font-size: medium;&quot;&gt;Referências&lt;/span&gt;&lt;/p&gt;&lt;p data-id=&quot;ded229d7-29e5-4035-aac0-c9a20d791812&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: arial; font-size: medium;&quot;&gt;AIRES, Matias. Reflexões sobre a vaidade dos homens, ou discursos moraes sobre os effeitos da vaidade. Lisboa: Officina de Francisco Luiz Ameno, 1752. Registro bibliográfico da Biblioteca Brasiliana Guita e José Mindlin/USP.&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p data-id=&quot;e27597d6-692c-45b9-901b-39fc33528b2b&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: arial; font-size: medium;&quot;&gt;ACADEMIA PAULISTA DE LETRAS. “Matias Aires”. Verbete institucional.&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p data-id=&quot;98f22782-b4c7-4bd1-8e27-9a9e6e7f0ea9&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: arial; font-size: medium;&quot;&gt;BERNARDO, Luís Manuel A. V. “A filosofia de Matias Aires: uma ciência do tempo?”. Argumentos: Revista de Filosofia (UFC) / ANPOF.&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p data-id=&quot;314c50d3-6b44-48f1-b626-43568efb1616&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: arial; font-size: medium;&quot;&gt;COSTA, Rodrigo. “História da filosofia e exclusão de filosofias: o caso Matias Aires”. Problemata.&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p data-id=&quot;8d96074d-563b-4ec8-adcf-062af3dfa0dc&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: arial; font-size: medium;&quot;&gt;PINTO, Paulo Roberto Margutti. “Reflexões sobre a vaidade dos homens: Hume e Matias Aires”. Kriterion: Revista de Filosofia.&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p data-id=&quot;26d5c474-e9c6-4779-b246-1291d89294f7&quot;&gt;&lt;/p&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: arial; font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style=&quot;font-family: arial; font-size: medium;&quot;&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;SILVA, Paulo José Carvalho da. “A dor da alma nas reflexões sobre a vaidade de Matias Aires”. Revista Latinoamericana de Psicopatologia Fundamental.&lt;/div&gt;&lt;/span&gt;&lt;p&gt;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='http://rogeriohenriquerocha.blogspot.com/feeds/709298951795671666/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://rogeriohenriquerocha.blogspot.com/2026/06/o-filosofo-que-o-brasil-nao-reconheceu.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1863207227654854521/posts/default/709298951795671666'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1863207227654854521/posts/default/709298951795671666'/><link rel='alternate' type='text/html' href='http://rogeriohenriquerocha.blogspot.com/2026/06/o-filosofo-que-o-brasil-nao-reconheceu.html' title='O filósofo que o Brasil não reconheceu  '/><author><name>Rogério Rocha</name><uri>http://www.blogger.com/profile/02567831559873849872</uri><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/AVvXsEiSZT9a8Xr4RAa09YiABaVDswZQaTwcs-9cC9_UP-ykLb434iEnn1DLlYcQzvbNHyGFu4_x44w9LAEyf4eBwvnNsyMXYpgpfOkNNerbhuydUVgl2T152qS3PBgOdL3VHJJWQnfnkkLdVMkcuhimfCBxOow02uVazV20_dJfuXNjaaG27tnnQnPY2L2Rb2w/s72-c/WhatsApp%20Image%202026-06-04%20at%2010.30.21.jpeg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1863207227654854521.post-2914703054060721096</id><published>2026-03-07T08:56:00.003-03:00</published><updated>2026-03-07T13:03:28.527-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="A divina comédia"/><category scheme="http://www.blogger.com/atom/ns#" term="Beatriz"/><category scheme="http://www.blogger.com/atom/ns#" term="clássico"/><category scheme="http://www.blogger.com/atom/ns#" term="céu"/><category scheme="http://www.blogger.com/atom/ns#" term="Dante Alighieri"/><category scheme="http://www.blogger.com/atom/ns#" term="Europa"/><category scheme="http://www.blogger.com/atom/ns#" term="humanismo"/><category scheme="http://www.blogger.com/atom/ns#" term="Idade Média"/><category scheme="http://www.blogger.com/atom/ns#" term="inferno"/><category scheme="http://www.blogger.com/atom/ns#" term="Itália"/><category scheme="http://www.blogger.com/atom/ns#" term="Jesus Cristo"/><category scheme="http://www.blogger.com/atom/ns#" term="mitologia"/><category scheme="http://www.blogger.com/atom/ns#" term="musa"/><category scheme="http://www.blogger.com/atom/ns#" term="paraíso"/><category scheme="http://www.blogger.com/atom/ns#" term="poema clássico"/><category scheme="http://www.blogger.com/atom/ns#" term="purgatório"/><category scheme="http://www.blogger.com/atom/ns#" term="Virgílio"/><category scheme="http://www.blogger.com/atom/ns#" term="épico"/><title type='text'>A divina comédia e os percursos tortuosos da condição humana</title><content type='html'>&lt;p&gt;&amp;nbsp;&lt;/p&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/AVvXsEgoGEY9YbV1LIyqQaLCtocpIUGLu5wPf1G9t-Q9jlr-BJqk3K5yrFPnZae8yIdsGLBNVtv7S6jpqq3jSrZRwURpV6IHRAvhI9acUcWx6eEzfgJsDduPxziKXXdQH0ki6uBXpZPfAa6PqfLURXryVVNF57eQ9hTlUuWPTY49NGJvuRjAIS8U4Ou3fl5hRs4/s1536/ChatGPT%20Image%207%20de%20mar.%20de%202026,%2008_55_31(1).png&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;1536&quot; data-original-width=&quot;1024&quot; height=&quot;400&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgoGEY9YbV1LIyqQaLCtocpIUGLu5wPf1G9t-Q9jlr-BJqk3K5yrFPnZae8yIdsGLBNVtv7S6jpqq3jSrZRwURpV6IHRAvhI9acUcWx6eEzfgJsDduPxziKXXdQH0ki6uBXpZPfAa6PqfLURXryVVNF57eQ9hTlUuWPTY49NGJvuRjAIS8U4Ou3fl5hRs4/w266-h400/ChatGPT%20Image%207%20de%20mar.%20de%202026,%2008_55_31(1).png&quot; width=&quot;266&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
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   Name=&quot;List 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Bullet 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Bullet 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Bullet 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Bullet 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Number 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Number 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Number 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Number 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;10&quot; QFormat=&quot;true&quot; Name=&quot;Title&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Closing&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Signature&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; Name=&quot;Default Paragraph Font&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Body Text&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Body Text Indent&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Continue&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Continue 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Continue 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Continue 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Continue 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Message Header&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;11&quot; QFormat=&quot;true&quot; Name=&quot;Subtitle&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Salutation&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Date&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Body Text First Indent&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Body Text First Indent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Note Heading&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Body Text 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Body Text 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Body Text Indent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Body Text Indent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Block Text&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Hyperlink&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;FollowedHyperlink&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;22&quot; QFormat=&quot;true&quot; Name=&quot;Strong&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;20&quot; QFormat=&quot;true&quot; Name=&quot;Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Document Map&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Plain Text&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;E-mail Signature&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Top of Form&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Bottom of Form&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Normal (Web)&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Acronym&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Address&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Cite&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Code&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Definition&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Keyboard&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Preformatted&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Sample&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Typewriter&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Variable&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Normal Table&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;annotation subject&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;No List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Outline List 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Outline List 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Outline List 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Simple 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Simple 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Simple 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Classic 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Classic 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Classic 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Classic 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Colorful 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Colorful 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Colorful 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Columns 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Columns 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Columns 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Columns 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Columns 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 8&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 8&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table 3D effects 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table 3D effects 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table 3D effects 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Contemporary&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Elegant&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Professional&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Subtle 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Subtle 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Web 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Web 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Web 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Balloon Text&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;Table Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Theme&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; Name=&quot;Placeholder Text&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; QFormat=&quot;true&quot; Name=&quot;No Spacing&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; Name=&quot;Light Shading&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; Name=&quot;Light List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; Name=&quot;Light Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; Name=&quot;Medium Shading 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; Name=&quot;Medium Shading 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; Name=&quot;Medium List 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; Name=&quot;Medium List 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; Name=&quot;Medium Grid 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; Name=&quot;Medium Grid 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; Name=&quot;Medium Grid 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; Name=&quot;Dark List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; Name=&quot;Colorful Shading&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; Name=&quot;Colorful List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; Name=&quot;Colorful Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; Name=&quot;Light Shading Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; Name=&quot;Light List Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; Name=&quot;Light Grid Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; Name=&quot;Medium Shading 1 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; Name=&quot;Medium Shading 2 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; Name=&quot;Medium List 1 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; Name=&quot;Revision&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;34&quot; QFormat=&quot;true&quot;
   Name=&quot;List Paragraph&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;29&quot; QFormat=&quot;true&quot; Name=&quot;Quote&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;30&quot; QFormat=&quot;true&quot;
   Name=&quot;Intense Quote&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; Name=&quot;Medium List 2 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; Name=&quot;Medium Grid 1 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; Name=&quot;Medium Grid 2 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; Name=&quot;Medium Grid 3 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; Name=&quot;Dark List Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; Name=&quot;Colorful Shading Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; Name=&quot;Colorful List Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; Name=&quot;Colorful Grid Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; Name=&quot;Light Shading Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; Name=&quot;Light List Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; Name=&quot;Light Grid Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; Name=&quot;Medium Shading 1 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; Name=&quot;Medium Shading 2 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; Name=&quot;Medium List 1 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; Name=&quot;Medium List 2 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; Name=&quot;Medium Grid 1 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; Name=&quot;Medium Grid 2 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; Name=&quot;Medium Grid 3 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; Name=&quot;Dark List Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; Name=&quot;Colorful Shading Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; Name=&quot;Colorful List Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; Name=&quot;Colorful Grid Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; Name=&quot;Light Shading Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; Name=&quot;Light List Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; Name=&quot;Light Grid Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; Name=&quot;Medium Shading 1 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; Name=&quot;Medium Shading 2 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; Name=&quot;Medium List 1 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; Name=&quot;Medium List 2 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; Name=&quot;Medium Grid 1 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; Name=&quot;Medium Grid 2 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; Name=&quot;Medium Grid 3 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; Name=&quot;Dark List Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; Name=&quot;Colorful Shading Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; Name=&quot;Colorful List Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; Name=&quot;Colorful Grid Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; Name=&quot;Light Shading Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; Name=&quot;Light List Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; Name=&quot;Light Grid Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; Name=&quot;Medium Shading 1 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; Name=&quot;Medium Shading 2 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; Name=&quot;Medium List 1 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; Name=&quot;Medium List 2 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; Name=&quot;Medium Grid 1 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; Name=&quot;Medium Grid 2 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; Name=&quot;Medium Grid 3 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; Name=&quot;Dark List Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; Name=&quot;Colorful Shading Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; Name=&quot;Colorful List Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; Name=&quot;Colorful Grid Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; Name=&quot;Light Shading Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; Name=&quot;Light List Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; Name=&quot;Light Grid Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; Name=&quot;Medium Shading 1 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; Name=&quot;Medium Shading 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; Name=&quot;Medium List 1 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; Name=&quot;Medium List 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; Name=&quot;Medium Grid 1 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; Name=&quot;Medium Grid 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; Name=&quot;Medium Grid 3 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; Name=&quot;Dark List Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; Name=&quot;Colorful Shading Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; Name=&quot;Colorful List Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; Name=&quot;Colorful Grid Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; Name=&quot;Light Shading Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; Name=&quot;Light List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; Name=&quot;Light Grid Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; Name=&quot;Medium Shading 1 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; Name=&quot;Medium Shading 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; Name=&quot;Medium List 1 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; Name=&quot;Medium List 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; Name=&quot;Medium Grid 1 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; Name=&quot;Medium Grid 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; Name=&quot;Medium Grid 3 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; Name=&quot;Dark List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; Name=&quot;Colorful Shading Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; Name=&quot;Colorful List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; Name=&quot;Colorful Grid Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;19&quot; QFormat=&quot;true&quot;
   Name=&quot;Subtle Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;21&quot; QFormat=&quot;true&quot;
   Name=&quot;Intense Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;31&quot; QFormat=&quot;true&quot;
   Name=&quot;Subtle Reference&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;32&quot; QFormat=&quot;true&quot;
   Name=&quot;Intense Reference&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;33&quot; QFormat=&quot;true&quot; Name=&quot;Book Title&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;37&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; Name=&quot;Bibliography&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; QFormat=&quot;true&quot; Name=&quot;TOC Heading&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;41&quot; Name=&quot;Plain Table 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;42&quot; Name=&quot;Plain Table 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;43&quot; Name=&quot;Plain Table 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;44&quot; Name=&quot;Plain Table 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;45&quot; Name=&quot;Plain Table 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;40&quot; Name=&quot;Grid Table Light&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot; Name=&quot;Grid Table 1 Light&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;Grid Table 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;Grid Table 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;Grid Table 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;Grid Table 5 Dark&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot; Name=&quot;Grid Table 6 Colorful&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot; Name=&quot;Grid Table 7 Colorful&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot;
   Name=&quot;Grid Table 1 Light Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;Grid Table 2 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;Grid Table 3 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;Grid Table 4 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;Grid Table 5 Dark Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot;
   Name=&quot;Grid Table 6 Colorful Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot;
   Name=&quot;Grid Table 7 Colorful Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot;
   Name=&quot;Grid Table 1 Light Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;Grid Table 2 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;Grid Table 3 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;Grid Table 4 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;Grid Table 5 Dark Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot;
   Name=&quot;Grid Table 6 Colorful Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot;
   Name=&quot;Grid Table 7 Colorful Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot;
   Name=&quot;Grid Table 1 Light Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;Grid Table 2 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;Grid Table 3 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;Grid Table 4 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;Grid Table 5 Dark Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot;
   Name=&quot;Grid Table 6 Colorful Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot;
   Name=&quot;Grid Table 7 Colorful Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot;
   Name=&quot;Grid Table 1 Light Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;Grid Table 2 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;Grid Table 3 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;Grid Table 4 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;Grid Table 5 Dark Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot;
   Name=&quot;Grid Table 6 Colorful Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot;
   Name=&quot;Grid Table 7 Colorful Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot;
   Name=&quot;Grid Table 1 Light Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;Grid Table 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;Grid Table 3 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;Grid Table 4 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;Grid Table 5 Dark Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot;
   Name=&quot;Grid Table 6 Colorful Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot;
   Name=&quot;Grid Table 7 Colorful Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot;
   Name=&quot;Grid Table 1 Light Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;Grid Table 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;Grid Table 3 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;Grid Table 4 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;Grid Table 5 Dark Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot;
   Name=&quot;Grid Table 6 Colorful Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot;
   Name=&quot;Grid Table 7 Colorful Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot; Name=&quot;List Table 1 Light&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;List Table 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;List Table 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;List Table 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;List Table 5 Dark&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot; Name=&quot;List Table 6 Colorful&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot; Name=&quot;List Table 7 Colorful&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot;
   Name=&quot;List Table 1 Light Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;List Table 2 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;List Table 3 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;List Table 4 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;List Table 5 Dark Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot;
   Name=&quot;List Table 6 Colorful Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot;
   Name=&quot;List Table 7 Colorful Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot;
   Name=&quot;List Table 1 Light Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;List Table 2 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;List Table 3 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;List Table 4 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;List Table 5 Dark Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot;
   Name=&quot;List Table 6 Colorful Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot;
   Name=&quot;List Table 7 Colorful Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot;
   Name=&quot;List Table 1 Light Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;List Table 2 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;List Table 3 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;List Table 4 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;List Table 5 Dark Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot;
   Name=&quot;List Table 6 Colorful Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot;
   Name=&quot;List Table 7 Colorful Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot;
   Name=&quot;List Table 1 Light Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;List Table 2 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;List Table 3 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;List Table 4 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;List Table 5 Dark Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot;
   Name=&quot;List Table 6 Colorful Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot;
   Name=&quot;List Table 7 Colorful Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot;
   Name=&quot;List Table 1 Light Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;List Table 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;List Table 3 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;List Table 4 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;List Table 5 Dark Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot;
   Name=&quot;List Table 6 Colorful Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot;
   Name=&quot;List Table 7 Colorful Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot;
   Name=&quot;List Table 1 Light Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;List Table 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;List Table 3 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;List Table 4 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;List Table 5 Dark Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot;
   Name=&quot;List Table 6 Colorful Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot;
   Name=&quot;List Table 7 Colorful Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Mention&quot;/&gt;
 &lt;/w:LatentStyles&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt;
&lt;style&gt;
 /* Style Definitions */
 table.MsoNormalTable
	{mso-style-name:&quot;Tabela normal&quot;;
	mso-tstyle-rowband-size:0;
	mso-tstyle-colband-size:0;
	mso-style-noshow:yes;
	mso-style-priority:99;
	mso-style-parent:&quot;&quot;;
	mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
	mso-para-margin:0cm;
	mso-para-margin-bottom:.0001pt;
	mso-pagination:widow-orphan;
	mso-hyphenate:none;
	font-size:12.0pt;
	font-family:&quot;Liberation Serif&quot;,sans-serif;
	mso-font-kerning:1.0pt;
	mso-fareast-language:ZH-CN;
	mso-bidi-language:HI;}
&lt;/style&gt;
&lt;![endif]--&gt;

&lt;p&gt;&lt;/p&gt;&lt;p align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;w:WordDocument&gt;
  &lt;w:View&gt;Normal&lt;/w:View&gt;
  &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;
  &lt;w:TrackMoves/&gt;
  &lt;w:TrackFormatting/&gt;
  &lt;w:HyphenationZone&gt;21&lt;/w:HyphenationZone&gt;
  &lt;w:PunctuationKerning/&gt;
  &lt;w:ValidateAgainstSchemas/&gt;
  &lt;w:SaveIfXMLInvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;
  &lt;w:IgnoreMixedContent&gt;false&lt;/w:IgnoreMixedContent&gt;
  &lt;w:AlwaysShowPlaceholderText&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;
  &lt;w:DoNotPromoteQF/&gt;
  &lt;w:Compatibility&gt;
   &lt;w:BreakWrappedTables/&gt;
   &lt;w:SnapToGridInCell/&gt;
   &lt;w:WrapTextWithPunct/&gt;
   &lt;w:UseAsianBreakRules/&gt;
   &lt;w:DontGrowAutofit/&gt;
   &lt;w:SplitPgBreakAndParaMark/&gt;
   &lt;w:EnableOpenTypeKerning/&gt;
   &lt;w:DontFlipMirrorIndents/&gt;
   &lt;w:OverrideTableStyleHps/&gt;
   &lt;w:UseFELayout/&gt;
  &lt;/w:Compatibility&gt;
  &lt;w:DoNotOptimizeForBrowser/&gt;
  &lt;m:mathPr&gt;
   &lt;m:mathFont m:val=&quot;Cambria Math&quot;/&gt;
   &lt;m:brkBin m:val=&quot;before&quot;/&gt;
   &lt;m:brkBinSub m:val=&quot;&amp;#45;-&quot;/&gt;
   &lt;m:smallFrac m:val=&quot;off&quot;/&gt;
   &lt;m:dispDef/&gt;
   &lt;m:lMargin m:val=&quot;0&quot;/&gt;
   &lt;m:rMargin m:val=&quot;0&quot;/&gt;
   &lt;m:defJc m:val=&quot;centerGroup&quot;/&gt;
   &lt;m:wrapIndent m:val=&quot;1440&quot;/&gt;
   &lt;m:intLim m:val=&quot;subSup&quot;/&gt;
   &lt;m:naryLim m:val=&quot;undOvr&quot;/&gt;
  &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
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  DefSemiHidden=&quot;false&quot; DefQFormat=&quot;false&quot; DefPriority=&quot;99&quot;
  LatentStyleCount=&quot;372&quot;&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;0&quot; QFormat=&quot;true&quot; Name=&quot;Normal&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; QFormat=&quot;true&quot; Name=&quot;heading 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; QFormat=&quot;true&quot; Name=&quot;heading 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; QFormat=&quot;true&quot; Name=&quot;heading 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; QFormat=&quot;true&quot; Name=&quot;heading 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; QFormat=&quot;true&quot; Name=&quot;heading 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; QFormat=&quot;true&quot; Name=&quot;heading 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; QFormat=&quot;true&quot; Name=&quot;heading 8&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; SemiHidden=&quot;true&quot;
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   Name=&quot;index 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;index 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;index 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;index 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;index 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;index 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;index 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;index 8&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;index 9&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; Name=&quot;toc 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; Name=&quot;toc 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; Name=&quot;toc 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; Name=&quot;toc 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; Name=&quot;toc 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; Name=&quot;toc 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; Name=&quot;toc 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; Name=&quot;toc 8&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; Name=&quot;toc 9&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Normal Indent&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;0&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; Name=&quot;footnote text&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;annotation text&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;header&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;footer&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;index heading&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;35&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; QFormat=&quot;true&quot; Name=&quot;caption&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;table of figures&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;envelope address&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;envelope return&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;0&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; Name=&quot;footnote reference&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;annotation reference&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;line number&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;page number&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;endnote reference&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;endnote text&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;table of authorities&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;macro&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;toa heading&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Bullet&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Number&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Bullet 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Bullet 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Bullet 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Bullet 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Number 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Number 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Number 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Number 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;10&quot; QFormat=&quot;true&quot; Name=&quot;Title&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Closing&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Signature&quot;/&gt;
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   UnhideWhenUsed=&quot;true&quot; Name=&quot;Default Paragraph Font&quot;/&gt;
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   Name=&quot;Body Text&quot;/&gt;
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   Name=&quot;Body Text Indent&quot;/&gt;
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   Name=&quot;List Continue&quot;/&gt;
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   Name=&quot;List Continue 2&quot;/&gt;
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   Name=&quot;List Continue 3&quot;/&gt;
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   Name=&quot;List Continue 4&quot;/&gt;
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   Name=&quot;List Continue 5&quot;/&gt;
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   Name=&quot;Message Header&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;11&quot; QFormat=&quot;true&quot; Name=&quot;Subtitle&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Salutation&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Date&quot;/&gt;
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   Name=&quot;Body Text First Indent&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Body Text First Indent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Note Heading&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Body Text 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Body Text 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Body Text Indent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Body Text Indent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Block Text&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Hyperlink&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;FollowedHyperlink&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;22&quot; QFormat=&quot;true&quot; Name=&quot;Strong&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;20&quot; QFormat=&quot;true&quot; Name=&quot;Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Document Map&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Plain Text&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;E-mail Signature&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Top of Form&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Bottom of Form&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Normal (Web)&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Acronym&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Address&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Cite&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Code&quot;/&gt;
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   Name=&quot;HTML Definition&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Keyboard&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Preformatted&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Sample&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Typewriter&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Variable&quot;/&gt;
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   Name=&quot;Normal Table&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;annotation subject&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;No List&quot;/&gt;
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   Name=&quot;Outline List 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Outline List 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Outline List 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Simple 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Simple 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Simple 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Classic 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Classic 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Classic 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Classic 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Colorful 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Colorful 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Colorful 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Columns 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Columns 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Columns 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Columns 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Columns 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 8&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 8&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table 3D effects 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table 3D effects 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table 3D effects 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Contemporary&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Elegant&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Professional&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Subtle 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Subtle 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Web 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Web 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Web 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Balloon Text&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;Table Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Theme&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; Name=&quot;Placeholder Text&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; QFormat=&quot;true&quot; Name=&quot;No Spacing&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; Name=&quot;Light Shading&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; Name=&quot;Light List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; Name=&quot;Light Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; Name=&quot;Medium Shading 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; Name=&quot;Medium Shading 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; Name=&quot;Medium List 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; Name=&quot;Medium List 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; Name=&quot;Medium Grid 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; Name=&quot;Medium Grid 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; Name=&quot;Medium Grid 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; Name=&quot;Dark List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; Name=&quot;Colorful Shading&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; Name=&quot;Colorful List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; Name=&quot;Colorful Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; Name=&quot;Light Shading Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; Name=&quot;Light List Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; Name=&quot;Light Grid Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; Name=&quot;Medium Shading 1 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; Name=&quot;Medium Shading 2 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; Name=&quot;Medium List 1 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; Name=&quot;Revision&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;34&quot; QFormat=&quot;true&quot;
   Name=&quot;List Paragraph&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;29&quot; QFormat=&quot;true&quot; Name=&quot;Quote&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;30&quot; QFormat=&quot;true&quot;
   Name=&quot;Intense Quote&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; Name=&quot;Medium List 2 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; Name=&quot;Medium Grid 1 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; Name=&quot;Medium Grid 2 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; Name=&quot;Medium Grid 3 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; Name=&quot;Dark List Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; Name=&quot;Colorful Shading Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; Name=&quot;Colorful List Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; Name=&quot;Colorful Grid Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; Name=&quot;Light Shading Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; Name=&quot;Light List Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; Name=&quot;Light Grid Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; Name=&quot;Medium Shading 1 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; Name=&quot;Medium Shading 2 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; Name=&quot;Medium List 1 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; Name=&quot;Medium List 2 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; Name=&quot;Medium Grid 1 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; Name=&quot;Medium Grid 2 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; Name=&quot;Medium Grid 3 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; Name=&quot;Dark List Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; Name=&quot;Colorful Shading Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; Name=&quot;Colorful List Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; Name=&quot;Colorful Grid Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; Name=&quot;Light Shading Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; Name=&quot;Light List Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; Name=&quot;Light Grid Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; Name=&quot;Medium Shading 1 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; Name=&quot;Medium Shading 2 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; Name=&quot;Medium List 1 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; Name=&quot;Medium List 2 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; Name=&quot;Medium Grid 1 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; Name=&quot;Medium Grid 2 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; Name=&quot;Medium Grid 3 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; Name=&quot;Dark List Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; Name=&quot;Colorful Shading Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; Name=&quot;Colorful List Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; Name=&quot;Colorful Grid Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; Name=&quot;Light Shading Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; Name=&quot;Light List Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; Name=&quot;Light Grid Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; Name=&quot;Medium Shading 1 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; Name=&quot;Medium Shading 2 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; Name=&quot;Medium List 1 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; Name=&quot;Medium List 2 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; Name=&quot;Medium Grid 1 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; Name=&quot;Medium Grid 2 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; Name=&quot;Medium Grid 3 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; Name=&quot;Dark List Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; Name=&quot;Colorful Shading Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; Name=&quot;Colorful List Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; Name=&quot;Colorful Grid Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; Name=&quot;Light Shading Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; Name=&quot;Light List Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; Name=&quot;Light Grid Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; Name=&quot;Medium Shading 1 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; Name=&quot;Medium Shading 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; Name=&quot;Medium List 1 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; Name=&quot;Medium List 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; Name=&quot;Medium Grid 1 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; Name=&quot;Medium Grid 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; Name=&quot;Medium Grid 3 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; Name=&quot;Dark List Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; Name=&quot;Colorful Shading Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; Name=&quot;Colorful List Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; Name=&quot;Colorful Grid Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; Name=&quot;Light Shading Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; Name=&quot;Light List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; Name=&quot;Light Grid Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; Name=&quot;Medium Shading 1 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; Name=&quot;Medium Shading 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; Name=&quot;Medium List 1 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; Name=&quot;Medium List 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; Name=&quot;Medium Grid 1 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; Name=&quot;Medium Grid 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; Name=&quot;Medium Grid 3 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; Name=&quot;Dark List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; Name=&quot;Colorful Shading Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; Name=&quot;Colorful List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; Name=&quot;Colorful Grid Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;19&quot; QFormat=&quot;true&quot;
   Name=&quot;Subtle Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;21&quot; QFormat=&quot;true&quot;
   Name=&quot;Intense Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;31&quot; QFormat=&quot;true&quot;
   Name=&quot;Subtle Reference&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;32&quot; QFormat=&quot;true&quot;
   Name=&quot;Intense Reference&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;33&quot; QFormat=&quot;true&quot; Name=&quot;Book Title&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;37&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; Name=&quot;Bibliography&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; QFormat=&quot;true&quot; Name=&quot;TOC Heading&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;41&quot; Name=&quot;Plain Table 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;42&quot; Name=&quot;Plain Table 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;43&quot; Name=&quot;Plain Table 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;44&quot; Name=&quot;Plain Table 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;45&quot; Name=&quot;Plain Table 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;40&quot; Name=&quot;Grid Table Light&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot; Name=&quot;Grid Table 1 Light&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;Grid Table 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;Grid Table 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;Grid Table 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;Grid Table 5 Dark&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot; Name=&quot;Grid Table 6 Colorful&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot; Name=&quot;Grid Table 7 Colorful&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot;
   Name=&quot;Grid Table 1 Light Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;Grid Table 2 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;Grid Table 3 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;Grid Table 4 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;Grid Table 5 Dark Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot;
   Name=&quot;Grid Table 6 Colorful Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot;
   Name=&quot;Grid Table 7 Colorful Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot;
   Name=&quot;Grid Table 1 Light Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;Grid Table 2 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;Grid Table 3 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;Grid Table 4 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;Grid Table 5 Dark Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot;
   Name=&quot;Grid Table 6 Colorful Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot;
   Name=&quot;Grid Table 7 Colorful Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot;
   Name=&quot;Grid Table 1 Light Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;Grid Table 2 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;Grid Table 3 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;Grid Table 4 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;Grid Table 5 Dark Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot;
   Name=&quot;Grid Table 6 Colorful Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot;
   Name=&quot;Grid Table 7 Colorful Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot;
   Name=&quot;Grid Table 1 Light Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;Grid Table 2 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;Grid Table 3 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;Grid Table 4 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;Grid Table 5 Dark Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot;
   Name=&quot;Grid Table 6 Colorful Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot;
   Name=&quot;Grid Table 7 Colorful Accent 4&quot;/&gt;
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&lt;/p&gt;&lt;p align=&quot;right&quot; class=&quot;MsoNormal&quot; style=&quot;text-align: right;&quot;&gt;&lt;span face=&quot;&amp;quot;Tahoma&amp;quot;,sans-serif&quot; style=&quot;mso-bidi-font-family: Arial;&quot;&gt;Rogério Henrique Castro Rocha&lt;a href=&quot;#_ftn1&quot; name=&quot;_ftnref1&quot; style=&quot;mso-footnote-id: ftn1;&quot; title=&quot;&quot;&gt;&lt;span class=&quot;MsoFootnoteReference&quot;&gt;&lt;span style=&quot;mso-special-character: footnote;&quot;&gt;&lt;span class=&quot;MsoFootnoteReference&quot;&gt;&lt;span face=&quot;&amp;quot;Tahoma&amp;quot;,sans-serif&quot; style=&quot;font-size: 12pt; mso-ansi-language: PT-BR; mso-bidi-font-family: Arial; mso-bidi-language: HI; mso-fareast-font-family: NSimSun; mso-fareast-language: ZH-CN;&quot;&gt;[1]&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p align=&quot;right&quot; class=&quot;MsoNormal&quot; style=&quot;text-align: right;&quot;&gt;&lt;span face=&quot;&amp;quot;Tahoma&amp;quot;,sans-serif&quot; style=&quot;mso-bidi-font-family: Arial;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;

&lt;p align=&quot;right&quot; class=&quot;MsoNormal&quot; style=&quot;text-align: right;&quot;&gt;&lt;span face=&quot;&amp;quot;Tahoma&amp;quot;,sans-serif&quot; style=&quot;mso-bidi-font-family: Arial;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left: 290.6pt; text-align: justify; text-justify: inter-ideograph;&quot;&gt;&lt;span face=&quot;&amp;quot;Tahoma&amp;quot;,sans-serif&quot; style=&quot;mso-bidi-font-family: Arial;&quot;&gt;“Da nossa vida, em meio da jornada,&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left: 290.6pt; text-align: justify; text-justify: inter-ideograph;&quot;&gt;&lt;span face=&quot;&amp;quot;Tahoma&amp;quot;,sans-serif&quot; style=&quot;mso-bidi-font-family: Arial;&quot;&gt;achei-me numa selva tenebrosa,&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left: 290.6pt; text-align: justify; text-justify: inter-ideograph;&quot;&gt;&lt;span face=&quot;&amp;quot;Tahoma&amp;quot;,sans-serif&quot; style=&quot;mso-bidi-font-family: Arial;&quot;&gt;tendo perdido a verdadeira estrada.”&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left: 290.6pt; text-align: justify; text-justify: inter-ideograph;&quot;&gt;&lt;span face=&quot;&amp;quot;Tahoma&amp;quot;,sans-serif&quot; style=&quot;mso-bidi-font-family: Arial;&quot;&gt;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; text-align: justify; text-indent: 42.5pt; text-justify: inter-ideograph;&quot;&gt;&lt;span face=&quot;&amp;quot;Tahoma&amp;quot;,sans-serif&quot; style=&quot;mso-bidi-font-family: Arial;&quot;&gt;A obra mais famosa de Dante Alighieri foi escrita
há mais de 705 anos. Ainda assim, seus versos continuam a impactar gerações de
leitores que tiveram contato com a obra mestra de sua criação. &lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; text-align: justify; text-indent: 42.5pt; text-justify: inter-ideograph;&quot;&gt;&lt;span face=&quot;&amp;quot;Tahoma&amp;quot;,sans-serif&quot; style=&quot;mso-bidi-font-family: Arial;&quot;&gt;A “Divina Comédia”, seu poema mais sublime, é ao
mesmo tempo a coroação de seu amor platônico por Beatriz de Folco Portinari (a
quem dedicou vários de seus escritos mais conhecidos) e o ápice de uma
imaginação que legou ao mundo um escrito insuperável em linguagem popular.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; text-align: justify; text-indent: 42.5pt; text-justify: inter-ideograph;&quot;&gt;&lt;span face=&quot;&amp;quot;Tahoma&amp;quot;,sans-serif&quot; style=&quot;mso-bidi-font-family: Arial;&quot;&gt;Ressalte-se que a comédia de que trata Dante é
divina, ou seja, não é uma comédia qualquer. Ao contrário da tragédia, possui
um final feliz (e no Paraíso, por sinal). Seu sentido, portanto, não é simples
e raso; é denso, amplo, complexo, dramático. Afinal, trata-se de um livro cheio
de alegorias, simbolismos e significações. Uma obra de fantasia cujos limites
estéticos e criativos são, ainda hoje, difíceis de serem emulados.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; text-align: justify; text-indent: 42.5pt; text-justify: inter-ideograph;&quot;&gt;&lt;span face=&quot;&amp;quot;Tahoma&amp;quot;,sans-serif&quot; style=&quot;mso-bidi-font-family: Arial;&quot;&gt;Impende frisar ainda, em torno de sua importância
(BRAZ, 2023), que ela “mostrou como uma língua que não fosse o latim (...),
pôde ser capaz de criar, sem nenhuma intimidação, uma obra-prima na altura da
Odisseia, da Eneida, do teatro grego.”&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; text-align: justify; text-indent: 42.5pt; text-justify: inter-ideograph;&quot;&gt;&lt;span face=&quot;&amp;quot;Tahoma&amp;quot;,sans-serif&quot; style=&quot;mso-bidi-font-family: Arial;&quot;&gt;O poema dantesco, composto por versos decassílabos
organizados em tercetos com rimas dispostas no esquema ABA/BCB/CDC, ao longo de
cem cantos, metaforiza o drama da condição humana numa narrativa que confere à
personagem central (o próprio Dante) e às personagens que o circundam
(Virgílio, Beatriz, São Bernardo e outras figuras conhecidas da época) a tarefa
de empreender uma jornada de caráter ascensional por vários planos, círculos ou
mundos, com múltiplas divisões, para reencontrar “o bom caminho abandonado.” &lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; text-align: justify; text-indent: 42.5pt; text-justify: inter-ideograph;&quot;&gt;&lt;span face=&quot;&amp;quot;Tahoma&amp;quot;,sans-serif&quot; style=&quot;mso-bidi-font-family: Arial;&quot;&gt;Daí o motivo pelo qual a personagem inicia a aventura
nos círculos mais profundos do Inferno, galgando, não sem apuros e descobertas,
os patamares superiores do Purgatório e o tão almejado Paraíso, imagens que
possuíam grande força no imaginário do período medieval.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; text-align: justify; text-indent: 42.5pt; text-justify: inter-ideograph;&quot;&gt;&lt;span face=&quot;&amp;quot;Tahoma&amp;quot;,sans-serif&quot; style=&quot;mso-bidi-font-family: Arial;&quot;&gt;No trajeto, será guiado pelo poeta Virgílio e,
posteriormente, adentrará o Paraíso, alcançando o Céu ladeado por Beatriz,
eterna musa idealizada que, na obra, assume a tarefa de retirá-lo da “selva
escura”, ajudá-lo a reencontrar a “verdadeira estrada” e escapar do inferno. &lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; text-align: justify; text-indent: 42.5pt; text-justify: inter-ideograph;&quot;&gt;&lt;span face=&quot;&amp;quot;Tahoma&amp;quot;,sans-serif&quot; style=&quot;mso-bidi-font-family: Arial;&quot;&gt;Essa mulher idealizada, dentro do enredo, é também
aquela que, por meio do seu espírito amoroso e iluminado, simboliza a
sublimação da virtude. No céu, Dante encontrará, por fim, o lume do Sol, de
Deus, da vida verdadeira, contemplada na transformação íntima que se lhe é operada
após a árdua travessia desde a escuridão da selva, na qual estivera perdido e
desviado (como vemos no Inferno - Canto I), até a graça, o enlevo e a glória
dos céus paradisíacos, onde, serenada a agitação do ânimo, a personagem central, enfim, abandona a errância. &lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; text-align: justify; text-indent: 42.5pt; text-justify: inter-ideograph;&quot;&gt;&lt;span face=&quot;&amp;quot;Tahoma&amp;quot;,sans-serif&quot; style=&quot;mso-bidi-font-family: Arial;&quot;&gt;O livro, além de cativante, possui inúmeras
alegorias e mensagens que podem ensinar muito aos leitores. Dentre elas, há
algumas que me chamam atenção. &lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; text-align: justify; text-indent: 42.5pt; text-justify: inter-ideograph;&quot;&gt;&lt;span face=&quot;&amp;quot;Tahoma&amp;quot;,sans-serif&quot; style=&quot;mso-bidi-font-family: Arial;&quot;&gt;A primeira é a de que toda jornada concorre, em
algum grau, para a abertura da possibilidade de uma reforma interior. Além de
conferir conhecimento a quem a executa, a travessia da vida, com seus percalços
e surpresas, é capaz de moldar uma nova pessoa, dotando-a de outras experiências, valores e virtudes. &lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; text-align: justify; text-indent: 42.5pt; text-justify: inter-ideograph;&quot;&gt;&lt;span face=&quot;&amp;quot;Tahoma&amp;quot;,sans-serif&quot; style=&quot;mso-bidi-font-family: Arial;&quot;&gt;A segunda diz respeito às diversas maneiras
encontradas para julgar, criticar e condenar a ganância, os vícios e as
deformações do poder. &lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; text-align: justify; text-indent: 42.5pt; text-justify: inter-ideograph;&quot;&gt;&lt;span face=&quot;&amp;quot;Tahoma&amp;quot;,sans-serif&quot; style=&quot;mso-bidi-font-family: Arial;&quot;&gt;A terceira denuncia a extrema ambiguidade da
condição humana, capaz de queda e ascensão, sombra e luz, bondade e maldade.
Isso mostra que temos em nós, concomitantemente, as vertentes desse pêndulo, as
feras e os monstros que personificam nossas vicissitudes.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; text-align: justify; text-indent: 42.5pt; text-justify: inter-ideograph;&quot;&gt;&lt;span face=&quot;&amp;quot;Tahoma&amp;quot;,sans-serif&quot; style=&quot;mso-bidi-font-family: Arial;&quot;&gt;Para finalizar, devo afirmar que a mensagem que
mais toca minha alma, no que se refere ao humanismo radical presente na
obra-prima de Dante Alighieri, é justamente a da alteridade. Isso me leva a deduzir que, se não fossem seus guias — aqueles que o acompanharam durante a
difícil e longa jornada —, Dante talvez não conseguisse chegar ao fim e
alcançar o paraíso. Trouxe, portanto, para mim a sólida constatação de que
ninguém se salva sozinho.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; text-align: justify; text-indent: 42.5pt; text-justify: inter-ideograph;&quot;&gt;&lt;span face=&quot;&amp;quot;Tahoma&amp;quot;,sans-serif&quot; style=&quot;mso-bidi-font-family: Arial;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; text-align: justify; text-indent: 42.5pt; text-justify: inter-ideograph;&quot;&gt;&lt;span face=&quot;&amp;quot;Tahoma&amp;quot;,sans-serif&quot; style=&quot;mso-bidi-font-family: Arial;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; text-align: justify; text-indent: 42.5pt; text-justify: inter-ideograph;&quot;&gt;&lt;span face=&quot;&amp;quot;Tahoma&amp;quot;,sans-serif&quot; style=&quot;mso-bidi-font-family: Arial;&quot;&gt;Referências:&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; text-align: justify; text-indent: 42.5pt; text-justify: inter-ideograph;&quot;&gt;&lt;span face=&quot;&amp;quot;Tahoma&amp;quot;,sans-serif&quot; style=&quot;mso-bidi-font-family: Arial;&quot;&gt;ALIGHIERI, Dante. A divina comédia. Tradução de José
Pedro Xavier Pinheiro. D. Giosa: São Paulo, 2003.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; text-align: justify; text-indent: 42.5pt; text-justify: inter-ideograph;&quot;&gt;&lt;span face=&quot;&amp;quot;Tahoma&amp;quot;,sans-serif&quot; style=&quot;mso-bidi-font-family: Arial;&quot;&gt;BRAZ, Renan. Publicação de “A Divina Comédia”.
Disponível em: https://www.fflch.usp.br/133070. Acesso em 06/03/202&lt;/span&gt;&lt;span face=&quot;&amp;quot;Tahoma&amp;quot;,sans-serif&quot; style=&quot;mso-bidi-font-family: Arial;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; text-align: justify; text-indent: 42.5pt; text-justify: inter-ideograph;&quot;&gt;&lt;span face=&quot;&amp;quot;Tahoma&amp;quot;,sans-serif&quot; style=&quot;mso-bidi-font-family: Arial;&quot;&gt;MELO, Alessandro. A divina comédia sob a luz do
cristianismo. 3. ed. Divinópolis, MG: Ed. do autor, 2023.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; text-align: justify; text-indent: 42.5pt; text-justify: inter-ideograph;&quot;&gt;&lt;/p&gt;

&lt;div style=&quot;mso-element: footnote-list;&quot;&gt;&lt;br clear=&quot;all&quot; /&gt;

&lt;hr align=&quot;left&quot; size=&quot;1&quot; width=&quot;33%&quot; /&gt;



&lt;div id=&quot;ftn1&quot; style=&quot;mso-element: footnote;&quot;&gt;

&lt;p class=&quot;MsoFootnoteText&quot;&gt;&lt;a href=&quot;#_ftnref1&quot; name=&quot;_ftn1&quot; style=&quot;mso-footnote-id: ftn1;&quot; title=&quot;&quot;&gt;&lt;span class=&quot;Caracteresdenotaderodap&quot;&gt;&lt;span style=&quot;mso-special-character: footnote;&quot;&gt;&lt;span class=&quot;Caracteresdenotaderodap&quot;&gt;&lt;span face=&quot;&amp;quot;Liberation Serif&amp;quot;,sans-serif&quot; style=&quot;font-size: 10pt; mso-ansi-language: PT-BR; mso-bidi-font-family: Arial; mso-bidi-language: HI; mso-fareast-font-family: NSimSun; mso-fareast-language: ZH-CN;&quot;&gt;[1]&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/a&gt;&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Graduado em Direito e Filosofia pela UFMA,
Mestre em Criminologia pela UFP – Porto/PT, escritor, palestrante e livre
pensador.&lt;/p&gt;

&lt;/div&gt;

&lt;/div&gt;

&lt;p align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;&lt;br /&gt;&lt;/p&gt;

</content><link rel='replies' type='application/atom+xml' href='http://rogeriohenriquerocha.blogspot.com/feeds/2914703054060721096/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://rogeriohenriquerocha.blogspot.com/2026/03/a-divina-comedia-e-os-percursos.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1863207227654854521/posts/default/2914703054060721096'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1863207227654854521/posts/default/2914703054060721096'/><link rel='alternate' type='text/html' href='http://rogeriohenriquerocha.blogspot.com/2026/03/a-divina-comedia-e-os-percursos.html' title='A divina comédia e os percursos tortuosos da condição humana'/><author><name>Rogério Rocha</name><uri>http://www.blogger.com/profile/02567831559873849872</uri><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/AVvXsEgoGEY9YbV1LIyqQaLCtocpIUGLu5wPf1G9t-Q9jlr-BJqk3K5yrFPnZae8yIdsGLBNVtv7S6jpqq3jSrZRwURpV6IHRAvhI9acUcWx6eEzfgJsDduPxziKXXdQH0ki6uBXpZPfAa6PqfLURXryVVNF57eQ9hTlUuWPTY49NGJvuRjAIS8U4Ou3fl5hRs4/s72-w266-h400-c/ChatGPT%20Image%207%20de%20mar.%20de%202026,%2008_55_31(1).png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1863207227654854521.post-2062847823964437571</id><published>2026-01-26T10:11:00.004-03:00</published><updated>2026-01-30T09:14:08.559-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="a leitura do mundo"/><category scheme="http://www.blogger.com/atom/ns#" term="Alberto Manguel"/><category scheme="http://www.blogger.com/atom/ns#" term="hábito de ler"/><category scheme="http://www.blogger.com/atom/ns#" term="leitor na torre de marfim"/><category scheme="http://www.blogger.com/atom/ns#" term="leitor traça"/><category scheme="http://www.blogger.com/atom/ns#" term="leitor viajante"/><category scheme="http://www.blogger.com/atom/ns#" term="Rogério Rocha"/><title type='text'>O leitor como metáfora: um olhar do mundo pelas letras vivas</title><content type='html'>&lt;p&gt;&amp;nbsp;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
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   Name=&quot;HTML Cite&quot;/&gt;
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   Name=&quot;HTML Code&quot;/&gt;
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   Name=&quot;HTML Definition&quot;/&gt;
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   Name=&quot;HTML Keyboard&quot;/&gt;
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   Name=&quot;HTML Preformatted&quot;/&gt;
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   Name=&quot;HTML Sample&quot;/&gt;
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   Name=&quot;HTML Typewriter&quot;/&gt;
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   Name=&quot;HTML Variable&quot;/&gt;
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   Name=&quot;Normal Table&quot;/&gt;
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   Name=&quot;annotation subject&quot;/&gt;
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   Name=&quot;No List&quot;/&gt;
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  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Outline List 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Outline List 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Simple 1&quot;/&gt;
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   Name=&quot;Table Simple 2&quot;/&gt;
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   Name=&quot;Table Simple 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Classic 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Classic 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Classic 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Classic 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Colorful 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Colorful 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Colorful 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Columns 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Columns 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Columns 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Columns 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Columns 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 8&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 8&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table 3D effects 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table 3D effects 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table 3D effects 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Contemporary&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Elegant&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Professional&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Subtle 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Subtle 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Web 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Web 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Web 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Balloon Text&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;Table Grid&quot;/&gt;
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   Name=&quot;Table Theme&quot;/&gt;
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  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; QFormat=&quot;true&quot; Name=&quot;No Spacing&quot;/&gt;
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  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; Name=&quot;Light List&quot;/&gt;
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  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; Name=&quot;Medium Shading 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; Name=&quot;Medium List 1&quot;/&gt;
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  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; Name=&quot;Medium Grid 1&quot;/&gt;
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  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; Name=&quot;Medium Grid 3&quot;/&gt;
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  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; Name=&quot;Colorful List&quot;/&gt;
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  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; Name=&quot;Light Shading Accent 1&quot;/&gt;
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  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; Name=&quot;Light Grid Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; Name=&quot;Medium Shading 1 Accent 1&quot;/&gt;
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  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; Name=&quot;Medium List 1 Accent 2&quot;/&gt;
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  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; Name=&quot;Medium Grid 3 Accent 2&quot;/&gt;
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  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; Name=&quot;Colorful List Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; Name=&quot;Colorful Grid Accent 2&quot;/&gt;
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  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; Name=&quot;Medium Shading 1 Accent 3&quot;/&gt;
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  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; Name=&quot;Medium List 1 Accent 3&quot;/&gt;
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  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; Name=&quot;Medium Grid 1 Accent 3&quot;/&gt;
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  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; Name=&quot;Medium Grid 3 Accent 3&quot;/&gt;
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  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; Name=&quot;Medium Grid 3 Accent 4&quot;/&gt;
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  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; Name=&quot;Colorful Grid Accent 4&quot;/&gt;
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&lt;/p&gt;&lt;p align=&quot;right&quot; class=&quot;MsoNormal&quot; style=&quot;text-align: right;&quot;&gt;&lt;span style=&quot;font-size: 14pt; line-height: 107%;&quot;&gt;Rogério Henrique Castro Rocha&lt;a href=&quot;#_ftn1&quot; name=&quot;_ftnref1&quot; style=&quot;mso-footnote-id: ftn1;&quot; title=&quot;&quot;&gt;&lt;span class=&quot;MsoFootnoteReference&quot;&gt;&lt;span style=&quot;mso-special-character: footnote;&quot;&gt;&lt;span class=&quot;MsoFootnoteReference&quot;&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,sans-serif&quot; style=&quot;font-size: 14pt; line-height: 107%; mso-ansi-language: PT-BR; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;[1]&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p align=&quot;right&quot; class=&quot;MsoNormal&quot; style=&quot;text-align: right;&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: 14pt; line-height: 107%;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;

&lt;p align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;margin-left: 6cm; text-align: center;&quot;&gt;&lt;span style=&quot;font-size: 12pt; line-height: 107%;&quot;&gt;“Deve-se ao leitor a existência das
editoras e o sentido do seu trabalho.” [Alberto Manguel]&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 14pt; line-height: 107%;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 14pt; line-height: 107%;&quot;&gt;Somos, na natureza, a única espécie animal que lê e conta
histórias. Que decifra e decodifica a linguagem inscrita em letras, sinais
gráficos criados por nós mesmos. A única que dá sentido a elas e que, a partir
do registro histórico e cultural de uma língua, cria e escreve sobre mundos
imaginados, levando luz ao seu próprio mundo.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 14pt; line-height: 107%;&quot;&gt;A identidade da vida parece necessitar de um reencantamento
por meio da criação de um espaço de sentido que se utiliza do artifício da
metaforização daquele que lê o grande livro do mundo. Mas como definir,
então, o indivíduo leitor?&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 14pt; line-height: 107%;&quot;&gt;O escritor e bibliófilo argentino-canadense Alberto Manguel
nos propõe três importantes metáforas para compreendermos essa personagem
singular. São elas: a do leitor como &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;viajante&lt;/b&gt;,
como &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;torre de marfim&lt;/b&gt; e como &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;traça&lt;/b&gt;. Poderíamos falar também em um
leitor rato e um leitor louco? Sim, poderíamos. Mas nossa exposição ficará restrita,
aqui, unicamente, aos três conceitos apontados.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 14pt; line-height: 107%;&quot;&gt;Se o mundo é um livro a ser lido, sugere Manguel [2019], a
vida é o plano dessa viagem e o leitor é justamente esse &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;viajante&lt;/b&gt; que avança, prossegue, caminha e dá saltos no tempo, de um
mundo a outro, de um lugar a outro dentro do texto, o que aqui chamaremos de
seu “espaço-tempo” alternativo. Daí a tão conhecida expressão ‘viajar no texto’.
Ou seja, do leitor iniciante ao experimentado, todos ‘viajam’ nesse
espaço-tempo [do espaço-texto].&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 14pt; line-height: 107%;&quot;&gt;O ato da leitura subentende, pois, um empenho e uma jornada através
do espaço-texto, base e plataforma de lançamento para ‘outros mundos’. Ler é empenhar-se
numa caminhada de descobertas onde cada um dará seu sentido às coisas. E a leitura
é nada mais é do que a vida em viagem. Sendo assim, perguntarmo-nos sobre por
que lemos é como perguntar sobre por que viajamos. Ademais, a leitura é uma
experiência mental e corpórea, através de um processo que envolve a &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;memória&lt;/b&gt; [tudo que é lido e que se torna
visão em retrospecto], um presente em &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;devir&lt;/b&gt;
[quando dá-se o ato de ler] e um futuro, formado pela &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;expectativa&lt;/b&gt; de reviver essa experiência [com novas leituras] e pela
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;angústia&lt;/b&gt; diante de todo um universo
de livros e textos que nunca confrontaremos.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 14pt; line-height: 107%;&quot;&gt;&lt;/span&gt;&lt;/p&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/AVvXsEi5dt5jJ1TFEYyqQ-nbBql5kJstCtAAZRvR_VAARd52U7D4HrtOzt4uckuFAlrCxUGyL8GQmUHschkoChEWX8ciO-a_iOYxhklSaQmrykxX8aDvLlZzUpreO3I_womqpz5DPts9X-LZDOuZoJNy28PxgWwQpRp2jinZMktfeYMjIltch9QygQANSbb97is/s1200/O%20leitor%20viajante.jpeg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;1200&quot; data-original-width=&quot;800&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi5dt5jJ1TFEYyqQ-nbBql5kJstCtAAZRvR_VAARd52U7D4HrtOzt4uckuFAlrCxUGyL8GQmUHschkoChEWX8ciO-a_iOYxhklSaQmrykxX8aDvLlZzUpreO3I_womqpz5DPts9X-LZDOuZoJNy28PxgWwQpRp2jinZMktfeYMjIltch9QygQANSbb97is/s320/O%20leitor%20viajante.jpeg&quot; width=&quot;213&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&amp;nbsp;&lt;p&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 14pt; line-height: 107%;&quot;&gt;Dando continuidade ao diálogo com as ideias manguelianas, chegamos
à metáfora bíblica da torre [a de marfim ou aquela em que Montaigne tinha uma biblioteca
e seu gabinete de leitura]. A torre guarda o simbolismo da pureza, da
virgindade, do enclausuramento. O leitor ou leitora na torre de marfim é alguém
que se retira do espaço social para encerrar-se em seu próprio mundo, passando
a conviver ensimesmado com seus livros. Temos, portanto, a imagem de um santuário,
de um refúgio ou abrigo quase inexpugnável. Símbolo também ligado, na história
da literatura, à figura do intelectual diferenciado e daquele que cultiva um
ideal de vida meditativa.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 14pt; line-height: 107%;&quot;&gt;&lt;/span&gt;&lt;/p&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/AVvXsEha2x1qPH95397AVGjoHCklRFnWuzyPCub7WmJCT3R1NN7QdFXjOXNMV7Hy3bN17EISb9hSD7SV_w4V5Z8-YlTm0cLiRrExzHCNchD3O0uIeXMNQfuPTAmbnF4vI6jxSeY97TbbORZGvQf6ievTZn5dp5GDv-sCL86Dv6azdv0MXVOyPKpywxXbC2AwVrA/s1536/Leitora%20na%20torre%20sob%20a%20lua.png&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;1536&quot; data-original-width=&quot;1024&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEha2x1qPH95397AVGjoHCklRFnWuzyPCub7WmJCT3R1NN7QdFXjOXNMV7Hy3bN17EISb9hSD7SV_w4V5Z8-YlTm0cLiRrExzHCNchD3O0uIeXMNQfuPTAmbnF4vI6jxSeY97TbbORZGvQf6ievTZn5dp5GDv-sCL86Dv6azdv0MXVOyPKpywxXbC2AwVrA/s320/Leitora%20na%20torre%20sob%20a%20lua.png&quot; width=&quot;213&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&amp;nbsp;&lt;p&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 14pt; line-height: 107%;&quot;&gt;O terceiro e último perfil de leitor está vinculado à figura
da &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;traça &lt;/b&gt;[Lepisma&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt; &lt;/b&gt;saccharina], inseto primitivo que se
arrasta vagarosamente e se alimenta, dentre outras coisas, da lã [das roupas e
tecidos] e do papel das páginas dos impressos, dentre eles os livros. Esse
bicho nos remete, segundo Alberto Manguel [2019] à representação dos que ‘devoram’
os livros. O que implica em falarmos na forma como lidamos com esses objetos
culturais e, por conseguinte, em como lidamos com a própria leitura. Trata-se,
portanto, de um leitor arrebatado, que fica intumescido de palavras, não se
contenta com a viagem ou a torre. Necessita de algo além. Correndo o risco de
perder a sanidade, desenvolve um comportamento quase patológico.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 14pt; line-height: 107%;&quot;&gt;&lt;/span&gt;&lt;/p&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/AVvXsEjBHHiCPnmwQ3U-4Mk34NrpTyGAm-3QgLBXAihet9LHpwDtxFlI9l2MU7_WaQ2ZXgWWND1wdWiq6HKTCplSBS60WA70U7fI9M2k3exNjDxEGVD538UyxaxJpUIdPqCPQvhhnRcaUGjqQfFQgt34nvL9-hmQ_O7r6VgOnrK1ySdoq8hJIdLK9IAEbPB_5Pw/s1200/O%20leitor%20tra%C3%A7a.jpeg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;1200&quot; data-original-width=&quot;800&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjBHHiCPnmwQ3U-4Mk34NrpTyGAm-3QgLBXAihet9LHpwDtxFlI9l2MU7_WaQ2ZXgWWND1wdWiq6HKTCplSBS60WA70U7fI9M2k3exNjDxEGVD538UyxaxJpUIdPqCPQvhhnRcaUGjqQfFQgt34nvL9-hmQ_O7r6VgOnrK1ySdoq8hJIdLK9IAEbPB_5Pw/s320/O%20leitor%20tra%C3%A7a.jpeg&quot; width=&quot;213&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&amp;nbsp;&lt;p&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 14pt; line-height: 107%;&quot;&gt;Podemos observar que, ao ler, estabelecemos disposições de
vontade em nossas relações com o mundo exterior, interior e as obras impressas
chamadas livros. Sendo assim, o leitor-viajante termina por conhecer o mundo pelos
múltiplos caminhos imaginados pelo ato demiúrgico daqueles que plasmaram
universos em seus escritos. Então, a leitura consiste também num comportamento
ativo que leva os leitores a viajar pelas estradas do grande livro do mundo.
Por sua vez, o leitor na torre de marfim, tal como o monge solitário, em seu
reino de beleza interior, submerge tranquilamente nas paisagens da literatura, seu
refúgio e abrigo.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;tab-stops: 164.15pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 14pt; line-height: 107%;&quot;&gt;Segundo Manguel:&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt; &lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;tab-stops: 164.15pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 14pt; line-height: 107%;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left: 6cm; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12pt; line-height: 107%;&quot;&gt;Ler, acima de todas as outras
atividades, propiciava um espaço no qual a mente poderia descolar de seu
entorno cotidiano e dedicar-se a assuntos mais elevados [...] permitindo que o
texto transportasse o leitor numa jornada interior”. [2017, p.88]&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left: 6cm; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 12pt; line-height: 107%;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 14pt; line-height: 107%;&quot;&gt;Por fim, a metáfora do leitor-traça, típico fanático, ‘devorador’
de livros, conecta-se ao fato da atitude como lidamos com a leitura. Trata-se,
sobretudo, de um exemplo paradigmático de leitor arrebatado, possuído por uma
pulsão, uma força maior que si mesmo. Força que cria um elo inquebrantável
entre sua necessidade e o prazer extraído da fruição atenta daquelas páginas,
numa experiência que muito se aproxima de uma espécie de suspensão do tempo.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 14pt; line-height: 107%;&quot;&gt;À guisa de conclusão, podemos afirmar que a leitura é&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt; uma forma de ser e estar no mundo&lt;/b&gt;. O
leitor, enfim, aparece como aquilo que é: um &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;aprendiz da vida. &lt;/b&gt;Ademais,&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt; a
leitura e os mundos saídos da imaginação criativa, &lt;/b&gt;promovem&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt; o reencantamento do real. &lt;/b&gt;Afinal, aquilo
que chamamos realidade fica muito mais interessante quando tingida pelas cores
que o imaginário e seus mundos imaginados proporcionam.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 14pt; line-height: 107%;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 14pt; line-height: 107%;&quot;&gt;Referência:&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 14pt; line-height: 107%;&quot;&gt;MANGUEL, Alberto. O leitor como metáfora: o viajante, a torre
e a traça. São Paulo: SESC São Paulo, 2017.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 14pt; line-height: 107%;&quot;&gt;Verbete: traça. &lt;a href=&quot;https://pt.wikipedia.org/wiki/Lepisma_saccharina&quot;&gt;https://pt.wikipedia.org/wiki/Lepisma_saccharina&lt;/a&gt;
Acesso em:25/01/2026.&lt;/span&gt;&lt;/p&gt;

&lt;div style=&quot;mso-element: footnote-list;&quot;&gt;&lt;br clear=&quot;all&quot; /&gt;

&lt;hr align=&quot;left&quot; size=&quot;1&quot; width=&quot;33%&quot; /&gt;



&lt;div id=&quot;ftn1&quot; style=&quot;mso-element: footnote;&quot;&gt;

&lt;p class=&quot;MsoFootnoteText&quot; style=&quot;text-align: justify;&quot;&gt;&lt;a href=&quot;#_ftnref1&quot; name=&quot;_ftn1&quot; style=&quot;mso-footnote-id: ftn1;&quot; title=&quot;&quot;&gt;&lt;span class=&quot;MsoFootnoteReference&quot;&gt;&lt;span style=&quot;mso-special-character: footnote;&quot;&gt;&lt;span class=&quot;MsoFootnoteReference&quot;&gt;&lt;span face=&quot;&amp;quot;Calibri&amp;quot;,sans-serif&quot; style=&quot;font-size: 10pt; line-height: 107%; mso-ansi-language: PT-BR; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;[1]&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/a&gt;
Escritor, servidor público, livre pensador, Bacharel em Direito [UFMA],
Licenciado em Filosofia [UFMA], Mestre em Criminologia pela Universidade
Fernando Pessoa [Porto – Portugal], Pós-graduado em Paradigmas na pesquisa em
Ética [IESMA/Faculdade Católica do Maranhão]. Criador da Iniciativa EIDOS, do
DUO Litera [projetos literário-filosóficos] e dono do canal Hipertexto com
Rogério Rocha [YouTube].&lt;/p&gt;

&lt;/div&gt;

&lt;/div&gt;

</content><link rel='replies' type='application/atom+xml' href='http://rogeriohenriquerocha.blogspot.com/feeds/2062847823964437571/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://rogeriohenriquerocha.blogspot.com/2026/01/o-leitor-como-metafora-um-olhar-do.html#comment-form' title='2 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1863207227654854521/posts/default/2062847823964437571'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1863207227654854521/posts/default/2062847823964437571'/><link rel='alternate' type='text/html' href='http://rogeriohenriquerocha.blogspot.com/2026/01/o-leitor-como-metafora-um-olhar-do.html' title='O leitor como metáfora: um olhar do mundo pelas letras vivas'/><author><name>Rogério Rocha</name><uri>http://www.blogger.com/profile/02567831559873849872</uri><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/AVvXsEi5dt5jJ1TFEYyqQ-nbBql5kJstCtAAZRvR_VAARd52U7D4HrtOzt4uckuFAlrCxUGyL8GQmUHschkoChEWX8ciO-a_iOYxhklSaQmrykxX8aDvLlZzUpreO3I_womqpz5DPts9X-LZDOuZoJNy28PxgWwQpRp2jinZMktfeYMjIltch9QygQANSbb97is/s72-c/O%20leitor%20viajante.jpeg" height="72" width="72"/><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1863207227654854521.post-3689296727943048373</id><published>2025-11-29T10:44:00.000-03:00</published><updated>2025-11-29T10:44:11.132-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="conto"/><category scheme="http://www.blogger.com/atom/ns#" term="sobrenatural"/><category scheme="http://www.blogger.com/atom/ns#" term="suspense"/><title type='text'>A VELHA DO 157</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/AVvXsEjrVbPikN8VWGv7rntW9vr2rpPNwZGBMeugDBhna2RuxRHLjFqnfOOACjOL9LAixq47SjmXZwZ_V1NKekCUDjSmzENDLIEsmbNboiSBLPNJzntBxMNDhEhQgX2RtZz3qomdt1ybO_BbvVZdB2eRDVSZZpnPKPZiG_mdCUvc-jjLwwPl_6VKj_P8DUdpmzQ/s1024/Avelhado157.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;1024&quot; data-original-width=&quot;1024&quot; height=&quot;400&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjrVbPikN8VWGv7rntW9vr2rpPNwZGBMeugDBhna2RuxRHLjFqnfOOACjOL9LAixq47SjmXZwZ_V1NKekCUDjSmzENDLIEsmbNboiSBLPNJzntBxMNDhEhQgX2RtZz3qomdt1ybO_BbvVZdB2eRDVSZZpnPKPZiG_mdCUvc-jjLwwPl_6VKj_P8DUdpmzQ/w400-h400/Avelhado157.png&quot; title=&quot;Imagem gerada por IA&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;p&gt;Por Rogério Rocha&lt;/p&gt;&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;&quot;&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Leelawadee UI&amp;quot;,sans-serif; font-size: 12.0pt;&quot;&gt;Era o ônibus da meia-noite: o
tradicional 157. O mesmo que eu tomava para casa todos os dias há 10 anos. Saía
do trabalho cansado e com fome. Tinha sido um dia ruim. Muita cobrança e pouco
reconhecimento. Não via a hora de deitar em minha cama e dormir. Minha cabeça
latejava, meu corpo pedia descanso.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Leelawadee UI&amp;quot;,sans-serif; font-size: 12.0pt;&quot;&gt;Naquele dia, um domingo, a condução
estava vazia. Àquela altura, só eu e o motorista. &lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Leelawadee UI&amp;quot;,sans-serif; font-size: 12.0pt;&quot;&gt;Ao passarmos em frente ao cemitério da
Boa Vida, uma passageira fez parada. Segundos depois, subia uma velhinha pela
porta dos fundos. O condutor resmungou alguma coisa em tom de reclamação, mas
logo deixou para lá.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Leelawadee UI&amp;quot;,sans-serif; font-size: 12.0pt;&quot;&gt;A mulher de xale preto, que andava
encurvada, sentou-se no lado oposto ao que eu estava. Mas que diabos uma mulher
dessa idade fazia na rua uma hora daquelas, pensei. A cidade anda muito
perigosa. Qualquer vacilo, hoje, é fatal.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Leelawadee UI&amp;quot;,sans-serif; font-size: 12.0pt;&quot;&gt;Quase chegando na parada do meu bairro,
olhei para o lado e notei a feiura daquela mulher. Cabelos acinzentados, olhos
fundos e negros, pele ressecada e cheia de rugas. Assim como sentou,
permaneceu: ofegante e com o olhar perdido.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Leelawadee UI&amp;quot;,sans-serif; font-size: 12.0pt;&quot;&gt;Fiz parada e desci no meu ponto,
enquanto o ônibus seguiu viagem. Tomei o rumo de casa.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Leelawadee UI&amp;quot;,sans-serif; font-size: 12.0pt;&quot;&gt;Olhei para trás e percebi que aquela senhora
esquisita também havia descido. Resolvi apertar o passo, pois tinha pressa e
não pretendia ter de ajudar uma idosa no meio da madrugada.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Leelawadee UI&amp;quot;,sans-serif; font-size: 12.0pt;&quot;&gt;Não adiantou! Ela também caminhou mais
rápido. Começou a chamar “meu filho, meu filho!”, e pensei, “agora pronto!”
Vendo que aquilo continuava – e já incomodado com a velha – dei meia volta e
disse: “que foi, senhora? ” A mulher desacelerou e veio ao meu encontro.
Demonstrando cansaço, parou à minha frente e falou: “Preciso de um favor seu
para algo muito importante. Só você poderá me ajudar.”&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Leelawadee UI&amp;quot;,sans-serif; font-size: 12.0pt;&quot;&gt;Na mesma hora, senti um cheiro de golpe
no ar. Deve ser alguma pedinte, logo pensei. Ela então continuou: “Quero que
você entregue uma coisa a meu neto. É um pressente que deixei pra ele”.
Retruquei, dizendo: “Senhora, eu não conheço seu neto! E mais, eu não sei nem
quem a senhora é!” &lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Leelawadee UI&amp;quot;,sans-serif; font-size: 12.0pt;&quot;&gt;Ainda assim, ela insistiu, reforçando a
ideia de que só eu poderia ajudá-la. Chegou bem perto de mim, segurou em meu
braço e continuou: “Quando ele aparecer, você saberá. Aí você entregará isso
aqui a ele.” &lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Leelawadee UI&amp;quot;,sans-serif; font-size: 12.0pt;&quot;&gt;Uma coruja piou no alto de uma árvore. O
vento soprou por entre as folhas dos galhos mais altos. A velhinha, então,
retirou um cordão de ouro, com um grande crucifixo, de dentro de uma bolsinha
que trazia na mão. Entregou-me com cuidado. Guardei-o no bolso da calça,
enquanto ela inclinava lentamente a cabeça, em sinal de agradecimento.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Leelawadee UI&amp;quot;,sans-serif; font-size: 12.0pt;&quot;&gt;Saí às pressas para casa. Ao virar o
canto que dava para a minha rua, levei um grande sustou ao dar de cara com um
adolescente. Sem perder tempo, ele me apontou uma faca e gritou: “Passa o
dinheiro, mané!”&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Leelawadee UI&amp;quot;,sans-serif; font-size: 12.0pt;&quot;&gt;Assustado, dei dois passos para trás,
levantei as mãos e pedi que tivesse calma. Fiquei atordoado. Meu corpo se
tremia todo. Perder os cinquenta reais que trazia no bolso seria uma merda. Num
estalo, lembrei-me do que a velha havia falado e do cordão que trazia comigo. Antes
ele que meu suado dinheiro.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Leelawadee UI&amp;quot;,sans-serif; font-size: 12.0pt;&quot;&gt;Tirei do bolso o estranho presente e
entreguei-o ao ladrão. Assim que o recebeu, arregalou os olhos e exclamou: “O cordão
da vovó! Mas onde você achou isso?” Ainda nervoso, respondi: “Rapaz, uma
senhora quem me deu, agora há pouco. Pediu que eu entregasse ao neto dela.”&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Leelawadee UI&amp;quot;,sans-serif; font-size: 12.0pt;&quot;&gt;O moleque, todo sem jeito, sorriu da
minha cara. “Que mané agorinha que nada, rapá! Tá louco, mano? Vovó Inácia
morreu semana passada. Sofreu um infarto quando voltava para casa no ônibus
157. Tava vindo de visitar uma irmã.”&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Leelawadee UI&amp;quot;,sans-serif; font-size: 12.0pt;&quot;&gt;Fiquei arrepiado ao saber daquilo. Meu
corpo estremeceu, o coração disparou. Recebi o cordão de uma velha morta. Mas
como? Para minha sorte, o jovem trombadinha desistiu de me assaltar. Mandou que
eu ‘vazasse’. Enquanto se afastava, gritou que eu tinha dado sorte. Desesperado,
saí correndo feito um maluco.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Leelawadee UI&amp;quot;,sans-serif; font-size: 12.0pt;&quot;&gt;Sem entender nada do que havia se
passado, cheguei em casa esbaforido, as mãos trêmulas, suando frio. Quase não
consegui encaixar a chave na fechadura. &lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Leelawadee UI&amp;quot;,sans-serif; font-size: 12.0pt;&quot;&gt;Abri a porta, entrei rapidamente e
fechei-a com toda força. Desisti do banho e do jantar, tranquei-me no quarto, troquei
de roupa, deitei na cama e rezei para que o sono chegasse logo. Só queria
descansar e esquecer de tudo aquilo. &lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Leelawadee UI&amp;quot;,sans-serif; font-size: 12.0pt;&quot;&gt;Naquela noite, tomei a decisão de nunca
mais pegar o ônibus da linha 157.&lt;/span&gt;&lt;/p&gt;

</content><link rel='replies' type='application/atom+xml' href='http://rogeriohenriquerocha.blogspot.com/feeds/3689296727943048373/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://rogeriohenriquerocha.blogspot.com/2025/11/a-velha-do-157.html#comment-form' title='1 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1863207227654854521/posts/default/3689296727943048373'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1863207227654854521/posts/default/3689296727943048373'/><link rel='alternate' type='text/html' href='http://rogeriohenriquerocha.blogspot.com/2025/11/a-velha-do-157.html' title='A VELHA DO 157'/><author><name>Rogério Rocha</name><uri>http://www.blogger.com/profile/02567831559873849872</uri><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/AVvXsEjrVbPikN8VWGv7rntW9vr2rpPNwZGBMeugDBhna2RuxRHLjFqnfOOACjOL9LAixq47SjmXZwZ_V1NKekCUDjSmzENDLIEsmbNboiSBLPNJzntBxMNDhEhQgX2RtZz3qomdt1ybO_BbvVZdB2eRDVSZZpnPKPZiG_mdCUvc-jjLwwPl_6VKj_P8DUdpmzQ/s72-w400-h400-c/Avelhado157.png" height="72" width="72"/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1863207227654854521.post-7734047444842732219</id><published>2025-10-26T12:17:00.003-03:00</published><updated>2025-10-26T12:51:02.985-03:00</updated><title type='text'>UM COMPANHEIRO DE JORNADAS</title><content type='html'>&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;p data-id=&quot;555689fb-a61f-49c4-9cc4-ec6d90e46498&quot; data-pm-slice=&quot;1 1 []&quot;&gt;Por Rogério Rocha &lt;/p&gt;&lt;p data-id=&quot;5ba5d70f-2aaa-44c1-957c-4aafdd88aaf7&quot;&gt;Ele recebe nomes variados, mas todos, de uma forma ou de outra, indicam seu lugar de destaque no universo masculino. Pinto, pênis, pau, cacete, instrumento, companheiro, garoto, valente, rola, cabra da peste, foguete, lança, pila, bastão da justiça íntima.&amp;nbsp;&lt;/p&gt;&lt;p data-id=&quot;5ba5d70f-2aaa-44c1-957c-4aafdd88aaf7&quot;&gt;Tem quem chame de soldado, general ou coisa do gênero. Há quem, em tom mais familiar e afetuoso, prefira chamá-lo de “membro”, como se fosse sócio ou integrante de alguma instituição. Particularmente, nunca optei por nada assim tão esdrúxulo. É pênis e pronto. Mas bem que poderia denominá-lo de “companheiro de jornadas”, já que tem me acompanhado a vida toda.&lt;/p&gt;&lt;p data-id=&quot;02d30d50-ea3f-4a7b-89c9-ea7f81976426&quot;&gt;Desde cedo, fez questão de se mostrar presente, quase para lembrar que estava ali. Sem qualquer cerimônia, logo de manhã cedo, como um moleque desobediente, levantava antes de mim. Com alegria juvenil, demonstrava seu vigor, como se fosse para gritar: “Positivo e operante!” Era mesmo difícil de esconder.&lt;/p&gt;&lt;p data-id=&quot;43b7e440-6978-40f3-8246-85e3c3bcec4f&quot;&gt;Ao longo do tempo, o companheiro cresceu e aprendeu a desbravar muitos caminhos. Conheceu lugares bonitos, feios, quentes, úmidos, acolhedores, outros nem tanto. Cumpriu missões perigosas, meteu-se em enrascadas, mas soube desfrutar de cada momento, ajudando a humanidade a seguir seu rumo.&lt;/p&gt;&lt;p data-id=&quot;8ca454bb-9c4f-4882-ba5c-49280d5d6413&quot;&gt;Soube compreender que a vida passa, a idade avança e transformações ocorrem naturalmente. Também entendeu que as etapas são superadas e a experiência adquirida adiciona novos ritmos e outros sabores aos já conhecidos.&lt;/p&gt;&lt;p data-id=&quot;bd29d53c-ac3a-4fba-994b-1e2b8a452fe7&quot;&gt;Até aqui viemos. Aqui está ele. Atuante quando precisa, tranquilo quando não, mas sempre a postos para as futuras incursões.  Seguimos juntos, como dois veteranos, caminhando no compasso do tempo.&lt;/p&gt;&lt;p data-id=&quot;10cb97ba-cdf4-448f-af8b-edf7db8ca76c&quot;&gt;Afinal, no fim das contas, esse fiel companheiro é bem mais que um mero órgão sexual. É testemunha de alegrias, dissabores, desejos e conquistas.&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='http://rogeriohenriquerocha.blogspot.com/feeds/7734047444842732219/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://rogeriohenriquerocha.blogspot.com/2025/10/um-companheiro-de-jornada.html#comment-form' title='1 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1863207227654854521/posts/default/7734047444842732219'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1863207227654854521/posts/default/7734047444842732219'/><link rel='alternate' type='text/html' href='http://rogeriohenriquerocha.blogspot.com/2025/10/um-companheiro-de-jornada.html' title='UM COMPANHEIRO DE JORNADAS'/><author><name>Rogério Rocha</name><uri>http://www.blogger.com/profile/02567831559873849872</uri><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-1863207227654854521.post-2194411925272983848</id><published>2025-09-21T11:07:00.000-03:00</published><updated>2025-09-21T11:07:57.666-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="agradecimento"/><category scheme="http://www.blogger.com/atom/ns#" term="falecimento"/><category scheme="http://www.blogger.com/atom/ns#" term="história de vida"/><category scheme="http://www.blogger.com/atom/ns#" term="homenagem"/><category scheme="http://www.blogger.com/atom/ns#" term="literato"/><category scheme="http://www.blogger.com/atom/ns#" term="poeta"/><category scheme="http://www.blogger.com/atom/ns#" term="Viriato Gaspar"/><title type='text'>ADEUS, FENÔMENO! </title><content type='html'>&lt;p&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Por Rogério Rocha&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;A morte do poeta Viriato Gaspar (ocorrida na quarta-feira, dia 17 de setembro), tomou de assalto o meu dia seguinte. A notícia, que recebi por intermédio de um amigo, chegou com o impacto de um terremoto.&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;É difícil aceitar o desaparecimento de um dos mais brilhantes nomes das nossas letras. Figura que surgiu no cenário local como um fenômeno, ganhando importantes concursos em sequência, sendo o primeiro com apenas 17 anos de idade.&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Ainda na juventude, Viriato tornou-se um dos membros do Antroponáutica, movimento artístico-literário que definiu o início da pós-modernidade no âmbito da criação artística no panorama da capital. Movimento este que, infelizmente, nunca teve, por parte da nossa intelectualidade, o merecido reconhecimento, resumindo-se às notas de rodapé dos registros históricos, a artigos esporádicos nos jornais e a algumas citações em trabalhos acadêmicos.&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Em seu fazer estético, o poeta conjugava, com equilíbrio e clareza inequívocas,&amp;nbsp; estilo, forma e conteúdo. Também estavam presentes a sensibilidade e apuro técnico no uso da linguagem.&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Sempre me impressionou o modo como conseguia fundir características herdadas da tradição literária com a pulsação moderna, erguendo pontes entre o passado e o presente.&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;Pessoalmente, guardarei comigo os ensinamentos que me deixou e as conversas em que sinalizou caminhos para minha escrita.&amp;nbsp;&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Aprendi com ele a ter coragem diante da página em branco e a não temer os desafios que a vida literária impõe. Em um de seus conselhos disse-me certa vez: “não tenha medo de ser sincero com o peso da tua palavra, mas não esqueça a delicadeza que nos salva”. Lição que nenhum manual poderia me oferecer.&amp;nbsp;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;O legado de Viriato terá a marca do humanismo, da luta contra as injustiças, do senso crítico e da amizade que partilhou com aqueles que tiveram a sorte de com ele conviver.&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;O Maranhão perdeu, portanto, um de seus modernistas mais ousados, e nós perdemos um referencial no campo da palavra. Reconheço, com gratidão, a importância que ele teve para a literatura do Brasil.&amp;nbsp;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Obrigado, Viriato Gaspar, pelos gestos de carinho, pelos conselhos e pelo apoio ao meu trabalho. Obrigado por ter nos permitido caminhar ao seu lado. Do fundo do coração, carregarei comigo a honra de ter conhecido o poeta, o amigo e um homem insubstituível.&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='http://rogeriohenriquerocha.blogspot.com/feeds/2194411925272983848/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://rogeriohenriquerocha.blogspot.com/2025/09/adeus-fenomeno.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1863207227654854521/posts/default/2194411925272983848'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1863207227654854521/posts/default/2194411925272983848'/><link rel='alternate' type='text/html' href='http://rogeriohenriquerocha.blogspot.com/2025/09/adeus-fenomeno.html' title='ADEUS, FENÔMENO! '/><author><name>Rogério Rocha</name><uri>http://www.blogger.com/profile/02567831559873849872</uri><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-1863207227654854521.post-6107943163690564454</id><published>2025-09-11T21:23:00.006-03:00</published><updated>2025-09-12T11:09:24.721-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="bar do Léo"/><category scheme="http://www.blogger.com/atom/ns#" term="conto"/><category scheme="http://www.blogger.com/atom/ns#" term="ficção literária"/><category scheme="http://www.blogger.com/atom/ns#" term="final de noite"/><category scheme="http://www.blogger.com/atom/ns#" term="música"/><category scheme="http://www.blogger.com/atom/ns#" term="raul"/><category scheme="http://www.blogger.com/atom/ns#" term="Rogério Rocha"/><title type='text'>FIM DE NOITE</title><content type='html'>&lt;p&gt;&lt;br /&gt;&lt;/p&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/AVvXsEi8U-m9xJGjOnF1BZLwAVd-v8E17f1-UwOZ8CrGqEgA7hULIIWhg5PUGxSh-VitE_i9WwmD9t85kaWfTeFFgr_X53MMO8zI61gMXDX6hN7vzAUXFSvc0VBYFl3MBG6i3L_a0pLJxW9_yVxRUVQG-FfhA9ln1p_YktSs9cglGqq3QnbmxXoGAWaI-otksxY/s1205/ROGERIO%20E%20RAUL.jpeg&quot; style=&quot;background-color: black; color: white; margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;1205&quot; data-original-width=&quot;1024&quot; height=&quot;640&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi8U-m9xJGjOnF1BZLwAVd-v8E17f1-UwOZ8CrGqEgA7hULIIWhg5PUGxSh-VitE_i9WwmD9t85kaWfTeFFgr_X53MMO8zI61gMXDX6hN7vzAUXFSvc0VBYFl3MBG6i3L_a0pLJxW9_yVxRUVQG-FfhA9ln1p_YktSs9cglGqq3QnbmxXoGAWaI-otksxY/w544-h640/ROGERIO%20E%20RAUL.jpeg&quot; width=&quot;544&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;background-color: black; color: white;&quot;&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
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   &lt;m:lMargin m:val=&quot;0&quot;/&gt;
   &lt;m:rMargin m:val=&quot;0&quot;/&gt;
   &lt;m:defJc m:val=&quot;centerGroup&quot;/&gt;
   &lt;m:wrapIndent m:val=&quot;1440&quot;/&gt;
   &lt;m:intLim m:val=&quot;subSup&quot;/&gt;
   &lt;m:naryLim m:val=&quot;undOvr&quot;/&gt;
  &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;w:LatentStyles DefLockedState=&quot;false&quot; DefUnhideWhenUsed=&quot;false&quot;
  DefSemiHidden=&quot;false&quot; DefQFormat=&quot;false&quot; DefPriority=&quot;99&quot;
  LatentStyleCount=&quot;372&quot;&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;0&quot; QFormat=&quot;true&quot; Name=&quot;Normal&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; QFormat=&quot;true&quot; Name=&quot;heading 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; QFormat=&quot;true&quot; Name=&quot;heading 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; QFormat=&quot;true&quot; Name=&quot;heading 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; QFormat=&quot;true&quot; Name=&quot;heading 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; QFormat=&quot;true&quot; Name=&quot;heading 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; QFormat=&quot;true&quot; Name=&quot;heading 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; QFormat=&quot;true&quot; Name=&quot;heading 8&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; QFormat=&quot;true&quot; Name=&quot;heading 9&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;index 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;index 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;index 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;index 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;index 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;index 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;index 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;index 8&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;index 9&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; Name=&quot;toc 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; Name=&quot;toc 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; Name=&quot;toc 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; Name=&quot;toc 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; Name=&quot;toc 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; Name=&quot;toc 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; Name=&quot;toc 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; Name=&quot;toc 8&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; Name=&quot;toc 9&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Normal Indent&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;footnote text&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;annotation text&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;header&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;footer&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;index heading&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;35&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; QFormat=&quot;true&quot; Name=&quot;caption&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;table of figures&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;envelope address&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;envelope return&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;footnote reference&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;annotation reference&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;line number&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;page number&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;endnote reference&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;endnote text&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;table of authorities&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;macro&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;toa heading&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Bullet&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Number&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Bullet 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Bullet 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Bullet 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Bullet 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Number 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Number 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Number 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Number 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;10&quot; QFormat=&quot;true&quot; Name=&quot;Title&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Closing&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Signature&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; Name=&quot;Default Paragraph Font&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Body Text&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Body Text Indent&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Continue&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Continue 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Continue 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Continue 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Continue 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Message Header&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;11&quot; QFormat=&quot;true&quot; Name=&quot;Subtitle&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Salutation&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Date&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Body Text First Indent&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Body Text First Indent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Note Heading&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Body Text 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Body Text 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Body Text Indent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Body Text Indent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Block Text&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Hyperlink&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;FollowedHyperlink&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;22&quot; QFormat=&quot;true&quot; Name=&quot;Strong&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;20&quot; QFormat=&quot;true&quot; Name=&quot;Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Document Map&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Plain Text&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;E-mail Signature&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Top of Form&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Bottom of Form&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Normal (Web)&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Acronym&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Address&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Cite&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Code&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Definition&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Keyboard&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Preformatted&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Sample&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Typewriter&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Variable&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Normal Table&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;annotation subject&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;No List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Outline List 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Outline List 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Outline List 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Simple 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Simple 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Simple 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Classic 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Classic 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Classic 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Classic 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Colorful 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Colorful 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Colorful 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Columns 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Columns 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Columns 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Columns 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Columns 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 8&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 8&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table 3D effects 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table 3D effects 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table 3D effects 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Contemporary&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Elegant&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Professional&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Subtle 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Subtle 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Web 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Web 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Web 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Balloon Text&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;Table Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Theme&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; Name=&quot;Placeholder Text&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; QFormat=&quot;true&quot; Name=&quot;No Spacing&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; Name=&quot;Light Shading&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; Name=&quot;Light List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; Name=&quot;Light Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; Name=&quot;Medium Shading 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; Name=&quot;Medium Shading 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; Name=&quot;Medium List 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; Name=&quot;Medium List 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; Name=&quot;Medium Grid 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; Name=&quot;Medium Grid 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; Name=&quot;Medium Grid 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; Name=&quot;Dark List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; Name=&quot;Colorful Shading&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; Name=&quot;Colorful List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; Name=&quot;Colorful Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; Name=&quot;Light Shading Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; Name=&quot;Light List Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; Name=&quot;Light Grid Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; Name=&quot;Medium Shading 1 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; Name=&quot;Medium Shading 2 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; Name=&quot;Medium List 1 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; Name=&quot;Revision&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;34&quot; QFormat=&quot;true&quot;
   Name=&quot;List Paragraph&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;29&quot; QFormat=&quot;true&quot; Name=&quot;Quote&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;30&quot; QFormat=&quot;true&quot;
   Name=&quot;Intense Quote&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; Name=&quot;Medium List 2 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; Name=&quot;Medium Grid 1 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; Name=&quot;Medium Grid 2 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; Name=&quot;Medium Grid 3 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; Name=&quot;Dark List Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; Name=&quot;Colorful Shading Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; Name=&quot;Colorful List Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; Name=&quot;Colorful Grid Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; Name=&quot;Light Shading Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; Name=&quot;Light List Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; Name=&quot;Light Grid Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; Name=&quot;Medium Shading 1 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; Name=&quot;Medium Shading 2 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; Name=&quot;Medium List 1 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; Name=&quot;Medium List 2 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; Name=&quot;Medium Grid 1 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; Name=&quot;Medium Grid 2 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; Name=&quot;Medium Grid 3 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; Name=&quot;Dark List Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; Name=&quot;Colorful Shading Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; Name=&quot;Colorful List Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; Name=&quot;Colorful Grid Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; Name=&quot;Light Shading Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; Name=&quot;Light List Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; Name=&quot;Light Grid Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; Name=&quot;Medium Shading 1 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; Name=&quot;Medium Shading 2 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; Name=&quot;Medium List 1 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; Name=&quot;Medium List 2 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; Name=&quot;Medium Grid 1 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; Name=&quot;Medium Grid 2 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; Name=&quot;Medium Grid 3 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; Name=&quot;Dark List Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; Name=&quot;Colorful Shading Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; Name=&quot;Colorful List Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; Name=&quot;Colorful Grid Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; Name=&quot;Light Shading Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; Name=&quot;Light List Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; Name=&quot;Light Grid Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; Name=&quot;Medium Shading 1 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; Name=&quot;Medium Shading 2 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; Name=&quot;Medium List 1 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; Name=&quot;Medium List 2 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; Name=&quot;Medium Grid 1 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; Name=&quot;Medium Grid 2 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; Name=&quot;Medium Grid 3 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; Name=&quot;Dark List Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; Name=&quot;Colorful Shading Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; Name=&quot;Colorful List Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; Name=&quot;Colorful Grid Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; Name=&quot;Light Shading Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; Name=&quot;Light List Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; Name=&quot;Light Grid Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; Name=&quot;Medium Shading 1 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; Name=&quot;Medium Shading 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; Name=&quot;Medium List 1 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; Name=&quot;Medium List 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; Name=&quot;Medium Grid 1 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; Name=&quot;Medium Grid 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; Name=&quot;Medium Grid 3 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; Name=&quot;Dark List Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; Name=&quot;Colorful Shading Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; Name=&quot;Colorful List Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; Name=&quot;Colorful Grid Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; Name=&quot;Light Shading Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; Name=&quot;Light List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; Name=&quot;Light Grid Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; Name=&quot;Medium Shading 1 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; Name=&quot;Medium Shading 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; Name=&quot;Medium List 1 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; Name=&quot;Medium List 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; Name=&quot;Medium Grid 1 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; Name=&quot;Medium Grid 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; Name=&quot;Medium Grid 3 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; Name=&quot;Dark List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; Name=&quot;Colorful Shading Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; Name=&quot;Colorful List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; Name=&quot;Colorful Grid Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;19&quot; QFormat=&quot;true&quot;
   Name=&quot;Subtle Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;21&quot; QFormat=&quot;true&quot;
   Name=&quot;Intense Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;31&quot; QFormat=&quot;true&quot;
   Name=&quot;Subtle Reference&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;32&quot; QFormat=&quot;true&quot;
   Name=&quot;Intense Reference&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;33&quot; QFormat=&quot;true&quot; Name=&quot;Book Title&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;37&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; Name=&quot;Bibliography&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; QFormat=&quot;true&quot; Name=&quot;TOC Heading&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;41&quot; Name=&quot;Plain Table 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;42&quot; Name=&quot;Plain Table 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;43&quot; Name=&quot;Plain Table 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;44&quot; Name=&quot;Plain Table 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;45&quot; Name=&quot;Plain Table 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;40&quot; Name=&quot;Grid Table Light&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot; Name=&quot;Grid Table 1 Light&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;Grid Table 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;Grid Table 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;Grid Table 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;Grid Table 5 Dark&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot; Name=&quot;Grid Table 6 Colorful&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot; Name=&quot;Grid Table 7 Colorful&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot;
   Name=&quot;Grid Table 1 Light Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;Grid Table 2 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;Grid Table 3 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;Grid Table 4 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;Grid Table 5 Dark Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot;
   Name=&quot;Grid Table 6 Colorful Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot;
   Name=&quot;Grid Table 7 Colorful Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot;
   Name=&quot;Grid Table 1 Light Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;Grid Table 2 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;Grid Table 3 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;Grid Table 4 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;Grid Table 5 Dark Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot;
   Name=&quot;Grid Table 6 Colorful Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot;
   Name=&quot;Grid Table 7 Colorful Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot;
   Name=&quot;Grid Table 1 Light Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;Grid Table 2 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;Grid Table 3 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;Grid Table 4 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;Grid Table 5 Dark Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot;
   Name=&quot;Grid Table 6 Colorful Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot;
   Name=&quot;Grid Table 7 Colorful Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot;
   Name=&quot;Grid Table 1 Light Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;Grid Table 2 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;Grid Table 3 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;Grid Table 4 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;Grid Table 5 Dark Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot;
   Name=&quot;Grid Table 6 Colorful Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot;
   Name=&quot;Grid Table 7 Colorful Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot;
   Name=&quot;Grid Table 1 Light Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;Grid Table 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;Grid Table 3 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;Grid Table 4 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;Grid Table 5 Dark Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot;
   Name=&quot;Grid Table 6 Colorful Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot;
   Name=&quot;Grid Table 7 Colorful Accent 5&quot;/&gt;
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&lt;/p&gt;&lt;p align=&quot;right&quot; class=&quot;MsoNormal&quot; style=&quot;text-align: right;&quot;&gt;&lt;span style=&quot;background-color: black; color: white; font-family: &amp;quot;Book Antiqua&amp;quot;,serif; font-size: 14pt; line-height: 107%;&quot;&gt;Por Rogério Rocha&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify; text-indent: 42.55pt;&quot;&gt;&lt;span style=&quot;background-color: black; color: white; font-family: &amp;quot;Book Antiqua&amp;quot;,serif; font-size: 14pt; line-height: 107%;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify; text-indent: 42.55pt;&quot;&gt;&lt;span style=&quot;background-color: black; color: white; font-family: &amp;quot;Book Antiqua&amp;quot;,serif; font-size: 14pt; line-height: 107%;&quot;&gt;Quando
cheguei ao Bar do Léo, o vento morno da madrugada de São Luís&amp;nbsp;envolvia o bairro
do Vinais. Aquele leve mormaço, muito comum durante as noites de verão, era um
convite para tomar umas cervejas e jogar conversa fora. &lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify; text-indent: 42.55pt;&quot;&gt;&lt;span style=&quot;background-color: black; color: white; font-family: &amp;quot;Book Antiqua&amp;quot;,serif; font-size: 14pt; line-height: 107%;&quot;&gt;Como
sempre, lá estavam, nas paredes daquele reduto boêmio da cidade, as famosas capas
de discos de vinil, cassetes&amp;nbsp;e caixas de CD&#39;s, que se destacavam sob a iluminação
fraca que vinha do teto. Aliás, o espaço é cheio de relíquias de vários
períodos da nossa música, tendo uma decoração marcada pela presença de uma
dezena de itens dignos de serem encontrados num bom antiquário.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify; text-indent: 42.55pt;&quot;&gt;&lt;span style=&quot;background-color: black; color: white; font-family: &amp;quot;Book Antiqua&amp;quot;,serif; font-size: 14pt; line-height: 107%; mso-themecolor: text1;&quot;&gt;Há anos vinha tentando encontrá-lo, mas as
nossas vidas não ajudavam. Naquele dia, porém, o vento da sorte soprou a nosso
favor. Com o bar estranhamente vazio, encontrei meu amigo sentado em um lugar mais
escondido, bebendo uma gelada.&lt;/span&gt;&lt;span style=&quot;background-color: black; color: white; font-family: &amp;quot;Book Antiqua&amp;quot;,serif; font-size: 14pt; line-height: 107%;&quot;&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify; text-indent: 42.55pt;&quot;&gt;&lt;span style=&quot;background-color: black; color: white; font-family: &amp;quot;Book Antiqua&amp;quot;,serif; font-size: 14pt; line-height: 107%; mso-themecolor: text1;&quot;&gt;Quando cheguei à mesa, já encontrei a segunda
garrafa pela metade. Notei minhas mãos suadas. Talvez pelo nervosismo ou, quem
sabe, pela temperatura um tanto elevada para o final da noite. Enfim, não é
sempre que se tem a oportunidade de tomar umas com um gênio da música no bar
mais &lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;cult&lt;/i&gt; da cidade.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify; text-indent: 42.55pt;&quot;&gt;&lt;span style=&quot;background-color: black; color: white; font-family: &amp;quot;Book Antiqua&amp;quot;,serif; font-size: 14pt; line-height: 107%; mso-themecolor: text1;&quot;&gt;Dei-lhe um abraço forte, retribuído com um
sorriso e um convite para que me sentasse na cadeira ao lado. Ficamos mais de
duas horas conversando sobre tudo o que puderem imaginar. De discos voadores a
símbolos mágicos, de filosofia a budismo, do Egito aos Estados Unidos, passando
pela música, obviamente. Afinal, a música sempre foi a praia dele.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify; text-indent: 42.55pt;&quot;&gt;&lt;span style=&quot;background-color: black; color: white; font-family: &amp;quot;Book Antiqua&amp;quot;,serif; font-size: 14pt; line-height: 107%; mso-themecolor: text1;&quot;&gt;— E então, Rogerito, é verdade que o rock
virou uma espécie de servidor público que bate ponto? Tá só mesmice? – perguntou
com a voz levemente arrastada.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify; text-indent: 42.55pt;&quot;&gt;&lt;span style=&quot;background-color: black; color: white; font-family: &amp;quot;Book Antiqua&amp;quot;,serif; font-size: 14pt; line-height: 107%; mso-themecolor: text1;&quot;&gt;— Olha... sei lá! Acho que ainda existe uma
certa atitude em algumas figuras, mas é algo muito raro. O gênero está perdendo
vigor; muitos nomes estão morrendo ou se aposentando. Acho que a música está
sendo engolida pelo lixo das &lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;playlists&lt;/i&gt;
do &lt;i&gt;Spotify&amp;nbsp;&lt;/i&gt;– respondi.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify; text-indent: 42.55pt;&quot;&gt;&lt;span style=&quot;background-color: black; color: white; font-family: &amp;quot;Book Antiqua&amp;quot;,serif; font-size: 14pt; line-height: 107%; mso-themecolor: text1;&quot;&gt;Meu amigo gargalhou de forma estridente ao
ouvir meu comentário.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify; text-indent: 42.55pt;&quot;&gt;&lt;span style=&quot;background-color: black; color: white; font-family: &amp;quot;Book Antiqua&amp;quot;,serif; font-size: 14pt; line-height: 107%; mso-themecolor: text1;&quot;&gt;— Olha, meu rei, vou te contar! Quando
comecei, em 1973, a gente gravava num estúdio com mesa de quatro canais e um técnico
de som. Mas a coisa era séria. Hoje, é um horror de gente desafinada, qualquer
um quer ser cantor. E dá-lhe &lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;autotune&lt;/i&gt;
em toda música sem qualidade.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify; text-indent: 42.55pt;&quot;&gt;&lt;span style=&quot;background-color: black; color: white; font-family: &amp;quot;Book Antiqua&amp;quot;,serif; font-size: 14pt; line-height: 107%;&quot;&gt;Nesse
momento, o som de um disco de vinil entoou os primeiros acordes de “Tente outra
vez”, tocando baixinho. O seu Léo, dono do bar, atrás do balcão, limpava os copos
americanos com a destreza de um ourives, enquanto olhava para a gente.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify; text-indent: 42.55pt;&quot;&gt;&lt;span style=&quot;background-color: black; color: white; font-family: &amp;quot;Book Antiqua&amp;quot;,serif; font-size: 14pt; line-height: 107%;&quot;&gt;— E as
letras das músicas de hoje, meu amigo? Você gosta? – perguntei.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify; text-indent: 42.55pt;&quot;&gt;&lt;span style=&quot;background-color: black; color: white; font-family: &amp;quot;Book Antiqua&amp;quot;,serif; font-size: 14pt; line-height: 107%;&quot;&gt;— As
letras são descartáveis: cabem num &lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;hit&lt;/i&gt;
de três minutos, não dizem nada, não trazem mensagem... Não fazem minha cabeça
nem cabem no meu coração.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify; text-indent: 42.55pt;&quot;&gt;&lt;span style=&quot;background-color: black; color: white; font-family: &amp;quot;Book Antiqua&amp;quot;,serif; font-size: 14pt; line-height: 107%;&quot;&gt;Fiquei
em silêncio por alguns instantes, saboreando minha cerveja e remoendo nossas
reflexões. No ambiente, àquela hora vazio, ecoava a voz do Paul na triste e
bela “Golden slumbers”.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify; text-indent: 42.55pt;&quot;&gt;&lt;span style=&quot;background-color: black; color: white; font-family: &amp;quot;Book Antiqua&amp;quot;,serif; font-size: 14pt; line-height: 107%;&quot;&gt;De
súbito, meu companheiro de mesa virou-se para o balcão e falou:&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify; text-indent: 42.55pt;&quot;&gt;&lt;span style=&quot;background-color: black; color: white; font-family: &amp;quot;Book Antiqua&amp;quot;,serif; font-size: 14pt; line-height: 107%;&quot;&gt;— Ô,
seu Léo! Manda aí qualquer música romântica do Elvis! Deu vontade de ouvir
agora.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify; text-indent: 42.55pt;&quot;&gt;&lt;span style=&quot;background-color: black; color: white; font-family: &amp;quot;Book Antiqua&amp;quot;,serif; font-size: 14pt; line-height: 107%;&quot;&gt;O
dono do bar virou-se lentamente, com expressão de raiva e disse:&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify; text-indent: 42.55pt;&quot;&gt;&lt;span style=&quot;background-color: black; color: white; font-family: &amp;quot;Book Antiqua&amp;quot;,serif; font-size: 14pt; line-height: 107%;&quot;&gt;— O
que é isso? Não, aqui não. Você não leu a plaquinha na parede? É expressamente
proibido ao freguês pedir música aqui.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify; text-indent: 42.55pt;&quot;&gt;&lt;span style=&quot;background-color: black; color: white; font-family: &amp;quot;Book Antiqua&amp;quot;,serif; font-size: 14pt; line-height: 107%;&quot;&gt;—
Como assim, meu senhor?&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify; text-indent: 42.55pt;&quot;&gt;&lt;span style=&quot;background-color: black; color: white; font-family: &amp;quot;Book Antiqua&amp;quot;,serif; font-size: 14pt; line-height: 107%;&quot;&gt;—
Aqui tem lei! Eu faço a lei e crio a regra. O cliente não pede música. Quem
manda na seleção sou eu. – reforçou o dono da casa.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify; text-indent: 42.55pt;&quot;&gt;&lt;span style=&quot;background-color: black; color: white; font-family: &amp;quot;Book Antiqua&amp;quot;,serif; font-size: 14pt; line-height: 107%;&quot;&gt;Indignados,
entreolhamo-nos e balançamos a cabeça, impressionados com a situação. Descontentes
com o comportamento daquele tipo autoritário, começamos a contestá-lo.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify; text-indent: 42.55pt;&quot;&gt;&lt;span style=&quot;background-color: black; color: white; font-family: &amp;quot;Book Antiqua&amp;quot;,serif; font-size: 14pt; line-height: 107%;&quot;&gt;—Ah,
entendi… O mestre põe o que quiser, quando quiser, e o Zé Mané que ouça
caladinho. Muito bem! Temos aqui um quartel da ditadura cultural vestido com
roupa de &lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;cult&lt;/i&gt;.” – retruquei num tom
debochado.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify; text-indent: 42.55pt;&quot;&gt;&lt;span style=&quot;background-color: black; color: white; font-family: &amp;quot;Book Antiqua&amp;quot;,serif; font-size: 14pt; line-height: 107%;&quot;&gt;O
silêncio seguiu-se àquelas palavras em tom de revolta. A transgressão verbal
pairou no ar como gás procurando faísca para o fogo, quase uma bomba prestes a explodir.
Sem demora, o proprietário do bar dirigiu-se ao único garçom ainda na casa,
determinando:&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify; text-indent: 42.55pt;&quot;&gt;&lt;span style=&quot;background-color: black; color: white; font-family: &amp;quot;Book Antiqua&amp;quot;,serif; font-size: 14pt; line-height: 107%;&quot;&gt;— Acabou
o expediente! Vamos fechar. Retire esses dois daqui agora mesmo!&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify; text-indent: 42.55pt;&quot;&gt;&lt;span style=&quot;background-color: black; color: white; font-family: &amp;quot;Book Antiqua&amp;quot;,serif; font-size: 14pt; line-height: 107%;&quot;&gt;Para
evitar confusão naquele final de noite, pagamos a conta e saímos sem dizer mais
nada.&lt;span&gt; &lt;/span&gt;Literalmente escorraçados, como bêbados em
uma crise de lucidez. &lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify; text-indent: 42.55pt;&quot;&gt;&lt;span style=&quot;background-color: black; color: white; font-family: &amp;quot;Book Antiqua&amp;quot;,serif; font-size: 14pt; line-height: 107%;&quot;&gt;Lá
fora, a cidade seguia o curso da madrugada silenciosa.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify; text-indent: 42.55pt;&quot;&gt;&lt;span style=&quot;background-color: black; color: white; font-family: &amp;quot;Book Antiqua&amp;quot;,serif; font-size: 14pt; line-height: 107%;&quot;&gt;&lt;span style=&quot;background-color: white;&quot;&gt;&lt;/span&gt;Raul acendeu um cigarro, expirou lentamente a fumaça e falou com ironia:&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify; text-indent: 42.55pt;&quot;&gt;&lt;span style=&quot;background-color: black; color: white; font-family: &amp;quot;Book Antiqua&amp;quot;,serif; font-size: 14pt; line-height: 107%;&quot;&gt;— Por
quem os sinos dobram, meu amigo? Será que dobram por nós?&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify; text-indent: 42.55pt;&quot;&gt;&lt;span style=&quot;background-color: black; color: white; font-family: &amp;quot;Book Antiqua&amp;quot;,serif; font-size: 14pt; line-height: 107%;&quot;&gt;Ouvi
aquilo intrigado. A cabeça pesada e o inebriamento alcoólico não me permitiram
buscar uma resposta. Restou-me um silêncio sem graça.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify; text-indent: 42.55pt;&quot;&gt;&lt;span style=&quot;background-color: black; color: white; font-family: &amp;quot;Book Antiqua&amp;quot;,serif; font-size: 14pt; line-height: 107%;&quot;&gt;Sorri
e segui até meu carro. Perguntei se não vinha comigo, pois já era tarde.
Daria-lhe uma carona.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify; text-indent: 42.55pt;&quot;&gt;&lt;span style=&quot;background-color: black; color: white; font-family: &amp;quot;Book Antiqua&amp;quot;,serif; font-size: 14pt; line-height: 107%;&quot;&gt;-
Obrigado, meu amigo, mas vou até a estação. Para onde eu moro, só de trem. Vou
no trem das sete horas. Um abraço e até a próxima! – disse, virando-se e
seguindo pela calçada, subindo a rua.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify; text-indent: 42.55pt;&quot;&gt;&lt;span style=&quot;background-color: black; color: white; font-family: &amp;quot;Book Antiqua&amp;quot;,serif; font-size: 14pt; line-height: 107%;&quot;&gt;Despedi-me
dele e percebi que aquele ‘tchau’ tinha um quê de adeus para sempre.&lt;/span&gt;&lt;/p&gt;

&lt;p&gt;&lt;br /&gt;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='http://rogeriohenriquerocha.blogspot.com/feeds/6107943163690564454/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://rogeriohenriquerocha.blogspot.com/2025/09/fim-de-noite.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1863207227654854521/posts/default/6107943163690564454'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1863207227654854521/posts/default/6107943163690564454'/><link rel='alternate' type='text/html' href='http://rogeriohenriquerocha.blogspot.com/2025/09/fim-de-noite.html' title='FIM DE NOITE'/><author><name>Rogério Rocha</name><uri>http://www.blogger.com/profile/02567831559873849872</uri><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/AVvXsEi8U-m9xJGjOnF1BZLwAVd-v8E17f1-UwOZ8CrGqEgA7hULIIWhg5PUGxSh-VitE_i9WwmD9t85kaWfTeFFgr_X53MMO8zI61gMXDX6hN7vzAUXFSvc0VBYFl3MBG6i3L_a0pLJxW9_yVxRUVQG-FfhA9ln1p_YktSs9cglGqq3QnbmxXoGAWaI-otksxY/s72-w544-h640-c/ROGERIO%20E%20RAUL.jpeg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1863207227654854521.post-912414094352221742</id><published>2025-09-08T11:58:00.001-03:00</published><updated>2025-09-08T11:58:59.829-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="413 anos"/><category scheme="http://www.blogger.com/atom/ns#" term="aniversário de São Luís"/><category scheme="http://www.blogger.com/atom/ns#" term="cidade"/><category scheme="http://www.blogger.com/atom/ns#" term="homenagem"/><category scheme="http://www.blogger.com/atom/ns#" term="prosa poética"/><category scheme="http://www.blogger.com/atom/ns#" term="Rogério Rocha"/><title type='text'>413</title><content type='html'>&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
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  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Top of Form&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Bottom of Form&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Normal (Web)&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Acronym&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Address&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Cite&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Code&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Definition&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Keyboard&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Preformatted&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Sample&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Typewriter&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Variable&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Normal Table&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;annotation subject&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;No List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Outline List 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Outline List 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Outline List 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Simple 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Simple 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Simple 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Classic 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Classic 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Classic 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Classic 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Colorful 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Colorful 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Colorful 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Columns 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Columns 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Columns 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Columns 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Columns 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 8&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 8&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table 3D effects 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table 3D effects 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table 3D effects 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Contemporary&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Elegant&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Professional&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Subtle 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Subtle 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Web 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Web 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Web 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Balloon Text&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;Table Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Theme&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; Name=&quot;Placeholder Text&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; QFormat=&quot;true&quot; Name=&quot;No Spacing&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; Name=&quot;Light Shading&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; Name=&quot;Light List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; Name=&quot;Light Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; Name=&quot;Medium Shading 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; Name=&quot;Medium Shading 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; Name=&quot;Medium List 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; Name=&quot;Medium List 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; Name=&quot;Medium Grid 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; Name=&quot;Medium Grid 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; Name=&quot;Medium Grid 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; Name=&quot;Dark List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; Name=&quot;Colorful Shading&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; Name=&quot;Colorful List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; Name=&quot;Colorful Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; Name=&quot;Light Shading Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; Name=&quot;Light List Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; Name=&quot;Light Grid Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; Name=&quot;Medium Shading 1 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; Name=&quot;Medium Shading 2 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; Name=&quot;Medium List 1 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; Name=&quot;Revision&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;34&quot; QFormat=&quot;true&quot;
   Name=&quot;List Paragraph&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;29&quot; QFormat=&quot;true&quot; Name=&quot;Quote&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;30&quot; QFormat=&quot;true&quot;
   Name=&quot;Intense Quote&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; Name=&quot;Medium List 2 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; Name=&quot;Medium Grid 1 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; Name=&quot;Medium Grid 2 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; Name=&quot;Medium Grid 3 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; Name=&quot;Dark List Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; Name=&quot;Colorful Shading Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; Name=&quot;Colorful List Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; Name=&quot;Colorful Grid Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; Name=&quot;Light Shading Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; Name=&quot;Light List Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; Name=&quot;Light Grid Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; Name=&quot;Medium Shading 1 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; Name=&quot;Medium Shading 2 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; Name=&quot;Medium List 1 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; Name=&quot;Medium List 2 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; Name=&quot;Medium Grid 1 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; Name=&quot;Medium Grid 2 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; Name=&quot;Medium Grid 3 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; Name=&quot;Dark List Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; Name=&quot;Colorful Shading Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; Name=&quot;Colorful List Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; Name=&quot;Colorful Grid Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; Name=&quot;Light Shading Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; Name=&quot;Light List Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; Name=&quot;Light Grid Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; Name=&quot;Medium Shading 1 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; Name=&quot;Medium Shading 2 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; Name=&quot;Medium List 1 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; Name=&quot;Medium List 2 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; Name=&quot;Medium Grid 1 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; Name=&quot;Medium Grid 2 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; Name=&quot;Medium Grid 3 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; Name=&quot;Dark List Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; Name=&quot;Colorful Shading Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; Name=&quot;Colorful List Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; Name=&quot;Colorful Grid Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; Name=&quot;Light Shading Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; Name=&quot;Light List Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; Name=&quot;Light Grid Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; Name=&quot;Medium Shading 1 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; Name=&quot;Medium Shading 2 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; Name=&quot;Medium List 1 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; Name=&quot;Medium List 2 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; Name=&quot;Medium Grid 1 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; Name=&quot;Medium Grid 2 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; Name=&quot;Medium Grid 3 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; Name=&quot;Dark List Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; Name=&quot;Colorful Shading Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; Name=&quot;Colorful List Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; Name=&quot;Colorful Grid Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; Name=&quot;Light Shading Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; Name=&quot;Light List Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; Name=&quot;Light Grid Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; Name=&quot;Medium Shading 1 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; Name=&quot;Medium Shading 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; Name=&quot;Medium List 1 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; Name=&quot;Medium List 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; Name=&quot;Medium Grid 1 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; Name=&quot;Medium Grid 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; Name=&quot;Medium Grid 3 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; Name=&quot;Dark List Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; Name=&quot;Colorful Shading Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; Name=&quot;Colorful List Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; Name=&quot;Colorful Grid Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; Name=&quot;Light Shading Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; Name=&quot;Light List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; Name=&quot;Light Grid Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; Name=&quot;Medium Shading 1 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; Name=&quot;Medium Shading 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; Name=&quot;Medium List 1 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; Name=&quot;Medium List 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; Name=&quot;Medium Grid 1 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; Name=&quot;Medium Grid 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; Name=&quot;Medium Grid 3 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; Name=&quot;Dark List Accent 6&quot;/&gt;
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&lt;p align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14.0pt; line-height: 107%;&quot;&gt;&lt;/span&gt;&lt;/p&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/AVvXsEiq9ckvvLdjsHnV88EMjfCAMarqMhpEbVs72_ar8wBXZ0Jkj1b6zvS5Bz-UYjaMpk2VNq8dcqw3jC4d-KUo7Kz1S1FnborSMVVeMqLZjB3L4ZRdvL4Crg_-Gl5xq15lWmDiJH3nKvktixcXg5mntCXYDDPlIcn9SKpf0WT90DrDDkWjOGPUPnqS8gTNQJM/s6016/DSC_6471.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;6016&quot; data-original-width=&quot;4016&quot; height=&quot;640&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiq9ckvvLdjsHnV88EMjfCAMarqMhpEbVs72_ar8wBXZ0Jkj1b6zvS5Bz-UYjaMpk2VNq8dcqw3jC4d-KUo7Kz1S1FnborSMVVeMqLZjB3L4ZRdvL4Crg_-Gl5xq15lWmDiJH3nKvktixcXg5mntCXYDDPlIcn9SKpf0WT90DrDDkWjOGPUPnqS8gTNQJM/w427-h640/DSC_6471.jpg&quot; width=&quot;427&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;p&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 14.0pt; line-height: 107%;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;

&lt;p align=&quot;right&quot; class=&quot;MsoNormal&quot; style=&quot;text-align: right;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;, serif; line-height: 107%;&quot;&gt;Por Rogério Rocha&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;, serif; line-height: 107%;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;, serif; line-height: 107%;&quot;&gt;413: é um número.
Marca contabilística, arrojo do tempo. Poeira sobre as ruas, cisco que cai das
telhas. O orgulho por arder ainda uma fogueira pelas noites de São João.
Carruagens, não! Não mais. BMW’s, BYD&#39;s, Celtas, Unos, Palios. Gente espremida
nos ônibus, calor dos diabos, buracos com fome de chuva, bueiros sem tampa,
motoqueiros malucos, calçadas minúsculas, desespero nas transversais, Rua
Grande e Santana, Korea, China, China in Box, &lt;i&gt;never&lt;/i&gt; &lt;i&gt;mind&lt;/i&gt;. Vejo de
binóculos, do alto das casas, do mirante de um banco que faliu, o pregoeiro
fantasma, os sons de espingardas, barbudos, barbados, Chagas, Machado. Giro o &lt;i&gt;dial&lt;/i&gt; sem parar, mas só estanco na pedra
que rola nas ondas de um point da 96. Eu sou assim! Não sei vocês. Ainda guardo
algum orgulho. Centro que tomba, gente invisível, patrimônio mudo, camelôs revoltados,
juçara-açaí. É isso mesmo, é isso aí! Arrasto as sandálias do pescador, sinto o
cheiro dos peixes do mercado, ao lado do trilho, da linha do trem-encantado. VLT,
LGBT e o gado com bandeiras nas carreatas. Caras e caretas, mutretas, bravatas.
E a estátua da liberdade, quem diria, mocinha de pele alva com a tocha e o
livro nas mãos. Fofão fofinho, labubu dos infernos, tribufu do cão. Capoeira de
Angola na Liberdade. Pode vir! Saio na mão, quebro o pau, viro bicho. Que
maldade, mais um caiu do céu no fim da tarde. Que doideira, um outro atirou-se
da ponte pensando besteira. Já era, foi anteontem. Deu para ver das torres
gêmeas, no espigão do horizonte. 413, 413, 413, só para lembrar; a memória
falha, a alegria engole a tiquira das Tulhas e a batida de maracujá. Reinvento
o molejo de uma dança sacana que me ensinaram. Continuo a tropeçar nas mesmas
pedras, a urinar nas muradas. Os problemas que me perseguem são os mesmos. Há
mil razões para ser quem eu sou, estar como estou, chegar onde cheguei. Comemoro
o luxo e a pobreza, a falência e a riqueza, o navio que afundou no banco de
areia, o petróleo indo embora na correnteza. Ah, sim! Há razões para comemorar.
Quero shows na praça, carnaval, facções detrás das grades, febris arruaças.
Quero, com pressa, as soluções inclusivas. A execução efetiva de todos os
planos, a exclusão da política do abandono. Leis que não sejam letra morta,
Socorrão vazio, plano diretor. Quero caranguejo, sururu. Mocotó, por favor!
Doces em compota, via expressa, mente aberta e ruas tortas. Ver desabar o
contraste e as carências, as estatísticas policiais das mortes violentas. Quem
sabe um dia, o Barreto seja um barato. E comer no Ferreiro seja menos caro. 413
obras, sobras, dobras, temporais. Mas meu corpo líquido, meu corpo pesado, requer
cuidados demais. Para que não fiquem expostas as feridas que trago nas costas,
o espaço imaginário, a juventude sem escola, a cultura para os cegos, como
esmola. Mas como é bom que o meu nome atravesse fronteiras, projete sonhos em
novos circuitos. Num outro mundo, Gullar foi Ferreira, aipim foi macaxeira, peixe
frito espetado na peixeira. E as projeções viraram Lume nas paredes brancas, pelos
olhos de um Frederico. Fez-se um palco muito rico e um repertório de ilusões.
E, sustentando tudo isso, sem decreto ou patrocínio, minhas costas largas, meu
largo de amor e extermínio. Sou essa luz que comove, no trajeto de um barco que
cruza a baía. 413 enganos: permaneço travessia. Festa e cansaço, memória e
esquecimento.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://rogeriohenriquerocha.blogspot.com/feeds/912414094352221742/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://rogeriohenriquerocha.blogspot.com/2025/09/413.html#comment-form' title='1 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1863207227654854521/posts/default/912414094352221742'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1863207227654854521/posts/default/912414094352221742'/><link rel='alternate' type='text/html' href='http://rogeriohenriquerocha.blogspot.com/2025/09/413.html' title='413'/><author><name>Rogério Rocha</name><uri>http://www.blogger.com/profile/02567831559873849872</uri><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/AVvXsEiq9ckvvLdjsHnV88EMjfCAMarqMhpEbVs72_ar8wBXZ0Jkj1b6zvS5Bz-UYjaMpk2VNq8dcqw3jC4d-KUo7Kz1S1FnborSMVVeMqLZjB3L4ZRdvL4Crg_-Gl5xq15lWmDiJH3nKvktixcXg5mntCXYDDPlIcn9SKpf0WT90DrDDkWjOGPUPnqS8gTNQJM/s72-w427-h640-c/DSC_6471.jpg" height="72" width="72"/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1863207227654854521.post-6524017430330162373</id><published>2025-08-12T14:51:00.005-03:00</published><updated>2025-08-12T14:53:04.810-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="artigo"/><category scheme="http://www.blogger.com/atom/ns#" term="homenagem"/><category scheme="http://www.blogger.com/atom/ns#" term="Nauro Machado"/><category scheme="http://www.blogger.com/atom/ns#" term="novo livro póstumo"/><category scheme="http://www.blogger.com/atom/ns#" term="Um iceberg para a praia grande"/><category scheme="http://www.blogger.com/atom/ns#" term="Viriato Gaspar"/><title type='text'>O POETA NO CIMO DO ICEBERG</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/AVvXsEjf03diW0LlovOHB8gsVxxpJ7G6ykpnvveuRmILsEBDM24Fuj09RVEl_i6LMoR1JEYKu8lFJVEhXZiqiwyafM0x5RyixGfXRETndzaC03BxZ1zJpc3ga0S19b_9CmNIK86J2n7PBb1Bfcrny-JkJFMorM35vmPFfBtWz8fb4ZO9qaeGT3P-Q7tTre0INxM/s1599/WhatsApp%20Image%202025-08-12%20at%2014.10.28.jpeg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;1599&quot; data-original-width=&quot;899&quot; height=&quot;338&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjf03diW0LlovOHB8gsVxxpJ7G6ykpnvveuRmILsEBDM24Fuj09RVEl_i6LMoR1JEYKu8lFJVEhXZiqiwyafM0x5RyixGfXRETndzaC03BxZ1zJpc3ga0S19b_9CmNIK86J2n7PBb1Bfcrny-JkJFMorM35vmPFfBtWz8fb4ZO9qaeGT3P-Q7tTre0INxM/w225-h338/WhatsApp%20Image%202025-08-12%20at%2014.10.28.jpeg&quot; width=&quot;225&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;p&gt;&lt;a data-preview=&quot;&quot; href=&quot;https://www.google.com/search?ved=1t:260882&amp;amp;q=Viriato+Gaspar&amp;amp;bbid=1863207227654854521&amp;amp;bpid=6524017430330162373&quot; target=&quot;_blank&quot;&gt;Viriato Gaspar&lt;/a&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;Entre encanto e espanto, entre engasgo e alumbramento, defronto-me com este testamento poético do meu imenso irmão e mestre &lt;a data-preview=&quot;&quot; href=&quot;https://www.google.com/search?ved=1t:260882&amp;amp;q=Nauro+Machado&amp;amp;bbid=1863207227654854521&amp;amp;bpid=6524017430330162373&quot; target=&quot;_blank&quot;&gt;Nauro Machado&lt;/a&gt;. Aqui sobejam luzes, cintilações, lampejos - em graus supernos - daquela escavação ontológica que o &quot;opus&quot; nauriano, desde &quot;&lt;a data-preview=&quot;&quot; href=&quot;https://www.google.com/search?ved=1t:260882&amp;amp;q=Campo+sem+Base+Nauro+Machado&amp;amp;bbid=1863207227654854521&amp;amp;bpid=6524017430330162373&quot; target=&quot;_blank&quot;&gt;Campo sem Base&lt;/a&gt;&quot;, de 1957, delimitou e instaurou, na &lt;a data-preview=&quot;&quot; href=&quot;https://www.google.com/search?ved=1t:260882&amp;amp;q=define+Poi%C3%A9sis&amp;amp;bbid=1863207227654854521&amp;amp;bpid=6524017430330162373&quot; target=&quot;_blank&quot;&gt;Poiésis&lt;/a&gt; da nossa terra.&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;Nauro é, seguramente, o maior poeta maranhense desde &lt;a data-preview=&quot;&quot; href=&quot;https://www.google.com/search?ved=1t:260882&amp;amp;q=Ant%C3%B4nio+Gon%C3%A7alves+Dias&amp;amp;bbid=1863207227654854521&amp;amp;bpid=6524017430330162373&quot; target=&quot;_blank&quot;&gt;Antônio Gonçalves Dias&lt;/a&gt;. A densidade, a envergadura e a amplidão vocabulares, a par da extrema angústia de existir e a busca exasperada de um sentido para a lab(r)uta humana,&amp;nbsp; colocam-no num patamar de excelência somente alcançada por Poetas de excelsa magnitude. Sem que haja maiores pontos de contato entre as duas poéticas, a não ser a pujança e a dor de existir e resistir no humano, percebo o maranhense Nauro Machado e o paraibano &lt;a data-preview=&quot;&quot; href=&quot;https://www.google.com/search?ved=1t:260882&amp;amp;q=Augusto+dos+Anjos&amp;amp;bbid=1863207227654854521&amp;amp;bpid=6524017430330162373&quot; target=&quot;_blank&quot;&gt;Augusto dos Anjos&lt;/a&gt; como duas vozes próximas, embora bastante distantes entre si pelo tempo, características próprias e timbres inconfundíveis, como duas solitárias vozes de mais elevado ressoo na Poesia brasileira dessa dor universal e inexplicável da aventura humana, da busca pelo sentido maior do nosso estar-aqui.&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;Pela capacidade de colocar nas palavras uma tal voltagem, uma amperagem vocabular crispada e paroxística que chega a doer ao reverberar na alma de quem os lê, entre esmagos, engasgos, soluços e soçobros, dilaceamentos e flagelações.&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;Nauro, neste &lt;a data-preview=&quot;&quot; href=&quot;https://www.google.com/search?ved=1t:260882&amp;amp;q=Iceberg+Nauro+Machado&amp;amp;bbid=1863207227654854521&amp;amp;bpid=6524017430330162373&quot; target=&quot;_blank&quot;&gt;Iceberg&lt;/a&gt; gigantesco que põe a navegar pelos nossos olhos quase apagados pelos falsos brilhos deste tempo de imposturas relinchantes, nos conduz pelos sextetos deste poema único, indiviso, denso e pesado, quase claustrofóbico, versos que parecem vomitados do mais imo e mais fundo de um self torturado pela busca quase irrespondível do que salvar de seu naufrágio humano, existencial, poético e visceral.&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;Não fosse o autor de outros 42 livros de poemas, este Iceberg que Nauro põe a navegar na &lt;a data-preview=&quot;&quot; href=&quot;https://www.google.com/search?ved=1t:260882&amp;amp;q=Praia+Grande+S%C3%A3o+Lu%C3%ADs&amp;amp;bbid=1863207227654854521&amp;amp;bpid=6524017430330162373&quot; target=&quot;_blank&quot;&gt;Praia Grande&lt;/a&gt; de sua amada/odiada &lt;a data-preview=&quot;&quot; href=&quot;https://www.google.com/search?ved=1t:260882&amp;amp;q=S%C3%A3o+Lu%C3%ADs+Maranh%C3%A3o&amp;amp;bbid=1863207227654854521&amp;amp;bpid=6524017430330162373&quot; target=&quot;_blank&quot;&gt;São Luís&lt;/a&gt;, seria o suficiente para colocá-lo como um marco, um farol, um ponto de excelência, altíssimo e altíssono, na prateleira mais alta da &lt;a data-preview=&quot;&quot; href=&quot;https://www.google.com/search?ved=1t:260882&amp;amp;q=Poesia+do+Maranh%C3%A3o&amp;amp;bbid=1863207227654854521&amp;amp;bpid=6524017430330162373&quot; target=&quot;_blank&quot;&gt;Poesia do Maranhão&lt;/a&gt;.&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;Este testamento poético, nessa altitude e voltagem pinaculares, só podem deixar-nos, ao final da leitura, perplexos e maravilhados, angustiados e deslumbrados por esses versos perfurantes e agônicos, crispados e convulsos, quase como bofetadas sonoras em nossa epiderme rasa, anestesiada por simulacros e por selfies que nada mais refletem ou influenciam senão obesos vazios sem tutano.&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;Viva a &lt;a data-preview=&quot;&quot; href=&quot;https://www.google.com/search?ved=1t:260882&amp;amp;q=literatura+maranhense&amp;amp;bbid=1863207227654854521&amp;amp;bpid=6524017430330162373&quot; target=&quot;_blank&quot;&gt;literatura maranhense&lt;/a&gt;, capaz de ostentar gigantes como este imenso Poeta e seu gigantesco, hercúleo, irretocável Iceberg vocabular. Ninguém passará rasamente acomodado e meão ao ser tocado pela magia agônica deste petardo de um Poeta absurdamente maior.&lt;/p&gt;&lt;p&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;Viriato Gaspar (poeta)&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='http://rogeriohenriquerocha.blogspot.com/feeds/6524017430330162373/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://rogeriohenriquerocha.blogspot.com/2025/08/o-poeta-no-cimo-do-iceberg.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1863207227654854521/posts/default/6524017430330162373'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1863207227654854521/posts/default/6524017430330162373'/><link rel='alternate' type='text/html' href='http://rogeriohenriquerocha.blogspot.com/2025/08/o-poeta-no-cimo-do-iceberg.html' title='O POETA NO CIMO DO ICEBERG'/><author><name>Rogério Rocha</name><uri>http://www.blogger.com/profile/02567831559873849872</uri><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/AVvXsEjf03diW0LlovOHB8gsVxxpJ7G6ykpnvveuRmILsEBDM24Fuj09RVEl_i6LMoR1JEYKu8lFJVEhXZiqiwyafM0x5RyixGfXRETndzaC03BxZ1zJpc3ga0S19b_9CmNIK86J2n7PBb1Bfcrny-JkJFMorM35vmPFfBtWz8fb4ZO9qaeGT3P-Q7tTre0INxM/s72-w225-h338-c/WhatsApp%20Image%202025-08-12%20at%2014.10.28.jpeg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1863207227654854521.post-5909470821231501419</id><published>2025-08-08T15:55:00.003-03:00</published><updated>2025-08-08T15:55:45.627-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="150 anos"/><category scheme="http://www.blogger.com/atom/ns#" term="A montanha mágica"/><category scheme="http://www.blogger.com/atom/ns#" term="Dostoiévski"/><category scheme="http://www.blogger.com/atom/ns#" term="filosofia e literatura"/><category scheme="http://www.blogger.com/atom/ns#" term="homenagem"/><category scheme="http://www.blogger.com/atom/ns#" term="literatura alemã"/><category scheme="http://www.blogger.com/atom/ns#" term="Nietzsche"/><category scheme="http://www.blogger.com/atom/ns#" term="Otto Maria Carpeaux"/><category scheme="http://www.blogger.com/atom/ns#" term="romance moderno"/><category scheme="http://www.blogger.com/atom/ns#" term="Thomas Mann"/><title type='text'> COMO EM UM JOGO DE ESPELHOS - SOBRE THOMAS MANN (Por Adonay Ramos Moreira)</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/AVvXsEh-M1l4ykwID8JBQQnS1RONc-C3kbmqAUYcCCcFnH94SI73PHJ1flQ_iD4qpiP6-OuTovmjWBM6wyd86mUUSIGLHOMMBpUZhzS4riX_1bcaWhwp_J5n0hbSiTSCP4T3EMCL69iZna2pEWVSAhKcFNaMTbok1n-UY9deJCQTa1vEeDxbbo251tvNNaIDp54/s1600/WhatsApp%20Image%202025-08-07%20at%2013.35.57.jpeg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;1600&quot; data-original-width=&quot;1066&quot; height=&quot;400&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh-M1l4ykwID8JBQQnS1RONc-C3kbmqAUYcCCcFnH94SI73PHJ1flQ_iD4qpiP6-OuTovmjWBM6wyd86mUUSIGLHOMMBpUZhzS4riX_1bcaWhwp_J5n0hbSiTSCP4T3EMCL69iZna2pEWVSAhKcFNaMTbok1n-UY9deJCQTa1vEeDxbbo251tvNNaIDp54/w266-h400/WhatsApp%20Image%202025-08-07%20at%2013.35.57.jpeg&quot; width=&quot;266&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span style=&quot;background-color: black;&quot;&gt;&lt;span style=&quot;color: white;&quot;&gt; &amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;b style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;, serif; font-size: 12pt; text-indent: 1.25cm;&quot;&gt;&lt;span style=&quot;background-attachment: initial; background-clip: initial; background-color: black; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; background: black; color: white;&quot;&gt;&lt;a data-preview=&quot;&quot; href=&quot;https://www.google.com/search?ved=1t:260882&amp;amp;q=Adonay+Ramos+Moreira&amp;amp;bbid=1863207227654854521&amp;amp;bpid=5909470821231501419&quot; target=&quot;_blank&quot;&gt;Adonay Ramos Moreira&lt;/a&gt;&lt;/span&gt;&lt;/b&gt;&lt;div&gt;&lt;p style=&quot;text-indent: 47.2441px;&quot;&gt;&lt;br /&gt;&lt;/p&gt;
&lt;p align=&quot;center&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;font-family: Times New Roman, serif;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;(sobre
&lt;a data-preview=&quot;&quot; href=&quot;https://www.google.com/search?ved=1t:260882&amp;amp;q=Thomas+Mann&amp;amp;bbid=1863207227654854521&amp;amp;bpid=5909470821231501419&quot; target=&quot;_blank&quot;&gt;Thomas Mann&lt;/a&gt;)&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;&lt;span style=&quot;background-color: black;&quot;&gt;&lt;span style=&quot;color: white;&quot;&gt;&lt;br /&gt;

&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;&quot;&gt;
&lt;span style=&quot;background-color: black;&quot;&gt;&lt;span style=&quot;color: white;&quot;&gt;&lt;br /&gt;

&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;&quot;&gt;
&lt;span style=&quot;background-color: black;&quot;&gt;&lt;span style=&quot;color: white;&quot;&gt;&lt;span style=&quot;font-family: Times New Roman, serif;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;Carpeaux
não está de todo equivocado quando, em seu ensaio &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Times New Roman, serif;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;&lt;i&gt;O
Admirável Thomas Mann&lt;/i&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Times New Roman, serif;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;,
reunido em volume na obra &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Times New Roman, serif;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;&lt;i&gt;A
Cinza do Purgatório&lt;/i&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Times New Roman, serif;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;,
traça um perfil duvidoso de Thomas Mann, em um de seus ataques mais
violentos contra o romancista de&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Times New Roman, serif;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;&lt;i&gt;
&lt;a data-preview=&quot;&quot; href=&quot;https://www.google.com/search?ved=1t:260882&amp;amp;q=A+Montanha+M%C3%A1gica&amp;amp;bbid=1863207227654854521&amp;amp;bpid=5909470821231501419&quot; target=&quot;_blank&quot;&gt;A Montanha Mágica&lt;/a&gt;&lt;/i&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Times New Roman, serif;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;.
É preciso que se compreenda que a unanimidade nem de longe é uma
característica dos gênios. Mann não constituiria uma exceção a
essa regra, apesar de não merecer todas as investidas apaixonadas do
mestre austríaco. Seja como for, o caso é que Carpeaux via naquele
célebre alemão qualquer coisa como uma personalidade pesada, um
grande filósofo sem ideias, que possuía o inabalável dom de
preencher páginas e mais páginas com uma filosofia de segunda
ordem, que não resistiria a um olhar mais atento. &lt;/span&gt;&lt;/span&gt;
&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;&quot;&gt;
&lt;span style=&quot;background-color: black;&quot;&gt;&lt;span style=&quot;color: white;&quot;&gt;&lt;span style=&quot;font-family: Times New Roman, serif;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;A
crítica tem lá certa fundamentação. Como quase todos os autores
alemães, Mann de fato possuía uma atração irresistível ao
pensamento e à necessidade de filosofar. Desse mesmo mal sofreram
&lt;a data-preview=&quot;&quot; href=&quot;https://www.google.com/search?ved=1t:260882&amp;amp;q=Goethe+writer&amp;amp;bbid=1863207227654854521&amp;amp;bpid=5909470821231501419&quot; target=&quot;_blank&quot;&gt;Goethe&lt;/a&gt; e &lt;a data-preview=&quot;&quot; href=&quot;https://www.google.com/search?ved=1t:260882&amp;amp;q=H%C3%B6lderlin+poet&amp;amp;bbid=1863207227654854521&amp;amp;bpid=5909470821231501419&quot; target=&quot;_blank&quot;&gt;Hölderlin&lt;/a&gt;, e mesmo um romancista aparentemente místico
como &lt;a data-preview=&quot;&quot; href=&quot;https://www.google.com/search?ved=1t:260882&amp;amp;q=Herman+Hesse&amp;amp;bbid=1863207227654854521&amp;amp;bpid=5909470821231501419&quot; target=&quot;_blank&quot;&gt;Herman Hesse&lt;/a&gt; não deixa de possuir em seus romances verdadeiros
tratados filosóficos, alguns visivelmente morais, como &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Times New Roman, serif;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;&lt;i&gt;O
Lobo da Estepe&lt;/i&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Times New Roman, serif;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;
e &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Times New Roman, serif;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;&lt;i&gt;O
Jogo das Contas de Vidro&lt;/i&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Times New Roman, serif;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;,
obras nas quais, ao lê-las, sente-se um certo sabor de advertência
moral, que impõe às conquistas da inteligência ocidental qualquer
coisa como uma repreensão. &lt;/span&gt;&lt;/span&gt;
&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;&quot;&gt;
&lt;span style=&quot;background-color: black;&quot;&gt;&lt;span style=&quot;color: white;&quot;&gt;&lt;span style=&quot;font-family: Times New Roman, serif;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;Mann,
portanto, não é um cavaleiro solitário nesse vasto campo de
batalha. O século XIX foi mesmo prolífico em autores cujos
trabalhos encerram verdadeiras doutrinas. E não é senão como
doutrina que podemos ler obras como &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Times New Roman, serif;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;&lt;i&gt;O
Vermelho e o Negro&lt;/i&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Times New Roman, serif;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;,
de &lt;a data-preview=&quot;&quot; href=&quot;https://www.google.com/search?ved=1t:260882&amp;amp;q=Stendhal&amp;amp;bbid=1863207227654854521&amp;amp;bpid=5909470821231501419&quot; target=&quot;_blank&quot;&gt;Stendhal&lt;/a&gt;, &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Times New Roman, serif;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;&lt;i&gt;Judas,
o Obscuro&lt;/i&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Times New Roman, serif;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;,
de &lt;a data-preview=&quot;&quot; href=&quot;https://www.google.com/search?ved=1t:260882&amp;amp;q=Thomas+Hardy&amp;amp;bbid=1863207227654854521&amp;amp;bpid=5909470821231501419&quot; target=&quot;_blank&quot;&gt;Thomas Hardy&lt;/a&gt;, &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Times New Roman, serif;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;&lt;i&gt;Guerra
e Paz&lt;/i&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Times New Roman, serif;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;
e &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Times New Roman, serif;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;&lt;i&gt;Anna
Karenina,&lt;/i&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Times New Roman, serif;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;
de &lt;a data-preview=&quot;&quot; href=&quot;https://www.google.com/search?ved=1t:260882&amp;amp;q=Tolst%C3%B3i&amp;amp;bbid=1863207227654854521&amp;amp;bpid=5909470821231501419&quot; target=&quot;_blank&quot;&gt;Tolstói&lt;/a&gt;, &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Times New Roman, serif;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;&lt;i&gt;Madame
Bovary&lt;/i&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Times New Roman, serif;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;
e &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Times New Roman, serif;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;&lt;i&gt;Bouvard
e Pécuchet,&lt;/i&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Times New Roman, serif;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;
de &lt;a data-preview=&quot;&quot; href=&quot;https://www.google.com/search?ved=1t:260882&amp;amp;q=Flaubert&amp;amp;bbid=1863207227654854521&amp;amp;bpid=5909470821231501419&quot; target=&quot;_blank&quot;&gt;Flaubert&lt;/a&gt; e, sobretudo, os verdadeiros sistemas filosóficos de
&lt;a data-preview=&quot;&quot; href=&quot;https://www.google.com/search?ved=1t:260882&amp;amp;q=Dostoi%C3%A9vski&amp;amp;bbid=1863207227654854521&amp;amp;bpid=5909470821231501419&quot; target=&quot;_blank&quot;&gt;Dostoiévski&lt;/a&gt;, cujos personagens, assim como os de &lt;a data-preview=&quot;&quot; href=&quot;https://www.google.com/search?ved=1t:260882&amp;amp;q=Shakespeare&amp;amp;bbid=1863207227654854521&amp;amp;bpid=5909470821231501419&quot; target=&quot;_blank&quot;&gt;Shakespeare&lt;/a&gt;, na
maioria das vezes funcionam como ilustrações para uma grande ideia,
e seus diálogos socráticos, que certamente fariam inveja a &lt;a data-preview=&quot;&quot; href=&quot;https://www.google.com/search?ved=1t:260882&amp;amp;q=Plat%C3%A3o&amp;amp;bbid=1863207227654854521&amp;amp;bpid=5909470821231501419&quot; target=&quot;_blank&quot;&gt;Platão&lt;/a&gt;,
chegam por vezes a verdades tão profundas que serviram de modelo a
muitos dos pensadores que a ele se seguiram. Não é senão a uma
lamentável representação do famoso sonho de &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Times New Roman, serif;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;&lt;span style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial;&quot;&gt;&lt;a data-preview=&quot;&quot; href=&quot;https://www.google.com/search?ved=1t:260882&amp;amp;q=Rask%C3%B3lnikov+character+Crime+and+Castigo&amp;amp;bbid=1863207227654854521&amp;amp;bpid=5909470821231501419&quot; target=&quot;_blank&quot;&gt;Raskólnikov&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Times New Roman, serif;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;
em &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Times New Roman, serif;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;&lt;i&gt;Crime
e Castigo&lt;/i&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Times New Roman, serif;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;
que se deve aquele desesperado ato de &lt;a data-preview=&quot;&quot; href=&quot;https://www.google.com/search?ved=1t:260882&amp;amp;q=Nietzsche&amp;amp;bbid=1863207227654854521&amp;amp;bpid=5909470821231501419&quot; target=&quot;_blank&quot;&gt;Nietzsche&lt;/a&gt; de se jogar em &lt;a data-preview=&quot;&quot; href=&quot;https://www.google.com/search?ved=1t:260882&amp;amp;q=Turim+Italy&amp;amp;bbid=1863207227654854521&amp;amp;bpid=5909470821231501419&quot; target=&quot;_blank&quot;&gt;Turim&lt;/a&gt;,
em 3 de janeiro de 1888, sobre um pobre cavalo que, açoitado,
agonizava ante as investidas de seu dono, episódio que, segundo
&lt;a data-preview=&quot;&quot; href=&quot;https://www.google.com/search?ved=1t:260882&amp;amp;q=Ricardo+Piglia+writer&amp;amp;bbid=1863207227654854521&amp;amp;bpid=5909470821231501419&quot; target=&quot;_blank&quot;&gt;Ricardo Piglia&lt;/a&gt;, confirma de uma vez por todas o &lt;a data-preview=&quot;&quot; href=&quot;https://www.google.com/search?ved=1t:260882&amp;amp;q=define+bovarismo&amp;amp;bbid=1863207227654854521&amp;amp;bpid=5909470821231501419&quot; target=&quot;_blank&quot;&gt;bovarismo&lt;/a&gt; do grande
filósofo alemão.    &lt;/span&gt;&lt;/span&gt;
&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;&quot;&gt;
&lt;span style=&quot;background-color: black;&quot;&gt;&lt;span style=&quot;color: white;&quot;&gt;&lt;span style=&quot;font-family: Times New Roman, serif;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;Ao
que parece, Mann não inaugura nenhuma escola. É o legítimo
herdeiro de uma cultura para a qual as ideias, sobretudo as
complexas, são um lugar-comum e uma necessidade. Sua prosa possui
aquele mesmo peso que encontramos nos sistemas filosóficos de &lt;a data-preview=&quot;&quot; href=&quot;https://www.google.com/search?ved=1t:260882&amp;amp;q=Kant&amp;amp;bbid=1863207227654854521&amp;amp;bpid=5909470821231501419&quot; target=&quot;_blank&quot;&gt;Kant&lt;/a&gt; e
&lt;a data-preview=&quot;&quot; href=&quot;https://www.google.com/search?ved=1t:260882&amp;amp;q=Hegel&amp;amp;bbid=1863207227654854521&amp;amp;bpid=5909470821231501419&quot; target=&quot;_blank&quot;&gt;Hegel&lt;/a&gt;, mas, ao contrário deles, foi capaz de inserir no tom
eminentemente professoral de sua tradição certa leveza, mas uma
leveza possível a seu tempo. Um leitor desavisado pode facilmente
encontrar em seus romances certas dificuldades, mas elas são
facilmente superáveis e quase sempre voluntárias. &lt;/span&gt;&lt;/span&gt;
&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;&quot;&gt;
&lt;span style=&quot;background-color: black;&quot;&gt;&lt;span style=&quot;color: white;&quot;&gt;&lt;span style=&quot;font-family: Times New Roman, serif;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;Leitor
de &lt;a data-preview=&quot;&quot; href=&quot;https://www.google.com/search?ved=1t:260882&amp;amp;q=Schopenhauer&amp;amp;bbid=1863207227654854521&amp;amp;bpid=5909470821231501419&quot; target=&quot;_blank&quot;&gt;Schopenhauer&lt;/a&gt;, Thomas Mann nem de longe pode ser considerado seu
fiel continuador. Como quase todo artista alemão, Mann possuía
quase uma fascinação doentia pela estética, mas esse seu amor se
deve menos à influência de Schopenhauer do que a certa propensão
natural alemã à estetização, como vemos nas composições de
&lt;a data-preview=&quot;&quot; href=&quot;https://www.google.com/search?ved=1t:260882&amp;amp;q=Wagner+composer&amp;amp;bbid=1863207227654854521&amp;amp;bpid=5909470821231501419&quot; target=&quot;_blank&quot;&gt;Wagner&lt;/a&gt;, na poesia de Goethe, nos quadros de &lt;a data-preview=&quot;&quot; href=&quot;https://www.google.com/search?ved=1t:260882&amp;amp;q=Albrecht+D%C3%BCrer&amp;amp;bbid=1863207227654854521&amp;amp;bpid=5909470821231501419&quot; target=&quot;_blank&quot;&gt;Albrecht Dürer&lt;/a&gt;, no
teatro de &lt;a data-preview=&quot;&quot; href=&quot;https://www.google.com/search?ved=1t:260882&amp;amp;q=Bertolt+Brecht&amp;amp;bbid=1863207227654854521&amp;amp;bpid=5909470821231501419&quot; target=&quot;_blank&quot;&gt;Bertolt Brecht&lt;/a&gt; e na filosofia de Nietzsche. É desse
último, inclusive, que Mann descende. Ao contrário do que a
princípio se possa imaginar, é sobretudo a Nietzsche que o célebre
romancista alemão deve sua filosofia da decadência. E não poderia
ser diferente. A presença de Nietzsche significou um verdadeiro
divisor de águas na história da cultura ocidental moderna. E
igualmente se fez sentir na literatura alemã. Carpeaux chega a
apontar, em sua célebre &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Times New Roman, serif;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;&lt;i&gt;História
Concisa da Literatura Alemã&lt;/i&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Times New Roman, serif;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;,
que à &lt;a data-preview=&quot;&quot; href=&quot;https://www.google.com/search?ved=1t:260882&amp;amp;q=B%C3%ADblia+de+Lutero&amp;amp;bbid=1863207227654854521&amp;amp;bpid=5909470821231501419&quot; target=&quot;_blank&quot;&gt;Bíblia de Lutero&lt;/a&gt; e à tradução de Shakespeare por Christoph
Martin Wieland, publicada entre 1762 e 1766, deve-se a renovação da
literatura alemã. Não se estaria cometendo nenhum equívoco ao se
acrescentar o nome de Nietzsche a essa dupla. &lt;/span&gt;&lt;/span&gt;
&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;&quot;&gt;
&lt;span style=&quot;background-color: black;&quot;&gt;&lt;span style=&quot;color: white;&quot;&gt;&lt;span style=&quot;font-family: Times New Roman, serif;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;É
dele, ao que parece, que Mann herdou seus temas mais caros. Não é
em vão que em seu romance mais célebre, &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Times New Roman, serif;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;&lt;i&gt;A
Montanha Mágica&lt;/i&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Times New Roman, serif;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;,
Hans &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Times New Roman, serif;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;&lt;span style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial;&quot;&gt;Castorp
só consegue encontrar o conhecimento através da enfermidade e da
vida nas alturas, dois símbolos eminentemente nietzschianos. Assim
como o &lt;a data-preview=&quot;&quot; href=&quot;https://www.google.com/search?ved=1t:260882&amp;amp;q=Zaratustra+Nietzsche&amp;amp;bbid=1863207227654854521&amp;amp;bpid=5909470821231501419&quot; target=&quot;_blank&quot;&gt;Zaratustra&lt;/a&gt; de Nietzsche, Castorp precisa subir a montanha para
encontrar a verdade, como, aliás, fizeram grandes personagens. É no
&lt;a data-preview=&quot;&quot; href=&quot;https://www.google.com/search?ved=1t:260882&amp;amp;q=Monte+Tabor&amp;amp;bbid=1863207227654854521&amp;amp;bpid=5909470821231501419&quot; target=&quot;_blank&quot;&gt;Monte Tabor&lt;/a&gt; que Cristo empreende, ante &lt;a data-preview=&quot;&quot; href=&quot;https://www.google.com/search?ved=1t:260882&amp;amp;q=Jo%C3%A3o+Tiago+e+Pedro+bible&amp;amp;bbid=1863207227654854521&amp;amp;bpid=5909470821231501419&quot; target=&quot;_blank&quot;&gt;João, Tiago e Pedro&lt;/a&gt;, a sua
transfiguração. E é igualmente no &lt;a data-preview=&quot;&quot; href=&quot;https://www.google.com/search?ved=1t:260882&amp;amp;q=G%C3%B3lgota&amp;amp;bbid=1863207227654854521&amp;amp;bpid=5909470821231501419&quot; target=&quot;_blank&quot;&gt;Gólgota&lt;/a&gt; que ele se entrega como
o mais santo dos cordeiros. De igual forma, é a enfermidade uma das
formas da razão no pensamento nietzschiano, e em mais de uma
passagem de sua obra, sobretudo em seu &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Times New Roman, serif;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;&lt;i&gt;&lt;span style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial;&quot;&gt;Ecce
Homo&lt;/span&gt;&lt;/i&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Times New Roman, serif;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;&lt;span style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial;&quot;&gt;,
ele deixou isso claro. É exatamente a enfermidade que, ao obrigar
&lt;a data-preview=&quot;&quot; href=&quot;https://www.google.com/search?ved=1t:260882&amp;amp;q=Hans+Castorp+character&amp;amp;bbid=1863207227654854521&amp;amp;bpid=5909470821231501419&quot; target=&quot;_blank&quot;&gt;Hans Castorp&lt;/a&gt; a permanecer no &lt;a data-preview=&quot;&quot; href=&quot;https://www.google.com/search?ved=1t:260882&amp;amp;q=sanat%C3%B3rio+Berghof+Davos&amp;amp;bbid=1863207227654854521&amp;amp;bpid=5909470821231501419&quot; target=&quot;_blank&quot;&gt;sanatório Berghof&lt;/a&gt;, em &lt;a data-preview=&quot;&quot; href=&quot;https://www.google.com/search?ved=1t:260882&amp;amp;q=Davos+Su%C3%AD%C3%A7a&amp;amp;bbid=1863207227654854521&amp;amp;bpid=5909470821231501419&quot; target=&quot;_blank&quot;&gt;Davos&lt;/a&gt;,
permite-lhe ver melhor a realidade que o cerca. &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;
&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;&quot;&gt;
&lt;span style=&quot;background-color: black;&quot;&gt;&lt;span style=&quot;color: white;&quot;&gt;&lt;span style=&quot;font-family: Times New Roman, serif;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;&lt;span style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial;&quot;&gt;É
igualmente de Nietzsche que Mann herda essa certa sensualidade
estética presente em livros como &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Times New Roman, serif;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;&lt;i&gt;&lt;span style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial;&quot;&gt;Morte
em Veneza&lt;/span&gt;&lt;/i&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Times New Roman, serif;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;&lt;span style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial;&quot;&gt;.
&lt;a data-preview=&quot;&quot; href=&quot;https://www.google.com/search?ved=1t:260882&amp;amp;q=Tadzio+Morte+em+Veneza&amp;amp;bbid=1863207227654854521&amp;amp;bpid=5909470821231501419&quot; target=&quot;_blank&quot;&gt;Tadzio&lt;/a&gt; é a própria beleza que se fez carne, a adoração que o
personagem &lt;a data-preview=&quot;&quot; href=&quot;https://www.google.com/search?ved=1t:260882&amp;amp;q=Gustav+von+Aschenbach+Morte+em+Veneza&amp;amp;bbid=1863207227654854521&amp;amp;bpid=5909470821231501419&quot; target=&quot;_blank&quot;&gt;Gustav von Aschenbach&lt;/a&gt; sente por ele é a mesma adoração
que um esteta pode sentir pela arte, tal como Nietzsche via essa
mesma imagem da beleza nos romances de Dostoiévski ou na &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Times New Roman, serif;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;&lt;i&gt;&lt;span style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial;&quot;&gt;&lt;a data-preview=&quot;&quot; href=&quot;https://www.google.com/search?ved=1t:260882&amp;amp;q=Carmen+Bizet+opera&amp;amp;bbid=1863207227654854521&amp;amp;bpid=5909470821231501419&quot; target=&quot;_blank&quot;&gt;Carmen&lt;/a&gt;&lt;/span&gt;&lt;/i&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Times New Roman, serif;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;&lt;span style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial;&quot;&gt;
de &lt;a data-preview=&quot;&quot; href=&quot;https://www.google.com/search?ved=1t:260882&amp;amp;q=Bizet+composer&amp;amp;bbid=1863207227654854521&amp;amp;bpid=5909470821231501419&quot; target=&quot;_blank&quot;&gt;Bizet&lt;/a&gt;. Mann segue, em grande medida, esses mesmos passos, sem,
contudo, aspirar ao estilo aforístico de seu oculto mestre.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;&quot;&gt;
&lt;span style=&quot;background-color: black;&quot;&gt;&lt;span style=&quot;color: white;&quot;&gt;&lt;span style=&quot;font-family: Times New Roman, serif;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;&lt;span style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial;&quot;&gt;Um
artista frequentemente disfarça as suas mais caras influências
quando possui erudição suficiente para fazê-lo. Ou então elas lhe
são de tal modo poderosas e íntimas que chegam a se tornar
inconscientes, quase involuntárias. No caso de Thomas Mann, o mais
sensato é classificá-lo no segundo caso. Ao se olhar no espelho,
não é Schopenhauer quem o mira, mas Nietzsche, ainda que ele possa
tentar nos convencer do contrário. Como em um jogo de espelhos no
qual o jogador acaba sempre malogrado, Mann foi um continuador
silencioso e competente de alguns dos temas mais caros a Nietzsche,
ainda que, conscientemente, acreditasse cultivar aquela estética da
decadência representada pela filosofia de Schopenhauer. E seus
romances mais célebres são quase ilustrações de certas ideias
significativas daquele polêmico pensador de Röcken, e foi com elas
que ele traçou algumas das imagens mais poderosas do século XX, o
qual, assim como Hans Castorp e Nietzsche, sofria de uma grande
enfermidade. &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;
&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;&quot;&gt;
&lt;span style=&quot;background-color: black;&quot;&gt;&lt;span style=&quot;color: white;&quot;&gt;&lt;span style=&quot;font-family: Times New Roman, serif;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;&lt;span style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial;&quot;&gt;Carpeaux
talvez achasse extravagante tudo isso. Mas mesmo um grande crítico
pode falhar. Sua virulenta e impiedosa crítica a Thomas Mann
constitui uma prova disso. E, até que se prove o contrário, livros
como &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Times New Roman, serif;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;&lt;i&gt;&lt;span style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial;&quot;&gt;Morte
em Veneza&lt;/span&gt;&lt;/i&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Times New Roman, serif;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;&lt;span style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial;&quot;&gt;,
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Times New Roman, serif;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;&lt;i&gt;&lt;span style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial;&quot;&gt;A
Montanha Mágica &lt;/span&gt;&lt;/i&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Times New Roman, serif;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;&lt;span style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial;&quot;&gt;e
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Times New Roman, serif;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;&lt;i&gt;&lt;span style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial;&quot;&gt;Doutor
Fausto&lt;/span&gt;&lt;/i&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Times New Roman, serif;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;&lt;span style=&quot;background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial;&quot;&gt;
seguirão sendo lidos continuamente, pois esta é exatamente uma das
funções da grande arte: atravessar incólume a escuridão dos
séculos. &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;
&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p align=&quot;right&quot; style=&quot;line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;&quot;&gt;&lt;span style=&quot;background-color: black;&quot;&gt;&lt;span style=&quot;color: white;&quot;&gt;&lt;br /&gt;

&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p align=&quot;right&quot; style=&quot;line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;&quot;&gt;
&lt;span style=&quot;background-color: black;&quot;&gt;&lt;span style=&quot;color: white;&quot;&gt;&lt;br /&gt;

&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p align=&quot;right&quot; style=&quot;line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;&quot;&gt;
&lt;span style=&quot;font-family: Times New Roman, serif;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;&lt;b&gt;&lt;span style=&quot;background-attachment: initial; background-clip: initial; background-color: black; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; background: black; color: white;&quot;&gt;Adonay
Ramos Moreira&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p align=&quot;right&quot; style=&quot;line-height: 100%; margin-bottom: 0cm; text-indent: 1.25cm;&quot;&gt;
&lt;span style=&quot;font-family: Times New Roman, serif;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;&lt;b&gt;&lt;span style=&quot;background-attachment: initial; background-clip: initial; background-color: black; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; background: black; color: white;&quot;&gt;Escritor
e advogado&amp;nbsp; &amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Times New Roman, serif;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;&lt;b&gt;
   &lt;/b&gt;&lt;/span&gt;&lt;/span&gt;
&lt;/p&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://rogeriohenriquerocha.blogspot.com/feeds/5909470821231501419/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://rogeriohenriquerocha.blogspot.com/2025/08/como-em-um-jogo-de-espelhos-sobre.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1863207227654854521/posts/default/5909470821231501419'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1863207227654854521/posts/default/5909470821231501419'/><link rel='alternate' type='text/html' href='http://rogeriohenriquerocha.blogspot.com/2025/08/como-em-um-jogo-de-espelhos-sobre.html' title=' COMO EM UM JOGO DE ESPELHOS - SOBRE THOMAS MANN (Por Adonay Ramos Moreira)'/><author><name>Rogério Rocha</name><uri>http://www.blogger.com/profile/02567831559873849872</uri><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/AVvXsEh-M1l4ykwID8JBQQnS1RONc-C3kbmqAUYcCCcFnH94SI73PHJ1flQ_iD4qpiP6-OuTovmjWBM6wyd86mUUSIGLHOMMBpUZhzS4riX_1bcaWhwp_J5n0hbSiTSCP4T3EMCL69iZna2pEWVSAhKcFNaMTbok1n-UY9deJCQTa1vEeDxbbo251tvNNaIDp54/s72-w266-h400-c/WhatsApp%20Image%202025-08-07%20at%2013.35.57.jpeg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1863207227654854521.post-8688801840004519276</id><published>2025-08-02T23:39:00.002-03:00</published><updated>2025-08-02T23:48:50.441-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Aniversário de 90 anos"/><category scheme="http://www.blogger.com/atom/ns#" term="homenagem"/><category scheme="http://www.blogger.com/atom/ns#" term="Maranhão"/><category scheme="http://www.blogger.com/atom/ns#" term="Nauro Machado"/><category scheme="http://www.blogger.com/atom/ns#" term="poesia brasileira"/><category scheme="http://www.blogger.com/atom/ns#" term="poeta pós-moderno"/><category scheme="http://www.blogger.com/atom/ns#" term="São Luís"/><title type='text'>AOS 90 ANOS DO POETA NAURO MACHADO</title><content type='html'>&lt;p style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&amp;nbsp;&lt;img alt=&quot;Poeta Nauro Machado&quot; class=&quot;CSS_LIGHTBOX_SCALED_IMAGE_IMG&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjeeFr1KNam0awSd95ZK4v9l3K9NV3zs-olc8rcf4S-xdKZvS6Udg-PUdXPDerjoyBtvL-YpzyuJSpXeZ6RwDROfDPiWxQ7ezAoAxqkK43hAzZ2dm1d4LMllnWxZ8ZC1pc8SewMVCmkNBw/s16000/12299248_1528679807447315_7879403923418110229_n.jpg&quot; style=&quot;height: 535px; width: 535px;&quot; /&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: center;&quot;&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
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  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Bullet 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Bullet 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Bullet 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Bullet 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Number 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Number 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Number 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Number 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;10&quot; QFormat=&quot;true&quot; Name=&quot;Title&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Closing&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Signature&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; Name=&quot;Default Paragraph Font&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Body Text&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Body Text Indent&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Continue&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Continue 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Continue 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Continue 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;List Continue 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Message Header&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;11&quot; QFormat=&quot;true&quot; Name=&quot;Subtitle&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Salutation&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Date&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Body Text First Indent&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Body Text First Indent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Note Heading&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Body Text 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Body Text 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Body Text Indent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Body Text Indent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Block Text&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Hyperlink&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;FollowedHyperlink&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;22&quot; QFormat=&quot;true&quot; Name=&quot;Strong&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;20&quot; QFormat=&quot;true&quot; Name=&quot;Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Document Map&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Plain Text&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;E-mail Signature&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Top of Form&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Bottom of Form&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Normal (Web)&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Acronym&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Address&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Cite&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Code&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Definition&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Keyboard&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Preformatted&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Sample&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Typewriter&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;HTML Variable&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Normal Table&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;annotation subject&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;No List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Outline List 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Outline List 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Outline List 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Simple 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Simple 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Simple 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Classic 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Classic 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Classic 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Classic 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Colorful 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Colorful 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Colorful 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Columns 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Columns 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Columns 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Columns 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Columns 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Grid 8&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table List 8&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table 3D effects 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table 3D effects 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table 3D effects 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Contemporary&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Elegant&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Professional&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Subtle 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Subtle 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Web 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Web 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Web 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Balloon Text&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;Table Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Table Theme&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; Name=&quot;Placeholder Text&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; QFormat=&quot;true&quot; Name=&quot;No Spacing&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; Name=&quot;Light Shading&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; Name=&quot;Light List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; Name=&quot;Light Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; Name=&quot;Medium Shading 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; Name=&quot;Medium Shading 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; Name=&quot;Medium List 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; Name=&quot;Medium List 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; Name=&quot;Medium Grid 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; Name=&quot;Medium Grid 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; Name=&quot;Medium Grid 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; Name=&quot;Dark List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; Name=&quot;Colorful Shading&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; Name=&quot;Colorful List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; Name=&quot;Colorful Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; Name=&quot;Light Shading Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; Name=&quot;Light List Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; Name=&quot;Light Grid Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; Name=&quot;Medium Shading 1 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; Name=&quot;Medium Shading 2 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; Name=&quot;Medium List 1 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; Name=&quot;Revision&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;34&quot; QFormat=&quot;true&quot;
   Name=&quot;List Paragraph&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;29&quot; QFormat=&quot;true&quot; Name=&quot;Quote&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;30&quot; QFormat=&quot;true&quot;
   Name=&quot;Intense Quote&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; Name=&quot;Medium List 2 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; Name=&quot;Medium Grid 1 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; Name=&quot;Medium Grid 2 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; Name=&quot;Medium Grid 3 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; Name=&quot;Dark List Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; Name=&quot;Colorful Shading Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; Name=&quot;Colorful List Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; Name=&quot;Colorful Grid Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; Name=&quot;Light Shading Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; Name=&quot;Light List Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; Name=&quot;Light Grid Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; Name=&quot;Medium Shading 1 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; Name=&quot;Medium Shading 2 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; Name=&quot;Medium List 1 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; Name=&quot;Medium List 2 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; Name=&quot;Medium Grid 1 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; Name=&quot;Medium Grid 2 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; Name=&quot;Medium Grid 3 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; Name=&quot;Dark List Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; Name=&quot;Colorful Shading Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; Name=&quot;Colorful List Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; Name=&quot;Colorful Grid Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; Name=&quot;Light Shading Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; Name=&quot;Light List Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; Name=&quot;Light Grid Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; Name=&quot;Medium Shading 1 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; Name=&quot;Medium Shading 2 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; Name=&quot;Medium List 1 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; Name=&quot;Medium List 2 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; Name=&quot;Medium Grid 1 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; Name=&quot;Medium Grid 2 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; Name=&quot;Medium Grid 3 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; Name=&quot;Dark List Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; Name=&quot;Colorful Shading Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; Name=&quot;Colorful List Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; Name=&quot;Colorful Grid Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; Name=&quot;Light Shading Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; Name=&quot;Light List Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; Name=&quot;Light Grid Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; Name=&quot;Medium Shading 1 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; Name=&quot;Medium Shading 2 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; Name=&quot;Medium List 1 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; Name=&quot;Medium List 2 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; Name=&quot;Medium Grid 1 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; Name=&quot;Medium Grid 2 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; Name=&quot;Medium Grid 3 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; Name=&quot;Dark List Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; Name=&quot;Colorful Shading Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; Name=&quot;Colorful List Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; Name=&quot;Colorful Grid Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; Name=&quot;Light Shading Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; Name=&quot;Light List Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; Name=&quot;Light Grid Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; Name=&quot;Medium Shading 1 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; Name=&quot;Medium Shading 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; Name=&quot;Medium List 1 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; Name=&quot;Medium List 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; Name=&quot;Medium Grid 1 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; Name=&quot;Medium Grid 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; Name=&quot;Medium Grid 3 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; Name=&quot;Dark List Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; Name=&quot;Colorful Shading Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; Name=&quot;Colorful List Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; Name=&quot;Colorful Grid Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; Name=&quot;Light Shading Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; Name=&quot;Light List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; Name=&quot;Light Grid Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; Name=&quot;Medium Shading 1 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; Name=&quot;Medium Shading 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; Name=&quot;Medium List 1 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; Name=&quot;Medium List 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; Name=&quot;Medium Grid 1 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; Name=&quot;Medium Grid 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; Name=&quot;Medium Grid 3 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; Name=&quot;Dark List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; Name=&quot;Colorful Shading Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; Name=&quot;Colorful List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; Name=&quot;Colorful Grid Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;19&quot; QFormat=&quot;true&quot;
   Name=&quot;Subtle Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;21&quot; QFormat=&quot;true&quot;
   Name=&quot;Intense Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;31&quot; QFormat=&quot;true&quot;
   Name=&quot;Subtle Reference&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;32&quot; QFormat=&quot;true&quot;
   Name=&quot;Intense Reference&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;33&quot; QFormat=&quot;true&quot; Name=&quot;Book Title&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;37&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; Name=&quot;Bibliography&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; SemiHidden=&quot;true&quot;
   UnhideWhenUsed=&quot;true&quot; QFormat=&quot;true&quot; Name=&quot;TOC Heading&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;41&quot; Name=&quot;Plain Table 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;42&quot; Name=&quot;Plain Table 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;43&quot; Name=&quot;Plain Table 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;44&quot; Name=&quot;Plain Table 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;45&quot; Name=&quot;Plain Table 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;40&quot; Name=&quot;Grid Table Light&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot; Name=&quot;Grid Table 1 Light&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;Grid Table 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;Grid Table 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;Grid Table 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;Grid Table 5 Dark&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot; Name=&quot;Grid Table 6 Colorful&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot; Name=&quot;Grid Table 7 Colorful&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot;
   Name=&quot;Grid Table 1 Light Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;Grid Table 2 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;Grid Table 3 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;Grid Table 4 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;Grid Table 5 Dark Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot;
   Name=&quot;Grid Table 6 Colorful Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot;
   Name=&quot;Grid Table 7 Colorful Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot;
   Name=&quot;Grid Table 1 Light Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;Grid Table 2 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;Grid Table 3 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;Grid Table 4 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;Grid Table 5 Dark Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot;
   Name=&quot;Grid Table 6 Colorful Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot;
   Name=&quot;Grid Table 7 Colorful Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot;
   Name=&quot;Grid Table 1 Light Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;Grid Table 2 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;Grid Table 3 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;Grid Table 4 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;Grid Table 5 Dark Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot;
   Name=&quot;Grid Table 6 Colorful Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot;
   Name=&quot;Grid Table 7 Colorful Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot;
   Name=&quot;Grid Table 1 Light Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;Grid Table 2 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;Grid Table 3 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;Grid Table 4 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;Grid Table 5 Dark Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot;
   Name=&quot;Grid Table 6 Colorful Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot;
   Name=&quot;Grid Table 7 Colorful Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot;
   Name=&quot;Grid Table 1 Light Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;Grid Table 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;Grid Table 3 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;Grid Table 4 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;Grid Table 5 Dark Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot;
   Name=&quot;Grid Table 6 Colorful Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot;
   Name=&quot;Grid Table 7 Colorful Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot;
   Name=&quot;Grid Table 1 Light Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;Grid Table 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;Grid Table 3 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;Grid Table 4 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;Grid Table 5 Dark Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot;
   Name=&quot;Grid Table 6 Colorful Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot;
   Name=&quot;Grid Table 7 Colorful Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot; Name=&quot;List Table 1 Light&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;List Table 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;List Table 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;List Table 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;List Table 5 Dark&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot; Name=&quot;List Table 6 Colorful&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot; Name=&quot;List Table 7 Colorful&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot;
   Name=&quot;List Table 1 Light Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;List Table 2 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;List Table 3 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;List Table 4 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;List Table 5 Dark Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot;
   Name=&quot;List Table 6 Colorful Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot;
   Name=&quot;List Table 7 Colorful Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot;
   Name=&quot;List Table 1 Light Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;List Table 2 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;List Table 3 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;List Table 4 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;List Table 5 Dark Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot;
   Name=&quot;List Table 6 Colorful Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot;
   Name=&quot;List Table 7 Colorful Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot;
   Name=&quot;List Table 1 Light Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;List Table 2 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;List Table 3 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;List Table 4 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;List Table 5 Dark Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot;
   Name=&quot;List Table 6 Colorful Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot;
   Name=&quot;List Table 7 Colorful Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot;
   Name=&quot;List Table 1 Light Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;List Table 2 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;List Table 3 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;List Table 4 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;List Table 5 Dark Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot;
   Name=&quot;List Table 6 Colorful Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot;
   Name=&quot;List Table 7 Colorful Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot;
   Name=&quot;List Table 1 Light Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;List Table 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;List Table 3 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;List Table 4 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;List Table 5 Dark Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot;
   Name=&quot;List Table 6 Colorful Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot;
   Name=&quot;List Table 7 Colorful Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;46&quot;
   Name=&quot;List Table 1 Light Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;47&quot; Name=&quot;List Table 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;48&quot; Name=&quot;List Table 3 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;49&quot; Name=&quot;List Table 4 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;50&quot; Name=&quot;List Table 5 Dark Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;51&quot;
   Name=&quot;List Table 6 Colorful Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;52&quot;
   Name=&quot;List Table 7 Colorful Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; SemiHidden=&quot;true&quot; UnhideWhenUsed=&quot;true&quot;
   Name=&quot;Mention&quot;/&gt;
 &lt;/w:LatentStyles&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt;
&lt;style&gt;
 /* Style Definitions */
 table.MsoNormalTable
	{mso-style-name:&quot;Tabela normal&quot;;
	mso-tstyle-rowband-size:0;
	mso-tstyle-colband-size:0;
	mso-style-noshow:yes;
	mso-style-priority:99;
	mso-style-parent:&quot;&quot;;
	mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
	mso-para-margin-top:0cm;
	mso-para-margin-right:0cm;
	mso-para-margin-bottom:8.0pt;
	mso-para-margin-left:0cm;
	line-height:107%;
	mso-pagination:widow-orphan;
	font-size:11.0pt;
	font-family:&quot;Calibri&quot;,sans-serif;
	mso-ascii-font-family:Calibri;
	mso-ascii-theme-font:minor-latin;
	mso-hansi-font-family:Calibri;
	mso-hansi-theme-font:minor-latin;
	mso-bidi-font-family:&quot;Times New Roman&quot;;
	mso-bidi-theme-font:minor-bidi;
	mso-fareast-language:EN-US;}
&lt;/style&gt;
&lt;![endif]--&gt;

&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify; text-indent: 42.55pt;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Book Antiqua&amp;quot;, serif; line-height: 107%;&quot;&gt;Por Rogério Rocha&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify; text-indent: 42.55pt;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Book Antiqua&amp;quot;, serif; line-height: 107%;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify; text-indent: 42.55pt;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Book Antiqua&amp;quot;, serif; line-height: 107%;&quot;&gt;Nascido
em São Luís, Maranhão, no dia 2 de agosto de 1935, Nauro Diniz Machado construiu
uma carreira literária admirável, não só pelos mais de 40 livros publicados,
incluindo os póstumos, mas, sobretudo, por neles aliar qualidade estética, regularidade
em relação ao espaço de tempo em que os produziu, densidade na exposição
temática, domínio técnico da poética e profundidade expressiva.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify; text-indent: 42.55pt;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Book Antiqua&amp;quot;, serif; line-height: 107%;&quot;&gt;Não
bastassem tais predicados, que se constituíram num grande diferencial, o poeta
e ensaísta dedicou-se integralmente ao seu ofício. Vivia, pensava, sonhava e
respirava poesia. &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify; text-indent: 42.55pt;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Book Antiqua&amp;quot;, serif; line-height: 107%;&quot;&gt;Dotado
de uma capacidade mnemônica fora do comum, trazia seus poemas guardados na cabeça.
Enquanto muitos de nós sequer lembram o que disseram há pouco, o poeta era capaz
de escrevê-los e gravá-los na memória, para, então, acessá-los quando bem
necessitasse. &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify; text-indent: 42.55pt;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Book Antiqua&amp;quot;, serif; line-height: 107%;&quot;&gt;É
tanto que, certa vez, como conta o também poeta José Maria Nascimento, Nauro
perdeu os manuscritos de um livro que acabara de escrever e, depois muito procurá-lo,
sem obter êxito, sentou-se à máquina de datilografar e o reescreveu
integralmente. Verso por verso, rima por rima.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify; text-indent: 42.55pt;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Book Antiqua&amp;quot;, serif; line-height: 107%;&quot;&gt;Também
possuía o hábito de fazer poemas enquanto caminhava, declamando-os em voz alta,
como que num estado alterado de consciência, em meio a um arrebatamento similar
ao êxtase místico vivenciado por alguns religiosos e filósofos ao longo da
história. Momentos em que exigia silêncio, isolava-se e pedia que ninguém o
interrompesse.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify; text-indent: 42.55pt;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Book Antiqua&amp;quot;, serif; line-height: 107%;&quot;&gt;Centrado
nessa experiência de ordem transcendente, creio que o autor se conectava ao
mundo que criou para si. Lá onde a existência encontrava as tonalidades de luz
e sombra necessárias à manifestação de sua criatividade, solo de onde nasceram
centenas de versos e sonetos exemplares, dentre tantos poemas, alguns
traduzidos para o francês e o alemão.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify; text-indent: 42.55pt;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Book Antiqua&amp;quot;, serif; line-height: 107%;&quot;&gt;Nauro
Machado era dono de um conhecimento bastante variado, com um vivo interesse por
filosofia, artes plásticas e cinema. Poeta visceral, urbano e metafísico, foi leitor
de Nietzsche, Sartre e Heidegger, pensadores de cujas obras extraiu concepções
que o ajudaram a revelar as belezas e cruezas da existência.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify; text-indent: 42.55pt;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Book Antiqua&amp;quot;, serif; line-height: 107%;&quot;&gt;Um
dos grandes nomes da poesia pós-moderna brasileira, foi chamado de “o poeta da
angústia”. De minha parte, penso que foi também o poeta do ser. Aquele que, sem
descuidar do elemento divino, falou sobre tudo que há de humano na banalidade
do mundo e tudo que há de profano na alma humana.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify; text-indent: 42.55pt;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Book Antiqua&amp;quot;, serif; line-height: 107%;&quot;&gt;Neste
dia, celebro sua obra como um legado permanente da nossa literatura. Algo de
que devemos nos orgulhar e que, espero, sirva de fonte de estudo, análise e
referência para novos poetas, leitores e pesquisadores.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify; text-indent: 42.55pt;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Book Antiqua&amp;quot;, serif; line-height: 107%;&quot;&gt;Que
agosto nos devolva o sopro da sua presença, como corrente de ar, lufada de
vento ou tormenta. Que nos remexa, que nos estremeça e acorde, para que a ele retornemos,
a fim de reencontrarmos suas verdades sempre incômodas, porém necessárias. &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify; text-indent: 42.55pt;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Book Antiqua&amp;quot;, serif; line-height: 107%;&quot;&gt;Que
sua poesia, enfim, continue a ecoar nas gerações futuras como um grito de
lucidez em meio à letargia das massas idiotizadas.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify; text-indent: 42.55pt;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Book Antiqua&amp;quot;, serif; line-height: 107%;&quot;&gt;Nauro
Machado existiu para escrever e escreveu para que não esquecêssemos que a
experiência da vida é, ao mesmo tempo, trágica e bela.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify; text-indent: 42.55pt;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Book Antiqua&amp;quot;, serif; line-height: 107%;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify; text-indent: 42.55pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Book Antiqua&amp;quot;,serif; font-size: 12pt; line-height: 107%;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;

&lt;p style=&quot;text-align: center;&quot;&gt;&amp;nbsp;&lt;/p&gt;&lt;p style=&quot;text-align: center;&quot;&gt;&amp;nbsp;&lt;/p&gt;&lt;p style=&quot;text-align: center;&quot;&gt;&amp;nbsp;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='http://rogeriohenriquerocha.blogspot.com/feeds/8688801840004519276/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://rogeriohenriquerocha.blogspot.com/2025/08/aos-90-anos-do-poeta-nauro-machado.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1863207227654854521/posts/default/8688801840004519276'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1863207227654854521/posts/default/8688801840004519276'/><link rel='alternate' type='text/html' href='http://rogeriohenriquerocha.blogspot.com/2025/08/aos-90-anos-do-poeta-nauro-machado.html' title='AOS 90 ANOS DO POETA NAURO MACHADO'/><author><name>Rogério Rocha</name><uri>http://www.blogger.com/profile/02567831559873849872</uri><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/AVvXsEjeeFr1KNam0awSd95ZK4v9l3K9NV3zs-olc8rcf4S-xdKZvS6Udg-PUdXPDerjoyBtvL-YpzyuJSpXeZ6RwDROfDPiWxQ7ezAoAxqkK43hAzZ2dm1d4LMllnWxZ8ZC1pc8SewMVCmkNBw/s72-c/12299248_1528679807447315_7879403923418110229_n.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1863207227654854521.post-8975635738667976034</id><published>2025-07-14T10:29:00.005-03:00</published><updated>2025-07-14T11:24:34.436-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="autoritarismo"/><category scheme="http://www.blogger.com/atom/ns#" term="Centro"/><category scheme="http://www.blogger.com/atom/ns#" term="crítica ao marxismo"/><category scheme="http://www.blogger.com/atom/ns#" term="dogmas"/><category scheme="http://www.blogger.com/atom/ns#" term="intelectual"/><category scheme="http://www.blogger.com/atom/ns#" term="o ópio dos intelectuais"/><category scheme="http://www.blogger.com/atom/ns#" term="polarização"/><category scheme="http://www.blogger.com/atom/ns#" term="Raymond Aron"/><category scheme="http://www.blogger.com/atom/ns#" term="socialismo"/><category scheme="http://www.blogger.com/atom/ns#" term="sociologia e filosofia"/><title type='text'>O equilíbrio da razão contra o ópio do intelecto </title><content type='html'>&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&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/AVvXsEjID4Bp_eRR5tSOjuNXum8AQLd9I1Xk1SAZPSRowwrZELODR7p3qFBhcYpTDbuX6CCMWVA9MM80ZjNrfDDZ2Fh1-2hOM55kXAbdBQeGO-CQFb2gGc132nCLqE-vX_OsRt37gxuUR9xBBu9gPZTtte0sxNTq_6j9XPUHwf0OTYKt5hdtFfEdgUf_58QfVZg/s6016/DSC_6489.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;4016&quot; data-original-width=&quot;6016&quot; height=&quot;214&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjID4Bp_eRR5tSOjuNXum8AQLd9I1Xk1SAZPSRowwrZELODR7p3qFBhcYpTDbuX6CCMWVA9MM80ZjNrfDDZ2Fh1-2hOM55kXAbdBQeGO-CQFb2gGc132nCLqE-vX_OsRt37gxuUR9xBBu9gPZTtte0sxNTq_6j9XPUHwf0OTYKt5hdtFfEdgUf_58QfVZg/s320/DSC_6489.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;Por Rogério Rocha&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;Lançado em 1955, “O ópio dos intelectuais”, de autoria do filósofo e sociólogo Raymond Aron, elabora uma crítica consistente ao apego emocional dos intelectuais da França ao marxismo e aos regimes comunistas do século XX.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;De forma corajosa, o sociólogo da liberdade, contesta a romantização criada em torno do que representava a então União Soviética, o sentimento antiamericanista e a percepção equivocada que transformou o socialismo e suas promessas numa espécie de credo secular.&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;Por meio de argumentos estruturados numa sólida erudição, Aron desenvolve a tese de que o marxismo se transformou numa religião substituta às positivas, que fornecia, em seus pressupostos, tanto uma visão finalística da história quanto um dogma inquestionável.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;Outro aspecto criticado diz respeito ao abandono da postura crítica dos pensadores, substituída por motivações de cunho exclusivamente político.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;Também nessa obra, o escritor expõe o nítido descompasso entre a retórica presente nos discursos desses intelectuais e a realidade dos regimes totalitários.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;Ele chega à constatação de que havia uma grande distância entre a realidade socialmente observada e a teoria defendida pelos pensadores. Ou seja, de que teoria e prática viviam em mundos bem diferentes.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;Aron acusa os intelectuais de então de aderirem ao marxismo como a uma “fé” que desse sentido à realidade social, quase à maneira de uma “salvação histórica”.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;Tal disposição de natureza utópica fazia, segundo ele, com que fechassem os olhos aos excessos autoritários cometidos em prol da revolução. Nesse sentido, defende que, se para Marx a religião era o “ópio do povo”, o socialismo, assim endeusado, era o “ópio dos intelectuais”.&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;Em oposição a muitos de seus contemporâneos, Raymond Aron sustenta que o modelo democrático-liberal é preferível a regimes baseados em partido único, defendendo o pluralismo, a liberdade crítica, o Estado de Direito e suas instituições.&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;O livro, como já afirmamos, traz &amp;nbsp;um texto analítico dotado de erudição, mas que em nada compromete sua clareza.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;O olhar de Raymond possui forte carga moral e o apresenta como um pensador de centro que adota o equilíbrio argumentativo e a racionalidade como móveis de sua atuação.&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;Escrito no contexto da Guerra Fria, “O ópio dos intelectuais” é um livro que, pela qualidade de suas ideias, ainda merece nossa atenção, permanecendo relevante na década de 20 deste século XXI.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;Sobretudo porque, em vista de uma nova era do medo, de conflitos bélicos nacionalistas, do reordenamento do cenário geopolítico mundial e da permanência da polarização, Aron soa como um alerta: os perigos da cegueira ideológica e o entrelaçamento dos interesses políticos com as doutrinas religiosas continuam a nos rondar.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;“O ópio dos intelectuais”, além de uma obra seminal, tornou-se um clássico da crítica à ideologização do pensamento. Nela, Aron reafirma o papel do intelectual como aquele que pensa com autonomia, recusando-se a erguer altares aos dogmatismos.&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;Referência:&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;ARON, Raymond. O ópio dos Intelectuais. Tradução de Vilma Ferreira Gomes. São Paulo: Martins Fontes, 2011.&lt;/span&gt;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='http://rogeriohenriquerocha.blogspot.com/feeds/8975635738667976034/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://rogeriohenriquerocha.blogspot.com/2025/07/o-equilibrio-da-razao-contra-o-opio-do.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1863207227654854521/posts/default/8975635738667976034'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1863207227654854521/posts/default/8975635738667976034'/><link rel='alternate' type='text/html' href='http://rogeriohenriquerocha.blogspot.com/2025/07/o-equilibrio-da-razao-contra-o-opio-do.html' title='O equilíbrio da razão contra o ópio do intelecto '/><author><name>Rogério Rocha</name><uri>http://www.blogger.com/profile/02567831559873849872</uri><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/AVvXsEjID4Bp_eRR5tSOjuNXum8AQLd9I1Xk1SAZPSRowwrZELODR7p3qFBhcYpTDbuX6CCMWVA9MM80ZjNrfDDZ2Fh1-2hOM55kXAbdBQeGO-CQFb2gGc132nCLqE-vX_OsRt37gxuUR9xBBu9gPZTtte0sxNTq_6j9XPUHwf0OTYKt5hdtFfEdgUf_58QfVZg/s72-c/DSC_6489.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1863207227654854521.post-4655900143545792537</id><published>2025-07-09T14:24:00.001-03:00</published><updated>2025-08-08T16:01:30.700-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="curso de letras"/><category scheme="http://www.blogger.com/atom/ns#" term="cânone literário"/><category scheme="http://www.blogger.com/atom/ns#" term="cânone pessoal"/><category scheme="http://www.blogger.com/atom/ns#" term="gosto"/><category scheme="http://www.blogger.com/atom/ns#" term="leitor"/><category scheme="http://www.blogger.com/atom/ns#" term="palestra"/><category scheme="http://www.blogger.com/atom/ns#" term="SIGELMA"/><category scheme="http://www.blogger.com/atom/ns#" term="simpósio"/><category scheme="http://www.blogger.com/atom/ns#" term="UFMA"/><title type='text'>PALESTRA NO V SIGELMA | O LEITOR, SEUS GOSTOS E SEUS CÂNONES [por Rogéri...</title><content type='html'>&lt;iframe width=&quot;480&quot; height=&quot;270&quot; src=&quot;https://youtube.com/embed/AUALS0C4zLs?si=LGxw1KkcDy-CtTDo&quot; frameborder=&quot;0&quot;&gt;&lt;/iframe&gt;</content><link rel='replies' type='application/atom+xml' href='http://rogeriohenriquerocha.blogspot.com/feeds/4655900143545792537/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://rogeriohenriquerocha.blogspot.com/2025/07/palestra-no-v-sigelma-o-leitor-seus.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1863207227654854521/posts/default/4655900143545792537'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1863207227654854521/posts/default/4655900143545792537'/><link rel='alternate' type='text/html' href='http://rogeriohenriquerocha.blogspot.com/2025/07/palestra-no-v-sigelma-o-leitor-seus.html' title='PALESTRA NO V SIGELMA | O LEITOR, SEUS GOSTOS E SEUS CÂNONES [por Rogéri...'/><author><name>Rogério Rocha</name><uri>http://www.blogger.com/profile/02567831559873849872</uri><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/AUALS0C4zLs/default.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1863207227654854521.post-7908660700662897081</id><published>2025-07-03T20:32:00.001-03:00</published><updated>2025-08-08T16:03:50.356-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Augusto Calahorro"/><category scheme="http://www.blogger.com/atom/ns#" term="entrevista"/><category scheme="http://www.blogger.com/atom/ns#" term="Espanha"/><category scheme="http://www.blogger.com/atom/ns#" term="literatura espanhola"/><category scheme="http://www.blogger.com/atom/ns#" term="Ortega  y Gasset"/><title type='text'>Literatura e Filosofia Espanholas | Uma conversa com o prof. Augusto Cal...</title><content type='html'>&lt;iframe width=&quot;480&quot; height=&quot;270&quot; src=&quot;https://youtube.com/embed/ZVSuzauIZrg?si=OYV-_-XLtZjrIFZz&quot; frameborder=&quot;0&quot;&gt;&lt;/iframe&gt;</content><link rel='replies' type='application/atom+xml' href='http://rogeriohenriquerocha.blogspot.com/feeds/7908660700662897081/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://rogeriohenriquerocha.blogspot.com/2025/07/literatura-e-filosofia-espanholas-uma.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1863207227654854521/posts/default/7908660700662897081'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1863207227654854521/posts/default/7908660700662897081'/><link rel='alternate' type='text/html' href='http://rogeriohenriquerocha.blogspot.com/2025/07/literatura-e-filosofia-espanholas-uma.html' title='Literatura e Filosofia Espanholas | Uma conversa com o prof. 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scheme="http://www.blogger.com/atom/ns#" term="real e imaginário"/><category scheme="http://www.blogger.com/atom/ns#" term="Rogério Rocha"/><title type='text'>A LIÇÃO DO MESTRE </title><content type='html'>&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;img alt=&quot;&quot; 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&quot; style=&quot;margin-left: auto; margin-right: auto;&quot; /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Machado de Assis e Rogério Rocha [imagem gerada por IA]&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;p style=&quot;text-align: center;&quot;&gt;&amp;nbsp;&lt;span style=&quot;font-size: 14pt;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;br /&gt;&lt;p class=&quot;muitypography-root&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 14pt;&quot;&gt;Por Rogério Rocha&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;muitypography-root&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 14pt;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;muitypography-root&quot; style=&quot;text-align: justify; text-indent: 42.55pt;&quot;&gt;&lt;span style=&quot;font-size: 14pt;&quot;&gt;Não tenho certeza de que os fatos que vou narrar são
produto da imaginação, de um surto, um sonho ou mesmo se aconteceram do modo aqui
descrito. O fato é que uma febre chatinha me atacou recentemente, afetando-me a
saúde. Com ela também vieram umas vertigens que, além do mal-estar repentino,
costumavam turvar a minha visão durante alguns minutos. Mas juro pela alma de Allan
Kardec que nada do que lerão vai passar, no máximo, de um breve delírio.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;muitypography-root&quot; style=&quot;text-align: justify; text-indent: 42.55pt;&quot;&gt;&lt;span style=&quot;font-size: 14pt;&quot;&gt;Era um fim de tarde calorento em São Luís. Eu vagava
pelo centro histórico, nas férias, sem nada para fazer. Foi quando parei diante
de uma portinha ladeada por colunas de madeira envelhecida. Na fachada pude
ler: “Livraria O Alienista”. Morrendo de curiosidade, entrei.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;muitypography-root&quot; style=&quot;text-align: justify; text-indent: 42.55pt;&quot;&gt;&lt;span style=&quot;font-size: 14pt;&quot;&gt;Lá dentro havia um gato angorá preguiçoso, deitado
sobre uma pilha de livros, coçando os bigodes e com os olhos semicerrados. As
estantes abrigavam nomes imortais que moravam ali: Sousândrade, Cecília
Meireles, Susan Sontag, Josué Montello, Ferreira Gullar, Goethe, Schiller e vários
filósofos, daqueles que ninguém lê, mas que adoram repousar sobre as
prateleiras empoeiradas.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;muitypography-root&quot; style=&quot;text-align: justify; text-indent: 42.55pt;&quot;&gt;&lt;span style=&quot;font-size: 14pt;&quot;&gt;Foi então que o vi.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;muitypography-root&quot; style=&quot;text-align: justify; text-indent: 42.55pt;&quot;&gt;&lt;span style=&quot;font-size: 14pt;&quot;&gt;Estava sentado lá ao fundo, no cantinho da sessão onde
ficavam as últimas estantes. Ao me aproximar, percebi que tinha nas
mãos uma edição rara de “O elogio da loucura”.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;muitypography-root&quot; style=&quot;text-align: justify; text-indent: 42.55pt;&quot;&gt;&lt;span style=&quot;font-size: 14pt;&quot;&gt;Em princípio, não acreditei! Repentinamente, veio-me
outra vez a tal vertigem. Uma tontura enjoativa e os olhos turvos do qual falei.
Após alguns segundos, com a visão recuperada, pude notar a figura do homem de
pele escura, barba imponente, olhos expressivos e uma bengala escorada na
cadeira ao lado, como se fosse o cetro de um monarca.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;muitypography-root&quot; style=&quot;text-align: justify; text-indent: 42.55pt;&quot;&gt;&lt;span style=&quot;font-size: 14pt;&quot;&gt;— Com licença, meu senhor. — murmurei timidamente.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;muitypography-root&quot; style=&quot;text-align: justify; text-indent: 42.55pt;&quot;&gt;&lt;span style=&quot;font-size: 14pt;&quot;&gt;Ele ergueu os olhos como se já aguardasse minha presença.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;muitypography-root&quot; style=&quot;text-align: justify; text-indent: 42.55pt;&quot;&gt;&lt;span style=&quot;font-size: 14pt;&quot;&gt;—&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;Sente-se, meu
amigo. Vamos conversar um pouco?&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;muitypography-root&quot; style=&quot;text-align: justify; text-indent: 42.55pt;&quot;&gt;&lt;span style=&quot;font-size: 14pt;&quot;&gt;—&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;Sim, senhor!
Quem sabe possamos falar sobre os livros que temos aqui.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;muitypography-root&quot; style=&quot;text-align: justify; text-indent: 42.55pt;&quot;&gt;&lt;span style=&quot;font-size: 14pt;&quot;&gt;O velho sorriu, balançando a cabeça em sinal positivo.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;muitypography-root&quot; style=&quot;text-align: justify; text-indent: 42.55pt;&quot;&gt;&lt;span style=&quot;font-size: 14pt;&quot;&gt;— Percebo que você gosta de raridades. Que prefere os
mapas aos GPS’s, estou certo?&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;muitypography-root&quot; style=&quot;text-align: justify; text-indent: 42.55pt;&quot;&gt;&lt;span style=&quot;font-size: 14pt;&quot;&gt;— Como soube? Sim. Mas também gosto de descobrir novos
caminhos!&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;muitypography-root&quot; style=&quot;text-align: justify; text-indent: 42.55pt;&quot;&gt;&lt;span style=&quot;font-size: 14pt;&quot;&gt;O velho tamborilou os dedos sobre a capa do livro.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;muitypography-root&quot; style=&quot;text-align: justify; text-indent: 42.55pt;&quot;&gt;&lt;span style=&quot;font-size: 14pt;&quot;&gt;— Pois bem, esta livraria é um mundo para mim. Dentro
dela há passagens secretas, janelas misteriosas, vozes guardadas pelo tempo. E
o tempo, aqui, transcorre de um modo diferente. Olhe ao seu redor.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;muitypography-root&quot; style=&quot;text-align: justify; text-indent: 42.55pt;&quot;&gt;&lt;span style=&quot;font-size: 14pt;&quot;&gt;Voltei os olhos para os cantos da livraria. Ali
estavam, em estantes próximas, Borges, Vinícius, Raquel de Queirós, Cervantes, Aluísio
Azevedo; lá no fundo, enciclopédias, fileiras de coleções contendo obras
clássicas, versões encadernadas, de capas duras, traduções em outros idiomas.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;muitypography-root&quot; style=&quot;text-align: justify; text-indent: 42.55pt;&quot;&gt;&lt;span style=&quot;font-size: 14pt;&quot;&gt;— Rogério, diga-me uma coisa, falou o mestre, cruzando
as mãos sobre a mesa. Por que as pessoas perderam o interesse pela leitura? Por
que ninguém tem paciência para entender a importância desse hábito?&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;muitypography-root&quot; style=&quot;text-align: justify; text-indent: 42.55pt;&quot;&gt;&lt;span style=&quot;font-size: 14pt;&quot;&gt;— Talvez porque não tenham tempo. Ou porque não aprenderam
a ler. E, no fundo, quem não tem tempo nem paciência não aprende a ler.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;muitypography-root&quot; style=&quot;text-align: justify; text-indent: 42.55pt;&quot;&gt;&lt;span style=&quot;font-size: 14pt;&quot;&gt;— É um bom argumento para tentar compreender uma arte quase
esquecida.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;muitypography-root&quot; style=&quot;text-align: justify; text-indent: 42.55pt;&quot;&gt;&lt;span style=&quot;font-size: 14pt;&quot;&gt;— A da leitura, não é mesmo?&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;muitypography-root&quot; style=&quot;text-align: justify; text-indent: 42.55pt;&quot;&gt;&lt;span style=&quot;font-size: 14pt;&quot;&gt;— A da paciência. A velha e boa arte da paciência. — disse,
esboçando um leve sorriso.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;muitypography-root&quot; style=&quot;text-align: justify; text-indent: 42.55pt;&quot;&gt;&lt;span style=&quot;font-size: 14pt;&quot;&gt;— Gostei de conversar com você, mas já é hora de
voltar para a minha prateleira.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;muitypography-root&quot; style=&quot;text-align: justify; text-indent: 42.55pt;&quot;&gt;&lt;span style=&quot;font-size: 14pt;&quot;&gt;— Prateleira! Como assim?&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;muitypography-root&quot; style=&quot;text-align: justify; text-indent: 42.55pt;&quot;&gt;&lt;span style=&quot;font-size: 14pt;&quot;&gt;Ele apontou para o alto da estante. Lá havia um livro antigo
com seu nome na lombada. Enquanto eu olhava para cima, a imagem daquele homem
enigmático começou a se dissipar.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;muitypography-root&quot; style=&quot;text-align: justify; text-indent: 42.55pt;&quot;&gt;&lt;span style=&quot;font-size: 14pt;&quot;&gt;Num piscar de olhos, eu estava sozinho na livraria.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;muitypography-root&quot; style=&quot;text-align: justify; text-indent: 42.55pt;&quot;&gt;&lt;span style=&quot;font-size: 14pt;&quot;&gt;Sobre a mesa, pude notar a edição da obra que o velho folheava
e um bilhete onde dizia: &quot;Escreva como quem duvida. Publique como quem
confessa. Leia como quem suspeita.” Assinado: Machado de Assis.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;muitypography-root&quot; style=&quot;text-align: justify; text-indent: 42.55pt;&quot;&gt;&lt;span style=&quot;font-size: 14pt;&quot;&gt;Levantei-me sem acreditar e, ainda um tanto confuso,
dei uma última olhada ao redor. Por fim, saí da livraria como se houvesse acordado
de um estado de coma.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;muitypography-root&quot; style=&quot;text-align: justify; text-indent: 42.55pt;&quot;&gt;&lt;span style=&quot;font-size: 14pt;&quot;&gt;Desde então, confesso: toda vez que escrevo um novo
texto, escuto uma voz suave, como um sussurro que viesse da minha estante. É
quando, por precaução, relembrando os conselhos do mestre, o reescrevo, pacientemente.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify; text-indent: 42.55pt;&quot;&gt;&lt;span style=&quot;font-size: 14pt; line-height: 107%;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;

</content><link rel='replies' type='application/atom+xml' href='http://rogeriohenriquerocha.blogspot.com/feeds/8772573919812305485/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://rogeriohenriquerocha.blogspot.com/2025/06/a-licao-do-mestre.html#comment-form' title='2 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1863207227654854521/posts/default/8772573919812305485'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1863207227654854521/posts/default/8772573919812305485'/><link rel='alternate' type='text/html' href='http://rogeriohenriquerocha.blogspot.com/2025/06/a-licao-do-mestre.html' title='A LIÇÃO DO MESTRE '/><author><name>Rogério Rocha</name><uri>http://www.blogger.com/profile/02567831559873849872</uri><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-1863207227654854521.post-1718971291304341932</id><published>2025-06-12T00:01:00.002-03:00</published><updated>2025-06-12T00:04:00.445-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="a navalha do ébrio na carne do copo"/><category scheme="http://www.blogger.com/atom/ns#" term="contos"/><category scheme="http://www.blogger.com/atom/ns#" term="lançamento"/><category scheme="http://www.blogger.com/atom/ns#" term="livro inédito"/><category scheme="http://www.blogger.com/atom/ns#" term="Theotonio Fonseca"/><title type='text'>  A LÂMINA, O COPO E A PALAVRA: UM PREFÁCIO À ESCRITURA RITUAL DE THEOTONIO FONSECA</title><content type='html'>&lt;br /&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0.0001pt; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjbgdtReCqOKyPjl30eScbkxLlUUOCr_0TQA4MnEktq6SidRugLgRVpxkspXQvtwSN4gXbN0M4GIDP5zNlwGKhT240DdArC7PdaM7qHVXLkGIbhaAhYZzAYg2m83IRtccm0SPExo5-pO-jx86zHluL5KITcM1_Nt3xWT1KBm49PKKON9J9u1i3EhJBIpAY/s1600/Foto%20Theotonio%20novo%20livro.jpeg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;1600&quot; data-original-width=&quot;1050&quot; height=&quot;400&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjbgdtReCqOKyPjl30eScbkxLlUUOCr_0TQA4MnEktq6SidRugLgRVpxkspXQvtwSN4gXbN0M4GIDP5zNlwGKhT240DdArC7PdaM7qHVXLkGIbhaAhYZzAYg2m83IRtccm0SPExo5-pO-jx86zHluL5KITcM1_Nt3xWT1KBm49PKKON9J9u1i3EhJBIpAY/w263-h400/Foto%20Theotonio%20novo%20livro.jpeg&quot; title=&quot;Theotonio Fonseca&quot; width=&quot;263&quot; /&gt;&amp;nbsp;&lt;/a&gt;&lt;b&gt;&lt;span face=&quot;&amp;quot;TimesNewRomanPS-BoldMT&amp;quot;,serif&quot; style=&quot;font-size: 14pt; mso-bidi-font-family: TimesNewRomanPS-BoldMT;&quot;&gt;&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0.0001pt; text-align: left;&quot;&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;Theotonio Fonseca - escritor&amp;nbsp;&lt;/p&gt;

&lt;p align=&quot;right&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: right; text-autospace: none;&quot;&gt;&lt;b&gt;&lt;span face=&quot;&amp;quot;Arial-BoldMT&amp;quot;,sans-serif&quot; style=&quot;font-size: 12pt; mso-bidi-font-family: Arial-BoldMT;&quot;&gt;Rogério Rocha&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;&quot;&gt;&lt;b&gt;&lt;span face=&quot;&amp;quot;Arial-BoldMT&amp;quot;,sans-serif&quot; style=&quot;font-size: 12pt; mso-bidi-font-family: Arial-BoldMT;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;&lt;span face=&quot;&amp;quot;ArialMT&amp;quot;,sans-serif&quot; style=&quot;font-size: medium; mso-bidi-font-family: ArialMT;&quot;&gt;Entre tramas de linguagem barroca, incursões herméticas e visões místicas
transfiguradas em verbo, “A Navalha do Ébrio na Carne do Copo” oferece uma&amp;nbsp;experiência literária que escapa ao ordinário. Theotonio Fonseca
costura, como quem invoca, uma tapeçaria de mitos, símbolos e paradoxos que
fazem de seus contos muito mais que narrativas — são rituais literários. &lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;&lt;span face=&quot;&amp;quot;ArialMT&amp;quot;,sans-serif&quot; style=&quot;font-size: medium; mso-bidi-font-family: ArialMT;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;&lt;span face=&quot;&amp;quot;ArialMT&amp;quot;,sans-serif&quot; style=&quot;font-size: medium; mso-bidi-font-family: ArialMT;&quot;&gt;Seus personagens, paisagens e objetos não estão presos às funções convencionais:
uma boca de poço devora; um sapato é costurado com asas; um mioma sonha. As
imagens ultrapassam o limiar do fantástico: mergulham na metafísica de um real
encantado, de uma realidade que pulsa no invisível, onde o tempo é espiral e o verbo
é cosmogênese. &lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;&lt;span face=&quot;&amp;quot;ArialMT&amp;quot;,sans-serif&quot; style=&quot;font-size: medium; mso-bidi-font-family: ArialMT;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;&lt;span face=&quot;&amp;quot;ArialMT&amp;quot;,sans-serif&quot; style=&quot;font-size: medium; mso-bidi-font-family: ArialMT;&quot;&gt;A cabala, a gnose, a alquimia e os fundamentos da tradição africana
dialogam em cada parágrafo. O alguidar primordial que engole a si mesmo é
reflexo do Ouroboros. O menino-cobra, a santa de roca grávida, a abadessa menstruante,
são arquétipos da transgressão que reinventa o sagrado a partir do profano.
Aqui, o feminino e o marginal não pedem licença: fundam liturgias novas.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;&lt;span face=&quot;&amp;quot;ArialMT&amp;quot;,sans-serif&quot; style=&quot;font-size: medium; mso-bidi-font-family: ArialMT;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;&lt;span face=&quot;&amp;quot;ArialMT&amp;quot;,sans-serif&quot; style=&quot;font-size: medium; mso-bidi-font-family: ArialMT;&quot;&gt;Fico feliz ao ler um autor que foge ao convencional. Um homem que
apresenta sua alma, expõe sua face, acredita em sua verdade. Um escritor que
assume, inclusive, o risco altíssimo de não ser compreendido pelo público. Não
porque assim o queira, mas por estarmos diante de alguém que trabalha no limite
da razão, resvalando nas bordas da loucura. De uma voz literária que se
alimenta de fontes raríssimas de influência, simultaneamente múltiplas e
incomuns. Elementos que valorizam ainda mais o modo pelo qual escolheu contar
suas histórias. Na contramão dos modismos editoriais, voltados a uma visão
meramente comercial e mercadológica da literatura.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;&lt;span face=&quot;&amp;quot;ArialMT&amp;quot;,sans-serif&quot; style=&quot;font-size: medium; mso-bidi-font-family: ArialMT;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;&lt;span face=&quot;&amp;quot;ArialMT&amp;quot;,sans-serif&quot; style=&quot;font-size: medium; mso-bidi-font-family: ArialMT;&quot;&gt;Ao final dessa experiência de leitura, ninguém sai ileso. Há uma
modificação interior. Há um encontro com o inominável dentro de tudo aquilo que
julgamos conhecer. Somos levados a mergulhar em nossos estranhamentos. A viver
num plano imaginário profundo, diverso e desconhecido para a maioria dos
leitores.&lt;/span&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;p&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;&lt;span face=&quot;&amp;quot;ArialMT&amp;quot;,sans-serif&quot; style=&quot;font-size: medium; mso-bidi-font-family: ArialMT;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;&lt;span face=&quot;&amp;quot;ArialMT&amp;quot;,sans-serif&quot; style=&quot;font-size: medium; mso-bidi-font-family: ArialMT;&quot;&gt;A literatura de Fonseca funciona como espada e unguento. Em “Cozendo a
Boca do Sapato Velho”, ele escreve: “a trama da costura foi urdindo espanto e estabilidade.”
A narrativa refaz o caminho da redenção por meio do artesanato da linguagem
ligada às ancestralidades.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;&lt;span face=&quot;&amp;quot;ArialMT&amp;quot;,sans-serif&quot; style=&quot;font-size: medium; mso-bidi-font-family: ArialMT;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;&lt;span face=&quot;&amp;quot;ArialMT&amp;quot;,sans-serif&quot; style=&quot;font-size: medium; mso-bidi-font-family: ArialMT;&quot;&gt;“A Navalha do Ébrio na Carne do Copo” é obra de fôlego mítico, com
imaginação teológica e execução estilística singular. É obra para ser lida com
o corpo, para ser sonhada com os olhos, para ser orada em silêncio diante de um
altar aceso com a chama das palavras.&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;&lt;span face=&quot;&amp;quot;ArialMT&amp;quot;,sans-serif&quot; style=&quot;font-size: medium; mso-bidi-font-family: ArialMT;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;&lt;span face=&quot;&amp;quot;ArialMT&amp;quot;,sans-serif&quot; style=&quot;font-size: medium; mso-bidi-font-family: ArialMT;&quot;&gt;Que o leitor se prepare, pois aqui a literatura volta a ser um ritual.
E o copo — transbordante — ainda vibra.&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Elante&amp;quot;,serif; font-size: 8pt; mso-bidi-font-family: Elante;&quot;&gt;&lt;/span&gt;&lt;/p&gt;

&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://rogeriohenriquerocha.blogspot.com/feeds/1718971291304341932/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://rogeriohenriquerocha.blogspot.com/2025/06/a-lamina-o-copo-e-palavra-um-prefacio.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1863207227654854521/posts/default/1718971291304341932'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1863207227654854521/posts/default/1718971291304341932'/><link rel='alternate' type='text/html' href='http://rogeriohenriquerocha.blogspot.com/2025/06/a-lamina-o-copo-e-palavra-um-prefacio.html' title='  A LÂMINA, O COPO E A PALAVRA: UM PREFÁCIO À ESCRITURA RITUAL DE THEOTONIO FONSECA'/><author><name>Rogério Rocha</name><uri>http://www.blogger.com/profile/02567831559873849872</uri><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/AVvXsEjbgdtReCqOKyPjl30eScbkxLlUUOCr_0TQA4MnEktq6SidRugLgRVpxkspXQvtwSN4gXbN0M4GIDP5zNlwGKhT240DdArC7PdaM7qHVXLkGIbhaAhYZzAYg2m83IRtccm0SPExo5-pO-jx86zHluL5KITcM1_Nt3xWT1KBm49PKKON9J9u1i3EhJBIpAY/s72-w263-h400-c/Foto%20Theotonio%20novo%20livro.jpeg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1863207227654854521.post-3658121494412547129</id><published>2025-06-07T09:50:00.004-03:00</published><updated>2025-06-07T09:50:31.798-03:00</updated><title type='text'> Café com Pessoa: os frágeis artefatos da linguagem</title><content type='html'>&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;/p&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/AVvXsEiF_jujl9_McTybmvf3wapCQqGjc7fnJ8W3OS8_0lzkZIavZfeeBJJJP02bCH-ULJ4pBAaHWAvqwKTvKiw-TYjBpeXIGM6nyv4rqUnuU7FTMlJ1OA1nMSI4g49JcqPo2W-4L_Acf4UQmQ-gHq2sj_N5Nzq7khw50WUhYNaaFpZbmGVk2FijH33uzZn1NUc/s1024/WhatsApp%20Image%202025-06-06%20at%2010.53.12.jpeg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;1024&quot; data-original-width=&quot;1024&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiF_jujl9_McTybmvf3wapCQqGjc7fnJ8W3OS8_0lzkZIavZfeeBJJJP02bCH-ULJ4pBAaHWAvqwKTvKiw-TYjBpeXIGM6nyv4rqUnuU7FTMlJ1OA1nMSI4g49JcqPo2W-4L_Acf4UQmQ-gHq2sj_N5Nzq7khw50WUhYNaaFpZbmGVk2FijH33uzZn1NUc/s320/WhatsApp%20Image%202025-06-06%20at%2010.53.12.jpeg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&amp;nbsp;&lt;p&gt;&lt;/p&gt;&lt;p&gt;Por Rogério Rocha&amp;nbsp;&lt;/p&gt;&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;p&gt;&amp;nbsp;Apesar dos meus 15 minutos de atraso, encontrei-o tranquilo. Estava sentado à mesa de sempre. Tinha a expressão facial leve, o olhar sereno. Parecia mirar fixamente um quadro na parede do outro lado do salão.&amp;nbsp;&lt;br /&gt;&lt;br /&gt;Num cenário saído das páginas de um livro antigo, mais familiar a ele do que a mim, o tempo recebeu os dois viajantes do pensamento.&lt;br /&gt;&lt;br /&gt;À mesa, as xícaras de café e meus dois livros, que ele acabara de ler, refletiam pedaços de nossos de mundos interiores: Frágeis Artefatos e A Linguagem da Ausência.&amp;nbsp;&lt;br /&gt;&lt;br /&gt;Éramos parte da aventura da existência, frutos precocemente amadurecidos, atores do destino, passageiros do mundo, artesãos de nós mesmos. De certo modo, estávamos condenados ao pecado da liberdade. Não produzíamos literatura; na verdade, abríamos trilhas, veredas filosóficas.&lt;br /&gt;&lt;br /&gt;Ao longo da noite, esquecemos do cansaço do dia para dar margem ao percurso das ideias no bojo das palavras, na vertigem da experiência que é viver a poesia como modo de reflexão.&lt;br /&gt;&lt;br /&gt;“Escrever é construir abismos”, disse ao poeta lisboeta. Pessoa sorriu, como quem já houvesse lido isso antes.&lt;br /&gt;&lt;br /&gt;Entre pausas marcantes e silêncios inesperados, em meio ao diálogo, ficou suspensa a questão que esquecemos de nos fazer: escrevemos por existir, existimos para escrever ou apenas para não sermos esquecidos?&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='http://rogeriohenriquerocha.blogspot.com/feeds/3658121494412547129/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://rogeriohenriquerocha.blogspot.com/2025/06/cafe-com-pessoa-os-frageis-artefatos-da.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1863207227654854521/posts/default/3658121494412547129'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1863207227654854521/posts/default/3658121494412547129'/><link rel='alternate' type='text/html' href='http://rogeriohenriquerocha.blogspot.com/2025/06/cafe-com-pessoa-os-frageis-artefatos-da.html' title=' Café com Pessoa: os frágeis artefatos da linguagem'/><author><name>Rogério Rocha</name><uri>http://www.blogger.com/profile/02567831559873849872</uri><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/AVvXsEiF_jujl9_McTybmvf3wapCQqGjc7fnJ8W3OS8_0lzkZIavZfeeBJJJP02bCH-ULJ4pBAaHWAvqwKTvKiw-TYjBpeXIGM6nyv4rqUnuU7FTMlJ1OA1nMSI4g49JcqPo2W-4L_Acf4UQmQ-gHq2sj_N5Nzq7khw50WUhYNaaFpZbmGVk2FijH33uzZn1NUc/s72-c/WhatsApp%20Image%202025-06-06%20at%2010.53.12.jpeg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1863207227654854521.post-4674555475393479850</id><published>2025-03-14T22:41:00.002-03:00</published><updated>2025-03-14T22:41:56.250-03:00</updated><title type='text'>ENTREVISTA com o escritor JOSUÉ MONTELLO [1977]</title><content type='html'>&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: pre-wrap;&quot;&gt;Descubra um pouco da riqueza da literatura brasileira nesta rara entrevista de 1977 com o escritor maranhense Josué Montello. &lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;white-space: pre-wrap;&quot;&gt;Autor de obras marcantes como &quot;Os Tambores de São Luís&quot;, Montello compartilha aqui suas reflexões sobre a escrita e a cultura nacional. &lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;white-space: pre-wrap;&quot;&gt;O vídeo que reproduzo no canal Hipertexto com Rogério Rocha é um mergulho na mente do grande escritor e faz parte dos registros do Arquivo Nacional e do site Memória Audiovisual Brasileira.&lt;/span&gt;&lt;br /&gt;&lt;span style=&quot;white-space: pre-wrap;&quot;&gt;#JosuéMontello #arquivonacional #mestresdaliteratura&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;white-space: pre-wrap;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;iframe frameborder=&quot;0&quot; height=&quot;270&quot; src=&quot;https://youtube.com/embed/yHhWqv4bRM0?si=UDjMB3mwp9KlvTlC&quot; width=&quot;480&quot;&gt;&lt;/iframe&gt;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='http://rogeriohenriquerocha.blogspot.com/feeds/4674555475393479850/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://rogeriohenriquerocha.blogspot.com/2025/03/entrevista-com-o-escritor-josue.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1863207227654854521/posts/default/4674555475393479850'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1863207227654854521/posts/default/4674555475393479850'/><link rel='alternate' type='text/html' href='http://rogeriohenriquerocha.blogspot.com/2025/03/entrevista-com-o-escritor-josue.html' title='ENTREVISTA com o escritor JOSUÉ MONTELLO [1977]'/><author><name>Rogério Rocha</name><uri>http://www.blogger.com/profile/02567831559873849872</uri><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/yHhWqv4bRM0/default.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1863207227654854521.post-2290662034792581423</id><published>2025-02-02T23:12:00.001-03:00</published><updated>2025-02-02T23:12:15.962-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="clip"/><category scheme="http://www.blogger.com/atom/ns#" term="emocional"/><category scheme="http://www.blogger.com/atom/ns#" term="música"/><category scheme="http://www.blogger.com/atom/ns#" term="reflexivo"/><category scheme="http://www.blogger.com/atom/ns#" term="videoclipe"/><title type='text'>AINDA ESTOU AQUI | Música de Rogério Rocha</title><content type='html'>&lt;iframe style=&quot;background-image:url(https://i.ytimg.com/vi/f8xTSMl7wzU/hqdefault.jpg)&quot; 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(poema de Carlos Drummond de Andrade por Rogério Rocha)</title><content type='html'>&lt;iframe width=&quot;480&quot; height=&quot;270&quot; src=&quot;https://youtube.com/embed/ZYenV2VZtDE?si=pczs0FScGGZzk6Yv&quot; frameborder=&quot;0&quot;&gt;&lt;/iframe&gt;</content><link rel='replies' type='application/atom+xml' href='http://rogeriohenriquerocha.blogspot.com/feeds/7725496987343419187/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://rogeriohenriquerocha.blogspot.com/2025/01/mas-viveremos-poema-de-carlos-drummond.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1863207227654854521/posts/default/7725496987343419187'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1863207227654854521/posts/default/7725496987343419187'/><link rel='alternate' type='text/html' href='http://rogeriohenriquerocha.blogspot.com/2025/01/mas-viveremos-poema-de-carlos-drummond.html' title='&quot;MAS VIVEREMOS&quot; (poema de Carlos Drummond de Andrade por Rogério Rocha)'/><author><name>Rogério Rocha</name><uri>http://www.blogger.com/profile/02567831559873849872</uri><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/ZYenV2VZtDE/default.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1863207227654854521.post-2057615640096576860</id><published>2025-01-06T00:05:00.005-03:00</published><updated>2025-01-06T00:11:12.578-03:00</updated><title type='text'>O anel de Giges e o &#39;Um anel&#39;: a invisibilidade e a corrupção da alma</title><content type='html'>&lt;p style=&quot;text-align: left;&quot;&gt;&lt;/p&gt;&lt;table cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: left;&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhRkaFLMlrTq20MzQ8yjFJkV8zMAa6Db6x2mhYBP2XWBJjfyQbhCHRKNs7rd7z9wEcAidBnGLpGXymPS8zyd8DyOLu3LMdkj_p5PcInokCI6oIpauDqA1uiR7rz-2mE0YmhaI-gh24Iy6HQ-o6KnmHlj-EhrAtpwVoFM9xhswevh4-Y1P8G2GghRRmbX8c/s1024/DALL%C2%B7E%202025-01-05%2023.00.25%20-%20A%20stylized%20representation%20of%20two%20interconnected%20worlds%20symbolizing%20ancient%20philosophy%20and%20high%20fantasy.%20On%20one%20side,%20a%20glowing%20golden%20ring%20(Anel%20de%20Gi.webp&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;1024&quot; data-original-width=&quot;1024&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhRkaFLMlrTq20MzQ8yjFJkV8zMAa6Db6x2mhYBP2XWBJjfyQbhCHRKNs7rd7z9wEcAidBnGLpGXymPS8zyd8DyOLu3LMdkj_p5PcInokCI6oIpauDqA1uiR7rz-2mE0YmhaI-gh24Iy6HQ-o6KnmHlj-EhrAtpwVoFM9xhswevh4-Y1P8G2GghRRmbX8c/s320/DALL%C2%B7E%202025-01-05%2023.00.25%20-%20A%20stylized%20representation%20of%20two%20interconnected%20worlds%20symbolizing%20ancient%20philosophy%20and%20high%20fantasy.%20On%20one%20side,%20a%20glowing%20golden%20ring%20(Anel%20de%20Gi.webp&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #fcff01;&quot;&gt;Fonte: Chat GPT&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;h2 style=&quot;box-sizing: border-box; line-height: 1.5; margin-block: 1em; margin: 0px; outline: 0px; padding: 0px; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;span style=&quot;color: #1c1c1c; font-family: Inter; text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style=&quot;font-family: georgia;&quot;&gt;&lt;span style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;color: #fcff01;&quot;&gt;Por Rogério Rocha&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h2&gt;&lt;h2 style=&quot;box-sizing: border-box; line-height: 1.5; margin-block: 1em; margin: 0px; outline: 0px; padding: 0px; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: georgia;&quot;&gt;&lt;span style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;color: #fcff01; font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h2&gt;&lt;h2 style=&quot;box-sizing: border-box; line-height: 1.5; margin-block: 1em; margin: 0px; outline: 0px; padding: 0px; text-align: justify;&quot;&gt;&lt;span style=&quot;color: #fcff01; font-family: georgia; font-size: medium; font-weight: normal;&quot;&gt;&lt;span style=&quot;text-align: justify;&quot;&gt;&lt;span&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;text-align: justify;&quot;&gt;&lt;span&gt;Platão, em sua clássica obra &quot;A República&quot;, nos apresenta ao mito do &lt;i&gt;anel de Giges&lt;/i&gt;, uma joia capaz de dar ao seu portador a habilidade de se tornar invisível. Com essa passagem, o filósofo nos provoca a refletir o seguinte: será que, ao ocultar dos olhos alheios seus atos e comportamentos, uma pessoa conseguiria manter uma postura ética?&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h2&gt;&lt;h2 style=&quot;box-sizing: border-box; line-height: 1.5; margin-block: 1em; margin: 0px; outline: 0px; padding: 0px; text-align: justify;&quot;&gt;&lt;span style=&quot;color: #fcff01; font-family: georgia; font-size: medium; font-weight: normal;&quot;&gt;&lt;span style=&quot;text-align: justify;&quot;&gt;&lt;span&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;text-align: justify;&quot;&gt;&lt;span&gt;Já em &quot;O senhor dos anéis&quot;, do escritor J.R.R. Tolkien, encontramos o &#39;&lt;i&gt;Um anel&lt;/i&gt;&#39;, objeto cobiçado e que oferece imenso poder a quem o detém, mas que, por outro lado, corrompe seus portadores, revelando neles os desejos mais abjetos.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h2&gt;&lt;h2 style=&quot;box-sizing: border-box; line-height: 1.5; margin-block: 1em; margin: 0px; outline: 0px; padding: 0px; text-align: justify;&quot;&gt;&lt;span style=&quot;color: #fcff01; font-family: georgia; font-size: medium; font-weight: normal;&quot;&gt;&lt;span style=&quot;text-align: justify;&quot;&gt;&lt;span&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;span&gt;Esses dois anéis, famosos pelas funções que desempenham nos livros citados, acabam por tratar do mesmo dilema: o poder absoluto sobre o outro — ou sobre si mesmo — pode nos mostrar quem realmente somos. De igual modo, ambos representam a força da tentação e a fragilidade humana diante da ausência de limites e controle.&lt;/span&gt;&lt;/span&gt;&lt;/h2&gt;&lt;h2 style=&quot;box-sizing: border-box; line-height: 1.5; margin-block: 1em; margin: 0px; outline: 0px; padding: 0px; text-align: justify;&quot;&gt;&lt;span style=&quot;color: #fcff01; font-family: georgia; font-size: medium; font-weight: normal;&quot;&gt;&lt;span&gt;&lt;br /&gt;&lt;/span&gt;&lt;span&gt;O &lt;i&gt;anel de Giges&lt;/i&gt; confronta a ética e a justiça como escolhas conscientes, enquanto o &#39;&lt;i&gt;Um anel&lt;/i&gt;&#39; de Sauron simboliza a destruição do caráter pelo desejo insaciável de poder. Portanto, a existência desses artefatos serve para levantar a mesma questão de fundo: quem seríamos se ninguém pudesse nos ver agir ou obstaculizar os desejos que impulsionam nossos comportamentos?&lt;/span&gt;&lt;/span&gt;&lt;/h2&gt;&lt;h2 style=&quot;box-sizing: border-box; line-height: 1.5; margin-block: 1em; margin: 0px; outline: 0px; padding: 0px; text-align: justify;&quot;&gt;&lt;span style=&quot;color: #fcff01; font-family: georgia; font-size: medium; font-weight: normal;&quot;&gt;&lt;span&gt;&lt;br /&gt;&lt;/span&gt;&lt;span&gt;Tanto Platão quanto Tolkien parecem sugerir que o nosso maior desafio está em resistir à corrupção e fazer o que é certo, praticando o bem, mesmo quando ninguém está observando. Afinal, a maior prova de caráter de um indivíduo perante a sociedade&lt;/span&gt;&lt;span&gt;&amp;nbsp;talvez seja justamente a de resistir à tentação de usar um poder capaz de levá-lo à ruína.&lt;/span&gt;&lt;/span&gt;&lt;/h2&gt;&lt;h2 style=&quot;box-sizing: border-box; line-height: 1.5; margin-block: 1em; margin: 0px; outline: 0px; padding: 0px; text-align: justify;&quot;&gt;&lt;span style=&quot;color: #fcff01; font-family: georgia; font-size: medium; font-weight: normal;&quot;&gt;&lt;span&gt;&lt;br /&gt;&lt;/span&gt;&lt;span&gt;E você, como reagiria se tivesse um desses anéis em suas mãos?&lt;/span&gt;&lt;/span&gt;&lt;/h2&gt;&lt;p style=&quot;text-align: left;&quot;&gt;&lt;/p&gt;&lt;p class=&quot;MuiTypography-root MuiTypography-body1 jss115 css-15yejx0&quot; style=&quot;box-sizing: border-box; color: #1c1c1c; line-height: 1.5; margin-block: 1em; margin: 0px; outline: 0px; padding: 0px; text-align: justify;&quot;&gt;&lt;/p&gt;&lt;p class=&quot;MuiTypography-root MuiTypography-body1 jss115 css-15yejx0&quot; style=&quot;box-sizing: border-box; color: #1c1c1c; line-height: 1.5; margin-block: 1em; margin: 0px; outline: 0px; padding: 0px; text-align: justify;&quot;&gt;&lt;/p&gt;&lt;p class=&quot;MuiTypography-root MuiTypography-body1 jss115 css-15yejx0&quot; style=&quot;box-sizing: border-box; color: #1c1c1c; line-height: 1.5; margin-block: 1em; margin: 0px; outline: 0px; padding: 0px; text-align: justify;&quot;&gt;&lt;/p&gt;&lt;p class=&quot;MuiTypography-root MuiTypography-body1 jss115 css-15yejx0&quot; style=&quot;box-sizing: border-box; color: #1c1c1c; line-height: 1.5; margin-block: 1em; margin: 0px; outline: 0px; padding: 0px; text-align: justify;&quot;&gt;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='http://rogeriohenriquerocha.blogspot.com/feeds/2057615640096576860/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://rogeriohenriquerocha.blogspot.com/2025/01/o-anel-de-giges-e-o-um-anel.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1863207227654854521/posts/default/2057615640096576860'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1863207227654854521/posts/default/2057615640096576860'/><link rel='alternate' type='text/html' href='http://rogeriohenriquerocha.blogspot.com/2025/01/o-anel-de-giges-e-o-um-anel.html' title='O anel de Giges e o &#39;Um anel&#39;: a invisibilidade e a corrupção da alma'/><author><name>Rogério Rocha</name><uri>http://www.blogger.com/profile/02567831559873849872</uri><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/AVvXsEhRkaFLMlrTq20MzQ8yjFJkV8zMAa6Db6x2mhYBP2XWBJjfyQbhCHRKNs7rd7z9wEcAidBnGLpGXymPS8zyd8DyOLu3LMdkj_p5PcInokCI6oIpauDqA1uiR7rz-2mE0YmhaI-gh24Iy6HQ-o6KnmHlj-EhrAtpwVoFM9xhswevh4-Y1P8G2GghRRmbX8c/s72-c/DALL%C2%B7E%202025-01-05%2023.00.25%20-%20A%20stylized%20representation%20of%20two%20interconnected%20worlds%20symbolizing%20ancient%20philosophy%20and%20high%20fantasy.%20On%20one%20side,%20a%20glowing%20golden%20ring%20(Anel%20de%20Gi.webp" height="72" width="72"/><thr:total>0</thr:total></entry></feed>