tag:blogger.com,1999:blog-20032788926369237492024-03-13T01:33:21.251-07:00Associação Literária Letras no JardimCriação Literária.
Florianópolis, escreva para nós: letrasnojardim@gmail.comOficina Literária Letras no Jardimhttp://www.blogger.com/profile/01173584178245181222noreply@blogger.comBlogger237125tag:blogger.com,1999:blog-2003278892636923749.post-74572388876165625642022-03-13T11:13:00.000-07:002022-03-13T11:13:10.677-07:00Inicio das Atividades - 2022<p> Após dois anos de atividades online, devido à pandemia do Coronavirus, a Associação Literária Letras no Jardim irá iniciar suas atividades presenciais uma vez ao mês, respeitando as normas restritivas com o uso de máscaras e distanciamento. No mês de março o dia será 31 de março (quinta-feira )das 15:00h às 17:00h no Centro de Florianópolis. (O local ainda será confirmado)</p><p>Mais informações em: letrasnojardim@gmail.com</p><p>A seguir, algumas imagens de 2019</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEhRs06ZgX3MJAClFSrHl5mrZGmmYczUrskUAs4Ag6t2MlagRLR9DeyZOExOLTeNcbdySjRFlGsFCp9eeBomEeD6GZ2U23JCAVUAeSONOcZMpsHwyFvcN-xm8DAxgffmUKDHqaqHgfXnd0GjLCUBTJeRyhegRGdJiZdPWQ1J5Y0Fg7BA5HO5oNw6riAZCA=s960" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="720" data-original-width="960" height="240" src="https://blogger.googleusercontent.com/img/a/AVvXsEhRs06ZgX3MJAClFSrHl5mrZGmmYczUrskUAs4Ag6t2MlagRLR9DeyZOExOLTeNcbdySjRFlGsFCp9eeBomEeD6GZ2U23JCAVUAeSONOcZMpsHwyFvcN-xm8DAxgffmUKDHqaqHgfXnd0GjLCUBTJeRyhegRGdJiZdPWQ1J5Y0Fg7BA5HO5oNw6riAZCA=s320" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEiSYckINI1n3DR7fXE5nEhAMZVAkvB9Mh_jMUCE5OBy6M-tQhx9gcQZ23FIpgCd9MxZ-deiy_nk9ajAAVcmPFnpEwNsTLlYN0dhudplOApRjaLaVlosJnMzID7lNxpKnqEk7EIeSk2hvev7gPb71ppWJmbQqLSywfpNSDQ_jXZxvYoR4M4ITOLaISjVug=s960" imageanchor="1" style="margin-left: 1em; 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text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEiingSbmWhvY_spOZ9e1Kws3wldon3SnmLH5nEMsqbeHAX7PC6pACVXpgGaedAjk8xs0ZCa7aAfBdpOStCOaf6QcKo5r1kEvxdSIB0IDaJp0GzVNRgj53GAZh6T_ugekG2so0P6Ye4watD9FXr41gnEv5DM-zVzOCNUUR5V6y2ftowRrGthIheJZ3qFyA=s960" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="720" data-original-width="960" height="240" src="https://blogger.googleusercontent.com/img/a/AVvXsEiingSbmWhvY_spOZ9e1Kws3wldon3SnmLH5nEMsqbeHAX7PC6pACVXpgGaedAjk8xs0ZCa7aAfBdpOStCOaf6QcKo5r1kEvxdSIB0IDaJp0GzVNRgj53GAZh6T_ugekG2so0P6Ye4watD9FXr41gnEv5DM-zVzOCNUUR5V6y2ftowRrGthIheJZ3qFyA=s320" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEiktBbcjc8ko9EjCCEfcyeo97Ed_spg6JXZBnZmQ_dAY5_fFeoCAf7eIHVnLYCdObAEgTd5cqJ2i_f7EB_WpU_an2_nfENjTbuvaAXU1kCaJHySmB7-VJjT_0E9c6FmzQizG_2C7vC_g5RUW2-pMCMMMyuLwk2CZVOC4aiGb88_tWx7iMd0W2gePUuDWw=s1440" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1440" data-original-width="1080" height="320" src="https://blogger.googleusercontent.com/img/a/AVvXsEiktBbcjc8ko9EjCCEfcyeo97Ed_spg6JXZBnZmQ_dAY5_fFeoCAf7eIHVnLYCdObAEgTd5cqJ2i_f7EB_WpU_an2_nfENjTbuvaAXU1kCaJHySmB7-VJjT_0E9c6FmzQizG_2C7vC_g5RUW2-pMCMMMyuLwk2CZVOC4aiGb88_tWx7iMd0W2gePUuDWw=s320" width="240" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEhS7Ev9MoYVN0nC6RyU3XiI7UX2myCwl74YnRYOgAVr6q7h3IfBuGep70G4JnKFRQDbF4njnEOzY4JtvT4K6TJH3rB9BPPJYaWbaXaKmoq3i0KGtmAo1VPg0kPppAI7qLl5gmoIKiKhBrq-9hjkcafHuivhOefghg39a1W8Y3Mqqsn16P1-JcebYyN_Vg=s960" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="960" data-original-width="720" height="320" src="https://blogger.googleusercontent.com/img/a/AVvXsEhS7Ev9MoYVN0nC6RyU3XiI7UX2myCwl74YnRYOgAVr6q7h3IfBuGep70G4JnKFRQDbF4njnEOzY4JtvT4K6TJH3rB9BPPJYaWbaXaKmoq3i0KGtmAo1VPg0kPppAI7qLl5gmoIKiKhBrq-9hjkcafHuivhOefghg39a1W8Y3Mqqsn16P1-JcebYyN_Vg=s320" width="240" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEg3azShOyEHRxeoMkd5z-r5--xbq9Y5vV_8IJz-WmdVuZ_RKv43zUHKAUXD_eSM3YmYdgpfrIfN8kN99Te7ht4acSNbYdidJCbuQb8D9fZG-08vYVvrWATYLC1ZOD7j_tcBC-V8HI2XJy9fIPxuwjHQ46-VJ0W4_R3WiOD92O12jOh1KdSNhqQuqiMLrA=s960" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="720" data-original-width="960" height="240" src="https://blogger.googleusercontent.com/img/a/AVvXsEg3azShOyEHRxeoMkd5z-r5--xbq9Y5vV_8IJz-WmdVuZ_RKv43zUHKAUXD_eSM3YmYdgpfrIfN8kN99Te7ht4acSNbYdidJCbuQb8D9fZG-08vYVvrWATYLC1ZOD7j_tcBC-V8HI2XJy9fIPxuwjHQ46-VJ0W4_R3WiOD92O12jOh1KdSNhqQuqiMLrA=s320" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEjp-nonfI0psriowyWHpJ8CEryZCB2mLM3gRIuJe71rTf9nubkLFheQykX0Kp0yflpHD19iHOtj_EZ0kV73fUIHMf_KDk1H93UY7nKoxHipXTq5it9Eez7a4kfcgtY42bt_deDsN6wPIG6tKvTOxSlRh_IAJrD_XI2RSDkIfmN5Pl1-juOjQF2CP5o-4g=s718" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="328" data-original-width="718" height="146" src="https://blogger.googleusercontent.com/img/a/AVvXsEjp-nonfI0psriowyWHpJ8CEryZCB2mLM3gRIuJe71rTf9nubkLFheQykX0Kp0yflpHD19iHOtj_EZ0kV73fUIHMf_KDk1H93UY7nKoxHipXTq5it9Eez7a4kfcgtY42bt_deDsN6wPIG6tKvTOxSlRh_IAJrD_XI2RSDkIfmN5Pl1-juOjQF2CP5o-4g=s320" width="320" /></a></div><br /><p><br /></p><p><br /></p>Oficina Literária Letras no Jardimhttp://www.blogger.com/profile/01173584178245181222noreply@blogger.com2tag:blogger.com,1999:blog-2003278892636923749.post-3986099143942421392021-06-13T13:33:00.000-07:002021-06-13T13:33:17.660-07:00Literatura Marginal<p><b> O que é literatura marginal?</b></p>Na literatura, o termo marginal designa obras e autores que de alguma maneira se afastam do cânone, podendo se referir à produção literária que circula fora do circuito comercial das grandes editoras, a textos que procuram se opor às principais tendências literárias e a trabalhos relacionados a grupos cuja identidade se define negativamente em relação à cultura dominante.<div><br /></div><div>O termo “literatura marginal” nasceu por volta dos anos 70, também conhecida como poesia marginal ou geração mimeógrafo, em função da repressão da ditadura militar. Como principal característica surgiu a quebra de padrões literários da época, que ia contra o modelo do mercado editorial, fugindo das formas comerciais de produção e circulação de literatura impostas pelas grandes editoras da época. Ressaltando que a década de 70 foi uma das mais opressoras para a intelectualidade do país (Brasil), onde a implementação do ato institucional número 5 (AI-5) repreendeu todo o tipo de liberdade de expressão.<br /><br />Um dos objetivos da Poesia Marginal era propor uma crítica aos conservadorismos da sociedade, incorporando à Literatura elementos e representações da violência diária nas grandes cidades. A expressão Geração Mimeógrafo, como ficou conhecida também a Poesia Marginal, estava ligada ao fato de que muitos poetas recorriam ao mimeógrafo para copiar seus livros em um processo artesanal e sem qualquer tipo de vínculo com editoras, que não se interessavam pela Literatura que subvertia os padrões convencionados para a arte. As poucas cópias eram vendidas para um público restrito, pessoas que frequentavam eventos como shows, exposições e bares ligados à contracultura.<div><br /></div>Na literatura, seus principais representantes foram os poetas Paulo Leminski, José Agripino de Paula, Waly Salomão, Francisco Alvim, Torquato Neto, Chacal, Cacaso e Ana Cristina Cesar. Na música, seus maiores representantes foram Sérgio Sampaio, Tom Zé, Jorge Mautner, Jards Macalé e Luiz Melodia, considerados marginais ou “malditos” por terem sido preteridos pelas grandes gravadoras da época. Após intensa produção cultural, o movimento foi se desfazendo: na Literatura, o último ato coletivo foi o lançamento da revista Navilouca, organizada por Torquato Neto e Waly Salomão entre os anos de 1972 e 1973.</div><div><br /></div><div><b><br /></b></div><div><b>Poesia Marginal</b></div><div><br /></div><b>Let's play that - Torquato Neto</b><br /><br />quando eu nasci<br />um anjo louco muito louco<br />veio ler a minha mão<br />não era um anjo barroco<br />era um anjo muito louco, torto<br />com asas de avião<br /><br />eis que esse anjo me disse<br />apertando minha mão<br />com um sorriso entre dentes<br />vai bicho desafinar<br />o coro dos contentes<br />vai bicho desafinar<br />o coro dos contentes<br />let's play that<br /><div><p align="LEFT" style="background-color: #fefefe; box-sizing: inherit; font-family: "Source Sans Pro", sans-serif; font-size: 22px; letter-spacing: 0.22px; line-height: 1.6; margin: 0px 0px 1rem; padding: 0px; text-rendering: optimizelegibility;"><br /></p><b>Assaltaram a gramática - Waly Salomão</b><br /><br />Assaltaram a gramática<br />Assassinaram a lógica<br />Meteram poesia<br />na bagunça do dia a dia<br />Sequestraram a fonética<br />Violentaram a métrica<br />Meteram poesia<br />onde devia e não devia<br />Lá vem o poeta<br />com sua coroa de louro,<br />Agrião, pimentão, boldo<br />O poeta é a pimenta<br />do planeta!<br />(Malagueta!)<br /><br /><br /><b>Acreditei que se amasse de novo - Ana Cristina Cesar<br /></b><br />esqueceria outros<br />pelo menos três ou quatro rostos que amei<br />Num delírio de arquivística<br />organizei a memória em alfabetos<br />como quem conta carneiros e amansa<br />no entanto flanco aberto não esqueço<br />e amo em ti os outros rostos<br /><br />Ana Cristina Cesar<div><br /></div><div>* ESCREVA PARA NÓS E ENVIE SUAS POESIAS PARA:</div><div>letrasnojardim@gmail.com</div><div><br /></div><div><br /></div><div><b>Fontes:</b></div>LITERATURA marginal. In: ENCICLOPÉDIA Itaú Cultural de Arte e Cultura Brasileiras. São Paulo: Itaú Cultural, 2021. Disponível em: <http://enciclopedia.itaucultural.org.br/termo14336/literatura-marginal>. Acesso em: 13 de Jun. 2021. Verbete da Enciclopédia.<br />ISBN: 978-85-7979-060-7</div><div><br /></div><div>https://homoliteratus.com/literatura-marginal-um-grito-para-o-mundo/</div><div><br /></div><div>https://www.portugues.com.br/literatura/poesia-marginal.html</div><div><br /></div><div>https://www.portugues.com.br/literatura/dez-poemas-geracao-mimeografo-ou-poesia-marginal.html</div>Oficina Literária Letras no Jardimhttp://www.blogger.com/profile/01173584178245181222noreply@blogger.com1tag:blogger.com,1999:blog-2003278892636923749.post-55694736184016297542021-04-04T16:19:00.006-07:002021-04-04T16:19:40.463-07:00Literatura brasileira Contemporânea<p> Iniciamos nosso estudo de 2021 com o assunto que iremos discutindo ao longo deste ano. O que é literatura brasileira contemporânea?</p><div style="font-family: sans-serif; font-size: 12.8px;"><div style="box-sizing: border-box; color: #212529; font-family: Nunito, Helvetica, Arial, sans-serif; font-size: 16px; line-height: 24px; text-align: justify;"><span style="box-sizing: border-box;">Faz parte da<span style="box-sizing: border-box; font-weight: bolder;"> literatura brasileira contemporânea</span> as obras do final do século XX e da primeira metade do século XXI, esse período é caracterizado por uma grande quantidade de tendências.</span></div><div style="box-sizing: border-box; color: #212529; font-family: Nunito, Helvetica, Arial, sans-serif; font-size: 16px; line-height: 24px; text-align: justify;"><br style="box-sizing: border-box;" /></div><div style="box-sizing: border-box; color: #212529; font-family: Nunito, Helvetica, Arial, sans-serif; font-size: 16px; line-height: 24px; text-align: justify;"><span style="box-sizing: border-box;">A literatura brasileira contemporânea compreende um <span style="box-sizing: border-box; font-weight: bolder;">grupo de características de distintas escolas literárias anteriores</span>, revelando assim, uma multiplicidade de tendências que irão inovar a poesia e a prosa do período.</span></div><div style="box-sizing: border-box; color: #212529; font-family: Nunito, Helvetica, Arial, sans-serif; font-size: 16px; line-height: 24px; text-align: justify;"><br style="box-sizing: border-box;" /></div><div style="box-sizing: border-box; color: #212529; font-family: Nunito, Helvetica, Arial, sans-serif; font-size: 16px; line-height: 24px; text-align: justify;"><span style="box-sizing: border-box;">Várias especificidades da literatura brasileira contemporânea estão associadas com o <span style="box-sizing: border-box; font-weight: bolder;">movimento modernista</span>, por exemplo, a ruptura com os valores tradicionais. Todavia, a identidade nesse período não é mais uma busca, sendo revelada através de uma crise existencial do homem pós-moderno.</span></div><div style="box-sizing: border-box; color: #212529; font-family: Nunito, Helvetica, Arial, sans-serif; font-size: 16px; line-height: 24px; text-align: justify;"><br style="box-sizing: border-box;" /></div><div style="box-sizing: border-box; color: #212529; font-family: Nunito, Helvetica, Arial, sans-serif; font-size: 16px; line-height: 24px; text-align: justify;"><span style="box-sizing: border-box;">A literatura brasileira contemporânea da primeira metade do século XXI está diretamente associada às tendências que foram criadas na segunda parte do século XX. <span style="box-sizing: border-box; font-weight: bolder;">Metalinguagem, experimentalismo formal, engajamento social, mistura de tendências estéticas são algumas marcas dos textos contemporâneos</span>.</span></div></div><div style="box-sizing: border-box; color: #212529; font-family: Nunito, Helvetica, Arial, sans-serif; font-size: 16px; line-height: 24px; text-align: justify;"><span style="box-sizing: border-box;"><br /></span></div><div style="box-sizing: border-box; color: #212529; font-family: Nunito, Helvetica, Arial, sans-serif; font-size: 16px; line-height: 24px; text-align: justify;"><span style="box-sizing: border-box;"><h2 style="border: none; box-sizing: border-box; color: #2e5574; font-size: 22px; line-height: 1.2em; margin: 0px; padding: 0px; text-align: left;"><span style="box-sizing: border-box;">Características da literatura brasileira contemporânea</span></h2><p style="border: none; box-sizing: border-box; line-height: 1.6em; margin: 0px; padding: 0px; text-align: left;"><br style="box-sizing: border-box;" /></p><div style="box-sizing: border-box;"><span style="box-sizing: border-box;">Veja a seguir as características principais da literatura brasileira contemporânea:</span></div><div style="box-sizing: border-box;"><br style="box-sizing: border-box;" /></div><div style="box-sizing: border-box;"><span style="box-sizing: border-box;">• Mistura de tendências estéticas (ecletismo);</span></div><div style="box-sizing: border-box;"><span style="box-sizing: border-box;">• Junção da arte erudita e da arte popular;</span></div><div style="box-sizing: border-box;"><span style="box-sizing: border-box;">• Prosa histórica, social e urbana;</span></div><div style="box-sizing: border-box;"><span style="box-sizing: border-box;">• Poesia intimista, visual e marginal;</span></div><div style="box-sizing: border-box;"><span style="box-sizing: border-box;">• Temas cotidianos e regionalistas;</span></div><div style="box-sizing: border-box;"><span style="box-sizing: border-box;">• Engajamento social e literatura marginal;</span></div><div style="box-sizing: border-box;"><span style="box-sizing: border-box;">• Experimentalismo formal;</span></div><div style="box-sizing: border-box;"><span style="box-sizing: border-box;">• Técnicas inovadoras (recursos gráficos, montagens, colagens, etc.);</span></div><div style="box-sizing: border-box;"><span style="box-sizing: border-box;">• Formas reduzidas (minicontos, mini crônicas, etc.);</span></div><div style="box-sizing: border-box;"><span style="box-sizing: border-box;">• Intertextualidade e metalinguagem.</span></div><div style="box-sizing: border-box;"><span style="box-sizing: border-box;"><h2 style="border: none; box-sizing: border-box; color: #2e5574; font-size: 22px; line-height: 1.2em; margin: 0px; padding: 0px; text-align: left;"><span style="box-sizing: border-box;">Autores da literatura brasileira contemporânea</span></h2><p style="border: none; box-sizing: border-box; line-height: 1.6em; margin: 0px; padding: 0px; text-align: left;"><br style="box-sizing: border-box;" /></p><div style="box-sizing: border-box;"><span style="box-sizing: border-box;">Conheça a seguir alguns dos autores da literatura brasileira contemporânea e suas obras:</span></div><div style="box-sizing: border-box;"><br style="box-sizing: border-box;" /></div><div style="box-sizing: border-box;"><span style="box-sizing: border-box;"><span style="box-sizing: border-box; font-weight: bolder;">Ariano Suassuna</span></span></div><div style="box-sizing: border-box;"><br style="box-sizing: border-box;" /></div><div style="box-sizing: border-box;"><span style="box-sizing: border-box;">Esse autor escreveu o “<span style="box-sizing: border-box; font-weight: bolder;">Auto da Compadecida</span>” (1955) e “O Romance d'A Pedra do Reino e o Príncipe do Sangue do Vai-e-Volta” (1971).</span></div><div style="box-sizing: border-box;"><br style="box-sizing: border-box;" /></div><div style="box-sizing: border-box;"><span style="box-sizing: border-box;"><span style="box-sizing: border-box; font-weight: bolder;">Antônio Callado</span></span></div><div style="box-sizing: border-box;"><br style="box-sizing: border-box;" /></div><div style="box-sizing: border-box;"><span style="box-sizing: border-box;">Antônio Callado foi autor dos romances “A Madona de Cedro” (1957) e “Quarup” (1967); e as obras de dramaturgia “<span style="box-sizing: border-box; font-weight: bolder;">O tesouro de Chica da Silva</span>” (1962) e “Forró no Engenho Cananeia” (1964).</span></div><div style="box-sizing: border-box;"><br style="box-sizing: border-box;" /></div><div style="box-sizing: border-box;"><span style="box-sizing: border-box;"><span style="box-sizing: border-box; font-weight: bolder;">Adélia Prado</span></span></div><div style="box-sizing: border-box;"><br style="box-sizing: border-box;" /></div><div style="box-sizing: border-box;"><span style="box-sizing: border-box;">Dentre as produções de Adélia Prado destacamos o livro de poesias “Bagagem” (1976) e o romance “O Homem da Mão Seca” (1994).</span></div><div style="box-sizing: border-box;"><br style="box-sizing: border-box;" /></div><div style="box-sizing: border-box;"><span style="box-sizing: border-box;"><span style="box-sizing: border-box; font-weight: bolder;">Cacaso</span> </span></div><div style="box-sizing: border-box;"><br style="box-sizing: border-box;" /></div><div style="box-sizing: border-box;"><span style="box-sizing: border-box;">Esse autor foi responsável pelos livros de poesias “Na corda bamba” (1978) e "Mar de Mineiro" (1982).</span></div><div style="box-sizing: border-box;"><br style="box-sizing: border-box;" /></div><div style="box-sizing: border-box;"><span style="box-sizing: border-box;"><span style="box-sizing: border-box; font-weight: bolder;">Caio Fernando Abreu</span></span></div><div style="box-sizing: border-box;"><br style="box-sizing: border-box;" /></div><div style="box-sizing: border-box;"><span style="box-sizing: border-box;">Esse autor produziu contos, romances, novelas e obras de dramaturgia, das quais se destacam: o livro de contos “Morangos Mofados” (1982) e o romance “Onde Andará Dulce Veiga?” (1990).</span></div><div style="box-sizing: border-box;"><br style="box-sizing: border-box;" /></div><div style="box-sizing: border-box;"><span style="box-sizing: border-box;"><span style="box-sizing: border-box; font-weight: bolder;">Carlos Heitor Cony</span></span></div><div style="box-sizing: border-box;"><br style="box-sizing: border-box;" /></div><div style="box-sizing: border-box;"><span style="box-sizing: border-box;">Carlos Cony produziu contos, crônicas, romances, ensaios, obras infanto-juvenis, roteiros de cinema, telenovelas, documentários, dentre outras obras. Dentre duas obras podemos destacar os romances “Pessach: a travessia” (1975) e “Quase Memória” (1995).</span></div><div style="box-sizing: border-box;"><br style="box-sizing: border-box;" /></div><div style="box-sizing: border-box;"><span style="box-sizing: border-box;"><span style="box-sizing: border-box; font-weight: bolder;">Cora Coralina</span></span></div><div style="box-sizing: border-box;"><br style="box-sizing: border-box;" /></div><div style="box-sizing: border-box;"><span style="box-sizing: border-box;">As principais obras de Cora Coralina foram o livro de poesias “<span style="box-sizing: border-box; font-weight: bolder;">Poemas dos Becos de Goiás e estórias mais</span>” (1965) e o livro de contos “Estórias da Casa Velha da Ponte” (1985).</span></div><div style="box-sizing: border-box;"><br style="box-sizing: border-box;" /></div><div style="box-sizing: border-box;"><span style="box-sizing: border-box;"><span style="box-sizing: border-box; font-weight: bolder;">Dalton Trevisan</span></span></div><div style="box-sizing: border-box;"><br style="box-sizing: border-box;" /></div><div style="box-sizing: border-box;"><span style="box-sizing: border-box;">Dalton escreveu o livro de contos “O Vampiro de Curitiba” (1965) e a recente obra de minicontos denominada “111 Ais” (2000).</span></div><div style="box-sizing: border-box;"><br style="box-sizing: border-box;" /></div><div style="box-sizing: border-box;"><span style="box-sizing: border-box;"><span style="box-sizing: border-box; font-weight: bolder;">Lya Luft</span></span></div><div style="box-sizing: border-box;"><br style="box-sizing: border-box;" /></div><div style="box-sizing: border-box;"><span style="box-sizing: border-box;">Lya tem um grande número de obras literárias desde romances, poesias, contos, ensaios e livros infantis das quais podemos destacar: “Canções de Limiar” (1964) e “Perdas e Ganhos” (2003).</span></div><div style="box-sizing: border-box;"><br style="box-sizing: border-box;" /></div><div style="box-sizing: border-box;"><span style="box-sizing: border-box;"><span style="box-sizing: border-box; font-weight: bolder;">Millôr Fernandes</span></span></div><div style="box-sizing: border-box;"><br style="box-sizing: border-box;" /></div><div style="box-sizing: border-box;"><span style="box-sizing: border-box;">As obras desse autor repletas de ironia, humor e sarcasmo, da qual se destaca: “Hai-Kais” (1968), “Millôr Definitivo: A Bíblia do Caos” (1994) e “A Entrevista” (2011).</span></div><div style="box-sizing: border-box;"><br style="box-sizing: border-box;" /></div><div style="box-sizing: border-box;"><span style="box-sizing: border-box;"><span style="box-sizing: border-box; font-weight: bolder;">Murilo Rubião</span></span></div><div style="box-sizing: border-box;"><br style="box-sizing: border-box;" /></div><div style="box-sizing: border-box;"><span style="box-sizing: border-box;">Murilo Rubião produziu os livros “O ex-mágico” (1947), “O pirotécnico Zacarias” (1974) e “O Convidado” (1974).</span></div><div style="box-sizing: border-box;"><br style="box-sizing: border-box;" /></div><div style="box-sizing: border-box;"><span style="box-sizing: border-box;"><span style="box-sizing: border-box; font-weight: bolder;">Nélida Pinõn</span></span></div><div style="box-sizing: border-box;"><br style="box-sizing: border-box;" /></div><div style="box-sizing: border-box;"><span style="box-sizing: border-box;">Nélida escreveu várias obras das quais podemos citar o romance “A casa da paixão” (1977) e o livro de contos “O pão de cada dia: fragmentos” (1994).</span></div><div style="box-sizing: border-box;"><br style="box-sizing: border-box;" /></div><div style="box-sizing: border-box;"><span style="box-sizing: border-box;"><span style="box-sizing: border-box; font-weight: bolder;">Paulo Leminski</span></span></div><div style="box-sizing: border-box;"><br style="box-sizing: border-box;" /></div><div style="box-sizing: border-box;"><span style="box-sizing: border-box;">Das obras de Paulo, merecem destaque o livro de poesia “Distraídos Venceremos” (1987) e o romance “Agora é que são elas” (1984).</span></div><div style="box-sizing: border-box;"><br style="box-sizing: border-box;" /></div><div style="box-sizing: border-box;"><span style="box-sizing: border-box;"><span style="box-sizing: border-box; font-weight: bolder;">Rubem Braga</span></span></div><div style="box-sizing: border-box;"><br style="box-sizing: border-box;" /></div><div style="box-sizing: border-box;"><span style="box-sizing: border-box;">Dentre as obras de Rubem Braga destacam-se “Crônicas do Espírito Santo” (1984) e “O Verão e as Mulheres” (1990).</span></div><div style="box-sizing: border-box;"><br style="box-sizing: border-box;" /></div><div style="box-sizing: border-box;"><span style="box-sizing: border-box;"><span style="box-sizing: border-box; font-weight: bolder;">Ferreira Gullar</span></span></div><div style="box-sizing: border-box;"><br style="box-sizing: border-box;" /></div><div style="box-sizing: border-box;"><span style="box-sizing: border-box;">Dentre os principais livros de Ferreira Gullar destacamos o “<span style="box-sizing: border-box; font-weight: bolder;">Poema Sujo</span>” (1976) e “Em Alguma Parte Alguma” (2010). A obra mais conhecida desse autor é a “Teoria do não-objeto” (1959).</span></div></span></div></span></div>Oficina Literária Letras no Jardimhttp://www.blogger.com/profile/01173584178245181222noreply@blogger.com2tag:blogger.com,1999:blog-2003278892636923749.post-82882536239687346072020-12-16T14:17:00.005-08:002020-12-16T14:17:31.409-08:00Poesia Bucólica<p>Finalizando nossos estudos literários e de criação literária do ano de 2020, apresentamos a poesia bucólica. O que vem a ser?</p><p>O poema bucólico é aquele que está repleto de ingenuidade, ausente de malícia. A maioria dos temas trazem à tona a vida campestre ou pastoril. O caráter dos costumes rurais, a dimensão poética da paisagem, o que também pode ser encontrado no Romance Pastoril. Neste gênero existem dois temas centrais: a idealização da natureza e o amor como tema principal.</p><p>O Arcadismo foi um movimento literário do século XVIII que tinha como tema nos seus escritos descrições bucólicas da natureza.</p><p>Alguns exemplos de poemas dessa época são:</p><b>Cláudio Manuel da Costa</b><br /><br /><b>XCVIII</b><br /><br />Destes penhascos fez a natureza<br />O berço em que nasci: oh! quem cuidara<br />Que entre penhas tão duras se criara<br />Uma alma terna, um peito sem dureza!<br /><br />Amor, que vence os tigres, por empresa<br />Tomou logo render-me; ele declara<br />Contra o meu coração guerra tão rara,<br />Que não me foi bastante a fortaleza.<br /><br />Por mais que eu mesmo conhecesse o dano,<br />A que dava ocasião minha brandura,<br />Nunca pude fugir ao cego engano:<br /><br />Vós, que ostentais a condição mais dura,<br />Temei, penhas, temeis, que Amor tirano,<br />Onde há mais resistência, mais se apura.<div><br /></div><br /><br /><b>Tomás Antônio Gonzaga</b><br /><br /><b>Lira I</b><br /><br />Eu, Marília, não sou algum vaqueiro,<br />Que viva de guardar alheio gado;<br />De tosco trato, de expressões grosseiro,<br />Dos frios gelos, e dos sóis queimado.<br />Tenho próprio casal, e nele assisto;<br />Dá-me vinho, legume, fruta, azeite;<br />Das brancas ovelhinhas tiro o leite,<br />E mais as finas lãs, de que me visto.<br />Graças, Marília bela,<br />Graças à minha Estrela!<br /><br />Eu vi o meu semblante numa fonte,<br />Dos anos inda não está cortado:<br />Os pastores, que habitam este monte,<br />Respeitam o poder do meu cajado.<br />Com tal destreza toco a sanfoninha,<br />Que inveja até me tem o próprio Alceste:<br />Ao som dela concerto a voz celeste;<br />Nem canto letra, que não seja minha,<br />Graças, Marília bela,<br />Graças à minha Estrela!<br /><br />Mas tendo tantos dotes da ventura,<br />Só apreço lhes dou, gentil Pastora,<br />Depois que teu afeto me segura,<br />Que queres do que tenho ser senhora.<br />É bom, minha Marília, é bom ser dono<br />De um rebanho, que cubra monte, e prado;<br />Porém, gentil Pastora, o teu agrado<br />Vale mais q’um rebanho, e mais q’um trono.<br />Graças, Marília bela,<br />Graças à minha Estrela!<br />[...]<br /><div><br /></div><div>E hoje? Estamos no século XXI</div><div>Autores que merecem destaque e escreveram com a temática da natureza:</div><div><br /></div><b>As Vinhas da Ira</b><br />Publicada em 1939 pelo norte-americano Johan Steinbeck, As vinhas da ira é narrado durante a Grande Depressão dos Estados Unidos na década de 1930. A história contada é a da família Joad, que parte de suas terras em busca de trabalho nos pomares, algodoais e vinhedos da Califórnia. Além do livro, clássico, a adaptação do livro para o cinema se tornou famosa sob a direção de John Ford.<br /><div><br /></div><b>Orgulho e preconceito</b><br />Orgulho e Preconceito foi escrito por Jane Austen, famosa escritora inglesa que nasceu em 1775 no interior do país. O romance foi publicado em 1813 e se passa no final do século XVIII. Seu enredo gira em torno de Elizabeth Bennet, jovem de vinte anos que vivia com sua família em um ambiente rural da Inglaterra, e do seu romance com o jovem Darcy. A obra foi adaptada ao cinema e lançado em 2006 no Brasil sob o mesmo título do livro.<div><br /></div><b>Anne of Green Gables</b><br />Considerado uma obra juvenil, Anne of Green Gables foi publicado em 1908. A história fala sobre a vida de Anne Shirley, uma menina órfã de 11 anos enviada para crescer em uma fazenda. O romance da escritora Canadense L.M Montgomery é considerado um clássico e também foi adaptado para o cinema.<div><br /></div><b>Auto da compadecida</b><br />A peça teatral de Ariano Suassuna se passa no Nordeste brasileiro e conta as aventuras da dupla João Grilo e Chicó. Escrita em 1955, é recheada de bom humor e da cultura local. Um filme adaptado da peça foi lançado 2000 é um dos maiores sucessos do cinema brasileiro.<div><br /></div><div>E você leitor (a), teria um texto bucólico em prosa ou verso que gostaria de compartilhar conosco? Escreva para:</div><div>letrasnojardim@gmail.com</div><div><br /></div><div><br /></div><div>Referências:</div>GALO, Manuel da Silva. Bucolismo.<br /><div>JUNIOR, Benjamin Abdala Org. Antologia de Poesia Brasileira - Realismo e Parnasianismo. Atica, 2020.</div>Oficina Literária Letras no Jardimhttp://www.blogger.com/profile/01173584178245181222noreply@blogger.com0tag:blogger.com,1999:blog-2003278892636923749.post-13793671213528780232020-11-20T09:59:00.001-08:002020-11-20T10:04:19.109-08:00Drama e Palco<p> Continuando com nossas atividades de Criação Literária deste mês, iniciaremos nosso estudo de Drama e Palco.</p><p>O que é Drama? Lembrando que como escritores temos que preparar o texto para o (a) diretor (a) de teatro. Nós somos os escritores roteiristas que criamos e adaptamos textos para o teatro. </p>O drama tem a sua origem no Séc. V a.C., na Grécia, onde aparecem as relações entre os personagens, com seus conflitos, e sem a necessidade de interferência do narrador para que a ação dramática seja compreendida pelo público. Os personagens nesse período são autonarrativos em seus diálogos e atitudes. A poética aristotélica classifica o drama como categoria literária, ao lado do lírico e do épico. As tragédias gregas são exemplos de dramas que chegam, ainda hoje, com toda a sua dramaticidade, por sobreposições de conflitos.<div><br /></div>O termo é também encontrado no cinema, na televisão, no rádio, significando um texto ficcional, peça teatral ou filme de caráter "sério", não cômico, que apresenta um desenvolvimento de fatos e circunstâncias compatíveis com os da vida real.<br /><br />Na vida cotidiana, um conjunto de acontecimentos complicados, difíceis ou tumultuosos pode ser um drama, assim como um acontecimento que causa dano, sofrimento, dor. Mas estes são apenas alguns dos significados mais conhecidos.<br /><div><br /></div>Elementos como personagens, diálogos e ação (referida esta ao conflito ou colisão de forças quer externas, quer internas às personagens) são, nessa conformidade, os elementos básicos de um universo ficcional que, diferentemente do narrativo, é composto para ser representado em palco. Por razões que se prendem com essa vocacionalidade cênica e com as normais expectativas de um público quanto ao tempo de duração de um espetáculo, a ação é geralmente mais concentrada (do que numa narrativa), o que não implica forçosamente a aceitação da "regra" das três unidades (de ação, tempo e lugar), lei esta supostamente aristotélica, mas de fato de fabricação renascentista, e dominante sobretudo na composição do drama neoclássico.<div><br /></div><div>O drama envolve questões de uma história recorrente sobre a vida ou situação dos personagens da retratação ou adaptação artística. Geralmente caracterizado por tons melancólicos e realistas, abrange pontos da vida e a filosofia do cotidiano de um certo contexto vivido pelos personagens de tal retratação. Já de maneira mais viral, do cotidiano e fora do ramo profissionalmente artístico, é a forma ou ato de uma expressão exagerada de um indivíduo ou situação, no qual a pessoa que o faz, está atrás de conscientização e sentimento de compreensão do outro indivíduo.<br /><div><br /></div><div>O que deve existir em um texto dramático é:</div><a href="https://www.dicionarioinformal.com.br/cat%C3%A1strofe/"> </a>catástrofe, calamidade, cataclismo, desastre, desgraça, drama, tragédia, sofrimento, aflição, dolência, dor, mágoa, mortificação, padecimento, provação, suplício, infortúnio, teatro, gênero, angústia, melancolia, emoção, expressão, sentimento.</div><div><br /></div><div><b>Exemplo de texto para teatro - drama</b></div><div><div class="separator" style="clear: both; text-align: center;"><br /></div><div>PRIMEIRO ATO (Trecho SAMUEL BECKETT - ESPERANDO GODOT)</div><div>Caminha em um descampado, com árvore.</div><div><br /></div><div>Entardecer.</div><div>ESTRAGON, sentado no chão, trata de descalçar-se com ambas as mãos. Detem-se e, esgotado; descansa, ofegando; volta a começar.</div><div>Do mesmo modo. Entra VLADIMIR</div><div>ESTRAGON. (Renunciando novamente.) - Não há nada a fazer.</div><div>VLADIMIR. (Aproximando-se de passos curtos e rígidos, separadas as pernas.) - Começo a acreditá-lo. (Fica imóvel) Durante muito tempo resisti a acreditá-lo, dizendo-me — “VLADIMIR, seja razoável; ainda não tentou tudo.” E reemprendia a luta. (Reconcentra-se, pensando na luta. Ao ESTRAGON) Assim que outra vez aí?</div><div>ESTRAGON. - Te pareces?</div><div>VLADIMIR. - Me alegra voltar a ver-te. Acreditava que te foras para sempre.</div><div>ESTRAGON. - E eu.</div><div>VLADIMIR. - Como celebraremos este encontro? (Reflete) Vens que te beijo. (Estende a mão ao ESTRAGON)</div><div>ESTRAGON. (Irritado) - Logo, logo.</div><div><div>(SILÊNCIO)</div><div>VLADIMIR. (Molesto, friamente) - Pode saber-se onde passou a noite o senhor?</div><div>ESTRAGON. - Na sarjeta</div><div>VLADIMIR. (Surpreso) - Onde?</div><div>ESTRAGON. (Imutável.) - Por aí.</div><div>VLADIMIR. - E não te sacudiram?</div><div>ESTRAGON. - Sim..., não muito.</div><div>VLADIMIR. - Os de sempre?</div><div>ESTRAGON. - Os de sempre? Não sei.</div></div><br />Lembrar que deve ser inserida a descrição do palco ou ambiente para o diretor saber dirigir a peça.</div><div><br /></div><b>Outros nomes de alguns textos dramáticos bastante conhecidos:</b><br />O Auto da Compadecida (Ariano Suassuna)<br />Navalha na carne (Plínio Marcos)<br />Os ossos do Barão (Jorge de Andrade)<br />Vestido de Noiva (Nelson Rodrigues)<br />Romeu e Julieta (William Shakespeare)<br />A Importância de Ser Earnest (Oscar Wilde)<br />Esperando Godot (Samuel Beckett)<br /><br />Normalmente o cenógrafo trabalha junto com o dramaturgista para criar o palco. Mas, geralmente o próprio escritor elabora o ambiente em que a peça é encenada.<div><br /></div><div>Caro leitor, será que se anima a escrever um texto para nós?</div><div>Escreva para letrasnojardim@gmail.com<br /><br /><div><div><span style="color: #5e5e5e; font-family: roboto;"><span style="-webkit-font-smoothing: antialiased; -webkit-tap-highlight-color: transparent !important; background-color: white; box-sizing: border-box; font-size: 15px; outline-color: initial; outline-style: initial; text-align: justify;"><br /></span></span></div><div><br /></div>VASCONCELOS, Luiz Paulo da Silva. Dicionário de teatro. Porto Alegre: L&PM, 2001.</div><div><div>BECKETT, Samuel. Esperando Godot.</div></div></div>Oficina Literária Letras no Jardimhttp://www.blogger.com/profile/01173584178245181222noreply@blogger.com0tag:blogger.com,1999:blog-2003278892636923749.post-29894719606541953762020-10-03T15:17:00.000-07:002020-10-03T15:17:05.584-07:00Poesias de cordel<p>Continuando com nossa programação para o mês de Outubro, começamos a poesia de cordel, que é um gênero literário feito em versos com métrica e rima e caracterizado pela oralidade e por uma linguagem informal. Também chamada de literatura popular em verso, essa tradição se popularizou no final do século XIX, quando tais poesias passaram a ser impressas em folhetos e vendidas em feiras.</p>O nome “cordel” faz referência às cordas onde os folhetos ficavam expostos. Seu formato foi inspirado nos cordéis lusitanos, trazidos ao Brasil pelos colonizadores portugueses. Os temas das poesias de cordel trazem elementos da realidade sertaneja, tratam das questões sociais e políticas e também servem como fonte de informação para o povo nordestino.<div><br /></div><br /><b>O que é Cordel?</b><br /><br />Cordel são folhetos contendo poemas populares, expostos para venda pendurados em cordas ou cordéis, o que deu origem ao nome. Os poemas de cordel são escritos em forma de rima e alguns são ilustrados.<br />Os autores, ou cordelistas, recitam esses versos de forma melodiosa e cadenciada, acompanhados de viola, como também fazem leituras ou declamações muito empolgadas e animadas para conquistar os possíveis compradores.<div><br /></div><div><b><i>Cordel também é a divulgação da arte, das tradições populares e dos autores locais e é de inestimável importância na manutenção das identidades locais e das tradições literárias regionais, contribuindo para a perpetuação do folclore brasileiro.</i></b><br /><br /><div><b>Características da literatura de cordel</b></div><div>Os poemas falados e escritos em folhetos pelos cordelistas, têm como principais características:<br />- Relato de temas populares;<br />- Utilização de linguagem informal (coloquial);<br />- Utilização de métricas e rimas;<br />- Oralidade e musicalidade;<br />- Utilização de humor, ironia e sarcasmo;<br />- Retratam os costumes locais.<br /><div><br /></div><br /><b>Repente e literatura de cordel</b><br />O repente e a literatura de cordel são expressões populares nordestinas que compartilham de algumas semelhanças, porém diferem na maneira como são elaborados. Na literatura de cordel, as poesias são escritas em folhetos e costumam também ser faladas. São elaboradas pelos cordelistas individualmente, que trabalham em seu texto até que o mesmo esteja pronto para ser apresentado ao público.<br /><br />O repente também são criações em verso, mas são apresentadas essencialmente de maneira oral elaboradas de forma improvisada pelos repentistas. Os versos de repente costumam ser falados e cantados ao som de um violão.</div></div><div><br /></div>Hoje, a literatura de cordel é reconhecida como patrimônio cultural imaterial, tendo até mesmo uma <b><a href="http://www.ablc.com.br/">Academia Brasileira de Literatura de Cordel.</a></b><div><div><b><br /></b></div>Além do Nordeste, atualmente a literatura de cordel pode ser encontrada no Rio de Janeiro, Minas Gerais e São Paulo. Ela pode ser adquirida em feiras culturais, casas de cultura, livrarias e nas apresentações dos cordelistas. Também pode ser encontrada na internet. Apesar do avanço da tecnologia, a literatura de cordel é escrita e divulgada nas redes sociais pelos seus criadores.<br /><br /></div><br /><b>Parcela ou Verso de quatro sílabas</b><br /><br />A parcela ou verso de quatro sílabas é o mais curto conhecido na literatura de cordel. A própria palavra não pode ser longa do contrário ela sozinha ultrapassaria os limites da métrica e o verso sairia de pé quebrado. A literatura de cordel por ser lida e ou cantada é muito exigente com questão da métrica. Vejamos uma estrofe de versos de quatro sílabas, ou parcela.<br /><br /><br />Eu sou ju<b>de</b>u<br />para o du<b>e</b>lo<br />cantar mar<b>te</b>lo<br />queria <b>e</b>u<br />o pau ba<b>te</b>u<br />subiu po<b>e</b>ira<br />aqui na <b>fe</b>ira<br />não fica <b>ge</b>nte<br />queimo a se<b>me</b>nte<br />da bana<b>ne</b>ira.<div><br /></div><div>Você se anima a enviar sua poesia com esta métrica?</div><div>Escreva para nós:</div><div>letrasnojardim@gmail.com</div><div><br /></div><div><br /></div><div><br /></div><div>Referências:</div><div>Academia Brasileira de Literatura de Cordel</div><div>http://www.ablc.com.br/o-cordel/metricas-2/ visitada em 03/10/2020</div>Verucci Domingos de Almeida (2012). <a href="https://web.archive.org/web/20140818033208/http://literatura.uol.com.br/literatura/figuras-linguagem/45/artigo273522-1.asp">«Afinal, o que é literatura de cordel? - parte 1»</a>. <a href="https://pt.wikipedia.org/wiki/Editora_Escala">Editora Escala</a>. Conhecimento Prático Literatura (54) <div><a href="https://blogs.ne10.uol.com.br/jamildo/2006/07/30/o-cordel-no-seculo-xxi-maria-alice-amorim/">O cordel no século XXI / Maria Alice Amorim</a></div>Oficina Literária Letras no Jardimhttp://www.blogger.com/profile/01173584178245181222noreply@blogger.com0tag:blogger.com,1999:blog-2003278892636923749.post-64958094479728254632020-09-13T13:38:00.005-07:002020-09-13T13:44:49.003-07:00José Lins do Rego e o regionalismo<b>José Lins do Rego Cavalcanti</b> foi um escritor brasileiro que, ao lado de Graciliano Ramos, Érico Veríssimo, Rachel de Queiroz e Jorge Amado, figura como um dos romancistas regionalistas mais prestigiosos da literatura nacional. Segundo Otto Maria Carpeaux, José Lins era "o último contador de histórias." Porém, hoje existem Academias de Contadores de Histórias e escritores que se destacam como escritores e contadores de histórias como Mia Couto, a Academia Brasileira de Contadores de Histórias, Ana Esther Pithan, Inês Carmelita Lohn, Milka Plaza, José Reginaldo Galão, entre outros.José Lins do Rego (José Lins do Rego Cavalcanti) foi romancista e jornalista. Nasceu no Engenho Corredor, Pilar, PB, em 3 de junho de 1901, e faleceu no Rio de Janeiro, RJ, em 12 de setembro de 1957. Romancista da decadência dos senhores de engenho, sua obra baseia-se em memórias e reminiscências. Seus romances levantam todo um sistema econômico de origem patriarcal, com o trabalho semiescravo do eito, ao lado de outro aspecto importante da vida nordestina, ou seja, o cangaço e o misticismo. O autor desejaria que a sua obra romanesca fosse dividida: “Ciclo da cana-de-açúcar”: Menino de engenho, Doidinho, Banguê, Fogo morto e Usina; “Ciclo do cangaço, misticismo e seca”: Pedra Bonita e Cangaceiros; “Obras independentes”: a) com ligações nos dois ciclos: O moleque Ricardo, Pureza e Riacho Doce; b) desligadas dos ciclos: Água-mãe e Eurídice.<div><br /></div><br /><h2 style="text-align: left;">Fogo Morto</h2>Fogo Morto (1943) é o décimo romance de José Lins do Rego e foi considerado pela crítica desde o princípio como uma obra-prima. O texto gira em torno de três personagens – José Amaro, Luís César de Holanda Chacon e o capitão Vitorino Carneiro da Cunha (maior personagem não só do livro, como de toda a obra de Lins do Rego). É um romance essencialmente triste e com uma presença forte de loucura (uma das obsessões do autor, asim como morte e sexo. A história se desenrola em torno do engenho de Santa Fé.<div><br /></div><div>TRECHO 1<br />“Já devia ser bem tarde e havia deixado a filha doente com a mulher acabrunhada. Era a sua mulher Sinhá a única culpada. Que podia ele fazer com uma filha que nada tinha dele, que era um outro ser, sem coragem para vencer todos os medos? Ele não tinha medo de ninguém. Marchava devagar. As suas alpercatas batiam alto no calcanhar. Estava só naquele mundo, sem uma pessoa, sem um ente vivo. Viu a luz da casa das velhas do seu Lucindo como um farol vermelho na luz branca da lua. Aproximou-se mais e ouviu choro de gente. O que seria aquilo? Pensou em entrar no atalho que dava para a casa. E estava pensando em procurar saber o que podia ser aquele choro, quando um canto de reza subiu ao ar. Era quarto de defunto. Entrou no atalho e se foi chegando para a casa que se escondia atrás de um juazeiro enorme. Só podia haver muita gente dentro da casa para dar aquele volume enorme de canto de morte. E quando ele se chegou na janela e botou a cabeça para olhar o povo rezando, um grito estourou como uma bomba. – É ele, é o lobisomem.”<br /><br /><br />COMENTÁRIO<br />Essa cena mostra um dos motivos da aflição do personagem José Amaro: ser tachado de lobisomem pela população. O mestre é confundido com uma criatura maléfica e sobrenatural, quando, na verdade, só ganhou o aspecto de uma besta em razão de seu trabalho, que o esgota fisicamente.<br /><div><br /></div><div>---------------------------------------------------------------</div></div><div><b>O que é o Regionalismo?</b></div>Regionalismo é uma corrente literária. No Brasil, está associada ao movimento do romantismo. Devido ao fato de a povoação do Brasil ter ocorrido em regiões distintas e distantes entre si (litoral nordestino, litoral fluminense e interior mineiro, por exemplo), o traço cultural de cada região influenciou o próprio desenvolvimento idiomático do português, ao longo da história. Em outras palavras, em cada região brasileira a língua portuguesa sofreu diferentes influências culturais, e por isto incorporou diferentes formas de expressão, o que aos poucos deu origem a diferentes dialetos. Cabe esclarecer que, por regionalismo, entende-se a literatura que põe o seu foco em determinada região do Brasil, visando retratá-la, de maneira mais superficial ou mais profunda. Os primeiros autores do gênero não focalizavam propriamente uma região, no sentido geográfico, não visavam mostrar a vida no sertão do Nordeste, ou de São Paulo ou do Rio Grande do Sul....<div><br /></div><div>Que história regionalista você conhece? Envie um conto ou poesia regionalista para:</div><div>letrasnojardim@gmail.com</div><div><br /> <div><br /></div><div><div><div>Referências:</div><div>Guia do estudante</div></div>BOSI, Alfredo (1994). História concisa da Literatura Brasileira 42 ed. São Paulo: Cultrix<br /><div><br /></div></div></div>Oficina Literária Letras no Jardimhttp://www.blogger.com/profile/01173584178245181222noreply@blogger.com0tag:blogger.com,1999:blog-2003278892636923749.post-60409974519658224942020-09-06T13:40:00.005-07:002020-09-06T13:40:34.665-07:00O Romance Moderno<p>Começamos o mês de Setembro com novo assunto. Seguindo nossa programação para 2020, o tema é o Romance Moderno.</p><br />Herdeiro direto da estrutura narrativa da epopeia clássica, o romance emerge – como o concebemos hoje – entre meados do século XVI e início do século XVII, especialmente na Espanha, expandindo-se em seguida pela Inglaterra, França e Alemanha. Já no século XVIII, o romance havia se transformado na mais popular de todas as formas literárias.<br />Em relação à epopeia, o romance traz importantes novidades:<br />- A metrificação (verso) é abandonada e a prosa de tom relativamente coloquial torna-se uma característica da linguagem narrativa.<br />- Por se estruturar a partir da dissolução da epopeia clássica e do declínio das novelas pastoris, galantes e de cavalaria da Idade Média, o romance emerge sem regras fixas ou modelos a serem obedecidos. Por isso, por não ter uma passado a guardar, ele se tornou a mais aberta de todas as formas literárias.<br />- Os personagens centrais – os heróis – deixam de ser o aristocrata guerreiro ou o grande homem de aventuras e conquistas, com os seus rígido códigos de honra e seus valores típicos da nobreza. Ao contrário, o que temos agora são homens comuns, normalmente de origem burguesa ou plebeia, e que vivem dramas corriqueiros. Suas ações já não lhes proporcionam fama e poder, mas giram em torno de fatos relativamente insignificantes: complicações sentimentais, sociais e financeiras, comuns a maioria das pessoas.<br />Os romances representam – já no século XVIII e XIX, mas particularmente no século XX – um verdadeiro mergulho no cotidiano, como podemos constatar em Moll Flandres, de Defoe, em Germinal, de Zola, ou em Os ratos, de Dyonélio Machado. Nesta última obra, aliás, toda a trama é concentrada na questão do pagamento de uma conta de leite, que o protagonista precisa saldar em vinte e quatro horas.<br />- Os personagens do romance já não são personalidades inteiriças e perfeitas. Agora a interioridade se dissocia da aventura e a alma fica fraturada entre os desejos íntimos e a realidade quase sempre hostil. Por viverem tal dualidade, os protagonistas apresentam uma complexidade maior. Portanto, a sondagem interior, mais tarde conhecida como análise psicológica, nasce com o romance.<br />- Os conflitos que embasam a epopeia clássica colocam em oposição apenas os personagens e a realidade exterior. No romance, ao inverso, ocorrem também dentro dos próprios protagonistas. É o chamado conflito interior. Isso não impede o choque dos indivíduos com o mundo, expressos sobretudo na lua dos mesmos contra as normas e os preconceitos sociais.<br />- Este último confronto torna-se clássico no romance: um indivíduo com valores autênticos tenta impô-los à realidade. Sede de amor, de justiça e de dignidade humana impelem-no ao desejo de mudança de um mundo, geralmente insensível e injusto. No entanto, o resultado desse esforço é, no mais das vezes, o fracasso. Desamparado, o personagem ou adere à ordem opressiva ou sucumbe à desilusão, à loucura e até à morte. Por isso, inúmeros romances se apresentam como um verdadeiro inventário de ilusões perdidas.<br />- Contudo, em muitas obras do gênero, há um triunfo do herói comum, seja pela realização de seus afetos ou de seus ideais, seja pela satisfação de suas exigências de escalada social, às vezes alcançada graças à sua esperteza e à sua flexibilidade ética.<br /><br />- Estas diferenças entre a epopeia e seu mais ilustre descendente levaram o filósofo alemão Hegel, nos primórdios do século XIX, a cunhar a célebre afirmação: “O romance é a epopeia de um mundo sem deuses”, ou seja, o romance é a epopeia do cotidiano.<br />A busca da verossimilhança<br />Desde o seu início, o romance apresenta, em maior ou menor escala, uma forte índole realista pois os escritores buscaram elaborar uma síntese entre os dois elementos fundamentais do gênero:<br />- Personagens fictícios que vivem acontecimentos imaginários.<br />- O contexto histórico e as circunstâncias reais (costumes, espaço físico-geográfico, vida cotidiana, etc.) em que esses personagens se movimentam.<br />Dar ao leitor a impressão de que o enredo é um reflexo da realidade, fornecendo-lhe uma sólida e consistente descrição de múltiplos aspectos da existência humana, constitui o objetivo da expressiva maioria dos romancistas. No prólogo do ciclo de relatos que constituem A comédia humana (1830-1850), Balzac define sua tarefa como uma espécie de historiador do cotidiano:<br />Ao fazer o inventário de vícios e virtudes, ao reunir os principais feitos das paixões, pintar os caracteres, eleger os principais acontecimentos da sociedade, compor tipos mediante a fusão de vários traços de caráter, quem sabe eu poderia chegar a escrever essa história esquecida pelos historiadores, a história dos costumes.<div><br /></div><div><br /></div><b>Características do romance</b><br /><br />O romance pertence ao gênero narrativo da literatura, pois apresenta uma sequência de fatos interligados que ocorrem ao longo de certo tempo. A marca principal desse tipo de texto é a relação temporal que se estabelece entre os fatos, mesmo que não sejam narrados na sequência temporal em que ocorreram, é sempre possível reconstituir essa sequência.<br /><br /><b>Um romance apresenta quatro elementos em sua estrutura: narrador, personagem, enredo e tempo.</b><br /><b>Narrador</b> – aquele que conta o que aconteceu na história. Ele faz parte da narrativa, é um elemento da estrutura, não devendo ser confundido com o autor. O narrador pode ser uma das personagens e relacionar-se com outras. Nesse caso é um narrador em primeira pessoa.<br /><b>Personagens</b> – são os elementos do texto que praticam as ações e provocam o desenvolvimento da história. São representações fictícias de seres humanos, que podem ser descritos do ponto de vista físico e psicológico. A personagem principal de um romance é chamada de protagonista.<br /><b>Enredo</b> – é o nome que se dá à sequência dos fatos da narrativa. A palavra enredo vem de rede, o que sugere um entrelaçamento de fatos. O enredo apresenta situações de conflito e a partir dele se chega ao tema, que é o motivo central do texto.<br /><b>Tempo</b> – as ações das personagens acontecem no tempo. Num romance pode existir o tempo cronológico e o tempo psicológico. O tempo cronológico é o tempo exterior, marcado pela passagem das horas, dos dias etc. Os fatos do enredo podem ser organizados numa sequência de antes e depois, isto é, numa <b>sucessão temporal.</b> <b>O tempo psicológico é o tempo interior aquele que transcorre dentro das personagens</b>. Por ser subjetivo, <b>não pode ser medido ou calculado</b>. É o tempo da memória, das reflexões.<br /><br /><br />Clicando na figura você encontra o romance "Vidas Secas" de Graciliano Ramos, com toda sua estrutura bem definida. Se quiser, pode enviar para nós um trecho de um capítulo de sua obra para ser inserida em nosso blog como maneira de dar a conhecer a sua produção literária.<div>Escreva para:</div><div>letrasnojardim@gmail.com</div><div><br /></div><div><br /></div><div><a href="https://docs.google.com/viewer?a=v&pid=sites&srcid=ZGVmYXVsdGRvbWFpbnxlc2NvbGFvbmVpZGV0YXZhcmVzfGd4Ojc4YjNmOThkNDVhYmFhZTA" target="_blank"><img alt="" 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" /></a></div><div><br /></div><div><br /></div><div><br /><br /><div><br /></div><div>Referência: Criação Literária – Massaud Moises<br />Gêneros Literários – O Romance</div></div>Oficina Literária Letras no Jardimhttp://www.blogger.com/profile/01173584178245181222noreply@blogger.com0tag:blogger.com,1999:blog-2003278892636923749.post-50226022854085086972020-08-29T13:30:00.000-07:002020-08-29T13:30:23.147-07:00Antero de Quental<b>Antero de Quental</b> (1842-1891) foi um poeta e filósofo português. Foi um verdadeiro líder intelectual do Realismo em Portugal. Dedicou-se à reflexão dos grandes problemas filosóficos e sociais de seu tempo, contribuindo para a implantação das ideias renovadoras da geração de 1870.<br /><br />Em “Odes Modernas”, Antero rompe com toda a poesia tradicional portuguesa, onde são banidos o romantismo, o sentimentalismo e a religiosidade lírica, e surgem, com força, as ideias de liberdade e justiça. Os poemas foram criticados pelo poeta romântico Antônio Feliciano de Castilho, que acusa Antero de exibicionismo, obscuridade e de abordar temas que nada tinham a ver com a poesia. Antero de Quental responde a crítica em uma carta aberta a Castilho, intitulada Bom senso e bom gosto, na qual Castilho é acusado de obscurantismo.<br /><br />Antero defende a liberdade de pensamento e a independência dos novos escritores. Ataca o academismo e a decadente literatura romântica e prega a renovação. Nascia assim a “Questão Coimbrã”, como ficou conhecida essa polêmica que passou a ser o marco divisor entre o Romantismo e o Realismo.<div><br /></div><div>Poema retirado do livro Odes Modernas - Antero de Quental</div><div><br /></div><div><img alt="" height="328" 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" width="281" /></div><div><br /></div><div>Quem tiver interesse em baixar o livro Odes Modernas, é só clicar na imagem. Ele se encontra gratuito no seguinte link:</div><div><br /></div><div><a href="http://www.brasileiro.ru/e-Books/Antero%20de%20Quental/Odes%20modernas/Primeiro.pdf" target="_blank"><img alt="" height="288" 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" width="194" /></a></div><div><br /></div><div><br /></div><div><b>Realismo</b></div>O realismo foi um movimento artístico e literário surgido nas últimas décadas do século XIX na Europa, mais especificamente na França, em reação ao romantismo. Entre 1850 e 1900 o movimento cultural, chamado realismo, predominou na França e se estendeu pela Europa e outros continentes.<div><br /></div><div><b>Paralelismo com o romantismo</b></div><div>Embora alguns manuais de literatura estabeleçam uma grande ruptura entre as propostas estéticas do romantismo e do realismo, acredita-se que é possível considerar que há um momento de continuidade entre esses dois importantes momentos na história da literatura. O romantismo conquistou o direito de registrar e debater os grandes momentos da história nacional dos países que floresceu; o realismo, a seu modo, amplificou esse interesse e trouxe a reflexão sobre a realidade social e política para o centro das narrativas.</div><div><br /></div><div><table class="wikitable" style="background-color: #f8f9fa; border-collapse: collapse; border: 1px solid rgb(162, 169, 177); color: #202122; font-family: sans-serif; font-size: 14px; margin: auto; text-align: center;"><tbody><tr><th style="background-color: #eaecf0; border: 1px solid rgb(162, 169, 177); padding: 0.2em 0.4em; text-align: center;"></th><th style="background-color: #eaecf0; border: 1px solid rgb(162, 169, 177); padding: 0.2em 0.4em; text-align: center;">Romantismo</th><th style="background-color: #eaecf0; border: 1px solid rgb(162, 169, 177); padding: 0.2em 0.4em; text-align: center;">Realismo</th></tr><tr><th style="background-color: #eaecf0; border: 1px solid rgb(162, 169, 177); padding: 0.2em 0.4em; text-align: center;">Pessoa</th><td style="border: 1px solid rgb(162, 169, 177); padding: 0.2em 0.4em;">primeira</td><td style="border: 1px solid rgb(162, 169, 177); padding: 0.2em 0.4em;">terceira</td></tr><tr><th style="background-color: #eaecf0; border: 1px solid rgb(162, 169, 177); padding: 0.2em 0.4em; text-align: center;">Valoriza</th><td style="border: 1px solid rgb(162, 169, 177); padding: 0.2em 0.4em;">o que se idealiza e sente</td><td style="border: 1px solid rgb(162, 169, 177); padding: 0.2em 0.4em;">o que se é<br /><br /></td></tr></tbody></table><br /></div>O termo realismo foi empregado pela primeira vez em 1850 para descrever um novo estilo de pintura e logo se difundiu na literatura. Os realistas literárias de meados do século XIX, foram distinguidos pela sua rejeição deliberada do romantismo. Os realistas literários queriam lidar com personagens comuns da vida real, em vez de heróis românticos em ambientes incomuns. Eles também procuraram evitar línguas floridas e sentimentais por meio de observação cuidadosa e descrição precisa e abordagem que os levaram a rejeitar a poesia em favor de prosa e romance. Realistas muitas vezes combinavam seu interesse na vida cotidiana com uma análise na busca de questões sociais.<div><br /></div><b>Principais escritores do Realismo<br /></b>Gustave Flaubert (1821 – 1880)<br />Charles Dickens (1812 – 1870) <br />Eça de Queiroz (1845 – 1900) <br />Guy de Maupassant (1850 – 1893) <br />Machado de Assis (1839 – 1908) <br />Raul Pompeia (1863 – 1895)<br />Artur de Azevedo (1855 – 1908) <br />Aluísio de Azevedo (1857 – 1913)<div><br /></div><div>Os artistas e escritores realistas estavam preocupados em apresentar uma <b>realidade contemporânea</b> segundo a veracidade dos fatos. Por esse motivo, a grande preocupação estava voltada para o presente. Logo, o foco principal era analisar, compreender, criticar e transformar essa realidade.</div><div><br /></div><div><br /></div><div><b>Poema realista - Exemplo</b></div><div><br /></div><b>AUTOPSICOGRAFIA </b>- <b>Fernando Pessoa</b><br />O poeta é um fingidor.<br />Finge tão completamente<br />Que chega a fingir que é dor<br />A dor que deveras sente.<br /><br />E os que leem o que escreve,<br />Na dor lida sentem bem,<br />Não as duas que ele teve,<br />Mas só a que eles não têm.<br /><br />E assim nas calhas da roda<br />Gira, a entreter a razão,<br />Esse comboio de corda<br />Que se chama o coração.<br /><br /><br /><b>Soneto de Fidelidade </b>- <b>Vinicius de Morais</b><br />De tudo ao meu amor serei atento<br />Antes, e com tal zelo, e sempre, e tanto<br />Que mesmo em face do maior encanto<br />Dele se encante mais meu pensamento.<br /><br />Quero vivê-lo em cada vão momento<br />E em seu louvor hei de espalhar meu canto<br />E rir meu riso e derramar meu pranto<br />Ao seu pesar ou seu contentamento<br /><br />E assim, quando mais tarde me procure<br />Quem sabe a morte, angústia de quem vive<br />Quem sabe a solidão, fim de quem ama<br /><br />Eu possa me dizer do amor (que tive):<br />Que não seja imortal, posto que é chama<br />Mas que seja infinito enquanto dure.<div><br /></div><div><br /></div><div>As principais <b>características do realismo literário</b> estão relacionadas com a capacidade de demostrar a realidade da maneira mais verossímil possível. São elas:<br />- Oposição aos ideais românticos<br />- Retrato fidedigno da realidade<br />- Busca do objetivismo<br />- Cientificismo e materialismo<br />- Veracidade e contemporaneidade<br />- Linguagem descritiva e detalhada<br />- Temas urbanos, sociais e cotidianos<br />- Crítica aos valores burgueses e instituições sociais<br />- Denúncia social<br />- Personagens comuns e não idealizados<br />- Aprofundamento psicológico das personagens<br />- Romances de caráter documental<div><br /></div><div>Envie seu texto realista para nós. Escreva para:</div><div>letrasnojardim@gmail.com</div><div><br /></div><div><br /></div><div><br />Referências:Batchelor, David; Fer, Briony; Wood, Paul. Realismo, racionalismo, surrealismo-praticas e Debat, Volume 3. Editora Cosac Naify, 1998.</div></div>Oficina Literária Letras no Jardimhttp://www.blogger.com/profile/01173584178245181222noreply@blogger.com0tag:blogger.com,1999:blog-2003278892636923749.post-11637767237660546812020-08-21T11:07:00.002-07:002020-08-21T14:02:48.328-07:00Camões<p> Seguindo nossa atividade literária, na última postagem escrevemos sobre o soneto. Este texto tratará a respeito de Luiz Vaz de Camões.</p>Luís de Camões (1524-1580) foi um poeta e soldado português, considerado o maior escritor do período do Classicismo. Além disso, ele é apontado como um dos maiores representantes da literatura mundial. <br />Autor do poema épico “Os Lusíadas”, revelou grande sensibilidade para escrever sobre os dramas humanos, sejam amorosos ou existenciais. Pouco se sabe de sua vida, portanto, o local e os anos de nascimento e morte ainda são incertos.<br />Camões escreveu poesias, epopeias e obras de dramaturgia. Foi assim que tornou-se um poeta múltiplo, sofisticado e ao mesmo tempo, popular. Decerto que ele possuía grande habilidade poética, na qual soube explorar com muita criatividade as mais diferentes formas de composição. Foi um dos maiores poetas do Renascimento, mas às vezes se inspirou em canções ou trovas populares escrevendo poesias que lembram várias canções medievais. Seus versos revelam que estudou os clássicos da Antiguidade e os humanistas italianos.<br /><br />Suas <b>obras de maior destaque</b> são:<br />El-Rei Seleuco (1545), peça de teatro;<br />Filodemo (1556), comédia de moralidade;<br />Os Lusíadas (1572), grande poema épico;<br />Anfitriões (1587), comédia escrita em forma de auto;<br />Rimas (1595), coletânea de sua obra lírica;<div><br /></div><b>A maior parte da poesia lírica de Camões é composta de sonetos e redondilhas</b> (estrofes com versos de cinco ou sete sílabas). <div><br /></div><div>Para quem ainda ficou com saudades do soneto, apresentamos o seguinte soneto de Camões que se trata de um soneto decassílabo, em que cada verso se acentua na décima sílaba tônica :</div><div><br />Amor é fogo que arde sem se ver;<br />É ferida que dói, e não se sente;<br />É um contentamento descontente,<br />É dor que desatina sem doer.<br /><br />É um não querer mais que bem querer;<br />É solitário andar por entre a gente;<br />É nunca contentar-se de contente;<br />É cuidar que se ganha em se perder;<br /><br />É querer estar preso por vontade;<br />É servir a quem vence, o vencedor;<br />É ter com quem nos mata, lealdade.<br /><br />Mas como causar pode seu favor<br />Nos corações humanos amizade,<br />Se tão contrário a si é o mesmo Amor?</div><div><br /></div><div><br /></div><div><b>O que é uma Redondilha?</b></div>Chama-se redondilha o recurso poético que estabelece versos de cinco ou sete sílabas poéticas. Os versos que possuem cinco sílabas poéticas são chamados de redondilhas menores, já os que possuem sete sílabas são redondilhas maiores.Esse recurso foi muito utilizado no Trovadorismo, para a produção de Cantigas Medievais e no Humanismo, influenciando muito a produção do teatro vicentino. Os poetas "eruditos" nunca as desdenharam. Camões cultivou-as com mestria: «Aquela cativa / que me tem cativo» (em redondilha menor) e «Perdigão perdeu a pena / não há mal que lhe não venha» (em redondilha maior).<div><br /></div><div>Vamos de redondilhas?</div><br /><br />AQUELA CATIVA (1595) - Camões<br /><br />a uma cativa com quem andava de amores na Índia, chamada Bárbora<br />––––––––-<br />Aquela cativa,<br />que me tem cativo,<br />porque nela vivo<br />já não quer que viva.<br /><br />Eu nunca vi rosa<br />em suaves molhos,<br />que para meus olhos<br />fosse mais formosa.<br /><br />Nem no campo flores,<br />nem no céu estrelas,<br />me parecem belas<br />como os meus amores.<br /><br />Rosto singular,<br />olhos sossegados,<br />pretos e cansados,<br />mas não de matar.<br /><br />Uma graça viva,<br />que neles lhe mora,<br />para ser senhora<br />de quem é cativa.<br /><br />Pretos os cabelos,<br />onde o povo vão<br />perde opinião<br />que os louros são belos.<br /><br />Pretidão de Amor,<br />tão doce a figura,<br />que a neve lhe jura<br />que trocara a cor.<br /><br />Leda mansidão<br />que o siso acompanha;<br />bem parece estranha,<br />mas Bárbara não.<br /><br />Presença serena<br />que a tormenta amansa;<br />nela enfim descansa<br />toda a minha pena.<br /><br />Esta é a cativa<br />que me tem cativo,<br />e, pois nela vivo,<br />é força que viva.<div><br /></div><div><br /></div><div>Convidamos a enviar sua redondilha para nós, lembrando que a contagem silábica é assim, tomando como exemplo a penúltima estrofe do poema acima: </div><div>Exemplo:</div><div><br /></div><div>Pre|sen|ça| se|<b>re</b>|na = acento na 5a sílaba tônica<br />qu<span style="color: #2b00fe;">e a</span>| tor|men|<span style="color: #2b00fe;">ta a</span>|<b>man</b>|sa; = 5<br />ne|la en|fim| des|<b>can</b>|sa = 5<br />to|d<span style="color: #2b00fe;">a a</span>| mi|nha| <b>pe</b>|na.= 5</div><div><br /></div><div>Enviem seus trabalhos para nós:</div><div>letrasnojardim@gmail.com</div>Oficina Literária Letras no Jardimhttp://www.blogger.com/profile/01173584178245181222noreply@blogger.com0tag:blogger.com,1999:blog-2003278892636923749.post-923073356759753592020-08-14T06:41:00.000-07:002020-08-14T06:41:11.845-07:00Soneto<p> O que é o soneto?</p>O soneto é um poema de forma fixa, composto por quatro estrofes, sendo que as duas primeiras são constituídas por quatro versos, cada uma, os quartetos, e as duas últimas de três versos, cada uma, os tercetos.<div><b>A forma mais comum é a que contém dez sílabas métricas por verso,</b> classificando-se como <b>decassílabo</b>, geralmente com <b>acentuação rítmica na sexta e décima sílabas (verso heroico)</b> <b>ou na quarta, oitava e décima sílabas (verso sáfico).</b> Os sonetos costumam ter uma estrutura semelhante. O texto começa com uma introdução, que apresenta o tema, seguida de um desenvolvimento das ideias e termina com uma conclusão, que aparece no último terceto. Essa é, em geral, a estrofe descodificadora de seu significado.</div><div><br /></div><div>O que é uma sílaba tônica?</div>Acento tônico ou tônico denota, na Linguística, a tonicidade, ou seja, a ênfase dada a determinadas sílabas das palavras durante a fala. Sílabas acentuadas parecem ser pronunciadas mais alto e com mais força do que as que não são. Em português, é possível diferenciar dois tipos de acentos tônicos.<div><br /></div><b>Na língua portuguesa, a sílaba tônica</b> pode aparecer em três diferentes posições; consequentemente, as palavras podem receber três classificações quanto a esse aspecto:<br /><b>oxítonas </b>ou agudas- são aquelas cuja sílaba tônica é a última: você, ruim, café, carcará, jiló, vatapá, alguém, anzol, ninguém, condor, paul.<br /><b>paroxítonas</b> ou graves- são aquelas cuja sílaba tônica é a penúltima: gente, dólar, álbum, planeta, pedra, vírus, homem, caminho, tórax, alto, amável, âmbar, táxi, éter, hífen.<br /><b>proparoxítonas</b> ou esdrúxulas - são aquelas cuja sílaba tônica é a antepenúltima: lágrima, mágico, trânsito, lâmpada, xícara, ótimo, último, médico, Alcântara, fanático.<div><br /></div><b>Identificando a sílaba tônica</b><br />Um método simples de identificar qual a sílaba tônica de uma palavra, inclusive usado em escolas primárias, é simular que você está chamando alguém que está longe e tenha o mesmo nome da palavra. A sílaba tônica será sempre a que tiver o maior tempo de pronúncia. Por exemplo, a palavra "bicicleta", se você fosse chamar (ou gritar) uma pessoa com este nome, a sílaba "cle" será a com maior tempo: "bicicleeeeeta!".<br /><div><br /></div><div>Então, como exemplo de soneto, apresentamos um soneto de Luiz Vaz de Camões:</div><div><br /></div>Eu cantarei de amor tão docemente,<br />Por uns termos em si tão concertados,<br />Que dous mil acidentes namorados<br />Faça sentir ao peito que não sente.<br /><br />Farei que Amor a todos avivente,<br />Pintando mil segredos delicados,<br />Brandas iras, suspiros magoados,<br />Temerosa ousadia, e pena, ausente.<br /><br />Também, Senhora, do desprezo honesto<br />De vossa vista branda e rigorosa,<br />Contentar-me-hei dizendo a menor parte.<br /><br />Porém para cantar de vosso gesto<br />A composição alta e milagrosa,<br />Aqui falta saber, engenho, e arte.<div><br /></div><div><br /></div><div><br /></div><div>Referências:</div>CAMPOS, Geir. Pequeno dicionário de arte poética. Rio de Janeiro: Ediouro, 1960.<div><br /></div><div>Envie um soneto de sua autoria para nós e o publicaremos em nosso endereço eletrônico.</div><div>letrasnojardim@gmail.com</div>Oficina Literária Letras no Jardimhttp://www.blogger.com/profile/01173584178245181222noreply@blogger.com0tag:blogger.com,1999:blog-2003278892636923749.post-45317732799197656982020-07-31T07:46:00.003-07:002020-07-31T07:50:04.479-07:00Leitura dramáticaContinuando com nossos estudos literários, hoje, última sexta-feira do mês de Julho, estudaremos a Leitura dramática, lembrando que:<br />Um bom exercício nesta época de pandemia é treinar em voz alta e gravar sua voz, tentando dar ênfase aos diálogos que se apresentam.<br />Os objetivos são:<br />- Aprimorar a fluência leitora.<br />- Conhecer o gênero texto teatral.<br />- Ampliar a compreensão durante a leitura de textos.<br /><br />Já se perguntaram o que é um texto dramático?<br />O texto dramático é um tipo de texto que é escrito para ser representado. Normalmente não tem narrador e nele predomina o discurso na segunda pessoa (tu/vós).<div>O drama, por sua vez, é uma forma de apresentar várias cenas através da sua representação com atores e diálogos. ... A finalidade do texto dramático é a representação dos seus conteúdos na presença do público. O drama inclui tanto o texto escrito para o teatro como a obra teatral (susceptível de representação cênica).</div><div><br /></div><div>Diferente da leitura dramática em que o leitor dá enfase ao texto em si, tanto nas exclamações, interrogações, pausas, descrições.</div><div><br /></div><div>Bons exercícios são: Livros com peças de teatro e vídeo com leitura dramática.</div><div><br /></div><div>Uma peça boa para <b>treinar em voz alta</b> é um trecho de Shakespeare:</div><br /><b>Romeu e Julieta (William Shakespeare)<br /></b><br />Entre em Sansão e Gregório, da casa dos Capuletos, armado com uma espada e um escudo.<br /><br />Sansão: Gregorio, juro que não vamos engolir.<br /><br />Gregorio: Não, como somos gananciosos.<br /><br />Sansão: Eu digo que, se não os engolirmos, o pescoço será cortado.<br /><br />Gregorio: Sim, mas não vamos terminar a corda no pescoço.<br /><br />Sansão: Se eles me provocam, eu bato rápido.<br /><br />Gregorio: Sim, mas não atingindo você tão rápido.<br /><br />Sansão: Fico provocado pelos cães Montesco.<br /><br />Gregorio: Provocar é mover-se e ser corajoso, plantar-se; portanto, se eles o provocam, você foge.<div><br /></div><div><br /></div>Outro exemplo:<br /><br /><div><b>As mudanças (Silvina Carrasco)<br /></b><br />Ato primeiro<br /><br />Terminal de ônibus em uma cidade pequena: algumas janelas com sinais que fingem ser nomes de diferentes empresas de ônibus e um sinal que diz “Terminal de ônibus”. Aldana está prestes a pegar o ônibus que a levará para sua nova cidade e sua nova vida.<br /><br />Aldana e Sara se despedem dentro do terminal.<br /><br />Sara: Você tem certeza de que tem tudo? Documento, carregador de celular?<br /><br />Aldana: Sim mãe.<br /><br />Sara: Todos os livros, o mapa da cidade, o endereço anotado pelas dúvidas?<br /><br />Aldana: Sim mãe, não se preocupe. A única coisa que me preocupa é que vou sentir tanto a sua falta.<br /><br />Sara: (ocultando sua emoção) É apenas a primeira vez, então você ficará bem. Agora vá, o ônibus está indo.<br /><br />(Eles se abraçam)<br /><br />Aldana: Eu amo você mãe.<br /><br />Sara: eu te amo filha.<br /><br />(Aldana sai de cena e Sara derruba as lágrimas.)</div><div><br /></div><div><br /></div><div><b>Para escrever seu texto dramático tenha em mente os seguintes momentos:</b></div><br />- <b>Situação inicial:</b> é a apresentação dos personagens e da intriga a ser desenvolvida;<br />- <b>Conflito:</b> é o desenvolvimento da ação ou interação discursiva por meio de uma sequência de atos até se chegar ao ponto culminante do conflito.<div>- <b>Desenlace:</b> é o resultado final da interação discursiva entre as forças oponentes do conflito. É o destino final de cada personagem.<br /><div><br /></div><div><br /></div><div>Referências:</div><div>MOISES, Massaud. A Criação Literária. Cultrix: São Paulo,1997.</div><div><br /><div><br /></div><div>Que tal enviar seu texto para nós?</div><div>letrasnojardim@gmail.com</div></div></div>Oficina Literária Letras no Jardimhttp://www.blogger.com/profile/01173584178245181222noreply@blogger.com0tag:blogger.com,1999:blog-2003278892636923749.post-44993300281152902602020-07-24T11:29:00.000-07:002020-07-24T11:29:20.776-07:00O que é uma OdeContinuando nosso programa de criação literária, hoje falaremos a respeito da Ode. Mas, antes disso, relembraremos o que é poesia.<br />
Poesia é sentimento, emoção, é a subjetividade, o <b>Eu</b> que se apresenta de maneira implícita ou não, por meio de figuras de linguagens como a metáfora na construção do poema que é a estrutura. <div>
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<b>Ode</b></div>
Ode é um poema de estilo particularmente elevado e solene, elaboradamente estruturado, descrevendo intelectual e emocionalmente a natureza e o mundo. Entre os antigos gregos, poema lírico destinado ao canto, composto de estrofes de versos com medida igual, sempre de tom alegre e entusiástico.<div>
O termo ode é de origem greco-latina e designa as composições poéticas destinadas a serem cantadas ou declamadas, com o acompanhamento de instrumentos musicais. Por isso, a ode pode se referir a qualquer tipo de canto, em suas variadas categorias: alegre, triste, fúnebre, religioso, bélico, mágico, hino.</div>
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Com o passar do tempo, porém, a ode adquire nova conceituação e passa a ser uma poesia rimada, abordando apenas temáticas consideradas nobres; começa a ser escrita em forma de dedicatória. A homenagem na ode é um pretexto para se narrar os sentimentos considerados sublimes, como a exaltação de pessoas importantes, e para celebrar ocasiões especiais, festividades, funerais ou eventos públicos.</div>
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As odes mais antigas que se tem registro são atribuídas à Safo, famosa poetisa grega. Suas composições são uma construção subjetiva dos próprios sentimentos. Outro compositor de destaque é Alceu que aborda em suas odes o modo de vida da cidade e as festas.</div>
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<br /><b>Um pouco da história da Ode:</b><br /><b>Píndaro,</b> um poeta grego antigo, inventou a ode. Seus poemas eram originalmente destinados a um acompanhamento musical e seguiam uma forma rígida. Um poema escrito nesse estilo é chamado de "ode pindárica". Os romanos são chamados de <b>"odes horacianas",</b> por homenagem ao poeta <b>Horácio</b>. Essas odes eram mais íntimas e pessoais do que as primeiras. Os poetas ingleses combinavam as duas formas mencionadas e incluíam inovações. Os <b>poetas mais recentes</b> tiveram mais liberdade em relação à forma e ao tema, o que permitiu a criação da <b>"ode romântica"</b>. Esse tipo de poema é o mais emotivo e pessoal de todos.<br /><div>
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<b>Estrutura da Ode</b></div>
Na poesia portuguesa, tradicionalmente, desde o Renascimento, a composição da ode vernácula foi realizada utilizando combinações de decassílabos e hexassílabos, de modo a imitar as curtas estrofes dos poemas horacianos, que utilizam geralmente 4 versos.</div>
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Historicamente, <b>existem três tipos de odes</b> tradicionais: <b>pindáricas</b>, <b>horacianas </b>e <b>de língua inglesa </b>(sendo as mais recentes chamadas de "românticas"). Essas categorias se referem ao estilo, período e país de origem. Em termos de estrutura, no entanto, estudiosos as dividem em pindáricas, horacianas e irregulares. Geralmente, as odes escritas em inglês são sinônimos de irregulares, embora alguns poetas escolham experimentar os dois primeiros tipos de estrutura.<div>
<br /><b>Um exemplo de ode são os hinos nacionais dos países,</b> em que os autores fazem uma homenagem à Pátria e aos seus símbolos e são acompanhados por instrumentos musicais.</div>
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ODE</div>
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Eu nunca fui dos que a um sexo o outro<br />No amor ou na amizade preferiram.<br />Por igual a beleza apeteço<br />Seja onde for, beleza.<br /><br />Pousa a ave, olhando apenas a quem pousa<br />Pondo querer pousar antes do ramo;<br />Corre o rio onde encontra o seu retiro<br />E não onde é preciso.<br /><br />Assim das diferenças me separo<br />E onde amo, porque o amo ou não amo,<br />Nem a inocência inata quando se ama<br />Julgo postergada nisto.<br /><br />Não no objecto, no modo está o amor<br />Logo que a ame, a qualquer cousa amo.<br />meu amor nela não reside, mas<br />Em meu amor.<br /><br />Os deuses que nos deram este rumo<br />Também deram a flor pra que a colhêssemos<br />com melhor amor talvez colhamos<br />O que pra usar buscamos.<br /><br />Fernando Pessoa (Ricardo Reis)<br /> <div>
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Hino Nacional Brasileiro - Joaquim Osório Duque Estrada. </div>
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Ouviram do Ipiranga as margens plácidas</div>
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De um povo heroico o brado retumbante</div>
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E o sol da liberdade, em raios fúlgidos</div>
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Brilhou no céu da pátria nesse instante</div>
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Se o penhor dessa igualdade</div>
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Conseguimos conquistar com braço forte</div>
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Em teu seio, ó liberdade</div>
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Desafia o nosso peito a própria morte!</div>
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Ó Pátria amada</div>
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Idolatrada</div>
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Salve! Salve!</div>
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Brasil, um sonho intenso, um raio vívido</div>
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De amor e de esperança à terra desce</div>
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Se em teu formoso céu, risonho e límpido</div>
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A imagem do Cruzeiro resplandece</div>
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Gigante pela própria natureza</div>
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És belo, és forte, impávido colosso</div>
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E o teu futuro espelha essa grandeza</div>
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Terra adorada</div>
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Entre outras mil</div>
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És tu, Brasil</div>
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Ó Pátria amada!</div>
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Dos filhos deste solo és mãe gentil</div>
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Pátria amada</div>
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Brasil!</div>
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II</div>
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Deitado eternamente em berço esplêndido</div>
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Ao som do mar e à luz do céu profundo</div>
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Fulguras, ó Brasil, florão da América</div>
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Iluminado ao sol do Novo Mundo!</div>
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Do que a terra mais garrida</div>
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Teus risonhos, lindos campos têm mais flores</div>
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Nossos bosques têm mais vida</div>
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Nossa vida, no teu seio, mais amores</div>
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Ó Pátria amada</div>
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Idolatrada</div>
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Salve! Salve!</div>
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Brasil, de amor eterno seja símbolo</div>
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O lábaro que ostentas estrelado</div>
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E diga o verde-louro dessa flâmula</div>
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Paz no futuro e glória no passado</div>
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Mas, se ergues da justiça a clava forte</div>
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Verás que um filho teu não foge à luta</div>
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Nem teme, quem te adora, a própria morte</div>
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Terra adorada</div>
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Entre outras mil</div>
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És tu, Brasil</div>
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Ó Pátria amada!</div>
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Dos filhos deste solo és mãe gentil</div>
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Pátria amada</div>
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Brasil!</div>
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<br /><b>Para escrever sua Ode: </b><div>
-Escolher um tema, o propósito de uma ode é glorificar ou exaltar algo, então você deve escolher um assunto para a sua ode que você está animado sobre. </div>
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-Pense em uma pessoa, lugar, coisa ou evento que você encontrar verdadeiramente maravilhoso e sobre o qual você tem muitas coisas positivas a dizer, embora ele também pode ser uma diversão e exercício desafiador para escrever uma ode sobre algo que você realmente não gosta ou ódio! </div>
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-Pense em como seu assunto faz você se sentir e anotar alguns adjetivos. </div>
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-Pense sobre o que o torna especial ou exclusivo. </div>
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-Considere a sua conexão pessoal com o assunto e como isso tem impactado você. </div>
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-Anote algumas palavras descritivas que você pode usar. </div>
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-Quais são algumas qualidades específicas do seu assunto? <br /><br /><br /><div>
Referência:</div>
LADEIRA, Ana. Ode. E-Dicionário de termos literários de Carlos Ceia. Disponível em: <<a href="http://edtl.fcsh.unl.pt/encyclopedia/ode/">http://edtl.fcsh.unl.pt/encyclopedia/ode/</a>></div>
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SARAIVA, LOPES, António José, Óscar (2017). História da Literatura Portuguesa. Lisboa: Porto Editora<div>
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Envie sua Ode para nós e compartilhe com os leitores:</div>
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letrasnojardim@gmail.com</div>
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Oficina Literária Letras no Jardimhttp://www.blogger.com/profile/01173584178245181222noreply@blogger.com0tag:blogger.com,1999:blog-2003278892636923749.post-14414538752034934972020-07-17T11:17:00.000-07:002020-07-17T11:17:30.384-07:00Conto de MistérioO que é o conto de mistério?<br />
Lembrando que:<br />
Na estrutura do conto há um só drama, um só conflito. Rejeita as digressões e as extrapolações, pois busca um só objetivo, um só efeito. Com isso, a dimensão do conto é reduzida: o autor usa a contração, isto é, a economia dos meios narrativos. Essa preferência pela concisão e a concentração dos efeitos torna o conto uma narrativa curta. Uma característica importante é que ele termina justamente no clímax, ao contrário do romance em que o clímax aparece em algum ponto antes do final. O espaço físico da narrativa normalmente não varia muito devido à própria dimensão do conto. A variação temporal não importa: o passado e o futuro do fato narrado são irrelevantes. Caso seja necessário, o contista condensa o passado e o expõe ao leitor em poucas linhas. Devido a essas características (pequena extensão e pouca variação espacial e temporal) o número de personagens que participam do conto é pequeno. Também não há espaço para personagens complexas: a ênfase é colocada em suas ações e não em seu caráter. É claro que essas características do conto podem variar de uma época para outra, mas essas variações ocorrem em maior ou menor grau constituindo sempre uma estrutura básica que configura o gênero.<div>
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E onde entra o mistério?</div>
Os contos de mistério tem como característica uma história que pode ser sobrenatural ou somente um suspense, com uma situação mal resolvida onde as peças vão se encaixando no decorrer da narrativa, sem tantas pistas para o leitor, atingindo o clímax onde há a explicação.<div>
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Ele é estruturado com uma introdução das personagens e da trama, o desenvolvimento dos fatos e o clímax, onde a situação de mistério é resolvida.<div>
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Exemplo de conto de mistério:</div>
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- O Escaravelho do Diabo, de Lúcia Machado de Almeida <div>
Resumo do conto: Em uma cidade interiorana, começa a ocorrer uma série de assassinatos. As vítimas têm dois traços em comum: são ruivas e, antes de morrer, receberam um escaravelho. A primeira delas é Hugo "Foguinho" que é encontrado morto com uma antiga espada encravada no peito. Logo, aparece outra vítima que também recebeu um escaravelho antes de morrer. O delegado Pimentel e o garoto Alberto Maltese começam uma busca por este assassino em série.</div>
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Neste link pode se baixar ou ler o livro em pdf:</div>
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<a href="https://leituramelhorviagem.files.wordpress.com/2016/11/o-escaravelho-do-diabo-lucia-machado-de-almeida.pdf"><img alt="Untitled" 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NMC5pJNIADHXWKVcOVdCU+PugR3rydpY0m7xO8FA71gxMCWOsa/Koh9qDMU1+1ZrjLlIC7NyM6GoRxj0J68Tv6/a3PiarOJ9re5ZQ9+7vHhzkD1ipLCZjeIHPU7H41ndu++Y2rqjNuDr4ivtKfWZ91XhG5W0LXf7GnHi90gFbrmY2OkbyKS3Fr2p71/iaGuBYkvaAmAunn1WP1FXN6GYbn/N6DRJRjGVrEwcXvgfvW18wdvWkNxnEf8Ayn4D+1Q2WKQabFaHn8bUlGvJJhL2S4hduYgh2LAW2PLfNbHIedGVAnYj7y35TfXbo7p0FZDcO24XZ6svxPtv+I/M1qFZfifbf8R+ZqTEYzZDQEmKkIkDlpTEU/fugDXYjfpWPEPU38G9yXoQeIcS7kZoUrzJJGw2BjQ9J3qRbui4ouWyHU9CDUazftsxVDmNv2pGhzfOhfG3bmFvkW7mTOZIiFYnUkg6AbCV+AoKObRHVlZMOrqeGeY/yKitdYI2VfHynrVXwvj5utGWDsVBGmklt/ZmNR1q2NzNlgc/+KmVx3LRd9j2Ez5RmGsajoedU/aG62UROVgc8DTKvInqdIq2x+LS0IJ8ZGijmOp6DzoS4njnYyx29ldYHumr03ckqMpRzciKbYi4DpKg6kbwYpvs1xlbV8G40IUKnc66FR66frVbjb7NJiSedXfEezmHVUVc5YopL5t2ImQNo2rQ0knmFPPWkoU+SLU9q1JJFltR1A1ifnTd3tiuWO6YMRqQRAk7DmTFB9+5cstkYyNweRHI16542EbE/I7/AAqnYx3KTqyTy81pZmicI45aurkzQ/JX8JyxIMncwQakWcV9obXMCQfMzI+Ea+dZ7xO2BqNDpt5dP86VYcD7WNbOW7LJ1PtD37nnuedKnRe8RvaKMsstwttYo98thlZjEs66AHcTp0oT7TtlxTRyuK3xEmjA45Mouh5U7Aak84332oI4lf7zENcbQIc7R1HsKOp2/WjRfefkCu8sCx7PmWu25gMD7oM/3ouc5BJICgT6DrQJ2Tu/aO5GkE/Enfy1o2zK6DQFYj1G/v5Uaisyqlns/wA5nCWzvIIXTLMT57bia6aU13Nr002pJq0HdHnserYiS/Ni97EfeW/Kb67dHVAvYn7y35TfVbo6p8Nh+G+Gj1Zfivbf8R+ZrUKy/Fe2/wCI/M0JicZshnNGp2G9etcRtXQwU5sujCCPmK4wqPgsDbt3CV8ObcCTr1M1lrZb6m/gyeSVuqJdiyg8RUKx9rKBr0k86Xi7KuhlLdwxoHGmuh1ApN4qviZoA3J2+PKnmMAxH+a1RX3OtK2xnpwjWLsn7O4hlBMgjoCfaWjSzjlvWRdQhYEt1WNWGm3Oq7ifBLdybmufceJiJ9CY+FCd3Hd0j5ZRmUpcQ/zKR+nWn5VNJi28sXyJ1rGNcZ7rmGuHN6D/AEr5ADSKVaxKg+Fcx/iNQ8LbzIp5RrU8KoAj/wAeVB2RqwcnUjlvsKxkuhnp/Sk4XEZrFhiZIHdtPRSQv6VH4hioUIol30UdeUnyrmItd1bS1PsjxHzJk1ZK61LYirCnVTjukPY7CLdWP+09P+Ko7WEuWiSVJMQpXUH+1S8DxIbMSY59RyqZa4gmp2nz2oxThoVqyw+Jane0vzcqGtXX/wDbY+unzp48Cc2ySwDAaKBM9df+Kk4nio2WTUW9xN13Ik8hy9f7Va9TyMGIjSjdRbk+vIaweOZUyLuTM9BGvkNqi4jEaZFaRMk/xNzNT+GYMXFbNIHKNJp9+G21OYTAGo038vKaN4qVi3YV50VP9JcdlMHkslmMB9Dz05UT4J0uLKT4YEEQdBUHAd2MtoDSNB6xEE+6ra1bC6gR5bVnqO7Yyn3UNs4PKDzpJpy5czU2atD3Uec4h/kS/ORe9ifvLflN9dv/AIo6oF7E/eW/Kb67f9qOqfDYfhvho9WX4n23/Efma1CsvxXtv+I/M0KgnGbIaUa0rE2xuDrTbEgEjU1Kw8FAYG09YrNWWhv4M7Rl5lRjytybJnRRcnqZ9k+te4YGfvGuZkAbKAJUHzPXlU+6wMldY/z4U7ZZjCmJI+NUT7tjsNPcbFlcpImNtdgOpNAnH7AxFwMirA0LGfH0IEajfWiPtBfYlbAJCxmucpn2F9OZ91RcNZUsB/xV+0yIplhUvn2KrC4PIIGUe5j/AFp+xg1JknLP8LOn/wCln1FT8XdBOkdNKjUI1XzOtSwMZQvaxCe33JYpcGZtu9G419l10+VQ2QP++Z1mNdMpIP8AEpIpzitoHy/zemsAitB1UnQlSRqPTr59K0xd1c49ago1XA7jMLZVgF8SkSGXz61GvYFgN589qm3+ENMhtfch+K6H3imme8ujCekr/VJ+VHNfYt7K4r+5HTk0QLmEKrmMdAOpqJh7D3XPXnVil8asys5WdFylZ84Mj3gUrgNxVzZmAZtun/mi20jNGjCdSMb2TJuDOUZfhXMRiCLlpTtnH/j9KecoD7Sn3iq/v1N62T4gDOUbmNvSaWld3OhVm4UezT529A64baDLnKsATIgDcSP6VO/abZOQHXnE+/lVRg+OWVCqbgUbZTIInYExFXOGdCMyFWHMrlOvPakzWpmpu+khqzaCiBt8aUaWSDqAR6021Mj7p5vH39olf80L7sT95b8pvrSjmgXsR95b8o/WlHVOhsPw3w0erL8V7b/iPzNahWX4n23/ABH5mpMVjNkNqskDqadxZK5UQCDofICmlprEXDICkSdtfjWWrKzsdDg0bxl5jttcvnNKw95A0tIIk+XnNRLNwqGuXItqBueenIf0qjxnH2u3RaS3kQgly0SyjpHsztUik9zqV5uOtxGMxBZ3c7uS3oJ0HuED3V7BN4S/8UgelQMVcLMAN2MfGra9bAAXoBRcdBnDaOeeaXIjGuE15jrTdx6o0eleiK3i9zlUPhiZg6TBI08iD4f1pvid+WPOKkcKtbN1gdPWte0DysqnaYt80TX4g0CbbBgIYtCgRzknX3VDfHXbmlufUKfmf7U/jBncjfXSNhynzgafGrLhhNph3cAkhSCJkMQDNUur3Zqca0ouMH3Yr5lB/wBOutqTJ84n9aiO7IcrgExsw+Roy4jfNx8xA6CABoNtqouPWZVT0NGNS8rFMTw7s6Hapu/QqDbUgtlYAf6hqoPQzXsBeKmVgtMCeU9POnsBfykq3sMDNSOzWEVrokTl8Q90kfKmvZnLStllF6kp8MyuvepBYeTAnpoNN6RgOIdzeFxMyqu6z7QPtQJjrRlwu1bYlgjKw1OYaSdiKbxPAbd5SIhpLB9iWI0LRuJ1is7qK9mbpKTjbxvfmWGC4omIQOkxsQRBB/w09Q12ZVrV+/YYj+ID5H4EaUSmja2iPM46/byb5l92J+8N+U31pRxQL2J+8t+U3126OqbDY0Yb4aPVmGK9t/xH5mtPrL8T7b/iPzNCYnGbITb3FR7ljus1xiWygkDQabwCdAaVexK2xncgAfqTsB5k0HcT4u2MfuykKT4E5ZhuWPPTX3UiVPMzbwmplpy8X9hHGOJ3MQC1x/Dm8NpYgNsI0JZoO+1d4dbuBGe4MrNCr1yCDPvJp/B9m2QM5K5QJmToOulcxJC2lA6T/wB2tMkklZGypJvRq33GuDWs+Ik+zbBJ9TpVncaSW+FV3Z4EWmfncb9Bp/ep94aVSe53eHQ7l+pHL1Bx2JyqSfdUm40UOcYv5nOu1GEbsdxHFdjTst2RWfMSdtaIcD4UnkAfidh8qGrEE786IG8KCfU+p2H6/pT5K+hwcFKzlPwJOCtT4utWOF0dPxr9QqHhZyrIjSpthodD/MvzFZpayPRU4ZcM/IbFQuJiV99TV2qFxIwpNCn7xbHa0JeRQPZLMFA1P+E1K7P4l7V3woGldiSJAmNQNOdSeEp7dw+g9BqahWnKHOBICheenhEk+WprS5XujzaoRhGE5vf9jQuFY437ZIzAr4WUxIPqNK8+IvWl0QM2bxbnw8oIoR7KcV7m+zv+7uaXGJJyHXKTpt/ej/vVjfQ7aiDO1ZZqzsPpTzIrMdwwPfW8GIKgqChAP8pOmsCRHnVhXEthdq7V4u8Ueb4jK+Iki97E/eG/Kb60o5oG7FfeW/Kb60o5p8NhmG+GerMMV7b/AIj8zWn1l+J9t/xH5mpMTjdkUvG7rMRZt+0wLtG4VenmTp6TSOD8CtWlVnAL5IM7KWnMB56xVutsZlaNRz+P9z8aRicP3ispBB38vfSnJ7HQ4XldN+DEcQvi3YuQIzKEAEaZyEHzmg3j12FY9KIeMYdkTDidDchh1KqxB9JA+NDHHhIj+YfOhFao11nefoWnDbeW1aXoon36n509iTrFLCRA6f0pu8dSarJ63PR4VWhFeBBxzQpoTxLyx+dEXF7sKaHhbzNpT6ekTkcWnnrKI/w3C5mXzOvoNTVrixmKjqw09P8ADTWA0zt5ZB8MzfKKVauZr4Xkm55TUbF0YWpqPNst0FPWfbT8a/MU2tLQ6r6isy3PS1Y2pNeBwVWcbuQsD/OlWYNDXF7mZ8o5wPXWr0l3rmLitTLSyrmWeJ8FgDqI97af3qZ2YwYdTmGjSdNDBOn6RVTxq7JVByH6nQf1on4DajSY5Dypi7sbnJxMs9VQW0UkDHFhctXblmIzEkGIke/lpFHoOa0kMBopkAkaDlrVV2xw8Kt4DxCFJPIDbfzNL7Px+z22knNO/LxHSqVXdJgpJvRvb9i87wH3f1rlNWBvTtCHuo81j/8AIkX3Yr7w35R+pKOKB+xX3hvym+tKOKfDYfhvhnqzDFHxv+I/M1p9Zfifbf8AEfmakxON2QhN6dbvC+hGSPfPrFRmaJO0V7tDjFs4Z23z/ZjrL6T7tTSXqzbwp2py8wY4z2gW9iEspGS0x8UmWJ0PlAqt4vbn3MPqFVd62tu6mXpO9XWLEkEbNBq9rNM2pPtcsvIs88sajvuaRhbviivE70mSPTYWafoU3HTstRLFsBSTpTmMbPcPwpbWJULyYwSfeSfgCa1R0R5+tepVlMew4yJruFzn3w36DL8aicCaXYyY3Mc5Nd4tiIQzuxj3bn9THupzs+vhJ03qr0TY2n360IdC4VPM/GnkDSNdAZ86RbNOTWe+tz0XZpqxFx18Ihoewoz3QTsPF8Nae43i8zFeQqOlwJa03fT0A3rRCNonnsbiVVxF+UfsS+G2u/vljsDJ/pR1w9RoR128htQz2fsBbQbmTJoq4cQADp8aFR9BFBN3m/M5xcm7auSo0HhG8nl6a1W9lb1v9mRSYbcq3nsR/KYn41eLfZswK+Hb1qLY4RbUAa+EACT/AKR7I92tIi042Y53TzIsAoA0rlR8H3gzh1AhiFj/AFKNj5elSJq8djzGO+PLzL7sV94b8o/UlHFA/Yn7w35Z+pKOKdDY0Yb4Z6suxXtv+I/M1qNZdij43/EfmakxON2Q2qZvD10oL7Y4lrt1ghlbPhy85gFmA2A5e6jOyxkRvy9eX61m3FcO4u5pOZzB9STI03HKqRXeNfDV/aldaX+w1atEqWY6kgD/AGyD7tR61ZYO9ntx/qWrjC8GFvDt3gkxtzB6jqRv7qG7oNm5miA2jD+FuY9NiPI0yVtjTJSUU+ZOs3YuA1KuuBNRLtjMAynfn50s2LhgRmOg0iktanQwuOUb35kCzYzMfXapuLshDB/0KSR1LaCPdm+NXmA4J3S57sdYH9aqMQpd5iZMnyiI/wDr8aaPjl7N5d2DnGW1VOg18ydSaseAj7P361D4vbIuE/CpXC72UQakleOhmwtVQxV5bF0KicTxwtpPPYetN4jiCrMET09aoMZeZzPIbClwpO92dPH8ThGGWnuR2ulm8XOpuCsm46rsKi4TClyTOVV1ZjsoE/qdgOtW2AS2B3jaAgheq9D6zT9jzsIObCjB2B7J1AFXNnAKAuURz0oc4RxPvFUZWzzBK7CI1Mbb0W4UkAZveKzT3OlBpQVhlgdPX9KdsXlnIHBY6xIn0pnizXMjdyqlpGh0ETrFVvCuFXFfvbiDOBAgyOmnunWl5OZe+bQvbh2pFdc9aTNXjex5XHW9onbqX/Yn7w35R+tKOKBuxJ/9Q35TfWlHNPhsaMN8NHqyzFnxv+I/M1qdZfi18b/iPzNSYnG7Io+PcT7i2SD420SIkH+LXkKqOyeCNxu9uEnJ7PMlmksT/nOudsMIbl+ygYy4IA2A1/Ukz7gKJ+G4fu0VTpAAPnG9Vukjfw2nlp36jjYfMCCI03oX7U4MJ3eQB5EXNYJ/h941j4URY3iK2wZDHpHuqv4qufRbZbOsGTBBnTL50E1ujpOm33XsCXDcV3YBMtaJgmNUPRun9aO+D92QrowYEaQJ/wAMUD4/C3LNz+FjoQR4bmnMfxU7wS8huAIe5uTqCYB+Jg1Jq+qM3s6zWukHfay6EswCJJAiRPXaq3gGGX9nu3GE5iVG2mu/wgf7aryhuYq3ZZgSczmCD7IMD4x8KrMXfv2A6rJQmSDuvmP85UxO71NDi4U7Qd7auwxx1VGsTFDrXz5+k1IxN8uNTP8AmlRBVjHWq9pK6Rxn605mHrTMEiT+unzqdgsAznMdF+dWFWH+GIXgeygMxyLDYnrFTMdwtwGcbDVukCDI89TVpwzh5PLT5UTHCKbcTrEdaW6iWhpjRdgZ7GlUvMGbV0Og/lI6be+KI8TjFDhfESdfCBt8fKgi1dGGxhC6Khyt6EAPHoST/tos4xhHkNZO6jKd+czpuDrS5JNkxFScaeanpqk+enNk7/qCnQZyf4Y1Hryip2GxYZdOWhkQVI/0kVRYGxdWM41IgsFkmNdt4/tUvBBy11oIkiCwiaXNIz4fGVHUjCWt21tbRbP806FhcaTSSaTh1Ma7zTvd0YvQ5uNVq8/Mu+xH3hvym+tKOqB+xS/+ob8s/UlHFOhsaMN8M9WY4n23/Efma06sxxQ8b/iPzNCoKxmyKHiVm5+0WboXMqqwjXfeNOZB0nTSKuDcDc/nXq5Sy2H4lKjTyZbkVcJFyZlY2O8+XSkY7ALdIOZgV2jrI/5qZXmqJWVhz4w3+j6lLiOGm7YCv4WJk5hm6j1B8xQ3xHgNxJJXvUGhIBDggbx/qFHtdNWTsUfFL/p+v/DM8PgmDB7V3xKesMPjtS8Txe8Se8hj5iD74o/xPD7VzV7asesDN8RrUE9mcL/8fuzP/erXvuNXEqa1hFxfhqjOrtwHWBJr1qzcJ8KH1yn51qGG4bYT2baD/aJ+J1qYKOczSxyvexnvCuBsTLiTymYHuq5ThWhzSoEk6cqKopYt1Vyb2GQ4glq4fUqeEBGQC2TPmN4qzRMoMxM05m6Ug0u2tx39W/1+oI9tsAi2xcGhLAHTU6N/c/pRDw7Bqli0HUAqgBnWI9PjS+JYMXrTWzzj9CD/AEp3CWQihRMDYEkx5SeVWk9Af1KOrcdyFj8QLS55TID4pnntttXrWIF02ikw0zGxif61ZFZ5TSlFUadi0eKQi7qn+fIRh1gaUsmu0k1FocyvU7Wo59S+7F/eG/LP1JRtQT2L+8N+WfqSjan09jbhvhnqzDEnxv8AiPzNafWVYz2n/EfqoVBOM2R41ya61J5Us57O16k16oAWK7lpK0taJDgWutXaUtEKGstKp9tqj0AnQa6WprnXagRRauVyvUAna8K5XRQbIkLFepNdWgE81eVZpy3vU+xvUCTux9uL7fln6koyoR7K/eG/Lb6koup9PY6VBWgj/9k=" 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Oficina Literária Letras no Jardimhttp://www.blogger.com/profile/01173584178245181222noreply@blogger.com0tag:blogger.com,1999:blog-2003278892636923749.post-35801094833996002142020-07-10T10:54:00.001-07:002020-07-10T10:54:46.696-07:00O Conto Africano<div>
Continuando com nosso programa para 2020, nos deparamos com o conto africano. Só para lembrar, o que é o conto?</div>
<b>Na estrutura do conto</b> há um só drama, um só conflito. Rejeita as digressões e as extrapolações, pois busca um só objetivo, um só efeito. Com isso, a dimensão do conto é reduzida: o autor usa a contração, isto é, a economia dos meios narrativos. Essa preferência pela concisão e a concentração dos efeitos torna o conto uma narrativa curta. Uma característica importante é que ele termina justamente no clímax, ao contrário do romance em que o clímax aparece em algum ponto antes do final.<br />O espaço físico da narrativa normalmente não varia muito devido à própria dimensão do conto. A variação temporal não importa: o passado e o futuro do fato narrado são irrelevantes. Caso seja necessário, o contista condensa o passado e o expõe ao leitor em poucas linhas.<br />Devido a essas características (pequena extensão e pouca variação espacial e temporal) o número de personagens que participam do conto é pequeno. Também não há espaço para personagens complexas: a ênfase é colocada em suas ações e não em seu caráter.<br />É claro que essas características do conto podem variar de uma época para outra, mas essas variações ocorrem em maior ou menor grau constituindo sempre uma estrutura básica que configura o gênero.<br /><br /><div>
<b>A literatura da África</b> tem uma longa história, uma vez que se conhecem obras literárias do Antigo Egito. Na maior parte da África, a escrita só começou a ser usada depois da colonização, mas os Africanos tinham e continuam a prezar a literatura oral. As principais inspirações para os escritores da literatura africana são, certamente, a terra, os conflitos vividos na região, assim como a beleza dos lugares que existem por lá e dos sofrimentos que passaram nos setores social e político.<br /><div>
Outro importante assunto abordado pelos escritores, são os contrastes que são vividos diariamente na região. Após guerras e a exploração da colonização europeia, a África do Sul, por exemplo, conseguiu se recompor, enquanto a Somália possui um número maior de animais do que de humanos, tendo um ambiente muito mais parecido com uma Serra Leoa.</div>
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Os principais autores da literatura africana são Wole Soyinka, autor nigeriano quase desconhecido no Brasil, mas que ganhou o Nobel de Literatura no ano de 1986, sendo considerado o dramaturgo mais importante de todo o continente; Neguib Mahfuz, egípcio; Nadine Gordimer, que também foi um dos grandes nomes da África do Sul, tendo como suas obras de maior sucesso July’s People, A Arma da Casa, The Lying Days, entre outras; Mia Couto, autor de Moçambique que escreveu obras como O fio das Missangas, Vozes anoitecidas, entre outras; além de muitos outros autores renomados.</div>
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<b>Apresentamos a escritora Nadine Gordimer da África do Sul.</b></div>
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Recebeu o Nobel de Literatura de 1991 e, mais recentemente, a Legião da Honra, na França. Continua a explorar os problemas que assolam o país em livros como O engate (2004) e Beethoven was one-sixteenth black and other stories (Beethoven era 1/16 negro e outros contos).</div>
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A escritora foi uma das mais importantes vozes contra o apartheid na África do Sul e, a maior parte dos seus mais de 30 livros, foi focada na situação social do país durante esse período. Faleceu em 2014. Seus livros, A Arma da Casa; The Lying Days; A World of Strangers; Occasion for Loving; A Guest of Honour; The Conservationist; July’s People; The Pickup; Face to Face; A Soldier’s Embrace; Loot: And Other Stories.</div>
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<b>No conto "O Pessoal de July"</b><br />retrata a história da família Smales, que - ao se ver atingida por uma desordem social de grandes proporções - só tem como solução fugir da cidade dominada pelo homem branco e abrigar-se na aldeia natal do seu criado negro – July.</div>
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No livro, afastados da sua casa, da sua civilização "branca", estrangeiros numa aldeia de negros, os Smales esperam por melhores dias, mas, até lá, têm de reaprender a viver e a perder toda a noção da “ocidentalidade”. Sem privacidade, sem hábitos de higiene, sem conforto, desprotegidos pela lei, criam-se tensões, acumulam-se memórias de um passado que nunca mais poderá regressar.A “cidade branca” está distante e esta família tem de viver à custa dos serviços e da bondade dum criado de atitudes inquietantes: se, por um lado, este não se queixa de ter sido mal tratado pelos amos durante a época do apartheid e não aparenta qualquer tipo de ressentimento, por outro, July busca não só a sua emancipação, mas também impor um respeito nunca antes obtido.<br />A tensão entre a gente negra da aldeia versus família Smales nunca se dilui, mas, pelo contrário, agrava-se até a um ponto de quase ruptura, até ao ponto de desejarem abandonar a aldeia, embora não tendo sítio para onde ir. Estão presos a esta aldeia sofrendo uma dupla pressão: a dos habitantes e a da sua própria consciência.</div>
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Do livro: July's People, Editora Raven/Taurus.</div>
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<b>Mia Couto - 1955</b></div>
é um escritor, poeta e jornalista moçambicano. Ganhador do Prêmio Camões de 2013. Foi eleito para a Academia Brasileira de Letras, ocupante da cadeira n.º 5.<div>
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<b>Conto “Inundação”</b></div>
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Há um rio que atravessa a casa. Esse rio, dizem, é o tempo. E as lembranças são peixes nadando ao invés da corrente. Acredito, sim, por educação. Mas não creio. Minhas lembranças são aves. A haver inundação é de céu, repleção de nuvem. Vos guio por essa nuvem, minha lembrança.<br />A casa, aquela casa nossa, era morada mais da noite que do dia. Estranho, dirão. Noite e dia não são metades, folha e verso? Como podiam o claro e o escuro repartir-se em desigual? Explico. Bastava que a voz de minha mãe em canto se escutasse para que, no mais lúcido meio-dia, se fechasse a noite. Lá fora, a chuva sonhava, tamborileira. E nós éramos meninos para sempre.<br />Certa vez, porém, de nossa mãe escutamos o pranto. Era um choro delgadinho, um fio de água, um chilrear de morcego. Mão em mão, ficamos à porta do quarto dela. Nossos olhos boquiabertos. Ela só suspirou:<br />– Vosso pai já não é meu.<br />Apontou o armário e pediu que o abríssemos. A nossos olhos, bem para além do espanto, se revelaram os vestidos envelhecidos que meu pai há muito lhe ofertara. Bastou, porém, a brisa da porta se abrindo para que os vestidos se desfizessem em pó e, como cinzas, se enevoassem pelo chão. Apenas os cabides balançavam, esqueletos sem corpo.</div>
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– E agora – disse a mãe -, olhem para estas cartas.<br />Eram apaixonados bilhetes, antigos, que minha mãe conservava numa caixa. Mas agora os papéis estavam brancos, toda a tinta se desbotara.<br />– Ele foi. Tudo foi.<br />Desde então, a mãe se recusou a deitar no leito. Dormia no chão. A ver se o rio do tempo a levava, numa dessas invisíveis enxurradas. Assim dizia, queixosa. Em poucos dias, se aparentou às sombras, desleixando todo seu volume.<br />– Quero perder todas as forças. Assim não tenho mais esperas.<br />– Durma na cama, mãe.<br />– Não quero. Que a cama é engolidora de saudade.<br />E ela queria guardar aquela saudade. Como se aquela ausência fosse o único troféu de sua vida.<br />Não tinham passado nem semanas desde que meu pai se volatilizara quando, numa certa noite, não me desceu o sono. Eu estava pressentimental, incapaz de me guardar no leito. Fui ao quarto dos meus pais. Minha mãe lá estava, envolta no lençol até à cabeça. Acordei-a. O seu rosto assomou à penumbra doce que pairava. Estava sorridente.<br />– Não faça barulho, meu filho. Não acorde seu pai.<br />– Meu pai?<br />– Seu pai esta aqui, muito comigo.<br />Levantou-se com cuidado de não desalinhar o lençol. Como se ocultasse algo debaixo do pano. Foi à cozinha e serviu-se de água. Sentei-me com ela, na mesa onde se acumulavam as panelas do jantar.<br />– Como eu o chamei, quer saber?<br />Tinha sido o seu cantar. Que eu não tinha notado, porque o fizera em surdina. Mas ela cantara, sem parar, desde que ele saíra. E agora, olhando o chão da cozinha, ela dizia:<br />– Talvez uma minha voz seja um pano; sim, um pano que limpa o tempo.<br />No dia seguinte, a mãe cumpria a vontade de domingo, comparecida na igreja, seu magro joelho cumprimentando a terra. Sabendo que ela iria demorar eu voltei ao seu quarto e ali me deixei por um instante. A porta do armário escancarada deixava entrever as entranhas da sombra. Me aproximei. A surpresa me abalou: de novo se enfunavam os vestidos, cheios de formas e cores. De imediato, me virei a espreitar a caixa onde se guardavam as lembranças de namoro de meus pais. A tinta regressara ao papel, as cartas de meu velho pai se haviam recomposto? Mas não abri. Tive medo. Porque eu, secretamente, sabia a resposta.<br />Saí no bico do pé, quando senti minha mãe entrando. E me esgueirei pelo quintal, deitando passo na estrada de areia. Ali me retive a contemplar a casa como que irrealizada em pintura. Entendi que por muita que fosse a estrada eu nunca ficaria longe daquele lugar. Nesse instante, escutei o canto doce de minha mãe. Foi quando eu vi a casa esmorecer, engolida por um rio que tudo inundava.<br /><br />Do livro: Mia Couto em O Fio das Missangas<br /><br /><br /><div>
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Referências:</div>
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Encyclopedia of African Literature, ed Simon Gikandi, London: Routledge, 2003.</div>
A Literatura Africana e a Crítica Pós-Colonial: Reconversões – I. Mata.</div>
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QUERIDOS LEITORES, CONVIDAMOS A ENVIAR UM DE SEUS CONTOS PARA PUBLICAR EM NOSSO BLOG.</div>
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letrasnojardim@gmail.com</div>
Oficina Literária Letras no Jardimhttp://www.blogger.com/profile/01173584178245181222noreply@blogger.com0tag:blogger.com,1999:blog-2003278892636923749.post-77345509085302975402020-07-03T15:40:00.000-07:002020-07-03T15:40:32.130-07:00Conto de TerrorContinuando nossos estudos deste ano de 2020, iniciamos o mês de Julho com o conto de terror. Antes de iniciar o gênero conto de terror, é bom relembrar o que vem a ser um conto.<br />
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Na estrutura do conto há um só drama, um só conflito. Rejeita as digressões e as extrapolações, pois busca um só objetivo, um só efeito. Com isso, a dimensão do conto é reduzida: o autor usa a contração, isto é, a economia dos meios narrativos. Essa preferência pela concisão e a concentração dos efeitos torna o conto uma narrativa curta. Uma característica importante é que ele termina justamente no clímax, ao contrário do romance em que o clímax aparece em algum ponto antes do final.<br />O espaço físico da narrativa normalmente não varia muito devido à própria dimensão do conto. A variação temporal não importa: o passado e o futuro do fato narrado são irrelevantes. Caso seja necessário, o contista condensa o passado e o expõe ao leitor em poucas linhas.<br />Devido a essas características (pequena extensão e pouca variação espacial e temporal) o número de personagens que participam do conto é pequeno. Também não há espaço para personagens complexas: a ênfase é colocada em suas ações e não em seu caráter.<br />É claro que essas características do conto podem variar de uma época para outra, mas essas variações ocorrem em maior ou menor grau constituindo sempre uma estrutura básica que configura o gênero.<br /><br />Fonte: Criação Literária - Massaud Moisés.<div>
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<b>O Conto de Terror</b></div>
Um conto de terror, é um relato literário ficcional que visa provocar sentimentos de medo no leitor. Nesse sentido, apresenta histórias vinculadas às temáticas mais atemorizantes para os seres humanos, como a morte, as doenças, os crimes, as catástrofes naturais, os espíritos e as bestas sobrenaturais.<br />Um dos principais modos de desenvolver um conto de terror é através de elementos que não possuem uma explicação. Por exemplo: algo que atenta contra a sanidade ou mesmo contra a vida do personagem principal. Outros elementos como a dúvida ou o vacilar do personagem também ajudam a tornar a história mais emocionante. Num conto de terror, praticamente sempre há elementos de mistério e suspense. Sendo esses um uma espécie de fundamento para o desenvolvimento de um conto desse gênero.<br />Há muitos que confundem o gênero terror com horror. Enquanto o horror diz respeito a cenas onde faz despertar no espectador um sentimento de repulsa (algo nojento, pavoroso ou repugnante), no terror o sentimento despertado é o medo.<br />Entre os máximos expoentes do conto de terror, destacam-se o Americanos Edgar Allan Poe (1809-1849), H.P. Lovecraft (1890-1937) e Stephen King (1947), e o Francês Guy de Maupassant (1850-1893).<div>
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<b>Stephen King,</b><div>
Stephen Edwin King é um escritor norte-americano de terror, ficção sobrenatural, suspense, ficção científica e fantasia, mestre deste gênero literário e em descrever cenários.<br />no livro PRIMAVERA VERMELHA, é possivel ter uma visão clara dos locais onde os acontecimentos se passam, até sentir frio com as suas descrições do clima e do ambiente e pode-se imaginar os personagens com os pormenores que o autor os descreve, como descrito a seguir:<div>
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<i>"Veio o crepúsculo, e com ele a neblina, subindo pelas avenidas arborizadas devagar, quase pensativamente, borrando um a um os contornos dos prédios. Era uma névoa suave, mas de algum modo implacável e assustadora. Jack Salto-de-Molas era um homem, ninguém parecia duvidar disso, mas a neblina era sua cúmplice e era feminina...ou pelo menos assim me parecia."</i></div>
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No conto O CEMITÉRIO ele escreve:</div>
<i>"Louis Creed, jovem médico de Chicago, acredita que encontrou seu lugar naquela pequena cidade do Maine. Uma casa boa, o trabalho na universidade, a felicidade da esposa e dos filhos. Num dos primeiros passeios para explorar a região, conhece um cemitério no bosque próximo à sua casa. Ali, gerações e gerações de crianças enterraram seus animais de estimação. Para além dos pequenos túmulos, onde letras infantis registram seu primeiro contato com a morte, há, no entanto, um outro cemitério. Uma terra maligna que atrai pessoas com promessas sedutoras. Um universo dominado por forças estranhas capazes de tornar real o que sempre pareceu impossível. A princípio, Louis se diverte com as histórias fantasmagóricas do velho vizinho Crandall. Só aos poucos começa a perceber que o poder de sua ciência tem limites."</i></div>
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Você se anima a enviar para nós um trecho de seu conto de terror? Participe conosco!</div>
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letrasnojardim@gmail.com</div>
Oficina Literária Letras no Jardimhttp://www.blogger.com/profile/01173584178245181222noreply@blogger.com2tag:blogger.com,1999:blog-2003278892636923749.post-3460034981381477332020-06-26T07:17:00.001-07:002020-06-26T07:17:12.455-07:00Leitura DramáticaContinuando com nossos estudos literários, hoje, última sexta-feira do mês de Junho, estudaremos a Leitura dramática, lembrando que:<br />
Um bom exercício nesta época de pandemia é treinar em voz alta e gravar sua voz, tentando dar ênfase aos diálogos que se apresentam.<br />Os objetivos são:<br />- Aprimorar a fluência leitora.<br />- Conhecer o gênero texto teatral.<br />- Ampliar a compreensão durante a leitura de textos.<div>
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Antes de iniciar nossos exercícios de dicção para sua leitura dramática é bom saber que:</div>
uma voz saudável vem da ingestão contínua de água ao longo do dia e não apenas em algum período ou durante as refeições. A água deve ser ingerida e metabolizada pelo organismo para que mantenha a saliva fluida e as mucosas hidratadas, evitando impacto e/ou atrito entre as pregas vocais. A quantidade de água varia de indivíduo para indivíduo, porém não deve ser menos de um litro e meio a dois litros por dia.<br /><div>
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Algumas estratégias auxiliam no aquecimento da voz possibilitando uma emissão mais solta e leve, que podem ser realizadas de uma forma simples cotidianamente:<br />- Realizar gargarejos sonorizados repetidamente;<br />- Circular a língua ao redor dos dentes anteriormente no sentido horário e anti-horário;<br />- Bocejar abrindo bem a boca e emitindo uma vogal prolongada de forma solta;<br />- Realizar suspiros sonorizados soltos;<br />- Mastigar de boca aberta emitindo sons nasais.<div>
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A seguir, um bom exercício para praticar em voz alta antes de iniciar a leitura de seu texto:</div>
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<b>Trava-Línguas</b><br />- Num ninho de mafagafos há sete mafagafinhos. Quando a mafagafa gafa, gafam os sete mafagafinhos.<br />- Trazei três pratos de trigo para três tigres tristes comerem.<br />- Nem a aranha arranha a jarra, nem a jarra arranha a aranha.<br />- O tempo perguntou ao tempo quanto tempo o tempo tem, o tempo respondeu ao tempo que o tempo tem o tempo que o tempo tem.<br />- O Rato roeu a rica roupa do rei de Roma!<div>
- Três tristes tigres tragam trigo num trigal.</div>
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Leia o seguinte texto em voz alta.</div>
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<h3 style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: 0px 0px; background-repeat: initial; background-size: initial; border: 0px; box-sizing: border-box; color: #404040; font-family: OpenSans, sans-serif; font-size: 1.375rem; margin: 0px; max-width: 685px; outline: 0px; padding: 1em 0px 0.5em; vertical-align: baseline;">
“O Fiscal e a Lagarta” de Leandro Gomes de Barros</h3>
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<img alt="Literatura de Cordel" src="https://static.todamateria.com.br/upload/56/43/56431bae699b4-literatura-de-cordel.jpg" /><br /><br />Escreva seu texto e envie para vê-lo publicado conosco no blog do letras se assim desejar. Lembre que não publicamos textos que fazem apologias a sexo, raça, cor, homofobia.</div>
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letrasnojardim@gmail.com<br /></div>
Oficina Literária Letras no Jardimhttp://www.blogger.com/profile/01173584178245181222noreply@blogger.com0tag:blogger.com,1999:blog-2003278892636923749.post-31681743037245577512020-06-18T16:10:00.000-07:002020-06-18T16:10:33.923-07:00Poesia Infantil e Poesia FolclóricaContinuando com o tema do encontro anterior, lembramos que a poesia infantil é uma poesia escrita ou apropriada para crianças. Isso pode incluir poesia folclórica; poesia escrita intencionalmente para jovens; poesia escrita originalmente para adultos, mas apropriada para jovens; e poemas retirados de obras em prosa.<div>
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Cecília Meireles, apaixonada por música, estudou canto, violão e violino, mas o amor pelos livros levou a poeta brasileira a se tornar uma professora dedicada às crianças, por quem nutriu um carinho muito especial. O poema a seguir, denota a musicalidade, doçura e encanto.<br /><br /><div>
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<b>A bailarina</b><br /><br />Esta menina<br />tão pequenina<br />quer ser bailarina.<br />Não conhece nem dó nem ré<br />mas sabe ficar na ponta do pé.<br /><br />Não conhece nem mi nem fá<br />Mas inclina o corpo para cá e para lá<br /><br />Não conhece nem lá nem si,<br />mas fecha os olhos e sorri.<br /><br />Roda, roda, roda, com os bracinhos no ar<br />e não fica tonta nem sai do lugar.<br /><br />Põe no cabelo uma estrela e um véu<br />e diz que caiu do céu.<br /><br />Esta menina<br />tão pequenina<br />quer ser bailarina.<br /><br />Mas depois esquece todas as danças,<br />e também quer dormir como as outras crianças.</div>
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No que se refere à Poesia Folclórica, podemos dizer que esse tipo de produção está muito relacionada às manifestações populares e às crenças e tradições do interior do Brasil. Os poemas do folclore brasileiro fazem parte da infância de nossas crianças, e estão entre as produções mais ricas e importantes de nossa cultura.</div>
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<br /><b>O Rei mandou me chamar (autor desconhecido)</b><br />O Rei mandou me chamar,<br />pra casar com sua filha.<br />Só de dote ele me dava,<br />Europa, França e Bahia.<br />Me lembrei do meu ranchinho,<br />da roça, do meu feijão.<br />O Rei mandou me chamar.<br />Ó seu Rei, não quero não.<div>
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<br /><b>Boto Cor-de-Rosa (Mariane Bigio)</b><br />Sou bicho que vive n’água<br />mas a noite quando vem<br />me transforma num humano<br />tão belo como ninguém<br />depois de bailar com as moças<br />volto ao rio e durmo bem…<div>
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No livro "Literatura Infantil - Voz de Criança", encontramos a seguinte passagem:"Os textos da literatura infantil pautam-se pelo resgate da oralidade na escritura, bebendo na fonte originária do ato de narrar......aquele que fala tenta mostrar de forma imediata ao interlocutor o objeto de sua fala, através de vários canais simultâneos: palavra, entoação (ritmo), expressão corporal. (PALO, OLIVEIRA, p.44).</div>
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Caros leitores, convidamos a se nutrir de nosso blog e a enviar seu poema infantil, se quiser ver ele no nosso blog. Escreva para:</div>
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letrasnojardim@gmail.com</div>
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Referência bibliográfica:</div>
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PALO, Maria José, OLIVEIRA, Maria Rosa D. Literatura Infantil - Voz de criança. Atíca: São Paulo, 2006.</div>
Oficina Literária Letras no Jardimhttp://www.blogger.com/profile/01173584178245181222noreply@blogger.com0tag:blogger.com,1999:blog-2003278892636923749.post-46593331214106082122020-06-12T07:46:00.000-07:002020-06-12T07:49:18.252-07:00Poesia InfantilDando continuidade a nosso programa de 2020, hoje nosso encontro é sobre poesia infantil.<br />
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A poesia infantil é uma poesia escrita ou apropriada para crianças. Isso pode incluir poesia folclórica; poesia escrita intencionalmente para jovens; poesia escrita originalmente para adultos, mas apropriada para jovens; e poemas retirados de obras em prosa.<br />
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Neste gênero encontramos com mais evidência o trabalho com a sonoridade, com as imagens, com elementos lúdicos, e muitos outros aspectos que se identificam com a criatividade e a imaginação que compõem o mundo infantil.</div>
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No livro: Literatura Infantil - voz de criança de Maria José Palo e Maria Rosa D. Oliveira, " <b>o foco narrativo participa de duas naturezas - a verbal e a visual </b>-, ambas tentando uma comunicação, a mais próxima e direta possível, com a criança, recuperando a tradição de oralidade do "Era uma vez" dos contos de fada; aquele momento único de transferência da experiência do Narrador àqueles que o ouvem, de modo a "imprimir na narrativa a marca do narrador". (PALO E OLIVEIRA, p.42).</div>
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No que diz respeito à poesia infantil pode-se dizer que:</div>
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Normalmente, as poesias promovem o apreço pela leitura e o interesse pelos textos escritos. A poesia mexe com o imaginário da criança, levando-a a expressar desejos, sentimentos, descobrindo que se pode brincar com as palavras.</div>
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Um exemplo a ser citado é a <i>Arca de Noé</i> de Vinicius de Moraes. <i>A Arca de Noé</i> tornou-se um dos livros mais populares de Vinicius de Moraes por ter criado um laço com as crianças. Todas as gerações têm nos seus poemas uma porta de entrada no mundo da literatura e da música popular brasileira. os poemas da A Arca de Noé foram escritos por Vinicius muitos anos antes de sua primeira edição. Eram feitos para seus filhos Suzana e Pedro de Moraes. Por muitos anos, eles ficaram guardados. Só em 1970, o conjunto de poemas infantis ganha o mundo.</div>
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A ARCA DE NOÉ - Vinicius de Moraes<br />
Rio de Janeiro , 1970<br />
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Sete em cores, de repente<br />
O arco-íris se desata<br />
Na água límpida e contente<br />
Do ribeirinho da mata.<br />
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O sol, ao véu transparente<br />
Da chuva de ouro e de prata<br />
Resplandece resplendente<br />
No céu, no chão, na cascata.<br />
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E abre-se a porta da Arca<br />
De par em par: surgem francas<br />
A alegria e as barbas brancas<br />
Do prudente patriarca<br />
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Noé, o inventor da uva<br />
E que, por justo e temente<br />
Jeová, clementemente<br />
Salvou da praga da chuva.<br />
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Tão verde se alteia a serra<br />
Pelas planuras vizinhas<br />
Que diz Noé: "Boa terra<br />
Para plantar minhas vinhas!"<br />
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E sai levando a família<br />
A ver; enquanto, em bonança<br />
Colorida maravilha<br />
Brilha o arco da aliança.<br />
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Ora vai, na porta aberta<br />
De repente, vacilante<br />
Surge lenta, longa e incerta<br />
Uma tromba de elefante.<br />
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E logo após, no buraco<br />
De uma janela, aparece<br />
Uma cara de macaco<br />
Que espia e desaparece.<br />
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Enquanto, entre as altas vigas<br />
Das janelinhas do sótão<br />
Duas girafas amigas<br />
De fora as cabeças botam.<br />
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Grita uma arara, e se escuta<br />
De dentro um miado e um zurro<br />
Late um cachorro em disputa<br />
Com um gato, escouceia um burro.<br />
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A Arca desconjuntada<br />
Parece que vai ruir<br />
Aos pulos da bicharada<br />
Toda querendo sair.<br />
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Vai! Não vai! Quem vai primeiro?<br />
As aves, por mais espertas<br />
Saem voando ligeiro<br />
Pelas janelas abertas.<br />
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Enquanto, em grande atropelo<br />
Junto à porta de saída<br />
Lutam os bichos de pêlo<br />
Pela terra prometida.<br />
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"Os bosques são todos meus!"<br />
Ruge soberbo o leão<br />
"Também sou filho de Deus!"<br />
Um protesta; e o tigre - "Não!"<br />
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Afinal, e não sem custo<br />
Em longa fila, aos casais<br />
Uns com raiva, outros com susto<br />
Vão saindo os animais.<br />
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Os maiores vêm à frente<br />
Trazendo a cabeça erguida<br />
E os fracos, humildemente<br />
Vêm atrás, como na vida.<br />
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Conduzidos por Noé<br />
Ei-los em terra benquista<br />
Que passam, passam até<br />
Onde a vista não avista.<br />
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Na serra o arco-íris se esvai...<br />
E... desde que houve essa história<br />
Quando o véu da noite cai<br />
Na terra, e os astros em glória<br />
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Enchem o céu de seus caprichos<br />
É doce ouvir na calada<br />
A fala mansa dos bichos<br />
Na terra repovoada.<br />
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Convidamos nossos leitores a enviar seus poemas infantis para: letrasnojardim@gmail.com</div>
Oficina Literária Letras no Jardimhttp://www.blogger.com/profile/01173584178245181222noreply@blogger.com0tag:blogger.com,1999:blog-2003278892636923749.post-88636842286046495312020-06-05T07:26:00.001-07:002020-06-05T07:34:36.447-07:00Poesia ConcretaCaros amigos e leitores do Brasil e do mundo, continuando com as atividades deste ano, em Junho escreveremos sobre Poesia. Neste encontro falaremos sobre a poesia Concreta. O que vem a ser? Vamos a relembrar.<br />
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O que é o Concretismo?</div>
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O concretismo foi um movimento artístico e cultural que surgiu na Europa em meados do século XX, o qual visava a criação de uma nova linguagem, uma arte abstrata. Esse movimento de vanguarda influenciou as artes literárias, musicais e figurativas.</div>
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<b>Concretismo no Brasil.</b> No Brasil, esse movimento vanguardista chegou por volta de 1950, através do Suíço, Max Bill (1908-1994), um dos precursores do movimento, ao lado do russo Vladimir Maiakovski (1893-1930). Bill popularizou as concepções dessa nova tendência na Exposição Nacional de Arte Concreta, em 1956.</div>
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<b>A poesia concreta </b>surgiu com o Concretismo, fase literária voltada para a valorização e incorporação dos aspectos geométricos à arte (música, poesia, artes plásticas). Em 1952, a poesia concreta tem seu marco inicial através da publicação da revista “Noigrandes”, fundada por três poetas: Décio Pignatari, Haroldo de Campos e Augusto de Campos. Contudo, é em 1956, com a Exposição Nacional de Arte Concreta em São Paulo, que a poesia concreta se consolida como uma nova e inusitada vertente da literatura brasileira. O poema do Concretismo tem como característica primordial o uso das disponibilidades gráficas que as palavras possuem sem preocupações com a estética tradicional de começo, meio e fim e, por este motivo, é chamado de poema-objeto.</div>
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Características que podemos apontar deste tipo de poesia são:</div>
- a eliminação do verso;<br />
- o aproveitamento do espaço em branco da página para disposição das palavras;<br />
- a exploração dos aspectos sonoros, visuais e semânticos dos vocábulos;<br />
- o uso de neologismos e termos estrangeiros;<br />
- decomposição das palavras;<br />
- possibilidades de múltiplas leituras.<br />
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Atualmente, as estratégias de marketing utilizam o concretismo para divulgar um serviço, produto ou marca utilizando figuras geométricas, linhas curvas, retas, pontos a transmitir uma mensagem por meio da leitura de imagens.</div>
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Décio Pignatari foi um publicitário, poeta, ator, ensaísta, professor e tradutor brasileiro e junto com os irmãos (Haroldo e Humbeerto de Campos criou o Concretismo em São Paulo. Poemas dele são apresentados a seguir:</div>
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<img alt="Templo Cultural Delfos: Décio Pignatari - invenção e construção ..." src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjloXTdW2cus6yKZ33SV1MB-xO8bYEbWtZO6SHs8TArXqUVy71gjRl_pQWNEwZecVzD_X7Ke5z98vVTcQC33OHVlFEQtNZleQquoyw7718V9T76Scg6HrJSWf4d6QnO-DH0F3Dwu3OItT19/s1600/Pignatari%252C+Quinho.jpg" /></div>
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<img alt="poesia.net 96 - Décio Pignatari" src="https://blogger.googleusercontent.com/img/proxy/AVvXsEjSbORqlXe8DN17drdkxlpHAH3AeHHqol1l152iDFoKsDhqV7MDNPbMjv8YwJqWx8j7MoXqqHVVOs6kZEVAnPDQUaP76xSxbfIPpupxvzzPW6S1jH8594ULG-c6Xmy4lh22Pci4717dsLokqDNRcJ4WHktxdJI=" /> </div>
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<img alt="by Décio Pignatari (com imagens) | Poesia concreta, Poesia, Haicai" src="https://i.pinimg.com/originals/88/dc/07/88dc0742d787fc4be4017e7d3f4a1a4a.jpg" /></div>
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Mais dados a respeito dele podem ser encontrados no texto a seguir, cedido pelo Centro Cultural de São Paulo, disponibilizado na Internet:</div>
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<a href="http://centrocultural.sp.gov.br/site/wp-content/uploads/2018/12/CCSP-catalogo-exposicao-arquivo-decio-pignatari.pdf"><img alt=" Decio Pignatari" height="320" src="data:image/png;base64,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" 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<a href="http://centrocultural.sp.gov.br/site/wp-content/uploads/2018/12/CCSP-catalogo-exposicao-arquivo-decio-pignatari.pdf" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="http://centrocultural.sp.gov.br/site/wp-content/uploads/2018/12/CCSP-catalogo-exposicao-arquivo-decio-pignatari.pdf" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><br /></div>
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Convidamos nossos leitores a participar conosco e enviar seus poemas "concretos" para:</div>
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letrasnojardim@gmail.com</div>
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Oficina Literária Letras no Jardimhttp://www.blogger.com/profile/01173584178245181222noreply@blogger.com0tag:blogger.com,1999:blog-2003278892636923749.post-52218709056089858052020-05-29T14:43:00.000-07:002020-05-29T18:40:06.387-07:00Leitura dramática II<div>
No programa deste ano da Associação Literária Letras no Jardim combinamos de que no último dia de cada mês faríamos um exercício de leitura dramática.</div>
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Relembrando o último encontro, um bom exercício nesta época de pandemia é treinar em voz alta e gravar sua voz, tentando dar ênfase aos diálogos que se apresentam.</div>
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Os objetivos são:<br />
- Aprimorar a fluência leitora.<br />
- Conhecer o gênero texto teatral.<br />
- Ampliar a compreensão durante a leitura de textos.</div>
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A leitura dramática é a apresentação em voz alta de uma peça teatral para um público. Ao contrário da dramatização, a atividade enfoca especificamente o ato de ler. A entonação, a fluidez na fala e a transposição das emoções são o cerne do trabalho, em lugar, por exemplo, do figurino e da cenografia. Como o sucesso da apresentação depende unicamente das palavras, é preciso que os participantes entendam cada termo que recitam, desenvolvendo a capacidade de compreensão. O grande mérito dessa atividade é atribuir sentido aos exercícios, coisa que não ocorre na repetição em voz alta de textos aleatórios. Para isso, há de se empenhar bem, pois quando se entende o papel do personagem existe envolvimento.<br />
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<span style="background-color: white; color: #252626; font-family: "lora" , serif; font-size: 17px;">Vamos fazer um exercício tomando como exemplo um trecho de um poema da literatura de cordel. Nele se conta uma história.</span></div>
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Oficina Literária Letras no Jardimhttp://www.blogger.com/profile/01173584178245181222noreply@blogger.com0tag:blogger.com,1999:blog-2003278892636923749.post-52365014679946790812020-05-23T08:39:00.001-07:002020-05-23T08:47:12.123-07:00Ensaio investigativoO Mundo como espaço problemático, o Ser como ente problemático, a Cultura como epifenômeno problemático, eis as coordenadas que norteiam o labor constante do autêntico ensaísta. (MOISÉS, Massaud, A Criação Literária - Prosa. CULTRIX: São Paulo, 1997).<br />
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E o que vem a ser o ensaio científico?<br />
Caracterizado pela <b>combinação da imaginação artística com o raciocínio científico</b>, ou simplesmente pelo <b>tratamento de um tópico científico do ponto de vista criativo</b>. Em outras palavras,<b> leva da ciência o objetivo de explorar a realidade, utilizando um raciocínio científico combinado com a criatividade artística</b>. Apesar de utilizar algumas questões artísticas, o tipo de ensaio científico precisa deixar expressar claramente o tema ou tópico tratado no texto. Por exemplo, assuntos como o Coronavírus, a criação do universo, o clima, a germinação das plantas, entre outros.<br />
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Além disso, o ensaio científico é baseado em teorias e apresenta uma linguagem mais culta, destituída de gírias ou expressões conotativas. Para isso, é bom citar um livro ou começar com um trecho de uma obra científica, citando o autor, fundamentando seu texto.</div>
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Bibliografia: na maior parte estes ensaios são textos teóricos, que apresentam no final do texto uma bibliografia, ou seja, os textos que foram necessários para consultas durante seu desenvolvimento. A bibliografia aparece em ordem alfabética seguindo as normas da ABNT (Associação Brasileira de Normas Técnicas). Lembrando que a bibliografia servirá como texto de apoio a suas explanações, lembrando da estrutura do ensaio literário, diferente de um artigo científico.<br />
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Lembremos da estrutura do Ensaio Curto:<br />
Dividimos o ensaio curto em três partes: introdução, desenvolvimento e conclusão. <br />
<b>A introdução,</b><br />
estabelece o objetivo e a ideia central do ensaio, além de indicar como esta ideia central será desenvolvida. Ocupa o primeiro parágrafo do texto. <br />
<b>O desenvolvimento, </b><br />
explana a ideia central enunciada na introdução. Fazem parte do desenvolvimento os parágrafos restantes, exceto o último. Este é ocupado pela conclusão.<br />
<b>A conclusão,</b><br />
retoma a ideia central expressa na introdução e resume a explanação feita sobre ela no desenvolvimento. Você certamente percebeu que a introdução, o desenvolvimento e a conclusão do ensaio curto têm a mesma função do tópico frasal, do desenvolvimento e da conclusão do parágrafo, respectivamente. Isto ficará mais claro se você lembrar que o parágrafo foi definido como uma “unidade de composição”. Podemos levar mais adiante a analogia, comparando cada um dos parágrafos do desenvolvimento do ensaio curto com as frases de explanação do parágrafo. Quanto à conclusão, opcional no parágrafo, é obrigatória no ensaio, devido à maior distância que há entre o enunciado da ideia central (feito na introdução) e o fim de sua última explanação.</div>
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Bibliografia de consulta</div>
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SOBRENOME, Nome do autor. Título do livro. Editora:Cidade, ano.<br />
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Indicamos as leituras dos <i style="background-color: white; color: #202122; font-family: sans-serif; font-size: 14px;">ensaios insólitos de Darcy Ribeiro</i><br />
<a href="http://www.fundar.org.br/storage/Livros/23.pdf">http://www.fundar.org.br/storage/Livros/23.pdf</a><br />
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Quem quiser enviar seus textos para serem publicados em nosso blog, estando dentro do assunto, podem enviar para:</div>
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letrasnojardim@gmail.com<br />
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Oficina Literária Letras no Jardimhttp://www.blogger.com/profile/01173584178245181222noreply@blogger.com0tag:blogger.com,1999:blog-2003278892636923749.post-48262784693271797162020-05-15T13:41:00.000-07:002020-05-15T13:41:48.373-07:00O Ensaio SubjetivoContinuando com nosso estudo sobre o ensaio, nos deparamos com que, segundo Moises(1997), sem a "Paixão", o ensaio perde o impulso que lhe dá consistência e razão de ser. Paixão, no sentido de subjetividade, emotividade, o "eu" do autor. O ensaísta se preserva de maiores danos graças a pôr constantemente em dúvida as próprias certezas, a não se levar a sério, empregar primeiro consigo mesmo a ironia, ainda mais sutil do que de hábito, com que sonda as questões que sua mente descortina.<br />
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Lembrando que a estrutura do ensaio curto é:<br />
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Dividimos o ensaio curto em três partes: <b>introdução, desenvolvimento e conclusão</b>. </div>
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<b>A introdução,</b></div>
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estabelece o objetivo e a ideia central do ensaio, além de indicar como esta ideia central será desenvolvida. Ocupa o primeiro parágrafo do texto. </div>
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<b>O desenvolvimento,</b> </div>
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explana a ideia central enunciada na introdução. Fazem parte do desenvolvimento os parágrafos restantes, exceto o último. Este é ocupado pela conclusão.</div>
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<b>A conclusão,</b></div>
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retoma a ideia central expressa na introdução e resume a explanação feita sobre ela no desenvolvimento. Você certamente percebeu que a introdução, o desenvolvimento e a conclusão do ensaio curto têm a mesma função do tópico frasal, do desenvolvimento e da conclusão do parágrafo, respectivamente. Isto ficará mais claro se você lembrar que o parágrafo foi definido como uma “unidade de composição”. Podemos levar mais adiante a analogia, comparando cada um dos parágrafos do desenvolvimento do ensaio curto com as frases de explanação do parágrafo. Quanto à conclusão, opcional no parágrafo, é obrigatória no ensaio, devido à maior distância que há entre o enunciado da ideia central (feito na introdução) e o fim de sua última explanação. </div>
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Exemplo de ensaio:</div>
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Resumo do ensaio sobre o terror de Jacques Rancière</div>
<br />DO MEDO AO TERROR<br /><br />por Jacques Rancière<br /><br />Resumo<br /><br />O terror não é simplesmente um medo mais forte que responde a uma ameaça mais temerosa e mais difusa. É uma maneira de nomear, de ressentir e de explicar o que causa perturbação na alma de cada um de nós. Nomear “o terror” como o mal que está em torno de nós e nos ameaça é, pouco a pouco, redefinir o conjunto de coordenadas que nos servem para explicar o mundo, para pensar as relações entre causa e efeito, entre bem e mal, e também as relações que ligam os indivíduos em sociedades.<br /><br />Uma via de acesso que torna possível a compreensão dessa relação é a ficção. A ficção obriga a uma racionalização da apresentação dos fatos e de seus vínculos, a uma decantação de nossos modos de percepção e de explicação das coisas, como num cálculo dos efeitos que essa apresentação deve produzir sobre o sentimento e o pensamento daqueles a quem se dirige.<br /><br />Comparando no cinema, um filme alemão dos anos 1930 (M, o vampiro de Düsseldorf, de Fritz Lang) e um filme americano do começo do século XXI (Sobre meninos e lobos, de Clint Eastwood) é possível extrair o deslocamento de uma estrutura de o perigo (ou de desordem) para uma outra. As duas ficções estão estruturadas pela relação entre quatro figuras: a criança, o doente mental, o policial e o vigarista. Mas, em M, o vampiro de Düsseldorf, esse jogo das outras figuras serve para conter o terror nos canais do medo; em Sobre meninos e lobos, ao contrário, os encadeamentos do medo são absorvidos e apagados numa lógica da repetição do trauma e de seu violento acerto de contas.<br /><br />De um filme a outro, nota-se uma modificação do regime de percepção e da ideia de ameaça, que é uma modificação da própria relação entre racionalidade e irracionalidade.<br /><br />O discurso ético pretende recusar a ingenuidade das cruzadas do bem contra o mal e perturbar a segurança da ordem consensual, remetendo-a a suas origens violentas, e fazendo do terror não mais a arma do inimigo do bem e da democracia, mas uma condição compartilhada. No lugar da oposição do bem e do mal, ele coloca a identidade última do aterrorizador e do aterrorizado, a relação da civilização da violência irredutível e fundadora da relação com uma alteridade incontrolável.<br /><br />Há, hoje, uma dificuldade de pensar o terror. O terror não é simplesmente um conjunto de atos e de ameaças efetivos. Esse nome designa também um certo estado do mundo. Mas esse estado do mundo define também um modo de percepção e uma grade conceitual: o terror se apresenta muito naturalmente como explicação do terror.<br /><br />
Convidamos a nossos leitores a escrever um ensaio curto para ser publicado em nosso blog. Quem quiser participar pode escrever para:<br />
letrasnojardim@gmail.com<br />
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Referência:<br />
MOISES, Massaud. A Criação Literária. Cultrix:São Paulo, 1997.Oficina Literária Letras no Jardimhttp://www.blogger.com/profile/01173584178245181222noreply@blogger.com0tag:blogger.com,1999:blog-2003278892636923749.post-63683432570678357672020-05-08T16:14:00.000-07:002020-05-08T16:14:46.687-07:00Ensaio pessoal <div>
Continuando nosso estudo sobre o ensaio, pode-se dizer que:</div>
<b>Ensaio</b> é uma <b>obra de reflexão</b> que versa sobre determinado tema, sem que o autor pretenda esgotá-lo, exposta de maneira pessoal ou mesmo subjetiva. Ao contrário do estudo, <b>o ensaio não é investigativo, podendo ser impressionista ou opinativo.</b><div>
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Segundo Massaud Moisés, "o ensaio subordina-se a uma disposição lógica, numa ordenação que pressupõe começo, meio e fim. Tratando de expor e/ ou indagar, o ensaio organiza-se como um diálogo, entre o ensaísta e o leitor ( ou o próprio "eu"), porém um diálogo em que as idéias se enfileiram numa sequência, a do silogismo. O ensaio dissimula somente até certo ponto que alguém procura persuadir-se e persuadir o leitor". (MOISES, Massaud. A Criação Literária, Prosa. Cultrix: São Paulo, 1997)</div>
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Relembrando os <b>passos para escrever um ensaio</b>:</div>
- Selecionar um aspecto relevante<br />-Você precisa selecionar um aspecto específico, que seria bastante fácil de descrever de uma maneira compreensível.<br />- Faça uma introdução clara e coerente, que será localizada no parágrafo inicial.<br />- Escreva o texto na primeira pessoa (Eu)<br />- O texto é um pensamento e opinião crítica<br />-Escreva os parágrafos do corpo. Lembre-se de que todo parágrafo do corpo deve corresponder à sua sentença. O objetivo desses parágrafos é provar que suas ideias têm o devido sentido e que você está certo sobre isso ou sobre outro assunto (prós e contras).<br />- Dê alguns detalhes interessantes.<br />-Faça uma conclusão coerente e lógica. É aqui que você vai resumir tudo o que escreveu no ensaio<br /><br /><b>O Ensaio Curto</b><div>
Chamamos ensaio curto a um texto que exponha ou discuta idéias sobre um determinado tema e
que tenha um tamanho variável entre quatro e dez parágrafos. Uma pequena descrição ou uma narração
não são, portanto, ensaios curtos, assim como uma dissertação de cinco páginas também não o é.
Não é apenas o tamanho, porém, que caracteriza o ensaio curto. Ao contrário do ensaio
documentado, que parte de uma pesquisa bibliográfica, o ensaio curto lida apenas com aqueles dados que
você, usando simplesmente a memória, pode mobilizar no momento.</div>
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<b>Estrutura do Ensaio Curto</b></div>
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Dividimos o ensaio curto em três partes: <b>introdução, desenvolvimento e conclusão</b>. A introdução estabelece o objetivo e a idéia central do ensaio, além de indicar como esta idéia central será desenvolvida. Ocupa o primeiro parágrafo do texto. O desenvolvimento explana a idéia central enunciada na introdução. Fazem parte do desenvolvimento os parágrafos restantes, exceto o último. Este é ocupado pela conclusão, que retoma a idéia central expressa na introdução e resume a explanação feita sobre ela no desenvolvimento. Você certamente percebeu que a introdução, o desenvolvimento e a conclusão do ensaio curto têm a mesma função do tópico frasal, do desenvolvimento e da conclusão do parágrafo, respectivamente. Isto ficará mais claro se você lembrar que o parágrafo foi definido como uma “unidade de composição”. Podemos levar mais adiante a analogia, comparando cada um dos parágrafos do desenvolvimento do ensaio curto com as frases de explanação do parágrafo. Quanto à conclusão, opcional no parágrafo, é obrigatória no ensaio, devido à maior distância que há entre o enunciado da idéia central (feito na introdução) e o fim de sua última explanação. Observe o que segue: </div>
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<b>Um exemplo:</b></div>
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<br /><b>Introdução </b></div>
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A ORIGEM DA LUA </div>
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A Lua é o corpo celeste mais próximo da Terra e talvez, por isso, o que mais tem suscitado teorias a respeito da sua origem. Os cientistas já sugeriram três mecanismos diferentes para explicá-la: formação independente próxima à Terra, formação por fissura da Terra e a captação pelo campo gravitacional terrestre, após sua formação em outro lugar. A mais aceita tem sido a terceira; já as outras duas apresentam alguns pontos fracos. <b>A primeira frase da introdução apresenta o problema:</b> a interrogação a respeito da origem da Lua. <b>A segunda frase indica ao leitor que o desenvolvimento vai tratar das três teorias na ordem em que elas estão dispostas</b>. <b>A terceira encerra a introdução, dizendo ao leitor que ele ficará sabendo dos pontos fracos de duas das teorias. </b></div>
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<b>Desenvolvimento</b></div>
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Na teoria da formação independente, supõe-se que a Lua tenha-se originado da agregação de pequenas massas da nuvem de gás interestelar que deu origem ao Sol, à Terra e a outros planetas. A maior dificuldade nesta hipótese encontra-se na diferença de densidade média entre a Terra e a Lua. Esta diferença, que geralmente é atribuída a uma diferença na composição, torna difícil explicar por que objetos acumulados na mesma parte da nuvem teriam proporções diferentes de ferro e de silicatos metálicos. </div>
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Em 1898, G. H, Darwin, o astrônomo filho de Sir Charles Darwin, concluiu que a Terra e a Lua
podem ter formado originariamente um corpo que girava em alta velocidade. Esta rotação poderia ter
levado a uma fissura, que deu origem a um corpo grande e a um ou a mais corpos menores, formando
eventualmente a Lua. No entanto, cálculos matemáticos levaram os astrônomos a abandonar essa teoria.
A terceira hipótese diz que os primeiros grandes corpos sólidos formados no sistema solar
tiveram aproximadamente o tamanho da Lua. Estes corpos colidiram e se uniram, formando os planetas,
ou destroçaram-se, formando os asteróides. A Lua é considerada um dos corpos que escapou à
destruição. Mais tarde foi gravitacionalmente capturada pela Terra.
Cada um dos parágrafos do desenvolvimento explana uma das teorias e, no caso das duas
primeiras, seus pontos fracos.</div>
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<b>Conclusão</b></div>
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Dos três diferentes mecanismos sugeridos para explicar a origem da Lua, o menos aceitável é o
da fissura da Terra. Parece certo que a Terra e a Lua foram formadas do mesmo modo, mas que sempre
foram corpos separados.
<b>A conclusão refere a existência das três teorias e resume o resultado da investigação sobre elas. </b></div>
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Convidamos a escrever um ensaio curto. Envie seu texto para nós, para ser avaliado e publicado em nosso blog, para:</div>
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letrasnojardim@gmail.com</div>
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Oficina Literária Letras no Jardimhttp://www.blogger.com/profile/01173584178245181222noreply@blogger.com0tag:blogger.com,1999:blog-2003278892636923749.post-16953139863823267522020-05-01T07:59:00.000-07:002020-05-01T12:13:57.584-07:00EnsaioContinuando com a programação de 2020, no mês de maio trabalharemos o ensaio.<br />
O que é um ensaio?<br />
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"O ensaio contém a discussão livre, pessoal, de um assunto qualquer. O ensaísta não procura provar ou justificar as suas ideias, nem se preocupa em esgotar o tema escolhido; preocupa-o, fundamentalmente, desenvolver por escrito um raciocínio, uma intuição. Daí que o ensaio constitua também uma manifestação de humildade, e faça da brevidade e da clareza de estilo os seus esteios máximos: o ensaísta conhece por experiência as limitações do saber humano e que os torneios frásicos absconsos, o vocabulário especioso e bizantino, os neologismos forçados, etc., não raro escondem o vazio intelectual.<br />
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O ensaio não é investigativo, podendo ser impressionista ou opinativo.<br />
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O ensaio vale menos pelo acerto ou procedência das ideias que pelos horizontes que descortina aos dois interlocutores, um ativo porque compõe o escrito, outro passivo até certo ponto, porque reage aos conceitos expendidos, acolhendo-os ou refutando-os."</div>
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O ensaio assume a forma livre e assistemática sem um estilo definido<br />
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Regem o ensaio três ideias básicas:<br />
o auto-exercício das faculdades;<br />
a liberdade pessoal;<br />
o esforço constante pelo pensar original.<br />
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Levar em conta que o ensaio serve para formular um ponto de vista pessoal sobre algum tema, de forma persuasiva.<br />
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Como surgiu?<br />
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Montaigne foi quem criou o ensaio e o batizou com os Essais, publicados em 1580. Entretanto, admitido um conceito amplo de ensaio, pode-se dizer que desde a antiguidade era praticado, ainda que sem o apelativo por que veio a ser conhecido. Assim, a Poética de Platão, as Meditações de Marco Aurélio, os escritos de Séneca, Plutarco, Teofrasto, e outros, têm sido alinhados na mesma rúbrica. Entretanto, é dos Ensaios de Montaigne que deriva a conceituação moderna acerca da matéria e o modelo seguido desde o século XVI, com algumas mudanças impostas pela natural evolução da atividade literária.</div>
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Segundo Massaud Moisés: "A autobiografia ou o diário íntimo podem ser divisados pelo flanco do ensaio, no momento em que há um exame dos vários problemas que assaltam a consciência do indivíduo. O escritor é movido por um intuito diferenciado, e o tom ensaístico decorre da atmosfera sugerida pelo contexto". (MOISES, Massaud. A criação literária, Prosa. Pág.225)</div>
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Passos para escrever um ensaio:</div>
- Selecionar um aspecto relevante<br />
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-Você precisa selecionar um aspecto específico, que seria bastante fácil de descrever de uma maneira compreensível.</div>
<div>
- Faça uma introdução clara e coerente, que será localizada no parágrafo inicial.</div>
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- Escreva o texto na primeira pessoa (Eu)</div>
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- O texto é um pensamento e opinião crítica</div>
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-Escreva os <b>parágrafos do corpo</b>. Lembre-se de que <b>todo parágrafo do corpo deve corresponder à sua sentença.</b> O <b>objetivo</b> desses parágrafos é <b>provar que suas ideias têm o devido sentido e que você está certo sobre isso ou sobre outro assunto (prós e contras).</b></div>
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<b>-</b> Dê alguns detalhes interessantes.</div>
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-Faça uma conclusão coerente e lógica. É aqui que você vai resumir tudo o que escreveu no ensaio </div>
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<b>A seguir, um exemplo de ensaio de Fernando Pessoa:</b></div>
Fernando Pessoa: O ensaio sobre a Iniciação<br />
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“Havia três razões pelas quais nas religiões pagãs certas verdades, ou coisas supostas serem verdades, eram transmitidas só em segredo e reclusão, por iniciação. A primeira era uma razão social: pensava-se que essas tais verdades eram impróprias para transmissão a qualquer homem, a nau ser que ele estivesse em certa medida preparado para as receber, e que elas teriam resultados sociais desastrosos se fossem tornadas públicas, pois isso significaria que seriam mal compreendidas. «Etiamsi revelare destruere est…» A segunda era uma razão filosófica: supunha-se que, em si próprias, essas verdades não eram de um género que o homem comum pudesse compreender e que lhe poderia advir confusão mental e desequilíbrio na conduta se lhe fossem inutilmente comunicadas. A terceira era, por assim dizer, uma razão espiritual: pensava-se que, por serem verdades da vida interior, essas verdades não deviam ser comunicadas, mas sugeridas, e que a sugestão devia ser impressiva, rodeada de secretismo, para que pudesse ser sentida como de valor; de ritual, para que pudesse impressionar e surpreender; de símbolos, para que o candidato fosse forçado a abrir o seu próprio caminho, lutando por interpretar os símbolos, em vez de se julgar cheio de conhecimento se a comunicação tivesse sido feita por ensinamento dogmático ou filosófico.</div>
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Não digo que estas três razões se apresentassem claras ou em separado ou em conjunto, embora assim divididas, nos espíritos dos antigos, sacerdotes ou leigos das suas religiões. Mas digo que, quando não por inteligência directa, ao menos por intuição, eles basearam as suas religiões neste esquema divisional.<br />
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As religiões dos Antigos, e sobretudo as religiões pagãs da Grécia e Roma, que são as que mais nos interessam, uma vez que os nossos espíritos são seus filhos, estavam divididas em três formas. Havia uma forma social, o culto, que era o do homem como cidadão. Havia uma forma individual, a poesia, que era do homem como não-cidadão; cumprido o culto devidamente, ele podia interpretar para si os deuses como entendesse e elaborar as suas lendas como lhe parecesse mais adequado. E havia uma forma secreta, a iniciação, que participava em segredo das características de ambas: era individual porque, mesmo quando a iniciação era colectiva como nos grandes Mistérios pagãos, era sempre o indivíduo o iniciado e não o grupo; era social, porque a iniciação era comunicada em ritual e o ritual é social.<br />
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O que com os Cristãos raramente está associado ou fundido com a poesia como acontecia com os pagãos. (Não compreenderemos a Idade Média até que compreendamos que a teologia era a sua poesia, que a ausência de poesia então mais não era que a presença da poesia sob outra forma).<br />
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Todas as religiões, porém, estão no mesmo estado que as grandes religiões pagãs. As três formas de religião serão encontradas de uma forma ou de outra em todas. Nas religiões cristas, por exemplo, temos o culto público, quer seja altamente cerimonial como na Igreja Romana, quer pobre até à nudez como nas seitas protestantes extremistas; temos a religião individual significando a reflexão pessoal sobre os dogmas e fórmulas de fé, e isto é teologia onde (com os pagãos), era antes poesia; e temos a vida interior do cristão, que é a sua iniciação, porque nas religiões cristãs a iniciação é considerada como dada por Cristo, só,misticamente, e não por qualquer sacerdote ou hierofante ritualmente ou ceremonialmente. Por outras palavras — cujo sentido mais exacto será compreendido mais tarde — a iniciação pagã encaminhou-se para a Magia, como fazem todas as iniciações rituais, e a iniciação cristã encaminhou-se para o Misticismo, como fazem todas as iniciações meditativas.<br />
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Qualquer que seja o número de graus, exteriores ou interiores, na escala de ascensão para a verdade, eles podem ser considerados como três — Neófito, Adepto e Mestre. Na realidade, os graus são dez — quatro para o Neófito, três para o Adepto e três, por assim dizer, para o Mestre. Há realmente também dois intergraus que ficam entre o primeiro e o segundo, e entre o segundo e o terceiro há ordens, estas também não numeradas. Os graus não numerados são graus de noviciado, enquanto os outros são, cada um na sua medida, graus de realização.<br />
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O Neófito, ao longo dos graus que esta expressão descreve, é essencialmente um aprendiz; o seu caminho é em direcção à realização do conhecimento na esfera exterior. No Adepto, ao longo dos seus três passos, há um progresso na unificação do conhecimento com a vida. No Mestre há, ou diz-se que há, uma distribuição da unidade assim atingida em virtude de uma unidade mais elevada.<br />
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Uma comparação com coisas mais simples tornará isto mais claro, creio. Suponhamos que o escrever grande poesia é o fim da iniciação. O grau de Neófito será a aquisição dos elementos culturais com que o poeta terá de tratar ao escrever poesia e que são, grau a grau e no que se afigura ser uma analogia exacta: 0) gramática, 1) cultura geral, 2) cultura literária particular, 3) [incompleto no original, e a numeração salta] O grau de Adepto será, extraindo a analogia da mesma maneira 5) o escrever poesia lírica simples como num poema lírico comum, 6) o escrever poesia lírica complexa como em, 7) o escrever poesia lírica ordenada ou filosófica como na ode.<br />
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O grau de Mestre será, da mesma maneira: 8) o escrever poesia épica, 9) o escrever poesia dramática, 10) a fusão de toda a poesia, lírica, épica e dramática em algo para lá de todas elas.<br />
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Ao leitor desta analogia literária ocorrerão três observações. A primeira é que se pode ser poeta sem os graus de Neófito, Adepto do primeiro grau de Adepto sem sequer se «tomar» o primeiro grau de neófito. A segunda é que a progressão descrita não corresponde à que habitualmente acontece na vida, seja ela a de um poeta ou a de qualquer outro homem. A terceira é que a função de toda a poesia, lírica, épica e dramática, em algo que fica para além das três, é uma realização que excede a compreensão.<br />
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Levei o leitor a fazer estas observações para que eu pudesse, replicando-lhes, completar a analogia com uma explicação.<br />
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Quanto à primeira observação: O primeiro grau de Adepto é, na verdade, o primeiro grau real da iniciação real. Um místico simples, que funde a sua fé e a sua vida, atingiu o começo da iniciação real, enquanto o neófito aperfeiçoado, no qual a fé (ou conhecimento) e a vida ainda estão separados, não a atingiu. Mas se o Adepto espontâneo tiver atingido o Quinto Grau sem ter passado pelos cinco primeiros (que incluem o grau Zero), terá de permanecer largo tempo à entrada da Câmara do Meio, onde se pode adequadamente dizer estar «colocado» o primeiro grau de Adepto. Para passar ao Sexto Grau ele terá, em certo sentido, de voltar ao princípio.”<br />
s.d.<br />
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Fernando Pessoa e a Filosofia Hermética – Fragmentos do espólio. Fernando Pessoa. (Introdução e organização de Yvette K. Centeno.) Lisboa: Presença, 1985.<br />
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“Ensaio sobre a Iniciação.” Trad.: Maria Helena Rodrigues de Carvalho<br />
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<b><span style="font-size: large;">Como tarefa, vamos fazer um texto livre que tenha inicio, meio e fim, em que vocês irão defender um tema (prós e contras), não precisa inserir citações. Será seu ponto de vista sobre um assunto qualquer. Lembre que no meio vem o seu ponto de vista, no inicio haverá um parágrafo de introdução sobre o assunto em discussão e na conclusão, haverá uma revisão de seus pontos de vista anteriores e conclusão final. Não precisa ser extenso como o apresentado de Fernando Pessoa. Envie para: letrasnojardim@gmail.com</span></b></div>
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Oficina Literária Letras no Jardimhttp://www.blogger.com/profile/01173584178245181222noreply@blogger.com0