tag:blogger.com,1999:blog-90275062992706536272024-03-14T07:46:00.467-07:00NemosBlog para divulgação do Núcleo de Estudos e Pesquisa sobre Movimentos Sociais da Faculdade de Ciências Sociais da Universidade Federal de Goiás.Unknownnoreply@blogger.comBlogger30125tag:blogger.com,1999:blog-9027506299270653627.post-19454056360056746162023-10-10T13:01:00.003-07:002023-10-10T13:01:49.420-07:00CURSO DE EXTENSÃO: ANÁLISE DO DISCURSO EM PERSPECTIVA DIALÉTICA<p> CURSO DE EXTENSÃO: ANÁLISE DO DISCURSO EM PERSPECTIVA DIALÉTICA.</p><p><br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjcL8LixyDk3P6fzw24mKhJW9ZZ_eld2zFWvfz5Hb3avdEtvB7adRYko5w_i46cyO33e29h8VtVwr9T9Xk-mBLYok1PBu9EUv6axM9fWnpV9coCvaNJs4kY6jTE9foFHz5ufEOGFozGEZz77tMERXwniRpqdJm3Z4xiWAVoaG40AlAFhW8cO2N7r9LRcmU/s1344/An%C3%A1lise%20do%20discurso%20em%20Perspectiva%20Dial%C3%A9tica.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1344" data-original-width="1008" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjcL8LixyDk3P6fzw24mKhJW9ZZ_eld2zFWvfz5Hb3avdEtvB7adRYko5w_i46cyO33e29h8VtVwr9T9Xk-mBLYok1PBu9EUv6axM9fWnpV9coCvaNJs4kY6jTE9foFHz5ufEOGFozGEZz77tMERXwniRpqdJm3Z4xiWAVoaG40AlAFhW8cO2N7r9LRcmU/w480-h640/An%C3%A1lise%20do%20discurso%20em%20Perspectiva%20Dial%C3%A9tica.png" width="480" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: justify;">Promovido pelo GPDS e Ragnatela, o curso de extensão "Análise do discurso em perspectiva dialética" oferece uma introdução geral à análise do discurso e à dialética, bem como analisa as contribuições do método dialético para o processo analítico dos discursos.</div><div class="separator" style="clear: both; text-align: justify;"><br /></div><div class="separator" style="clear: both; text-align: justify;">Os participantes também poderão publicar artigos em coletânea sobre essa temática se optar por isso na inscrição.</div><div class="separator" style="clear: both; text-align: justify;"><br /></div><div class="separator" style="clear: both; text-align: justify;">Informações e inscrições em:</div><div class="separator" style="clear: both; text-align: justify;"><a href="https://l1nq.com/cursogpds">https://l1nq.com/cursogpds</a> </div><div class="separator" style="clear: both; text-align: justify;"><a href="https://www.even3.com.br/analise-do-discurso-em-perspectiva-dialetica-399345/" target="_blank">https://www.even3.com.br/analise-do-discurso-em-perspectiva-dialetica-399345/ </a></div><div class="separator" style="clear: both; text-align: justify;"><br /></div><div class="separator" style="clear: both; text-align: justify;"><br /></div><br /><p></p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-9027506299270653627.post-53699769346894380342021-11-09T11:10:00.000-08:002021-11-09T11:10:06.397-08:00<p style="text-align: left;"></p><div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEibNqz78tlcr3ja9z4bdLE8S8hpOZh8vPBvAg_2iwuEH6CeMpCFzqeWsVw0yonfR-Ka-jMcCLqLdWuRTrubiYO6CYKXKmXhUAHZB7q5VBLZ7tY1MhNA1HWVHEURwp50IIh9kaQMtLYa-No/s1280/Palestra+Gagrielle.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1280" data-original-width="899" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEibNqz78tlcr3ja9z4bdLE8S8hpOZh8vPBvAg_2iwuEH6CeMpCFzqeWsVw0yonfR-Ka-jMcCLqLdWuRTrubiYO6CYKXKmXhUAHZB7q5VBLZ7tY1MhNA1HWVHEURwp50IIh9kaQMtLYa-No/w450-h640/Palestra+Gagrielle.jpg" width="450" /></a></div> <a href="https://youtu.be/uYsShhQPKt4">https://youtu.be/uYsShhQPKt4</a><p></p>Cleito Pereirahttp://www.blogger.com/profile/01134645537674408942noreply@blogger.com0tag:blogger.com,1999:blog-9027506299270653627.post-88664775124746803882021-10-06T18:44:00.003-07:002021-10-06T18:49:05.054-07:00<p style="text-align: center;">Participe: <a href="https://youtu.be/xCa_4O36RQs ">https://youtu.be/xCa_4O36RQs </a> </p><p style="text-align: center;">15/10 - 14h<br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEheqPOC3TkphTOR7okIEkm1uYDHiFwU9C-nc7wsYEw8GIod_Si9TIp2-N1jIQTa701cMfsiDp2iwpOyY_qgxIX5ZCyLbKmOjy2rCfICgWQFdV99Hp1rQAUEFipXxMWoonZVu9nUoZN97ms/s2048/CartazAlessandroNemos2021.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2048" data-original-width="1422" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEheqPOC3TkphTOR7okIEkm1uYDHiFwU9C-nc7wsYEw8GIod_Si9TIp2-N1jIQTa701cMfsiDp2iwpOyY_qgxIX5ZCyLbKmOjy2rCfICgWQFdV99Hp1rQAUEFipXxMWoonZVu9nUoZN97ms/w445-h640/CartazAlessandroNemos2021.jpeg" width="445" /></a></div><br /><p style="text-align: center;"><br /></p>Cleito Pereirahttp://www.blogger.com/profile/01134645537674408942noreply@blogger.com0tag:blogger.com,1999:blog-9027506299270653627.post-60897648902054113652021-09-22T06:34:00.002-07:002021-09-22T06:37:57.619-07:00<p style="text-align: center;"> </p><p style="text-align: center;">Ciclo de Palestras Hoje, 22/09, 19h.</p><p style="text-align: center;"><a href=" https://youtu.be/xCa_4O36RQs "> https://youtu.be/xCa_4O36RQs </a> </p><p style="text-align: center;"> </p><p style="text-align: center;"><img alt="" height="640" 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" width="429" /> </p><p style="text-align: center;"><br /></p><p style="text-align: center;"> </p>Cleito Pereirahttp://www.blogger.com/profile/01134645537674408942noreply@blogger.com0tag:blogger.com,1999:blog-9027506299270653627.post-91066508068827953402020-11-17T02:19:00.005-08:002020-11-17T02:19:50.981-08:00Mesa Redonda: Os Movimentos Sociais Específicos e suas dinâmicas<p> Mesa redonda: Os Movimentos Sociais específicos e suas dinâmicas.</p><p>Com Luís Antonio Groppo (UNIFAL), Cleito Pereira dos Santos (UFG) e Ivonaldo Leite (UFPB).</p><p>Hoje, às 08:00, com transmissão pelo youtube:</p><p><br /></p><p><a href="https://youtu.be/ZLDgx24sp-c">https://youtu.be/ZLDgx24sp-c</a></p><p><br /></p><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/ZLDgx24sp-c" width="320" youtube-src-id="ZLDgx24sp-c"></iframe></div><br /><p></p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-9027506299270653627.post-42986013938542742522020-11-11T10:34:00.003-08:002021-01-05T10:57:56.589-08:00Lançamento de livros do NEMOS e Edições Redelp<p> </p>
<p> </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgoy-BpaR-g1Bj544BCi5WkITd6bbeObFLBVvJmksatlmSTH0zkM-DGgQpHRrn3P2iEupgGDvzoSXwuJn2rnIgLF7KN07aOdhlgQnxJQyEfHk3XRMQ5S5xjYKp3qdbfjuFBDdgi2gv4fuo/s1224/livros+capas+para+lan%25C3%25A7amento.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="715" data-original-width="1224" height="374" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgoy-BpaR-g1Bj544BCi5WkITd6bbeObFLBVvJmksatlmSTH0zkM-DGgQpHRrn3P2iEupgGDvzoSXwuJn2rnIgLF7KN07aOdhlgQnxJQyEfHk3XRMQ5S5xjYKp3qdbfjuFBDdgi2gv4fuo/w640-h374/livros+capas+para+lan%25C3%25A7amento.png" width="640" /></a></div><br /><p><br /></p><p><br /></p><p style="text-align: justify;"><span style="font-family: "Times New Roman",serif; font-size: 12pt; line-height: 150%; mso-ansi-language: PT-BR; mso-bidi-font-size: 11.0pt; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;">A
Edições Redelp e o NEMOS – Núcleo de Estudos e Pesquisa em Movimentos Sociais
estará lançando os livros “<b>Movimentos Sociais: Questões Teóricas e Conceituais</b>”; <b>"O Movimento Estudantil em Foco" e "Análise Marxista dos Movimentos Sociais"</b> no
Seminário “<i>Movimentos Sociais e Sociedade Moderna</i>”, promovido pelo NEMOS. O evento é online e o lançamento será virtual. </span></p><p style="text-align: justify;"><span style="font-family: "Times New Roman",serif; font-size: 12pt; line-height: 150%; mso-ansi-language: PT-BR; mso-bidi-font-size: 11.0pt; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;">O lançamento está programado para dia 18/11/2020, às 12:00, após encerramento da Mesa Redonda sobre Movimentos Sociais na Contemporaneidade. Os seguintes livros serão lançados:</span></p><p style="text-align: justify;"><b><i><span style="color: #cc0000;">Análise Marxista dos Movimentos Sociais</span> </i></b>- Gabriel Teles</p><p style="text-align: justify;"><b><i><span style="color: #cc0000;">O Movimento Estudantil em Foco</span> </i></b>- Eliani Covem, Marcus Vinícius Conceição, Maria Angélica Peixoto e Nildo Viana (org.).</p><p style="text-align: justify;"><span style="color: #cc0000;"><b><i>Movimentos Sociais: Questões Teóricas e Conceituais</i></b></span> - Anderson Nowogrodzki, Gabrielle Andrade, Jean Isídio, Juliana Furtado, Nildo Viana (org.), Rejane Medeiros.</p><p style="text-align: justify;"><b>Para assistir ao lançamento, basta acessar o link que postaremos aqui no domingo, dia 15 de novembro.</b></p><p style="text-align: justify;">Link para assistir ao lançamento: <a href="https://youtu.be/RgI-DXsz0n0">https://youtu.be/RgI-DXsz0n0</a></p><p style="text-align: justify;">Veja a programação do Seminário "Movimentos Sociais e Sociedade Moderna" e assista sua programação em geral.</p><p style="text-align: justify;"><a href="https://www.even3.com.br/movsoc2020/">https://www.even3.com.br/movsoc2020/</a></p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-9027506299270653627.post-68717811609679022002020-10-10T04:13:00.000-07:002020-10-10T04:13:12.502-07:00SEMINÁRIO "MOVIMENTOS SOCIAIS E SOCIEDADE MODERNA"<p> </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg1ziKXi5uNiHgjTCJr094fdZgh6YtZiK5GRhCLRgVqcYzpVly7ivEdq_8QulfQskBOV0epbTcLeKsm7gnIKgtFjda4U9i5vGcSEaTXeP9nrmJ7eyLbH6B05kghAituqSBrJs0uY0MPDA_E/s1280/movimentos+sociais+e+sociedade+moderna.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1280" data-original-width="748" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg1ziKXi5uNiHgjTCJr094fdZgh6YtZiK5GRhCLRgVqcYzpVly7ivEdq_8QulfQskBOV0epbTcLeKsm7gnIKgtFjda4U9i5vGcSEaTXeP9nrmJ7eyLbH6B05kghAituqSBrJs0uY0MPDA_E/s16000/movimentos+sociais+e+sociedade+moderna.jpg" /></a></div><br /><p></p><p><br /></p><p>O Nemos realiza o seminário "Movimentos Sociais e Sociedade Moderna" em novembro desse ano. </p><p>Para mais informações e inscrições, veja o site do evento:</p><p><a href="https://www.even3.com.br/movsoc2020/">https://www.even3.com.br/movsoc2020/</a></p><p><br /></p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-9027506299270653627.post-18428179592626149542020-10-07T10:34:00.001-07:002020-10-07T10:34:09.282-07:00Movimentos Sociais no Programa Mundo UFG<p> </p>
<p><span face=""Segoe UI Historic", "Segoe UI", Helvetica, Arial, sans-serif" style="background-color: white; color: #050505; font-size: 15px; white-space: pre-wrap;"></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj4DZtCVsl-vLif5izD-JIv9dJ9YUDUgrX4cKcwozr61LP35kubEgpFxFye1RkWCwsGFzL_9uvX7fCUW1PojGAzdnlN20gjWad6th6nBoUR1JsltPY8ugVl4QqQcOPS5YmxcdJ_dkTxwPCy/s843/programa+tv+urg.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="843" data-original-width="843" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj4DZtCVsl-vLif5izD-JIv9dJ9YUDUgrX4cKcwozr61LP35kubEgpFxFye1RkWCwsGFzL_9uvX7fCUW1PojGAzdnlN20gjWad6th6nBoUR1JsltPY8ugVl4QqQcOPS5YmxcdJ_dkTxwPCy/w640-h640/programa+tv+urg.jpg" width="640" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><br /><p></p><p><span face=""Segoe UI Historic", "Segoe UI", Helvetica, Arial, sans-serif" style="background-color: white; color: #050505; font-size: 15px; white-space: pre-wrap;">Programa Mundo UFG - </span><span style="font-family: inherit;">TV UFG</span></p><div dir="auto" style="background-color: white; color: #050505; font-family: "Segoe UI Historic", "Segoe UI", Helvetica, Arial, sans-serif; font-size: 15px; white-space: pre-wrap;">Tema: Movimentos Sociais.</div><div dir="auto" style="background-color: white; color: #050505; font-family: "Segoe UI Historic", "Segoe UI", Helvetica, Arial, sans-serif; font-size: 15px; white-space: pre-wrap;">Com:</div><div dir="auto" style="background-color: white; color: #050505; font-family: "Segoe UI Historic", "Segoe UI", Helvetica, Arial, sans-serif; font-size: 15px; white-space: pre-wrap;">Cleito Pereira dos Santos/FCS-UFG</div><div dir="auto" style="background-color: white; color: #050505; font-family: "Segoe UI Historic", "Segoe UI", Helvetica, Arial, sans-serif; font-size: 15px; white-space: pre-wrap;">Nildo Viana/FCS-UFG</div><div dir="auto" style="background-color: white; color: #050505; font-family: "Segoe UI Historic", "Segoe UI", Helvetica, Arial, sans-serif; font-size: 15px; white-space: pre-wrap;"><br /></div><div dir="auto" style="background-color: white; color: #050505; font-family: "Segoe UI Historic", "Segoe UI", Helvetica, Arial, sans-serif; font-size: 15px; white-space: pre-wrap;">O Mundo UFG será transmitido ao vivo no </div><div dir="auto" style="background-color: white; color: #050505; font-family: "Segoe UI Historic", "Segoe UI", Helvetica, Arial, sans-serif; font-size: 15px; white-space: pre-wrap;"><br /></div><div dir="auto" style="background-color: white; color: #050505; font-family: "Segoe UI Historic", "Segoe UI", Helvetica, Arial, sans-serif; font-size: 15px; white-space: pre-wrap;">site da TV UFG ( <span style="font-family: inherit;"><a class="oajrlxb2 g5ia77u1 qu0x051f esr5mh6w e9989ue4 r7d6kgcz rq0escxv nhd2j8a9 nc684nl6 p7hjln8o kvgmc6g5 cxmmr5t8 oygrvhab hcukyx3x jb3vyjys rz4wbd8a qt6c0cv9 a8nywdso i1ao9s8h esuyzwwr f1sip0of lzcic4wl py34i1dx gpro0wi8" href="http://www.tvufg.org.br/?fbclid=IwAR0mxk1nR5JHs7CamN7Sy8st9HLMkeW5l5UR9PK7zZhrgNa4XfgowdzZlPk" rel="nofollow noopener" role="link" style="-webkit-tap-highlight-color: transparent; background-color: transparent; border-color: initial; border-style: initial; border-width: 0px; box-sizing: border-box; cursor: pointer; display: inline; font-family: inherit; list-style: none; margin: 0px; outline: none; padding: 0px; text-align: inherit; text-decoration-line: none; touch-action: manipulation;" tabindex="0" target="_blank">http://www.tvufg.org.br/</a></span> ),</div><div dir="auto" style="background-color: white; color: #050505; font-family: "Segoe UI Historic", "Segoe UI", Helvetica, Arial, sans-serif; font-size: 15px; white-space: pre-wrap;"> </div><div dir="auto" style="background-color: white; color: #050505; font-family: "Segoe UI Historic", "Segoe UI", Helvetica, Arial, sans-serif; font-size: 15px; white-space: pre-wrap;">Facebook ( <span style="font-family: inherit;"><a class="oajrlxb2 g5ia77u1 qu0x051f esr5mh6w e9989ue4 r7d6kgcz rq0escxv nhd2j8a9 nc684nl6 p7hjln8o kvgmc6g5 cxmmr5t8 oygrvhab hcukyx3x jb3vyjys rz4wbd8a qt6c0cv9 a8nywdso i1ao9s8h esuyzwwr f1sip0of lzcic4wl q66pz984 gpro0wi8 b1v8xokw" href="https://www.facebook.com/tvufg/?__cft__[0]=AZX-FocsVl51uTHOx4zbD9QZtqkM1aNn-MVXrQx50Wi-Ui2pn09Kd2rcUJ1Ziaha4d4AgKdTmLVqq0czNyJiKp-waNeM3lRHXBAaQtNtOjrMNtE1xDjQuppJeUc3QcVsk1s&__tn__=kK-R" role="link" style="-webkit-tap-highlight-color: transparent; background-color: transparent; border-color: initial; border-style: initial; border-width: 0px; box-sizing: border-box; cursor: pointer; display: inline; font-family: inherit; list-style: none; margin: 0px; outline: none; padding: 0px; text-align: inherit; touch-action: manipulation;" tabindex="0"><div class="nc684nl6" style="display: inline; font-family: inherit;">https://www.facebook.com/tvufg/</div></a></span> )</div><div dir="auto" style="background-color: white; color: #050505; font-family: "Segoe UI Historic", "Segoe UI", Helvetica, Arial, sans-serif; font-size: 15px; white-space: pre-wrap;"><br /></div><div dir="auto" style="background-color: white; color: #050505; font-family: "Segoe UI Historic", "Segoe UI", Helvetica, Arial, sans-serif; font-size: 15px; white-space: pre-wrap;">Youtube (<span style="font-family: inherit;"><a class="oajrlxb2 g5ia77u1 qu0x051f esr5mh6w e9989ue4 r7d6kgcz rq0escxv nhd2j8a9 nc684nl6 p7hjln8o kvgmc6g5 cxmmr5t8 oygrvhab hcukyx3x jb3vyjys rz4wbd8a qt6c0cv9 a8nywdso i1ao9s8h esuyzwwr f1sip0of lzcic4wl py34i1dx gpro0wi8" href="https://www.youtube.com/user/TVUFGcanal14?fbclid=IwAR1z3ju3z5LwjnMG3LfkR7Y2cW_LoZ3c15h2U2rcWkTeLpKlJbZ9DYLtPZU" rel="nofollow noopener" role="link" style="-webkit-tap-highlight-color: transparent; background-color: transparent; border-color: initial; border-style: initial; border-width: 0px; box-sizing: border-box; cursor: pointer; display: inline; font-family: inherit; list-style: none; margin: 0px; outline: none; padding: 0px; text-align: inherit; text-decoration-line: none; touch-action: manipulation;" tabindex="0" target="_blank">https://www.youtube.com/user/TVUFGcanal14</a></span> ). </div><div dir="auto" style="background-color: white; color: #050505; font-family: "Segoe UI Historic", "Segoe UI", Helvetica, Arial, sans-serif; font-size: 15px; white-space: pre-wrap;"><br /></div><div dir="auto" style="background-color: white; color: #050505; font-family: "Segoe UI Historic", "Segoe UI", Helvetica, Arial, sans-serif; font-size: 15px; white-space: pre-wrap;">Em Goiânia e região metropolitana será transmitido no canal 15 do sinal aberto e 21 da NET. </div><div dir="auto" style="background-color: white; color: #050505; font-family: "Segoe UI Historic", "Segoe UI", Helvetica, Arial, sans-serif; font-size: 15px; white-space: pre-wrap;"><br /></div><div dir="auto" style="background-color: white; color: #050505; font-family: "Segoe UI Historic", "Segoe UI", Helvetica, Arial, sans-serif; font-size: 15px; white-space: pre-wrap;">Quarta-Feira - Dia 07/10/2020</div><div dir="auto" style="background-color: white; color: #050505; font-family: "Segoe UI Historic", "Segoe UI", Helvetica, Arial, sans-serif; font-size: 15px; white-space: pre-wrap;"><br /></div><div dir="auto" style="background-color: white; color: #050505; font-family: "Segoe UI Historic", "Segoe UI", Helvetica, Arial, sans-serif; font-size: 15px; white-space: pre-wrap;">Horário: 16 horas.</div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-9027506299270653627.post-37676055778946429872020-03-01T12:34:00.002-08:002020-03-01T12:34:46.541-08:00Chamada de Artigos para 2020, Revista do Nemos - Movimentos Sociais<div dir="ltr" style="text-align: left;" trbidi="on">
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Chamada de artigos - 2020</h2>
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A Revista Movimentos Sociais convida a todos os interessados para enviar suas propostas de publicação para os dois números do ano 2020. A Revista publica artigos sobre teorias dos movimentos sociais, análises concretas de movimentos sociais e suas ramificações, temas próximos e não diretamente sobre os movimentos sociais. Veja as seções da revista para ver as diversas possibilidades.</div>
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O envio de artigo para o vol. 04, num. 09 deve ser efetivado até dia 05 de abril, com previsão de publicação em junho.</div>
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O envio de artigo para o vol. 05, num. 10, deve ser efetivado até dia 01 de agosto, com previsão de publicação em novembro.</div>
<div style="margin-bottom: 1em; margin-top: 1em;">
Para efetivar a submissão é preciso realizar o cadastro no seguinte link:</div>
<div style="margin-bottom: 1em; margin-top: 1em;">
<a href="http://redelp.net/revistas/index.php/rms/user/register" style="color: #337755;">https://redelp.net/revistas/index.php/rms/user/register</a></div>
<div style="margin-bottom: 1em; margin-top: 1em;">
As diretrizes para autores podem ser acessadas no seguinte link:</div>
<div style="margin-bottom: 1em; margin-top: 1em;">
<a href="http://redelp.net/revistas/index.php/rms/about/submissions#authorGuidelines" style="color: #337755;">https://redelp.net/revistas/index.php/rms/about/submissions#authorGuidelines</a></div>
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A descrição das seções da revista podem ser vistas no seguinte link:</div>
<div style="margin-bottom: 1em; margin-top: 1em;">
<a href="http://redelp.net/revistas/index.php/rms/about/editorialPolicies#sectionPolicies" style="color: #337755;">https://redelp.net/revistas/index.php/rms/about/editorialPolicies#sectionPolicies</a></div>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-9027506299270653627.post-20548257436258778872020-03-01T12:32:00.003-08:002020-03-01T12:32:33.562-08:00Revista Movimentos Sociais (Nemos), num. 07, 2019<div dir="ltr" style="text-align: left;" trbidi="on">
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v. 4, n. 07 (2019)</h2>
<h3 style="background-color: #fbfbf3; color: #111111; font-family: Georgia, "Times New Roman", Times, serif; font-weight: normal; margin: 0em 1em 0.5em 0em; padding-top: 0em;">
Movimentos Sociais</h3>
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Revista Movimentos Sociais, vol. 04, num. 07, jul./dez. 2019.</div>
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Sumário</h3>
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Teoria dos Movimentos Sociais</h4>
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<tr valign="top"><td class="tocTitle" style="height: 13px; width: 837px;"><a href="http://redelp.net/revistas/index.php/rms/article/view/1silvams07" style="color: #337755;">A Abordagem Neoinstitucionalista: Uma Síntese Crítica da “Teoria do Processo Político”</a></td><td class="tocGalleys" style="text-align: right; width: 357px;"><a class="file" href="http://redelp.net/revistas/index.php/rms/article/view/1silvams07/pdf_38" style="color: #337755; font-size: 0.85em; text-transform: uppercase;">TEXTO COMPLETO PDF</a></td></tr>
<tr><td class="tocAuthors" style="font-style: italic; padding-left: 30px; vertical-align: top;">Rubens Vinícius da Silva</td><td class="tocPages" style="text-align: right; vertical-align: top;">5-40</td></tr>
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Análise dos Movimentos Sociais</h4>
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<tr valign="top"><td class="tocTitle" style="height: 13px; width: 837px;"><a href="http://redelp.net/revistas/index.php/rms/article/view/2bragams07" style="color: #337755;">Movimento Piqueteiro e Ameaça Lumpemproletária na Grande Buenos Aires</a></td><td class="tocGalleys" style="text-align: right; width: 357px;"><a class="file" href="http://redelp.net/revistas/index.php/rms/article/view/2bragams07/pdf_39" style="color: #337755; font-size: 0.85em; text-transform: uppercase;">TEXTO COMPLETO PDF</a></td></tr>
<tr><td class="tocAuthors" style="font-style: italic; padding-left: 30px; vertical-align: top;">Lisandro Braga</td><td class="tocPages" style="text-align: right; vertical-align: top;">41-85</td></tr>
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Movimentos Sociais: Cultura, Discurso e Ideologia</h4>
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<tr valign="top"><td class="tocTitle" style="height: 13px; width: 837px;"><a href="http://redelp.net/revistas/index.php/rms/article/view/3marquesms07" style="color: #337755;">O Ideário do MPL-SP</a></td><td class="tocGalleys" style="text-align: right; width: 357px;"><a class="file" href="http://redelp.net/revistas/index.php/rms/article/view/3marquesms07/pdf_40" style="color: #337755; font-size: 0.85em; text-transform: uppercase;">TEXTO COMPLETO PDF</a></td></tr>
<tr><td class="tocAuthors" style="font-style: italic; padding-left: 30px; vertical-align: top;">Diego Marques</td><td class="tocPages" style="text-align: right; vertical-align: top;">86-128</td></tr>
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Temas Limítrofes</h4>
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<tr valign="top"><td class="tocTitle" style="height: 13px; width: 837px;"><a href="http://redelp.net/revistas/index.php/rms/article/view/4diehlms07" style="color: #337755;">A Questão Judaica Revisitada: Para Uma Reinterpretação da Crítica de Marx aos Direitos Humanos</a></td><td class="tocGalleys" style="text-align: right; width: 357px;"><a class="file" href="http://redelp.net/revistas/index.php/rms/article/view/4diehlms07/pdf_41" style="color: #337755; font-size: 0.85em; text-transform: uppercase;">TEXTO COMPLETO PDF</a></td></tr>
<tr><td class="tocAuthors" style="font-style: italic; padding-left: 30px; vertical-align: top;">Diego Augusto Diehl</td><td class="tocPages" style="text-align: right; vertical-align: top;">129-169</td></tr>
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Textos Marcantes</h4>
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<tr valign="top"><td class="tocTitle" style="height: 13px; width: 837px;"><a href="http://redelp.net/revistas/index.php/rms/article/view/5blumer07" style="color: #337755;">Os Problemas Sociais como Comportamento Coletivo</a></td><td class="tocGalleys" style="text-align: right; width: 357px;"><a class="file" href="http://redelp.net/revistas/index.php/rms/article/view/5blumer07/pdf_42" style="color: #337755; font-size: 0.85em; text-transform: uppercase;">TEXTO COMPLETO PDF</a></td></tr>
<tr><td class="tocAuthors" style="font-style: italic; padding-left: 30px; vertical-align: top;">Herbert Blumer</td><td class="tocPages" style="text-align: right; vertical-align: top;">170-197<br /></td></tr>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-9027506299270653627.post-58662340949952700922020-03-01T12:28:00.003-08:002020-03-01T12:33:41.631-08:00Revista Sociologia em Rede, 09 de 2019<div dir="ltr" style="text-align: left;" trbidi="on">
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<style>
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<![endif]--><br />
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman",serif; font-size: 12.0pt; line-height: 107%;">Inscrições:<span style="mso-spacerun: yes;">
</span>E-mail: </span><a href="mailto:nupaccursos@gmail.com"><span style="font-family: "Times New Roman",serif; font-size: 12.0pt; line-height: 107%;">nupaccursos@gmail.com</span></a><span style="font-family: "Times New Roman",serif; font-size: 12.0pt; line-height: 107%;"></span></div>
<table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 141.55pt;" valign="top" width="189">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span class="MsoHyperlink"><b style="mso-bidi-font-weight: normal;"><span style="color: windowtext; font-family: "Times New Roman",serif;">Até dia 08/09</span></b></span></div>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 141.55pt;" valign="top" width="189">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span class="MsoHyperlink"><b style="mso-bidi-font-weight: normal;"><span style="color: windowtext; font-family: "Times New Roman",serif;">De 09/09 a 15/09</span></b></span></div>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 141.6pt;" valign="top" width="189">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span class="MsoHyperlink"><b style="mso-bidi-font-weight: normal;"><span style="color: windowtext; font-family: "Times New Roman",serif;">De 16/09 a 20/09</span></b></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 1; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 141.55pt;" valign="top" width="189">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span class="MsoHyperlink"><span style="color: windowtext; font-family: "Times New Roman",serif; font-size: 12.0pt; mso-bidi-font-weight: bold;">20,00</span></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 141.55pt;" valign="top" width="189">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span class="MsoHyperlink"><span style="color: windowtext; font-family: "Times New Roman",serif; font-size: 12.0pt; mso-bidi-font-weight: bold;">25,00</span></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 141.6pt;" valign="top" width="189">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span class="MsoHyperlink"><span style="color: windowtext; font-family: "Times New Roman",serif; font-size: 12.0pt; mso-bidi-font-weight: bold;">30,00</span></span></div>
</td>
</tr>
</tbody></table>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b><span style="font-family: "Times New Roman",serif; font-size: 12.0pt; line-height: 107%;">Depósito Bancário</span></b></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman",serif; font-size: 12.0pt; line-height: 107%;">Caixa Econômica Federal</span></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman",serif; font-size: 12.0pt; line-height: 107%;">Conta Poupança: 49398-0</span></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman",serif; font-size: 12.0pt; line-height: 107%;">Agência: 1575</span></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman",serif; font-size: 12.0pt; line-height: 107%;">Operação: 013</span></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman",serif; font-size: 12.0pt; line-height: 107%;">André de Melo Santos</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman",serif; font-size: 12.0pt; line-height: 107%;">Para realizar a inscrição é necessário efetivar o
pagamento e enviar o comprovante para o e-mail:<span style="mso-spacerun: yes;">
</span>nupaccursos@gmail.com</span></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman",serif; font-size: 12.0pt; line-height: 107%;">Caso seja necessário o CPF do titular da conta, para
transferências a partir de outros bancos, entrar em contato.</span></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman",serif; font-size: 12.0pt; line-height: 107%;">Haverá certificado de 15 horas</span></div>
<div class="MsoNormal">
<b><span style="font-family: "Times New Roman",serif; font-size: 12.0pt; line-height: 107%;">Vagas</span></b><span style="font-family: "Times New Roman",serif; font-size: 12.0pt; line-height: 107%;">: 30</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b><span style="font-family: "Times New Roman",serif; font-size: 12.0pt; line-height: 107%;">Programação:</span></b></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman",serif; font-size: 12.0pt; line-height: 107%;">Dia 21/09 – Sábado: 08:30 -12:00</span></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman",serif; font-size: 12.0pt; line-height: 107%;">1ª Sessão: Economia e Ideologia: crítica marxista da
economia liberal – Ricardo, Smith e outros</span></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman",serif; font-size: 12.0pt; line-height: 107%;">Prof. Dr. Cleito Pereira dos Santos - UFG</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman",serif; font-size: 12.0pt; line-height: 107%;">Dia 28/09 – Sábado: 08:30-12:00</span></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman",serif; font-size: 12.0pt; line-height: 107%;">2ª Sessão: Marx – crítica da economia política e
teoria do capitalismo</span></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman",serif; font-size: 12.0pt; line-height: 107%;">Prof. Dr. Lucas Maia dos Santos - IFG</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman",serif; font-size: 12.0pt; line-height: 107%;">Dia 05/09 – sábado: 08:30-12:00</span></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman",serif; font-size: 12.0pt; line-height: 107%;">3ª Sessão: Os críticos economistas de Marx – Pareto,
Von Mises e outros</span></div>
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<span style="font-family: "Times New Roman",serif; font-size: 12.0pt; line-height: 107%;">Prof. Dr. Nildo Viana - UFG</span></div>
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<b><span style="font-family: "Times New Roman",serif; font-size: 12.0pt; line-height: 107%;">Realização:</span></b></div>
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<span style="font-family: "Times New Roman",serif; font-size: 12.0pt; line-height: 107%;">NUPAC - Núcleo de Pesquisa e Ação Cultural</span></div>
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<b><span style="font-family: "Times New Roman",serif; font-size: 12.0pt; line-height: 107%;">Apoio: </span></b></div>
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<span style="font-family: "Times New Roman",serif; font-size: 12.0pt; line-height: 107%;">GPDS/UFG</span></div>
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<span style="font-family: "Times New Roman",serif; font-size: 12.0pt; line-height: 107%;">NEMOS/UFG</span></div>
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<span style="font-family: "Times New Roman",serif; font-size: 12.0pt; line-height: 107%;">Ruptura Espaço Cultural</span></div>
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<span style="font-family: "Times New Roman",serif; font-size: 12.0pt; line-height: 107%;">NPM/UEG</span></div>
Cleito Pereirahttp://www.blogger.com/profile/01134645537674408942noreply@blogger.com0tag:blogger.com,1999:blog-9027506299270653627.post-86409027890657050862019-05-10T14:26:00.001-07:002019-05-10T14:28:15.225-07:00I Encontro do Grupo de Estudos Teorias dos Movimentos Sociais<div style="text-align: center;">
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<img alt="" aria-label="Foto da capa do evento Grupo de Estudos: Teorias dos Movimentos Sociais" class="scaledImageFitWidth img" height="210" src="https://scontent.fgyn4-1.fna.fbcdn.net/v/t1.0-0/c0.17.960.504a/s480x480/58629932_2215389071886691_6166594969923485696_n.jpg?_nc_cat=107&_nc_ht=scontent.fgyn4-1.fna&oh=ccf87946cf76a9b56271549d8cd49a05&oe=5D71A038" style="top: 0px;" width="400" /></div>
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No dia 03 de maio o grupo de estudos "Teorias dos Movimentos Sociais" realizou o primeiro encontro com discussões sobre textos de Sidney Tarrow, John McCarthy e Mayer Zald. </div>
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<b>Próximo encontro no dia 14/06, Sexta-feira, 14h. Sala 104 Centro de Aulas C </b></div>
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GRUPO DE ESTUDOS TEORIAS DOS MOVIMENTOS SOCIAIS - NEMOS/GPDS<br />
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O objetivo do grupo de estudos é realizar debates e discussão de textos
sobre as principais concepções sociológicas dos movimentos sociais. No
primeiro semestre, serão discutidas as 4 principais concepções de
movimentos sociais e no último encontro será decidido pela continuidade e
temática do grupo para o segundo semestre.<br />
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Local: Sala de aula 201 - Centro de Aulas C - Caraíba/UFG. Todos os encontros serão nessa sala.<br />
Os textos estão disponibilizados na copiadora da Faculdade de História/UFG.<br />
03 de maio<br />
1º ENCONTRO: MOBILIZAÇÃO DE RECURSOS E PROCESSO POLÍTICO<br />
Bibliografia básica:<br />
1) McCARTHY, John. e ZALD, Mayer. Mobilização de Recursos e Movimentos
Sociais: Uma Teoria Parcial. Movimentos Sociais, 01(01). Jul./Dez. 2016.
Gabrielle.<br />
Texto também disponível em:<br />
<a data-ft="{"tn":"-U"}" data-lynx-mode="async" href="https://l.facebook.com/l.php?u=https%3A%2F%2Fredelp.net%2Frevistas%2Findex.php%2Frms%2Farticle%2Fview%2F05mccarthyzaldms02%2Fpdf_10%3Ffbclid%3DIwAR3fjnfHy8aEVqL0EFHenIcMunYevhUpVCyT2QXsNZJgh6tYov46GjjQ8KY&h=AT2KD8msqNpkRBuoqSLBG-BrJ44PtJhjT7IEukFCxqyNuljSYMIgHzoYNaw8PvnTZkzTVAgvkFu6rs49MHazPxpamUC1NP5rydeCBHr9mL-jws33SZgDaL4zurNEBJP29Ce92CO3NGYsDaV6wJRMf5ycQaLZicP3m-Ziq88-4qrYzCBlZf7u8RnuUvtryvV5SuhGULz19vlnoOMNY4rp0-EQF9BSGpE2OQ7dDVBJWvDTWdljmd-66aljLY4S8dNk_VVtMVDnqxaESmbFw8kLw7w7B_aJazOG40PUuU4zaxwB88Q5P9S2b8SSQvVDmeuzpKQTHQlxu4sPVDab7rBwm1Lqoy126JnSPMTR6XhFF1HWtqe4DZQYswPq9YHcS1C3jfl3-FjwiK7B8z-sTcfZL6ohZxhty6kzrgcVQ3nrfcRZwmuJg501PpLz-WwEeKJ8fN6OVLDsFcoFyDNlCUvCisiXRCTSqN3fxzkKxfgQkuW1_boVZ_RjSH-MoAxsVglJhGLrXfkPudTGMcCltRUJ4I6C0zupuqWL44C3f5_FwEWo" rel="noopener nofollow" target="_blank">https://redelp.net/…/rms/art…/view/05mccarthyzaldms02/pdf_10</a> <br />
2) TARROW, Sidney. O Poder em Movimento. Movimentos Sociais e Confronto Político. Petrópolis: Vozes, 2009. Óscar.<br />
14 de junho<br />
2º ENCONTRO: NOVOS MOVIMENTOS SOCIAIS<br />
Bibliografia básica:<br />
1) TOURAINE, A. Movimentos Sociais. In: MARTINS, J. S; FORACCHI, M. M.
Sociologia e Sociedade. Rio de Janeiro: LTC, 1977. Cleito.<br />
2) MELUCCI, Alberto. A Invenção do Presente. Movimentos Sociais nas Sociedades Complexas. Petrópolis: Vozes, 2001. Jean.<br />
28 de junho<br />
3º ENCONTRO: MARXISMO E MOVIMENTOS SOCIAIS<br />
Bibliografia básica:<br />
1) JENSEN, Karl. Teses Sobre os Movimentos Sociais. Revista Marxismo e
Autogestão. Vol. 01, num. 01, jan./jun. de 2014. Brenda e Amanda<br />
Texto também disponível em:<br />
<a data-ft="{"tn":"-U"}" data-lynx-mode="async" href="https://l.facebook.com/l.php?u=https%3A%2F%2Fredelp.net%2Frevistas%2Findex.php%2Frma%2Farticle%2Fview%2F9jensen1%2F63%3Ffbclid%3DIwAR3oZIUXrI16k27FJUJ_hSfJbZ_aNusHn1JHJaQeU4xSac5ZOa2yck-aEsA&h=AT2ZSNYc2fXg3I3VB6tkpapV3crgzDu-3eZjrIBCsrtbHjICg1O7KgbjD003oF6MPDBN4a3vYcrUC_v_mIwZ3I0z9euVkznx7lzHG7E7m5XsLFMzBX62NIHju-WMQRbmWs8TrE71sg5kLoufuymV490i9yQshr4hL7-dYlKYdAUMqBKF4OZccoylsXjQb7zO8AgTHf_5qQNIuzlTxz6xs98cGQwpDLT_8fKtNIXPcID9MswVvy6E1SMSi7o4Y2PEsuMPXiphHcAwRxSqfH0ag4d3AIpioIynbR8rU7tiI4oHIsmvVwEReJpgDSC-cw2KrY5QXnLNzkdfd1mODJ1WhdCTVZO8W5LxEcBc7pyGdkQErN8AMFRlzI9PhpvDlA4gtZxpeLmBC-_24npfgfxbdTNTGpUmACP106iZEypcpYz6cwLJw-q_ss31tGOkV9OxsBGxMApkhjW9vgshkgZv5Xi6FRFkn_DVbTwwsVi1FJ8bBkcpxtz91JDQvQy41PDITamXqVqzfBY0k5KNLF8TzVdf5gGOSn9yc3ugiAQ_TaSz" rel="noopener nofollow" target="_blank">https://redelp.net/rev…/index.php/…/article/view/9jensen1/63</a><br />
2) VIANA, Nildo. Os Movimentos Sociais. Curitiba: Prismas. 2016. Brenda e Amanda.</div>
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Cleito Pereirahttp://www.blogger.com/profile/01134645537674408942noreply@blogger.com0tag:blogger.com,1999:blog-9027506299270653627.post-90594398649103148362019-04-30T04:46:00.003-07:002019-04-30T04:46:56.689-07:00Grupo de estudos "Teorias dos Movimentos Sociais"<div dir="ltr" style="text-align: left;" trbidi="on">
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Primeiro encontro: dia 03 de maio.<br />
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Mais informações:<br />
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gpdsufg@gmail.com<br />
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<a href="https://www.facebook.com/GPDSUFG/">https://www.facebook.com/GPDSUFG/</a><br />
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<a href="https://www.facebook.com/events/2390474694514077/">https://www.facebook.com/events/2390474694514077/</a><br />
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-9027506299270653627.post-70677645151045753132018-11-20T14:57:00.000-08:002018-11-20T14:58:59.804-08:00Programação do Ruptura Negra: consciência negra, arte e cultura. Realização: Nemos/FCS/UFG - NUPAC e Ruptura Espaço Cultural<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjFVUaGES973QiGZHzrp-YImjFE07j9TtbR53C2VyqK3ZADO80195TvpadLzOQp59N7ySCXAsE5I5444pnDkzX_Bs4h0s-Fa6JIv_QPXob9ux6iHL1Vjzn0lZ_kj-eGm38a7bX-nAfZpYg/s1600/46483071_321667378564569_3907472662200320000_n.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1141" data-original-width="1181" height="617" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjFVUaGES973QiGZHzrp-YImjFE07j9TtbR53C2VyqK3ZADO80195TvpadLzOQp59N7ySCXAsE5I5444pnDkzX_Bs4h0s-Fa6JIv_QPXob9ux6iHL1Vjzn0lZ_kj-eGm38a7bX-nAfZpYg/s640/46483071_321667378564569_3907472662200320000_n.jpg" width="640" /></a></div>
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<br />Cleito Pereirahttp://www.blogger.com/profile/01134645537674408942noreply@blogger.com0tag:blogger.com,1999:blog-9027506299270653627.post-73207672487613585862018-11-02T10:54:00.001-07:002018-11-02T10:54:49.439-07:00Em breve: Ruptura Negra, consciência negra, arte e cultura<div dir="ltr" style="text-align: left;" trbidi="on">
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Em breve divulgaremos a programação completa!<br />
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-9027506299270653627.post-73511760354836405122018-07-03T13:54:00.001-07:002018-07-03T13:54:15.864-07:00Lançamento de livros de membros do Nemos no Ruptura Cultural!<div dir="ltr" style="text-align: left;" trbidi="on">
No último dia 30 de junho, no Ruptura Cultural - evento do Ruptura Espaço Cultural - foram lançados livros de Cleito Pereira dos Santos, Nildo Viana, Felipe Mateus, Edmilson Marques, Gabriel Teles, Lisandro Braga e outros membros do NEMOS.<br />
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-9027506299270653627.post-68443727326463008422018-04-06T05:21:00.000-07:002018-04-06T05:21:14.146-07:00Maio de 1968 e o Marxismo Autogestionário - Seminario Nemos e GPDS<div dir="ltr" style="text-align: left;" trbidi="on">
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<b><span style="font-size: large;">Maio de 1968 e o Marxismo Autogestionário</span></b></div>
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Informações e inscrições:<br />
<a href="mailto:gpdsufg@gmail.com">gpdsufg@gmail.com</a><br />
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<b>Inscrições:</b><br />
As inscrições são gratuitas e é necessária para receber certificado e também para aqueles que apresentarão comunicações. Para se inscrever é preciso enviar um email contendo as seguintes informações:<br />
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Nome completo:<br />
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Curso e universidade (para estudantes) ou instituição (para professores e pesquisadores):<br />
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Email: (digite o seu endereço de email).<br />
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Resumo (para quem for apresentar comunicação).<br />
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O resumo deve ter de 200 a 300 palavras, contendo tema, objetivo, base teórica e, opcionalmente, metodologia e conclusões. A temática das comunicações devem estar relacionadas com o tema do evento e questões relacionadas ou derivadas, como movimento estudantil, marxismo, lutas sociais, anos 1960, contemporaneidade e lutas sociais.<br />
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<b>Apresentação:</b><br />
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Maio de 1968 em Paris foi uma rebelião estudantil que foi acompanhada por um forte movimento grevista (o maior da história da França). O paradigma hegemônico da época, o reprodutivismo (expresso em ideologias como funcionalismo, estruturalismo, teoria dos sistemas, etc.), e a relativa estabilidade do capitalismo e elevação do nível material de vida nos países capitalistas imperialistas (vivendo sob o chamado "estado de bem estar social), entra em colapso com a ascensão e radicalização do movimento operário e do movimento estudantil no final dos anos 1960, em vários países. A luta estudantil e operária que atingiu maior radicalidade e quase se tornou uma revolução social, foi o Maio de 1968. Após o maio de 1968, muita coisa mudou. Uma dessas mudanças foi cultural. Por um lado, emergiu uma contrarrevolução cultural preventiva (expressa no novo paradigma hegemônico e substituto do reprodutivismo, o subjetivismo, e suas ideologias, tal como o pós-estruturalismo) e, por outro, emergiu o marxismo autogestionário, uma atualização e desenvolvimento da concepção marxista autêntica, em contraposição ao pseudomarxismo. O Seminário Maio de 1968 e o Marxismo Autogestionário visa abordar essas questões, tanto do maio de 1968 quanto da emergência e desenvolvimento do Marxismo Autogestionário. Para tanto, será abordado a formação do marxismo autogestionário após o maio de 1968 e suas relações com este evento, a relação entre marxismo e autogestão (anterior a esse acontecimento histórico), o marxismo autogestionário francês e o marxismo autogestionário contemporâneo, bem como a questão da autogestão social. As sessões de comunicações terão essas temáticas e outras relacionadas, como movimento estudantil, lutas sociais nos anos 1960, problemas e história do marxismo, entre outros.</div>
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<b>Programação:</b></div>
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<u><span style="color: blue;"><b>Dia 15 de maio </b></span></u></div>
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08:00 - 12:00: Palestra</div>
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<b><span style="color: red;">Maio de 1968 e a formação do marxismo autogestionário.</span></b></div>
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Nildo Viana (UFG).</div>
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14:000 - 18:00: Minicurso</div>
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<b><span style="color: red;">Autogestão: Teoria e Prática</span></b></div>
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Gabriel Teles (UFG) e Lucas Maia (IFG).</div>
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<span style="color: blue;"><b>Dia 16 de Maio:</b></span></div>
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08:00 - 12:00: Mesa Redonda - O Marxismo Autogestionário</div>
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<span style="color: red;"><b>Marxismo e Autogestão</b></span></div>
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José Santana da Silva (UEG)</div>
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<b><span style="color: red;">O Marxismo Autogestionário Francês</span></b></div>
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Marcus Vinicius Conceição Costa (IFG/UFG)</div>
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<b><span style="color: red;">O Marxismo Autogestionário Hoje</span></b></div>
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Edmilson Marques (UEG)</div>
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14:00- 18:00: Sessão de comunicações</div>
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<b>Realização:</b> </div>
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GPDS (Grupo de Pesquisa Dialética e Sociedade) e NEMOS (Núcleo de Estudos e Pesquisa em Movimentos Sociais). </div>
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Apoio: NPM/UEG; NEPALM/UFMS, NUPAC.</div>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-9027506299270653627.post-65666679687339583232017-10-01T18:10:00.007-07:002017-10-01T18:11:19.700-07:00<div style="text-align: center;">
<a href="https://www.youtube.com/watch?v=KzLzo6bGrhs">O Jovem Karl Marx</a></div>
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Filme Disponível!! </div>
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<br />Cleito Pereirahttp://www.blogger.com/profile/01134645537674408942noreply@blogger.com0tag:blogger.com,1999:blog-9027506299270653627.post-54993242574534763922017-05-04T08:36:00.002-07:002017-05-04T08:36:43.924-07:00Palestra: Movimento Social Negro<div dir="ltr" style="text-align: left;" trbidi="on">
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O Nemos promove a palestra "movimento social negro":<br />
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Compareça!</div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-9027506299270653627.post-3843053931538410562016-12-27T04:43:00.001-08:002016-12-27T04:43:49.230-08:00Artigo de integrante do Nemos sobre "movimentos sociais" através da perspectiva dialética<div dir="ltr" style="text-align: left;" trbidi="on">
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MOVIMENTOS SOCIAIS: UNIDADE E DIVERSIDADE</h3>
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<em>Nildo Viana</em></div>
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RESUMO</h4>
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O presente artigo aborda a questão da unidade e diversidade dos movimentos sociais. O objetivo foi apresentar a diferença entre movimentos sociais em geral e movimentos sociais específicos. Para concretizar esse objetivo, lançamos mão do método dialético e suas categorias analíticas. A análise da unidade dos movimentos sociais remeteu para a reflexão sobre o seu conceito, pois este é o elemento que permite entender a essência dos mesmos. O passo seguinte foi mostrar que existe uma diversidade no interior dessa unidade e que ela se manifesta através do movimento específico de cada grupo social em sua relação com a totalidade da sociedade moderna. Esse processo analítico foi complementado pela análise crítica de algumas definições e problemas nas abordagens dos movimentos sociais em geral e específicos. A conclusão geral é a de que é necessário um conceito de movimentos sociais que consiga dar conta da unidade e diversidade desse fenômeno, tal como o que foi apresentado no artigo, e que este momento precisa ser complementado pela análise da diversidade, o que remente para o caso dos movimentos sociais específicos.</div>
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<strong>Palavras-chave:</strong> Unidade. Diversidade. Movimentos Sociais. Movimentos Sociais Específicos. Dialética.</div>
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<strong>SOCIAL MOVEMENTS:</strong></div>
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<strong>unity and diversity</strong></div>
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<strong>Abstract</strong></div>
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This article addresses the issue of the unity and diversity of social movements. The objective was to present the difference between social movements in general and specific social movements. To achieve this goal, we have used the dialectical method and its analytical categories. The analysis of the unity of social movements referred to the reflection on its concept, because this is the element that allows to understand the essence of them. The next step was to show that there is a diversity within this unity and that it manifests itself through the specific movement of each social group in its relation to the totality of modern society. This analytical process was complemented by the critical analysis of some definitions and problems in the approaches of the social movements in general and specific. The general conclusion is that there is a need for a concept of social movements that can account for the unity and diversity of this phenomenon, such as the one presented in the article, and that this moment needs to be complemented by the analysis of diversity, which The case of specific social movements.</div>
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<strong>Key words:</strong> Unity. Diversity. Social Movements. Specific Social Movements. Dialectics.</div>
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PALAVRAS-CHAVE</h4>
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unidade, diversidade, movimentos sociais, movimentos sociais específicos, dialética</div>
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TEXTO COMPLETO:</h4>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-9027506299270653627.post-45349098034452097352016-11-07T05:14:00.001-08:002016-11-07T10:50:59.607-08:00Movimentos Sociais, Revista do Nemos, online!<div dir="ltr" style="text-align: left;" trbidi="on">
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v. 1, n. 01 (1): Revista Movimentos Sociais 01</h3>
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Revista Movimentos sociais, vol. 01, num. 01, ano 01. 2016</div>
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Sumário</h3>
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Editorial</h4>
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<tr valign="top"><td class="tocTitle" style="height: 13px; width: 555px;"><a href="http://redelp.net/revistas/index.php/rms/article/view/491" style="color: #337755;">Da Necessidade de Refletir Sobre os Movimentos Sociais</a></td><td class="tocGalleys" style="text-align: right; width: 236px;"><a class="file" href="http://redelp.net/revistas/index.php/rms/article/view/491/pdf" style="color: #337755; font-size: 0.85em; text-transform: uppercase;">TEXTO COMPLETO</a></td></tr>
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Teoria dos Movimentos Sociais</h4>
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<tr valign="top"><td class="tocTitle" style="height: 26px; width: 555px;"><a href="http://redelp.net/revistas/index.php/rms/article/view/449" style="color: #337755;">Karl Marx e os Movimentos Sociais: Uma análise sobre os conceitos desenvolvidos pelo pensamento marxista</a></td><td class="tocGalleys" style="text-align: right; width: 236px;"><a class="file" href="http://redelp.net/revistas/index.php/rms/article/view/449/pdf_1" style="color: #337755; font-size: 0.85em; text-transform: uppercase;">TEXTO COMPLETO</a></td></tr>
<tr><td class="tocAuthors" style="font-style: italic; padding-left: 30px; vertical-align: top;">Gabrielle Andrade da Silva</td><td class="tocPages" style="text-align: right; vertical-align: top;"></td></tr>
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<tr valign="top"><td class="tocTitle" style="height: 13px; width: 555px;"><a href="http://redelp.net/revistas/index.php/rms/article/view/453" style="color: #337755;">Os Objetivos dos Movimentos Sociais</a></td><td class="tocGalleys" style="text-align: right; width: 236px;"><a class="file" href="http://redelp.net/revistas/index.php/rms/article/view/453/pdf_2" style="color: #337755; font-size: 0.85em; text-transform: uppercase;">TEXTO COMPLETO</a></td></tr>
<tr><td class="tocAuthors" style="font-style: italic; padding-left: 30px; vertical-align: top;">Nildo Viana</td><td class="tocPages" style="text-align: right; vertical-align: top;"></td></tr>
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Análise dos Movimentos Sociais</h4>
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<tr valign="top"><td class="tocTitle" style="height: 13px; width: 555px;"><a href="http://redelp.net/revistas/index.php/rms/article/view/469" style="color: #337755;">Violência Contra Movimentos Populares e Resistências</a></td><td class="tocGalleys" style="text-align: right; width: 236px;"><a class="file" href="http://redelp.net/revistas/index.php/rms/article/view/469/pdf_3" style="color: #337755; font-size: 0.85em; text-transform: uppercase;">TEXTO COMPLETO</a></td></tr>
<tr><td class="tocAuthors" style="font-style: italic; padding-left: 30px; vertical-align: top;">Arlete Moysés Rodrigues</td><td class="tocPages" style="text-align: right; vertical-align: top;"></td></tr>
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<tr valign="top"><td class="tocTitle" style="height: 13px; width: 555px;"><a href="http://redelp.net/revistas/index.php/rms/article/view/441" style="color: #337755;">Autocracia Burguesa e Ditadura Civil-Militar: Considerações Sobre o Movimento Estudantil</a></td><td class="tocGalleys" style="text-align: right; width: 236px;"><a class="file" href="http://redelp.net/revistas/index.php/rms/article/view/441/pdf_4" style="color: #337755; font-size: 0.85em; text-transform: uppercase;">TEXTO COMPLETO</a></td></tr>
<tr><td class="tocAuthors" style="font-style: italic; padding-left: 30px; vertical-align: top;">Raí Vieira Soares, André de Menezes Gonçalves</td><td class="tocPages" style="text-align: right; vertical-align: top;"></td></tr>
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<tr valign="top"><td class="tocTitle" style="height: 13px; width: 555px;"><a href="http://redelp.net/revistas/index.php/rms/article/view/489" style="color: #337755;">O Movimento Estudantil na América Latina</a></td><td class="tocGalleys" style="text-align: right; width: 236px;"><a class="file" href="http://redelp.net/revistas/index.php/rms/article/view/489/pdf_5" style="color: #337755; font-size: 0.85em; text-transform: uppercase;">TEXTO COMPLETO</a></td></tr>
<tr><td class="tocAuthors" style="font-style: italic; padding-left: 30px; vertical-align: top;">Ruy Mauro Marini</td><td class="tocPages" style="text-align: right; vertical-align: top;"></td></tr>
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Movimentos Sociais: Cultura, Discurso e Ideologia</h4>
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<tr valign="top"><td class="tocTitle" style="height: 13px; width: 555px;"><a href="http://redelp.net/revistas/index.php/rms/article/view/457" style="color: #337755;">Formação e Movimento Estudantil</a></td><td class="tocGalleys" style="text-align: right; width: 236px;"><a class="file" href="http://redelp.net/revistas/index.php/rms/article/view/457/pdf_6" style="color: #337755; font-size: 0.85em; text-transform: uppercase;">TEXTO COMPLETO</a></td></tr>
<tr><td class="tocAuthors" style="font-style: italic; padding-left: 30px; vertical-align: top;">Maria Angélica Peixoto</td><td class="tocPages" style="text-align: right; vertical-align: top;"></td></tr>
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<tr valign="top"><td class="tocTitle" style="height: 13px; width: 555px;"><a href="http://redelp.net/revistas/index.php/rms/article/view/456" style="color: #337755;">Repressão brutal e discurso jornalístico no Massacre de Avellaneda</a></td><td class="tocGalleys" style="text-align: right; width: 236px;"><a class="file" href="http://redelp.net/revistas/index.php/rms/article/view/456/pdf_7" style="color: #337755; font-size: 0.85em; text-transform: uppercase;">TEXTO COMPLETO</a></td></tr>
<tr><td class="tocAuthors" style="font-style: italic; padding-left: 30px; vertical-align: top;">Lisandro Almeida Braga</td><td class="tocPages" style="text-align: right; vertical-align: top;"></td></tr>
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Produção Discente</h4>
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<tr valign="top"><td class="tocTitle" style="height: 13px; width: 555px;"><a href="http://redelp.net/revistas/index.php/rms/article/view/467" style="color: #337755;">O Movimento Estudantil do 1968 no México</a></td><td class="tocGalleys" style="text-align: right; width: 236px;"><a class="file" href="http://redelp.net/revistas/index.php/rms/article/view/467/pdf_8" style="color: #337755; font-size: 0.85em; text-transform: uppercase;">TEXTO COMPLETO</a></td></tr>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-9027506299270653627.post-37283535048967664682016-08-21T04:11:00.001-07:002016-08-21T04:11:59.520-07:00O Movimento Estudantil em Foco - Livro lançado pelo Nemos/Edições Redelp<div dir="ltr" style="text-align: left;" trbidi="on">
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Dados do Livro:</div>
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VIANA, Nildo (org). O Movimento Estudantil em Foco. Goiânia: Edições Redelp, 2016.<br />
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<a href="http://www.bookess.com/read/26994-o-movimento-estudantil-em-foco/" target="_blank">Comprar</a></div>
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<span style="background-color: white; font-family: "arial" , "verdana" , sans-serif; line-height: 18px;">O Movimento Estudantil em Foco reúne análises do movimento estudantil sob diversos aspectos a partir de uma perspectiva crítica e renovadora. Assim, temas como reivindicações estudantis, MPL, Frente de Luta, Maio de 1968, formação e ressocialização estudantil, são analisados criticamente na presente obra.</span></div>
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<span style="background-color: white; font-family: "arial" , "verdana" , sans-serif; line-height: 18px;">A Coleção Movimentos Sociais, Poder Político e Transformação Social, é uma coedição do NEMOS – Núcleo de Estudos e Pesquisa em Movimentos Sociais, da Faculdade de Ciências Sociais da UFG (Universidade Federal de Goiás) e Edições Redelp. Ela visa publicar reflexões teóricas e análises concretas sobre os temas que são título desta coleção e da linha de pesquisa do Programa de Pós-Graduação em Sociologia da UFG.</span></div>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-9027506299270653627.post-10710079839674746882016-08-02T06:47:00.000-07:002016-08-02T07:45:03.895-07:00"Movimentos Sociais em Debate" - Mesa Redonda e Lançamento de Livros<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="font-family: "adobe fan heiti std b";"><span style="font-size: x-large;">Movimentos
Sociais em Debate</span></span></div>
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<span style="font-family: "franklin gothic demi"; font-size: 18pt;">Mesa
Redonda:</span></div>
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<span style="font-family: "franklin gothic demi"; font-size: 16pt;">* Dr. Denis Castilho/IESA-UFG </span></div>
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<span style="font-family: "franklin gothic demi"; font-size: 16pt;">* Dr. Lucas Maia/IFG </span></div>
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<span style="font-family: "franklin gothic demi"; font-size: 16pt;">* Dr. Nildo Viana/FCS-UFG</span></div>
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<span style="font-family: "franklin gothic demi"; font-size: 18pt;">Lançamento
</span><span style="font-family: "franklin gothic demi"; font-size: 18pt;">de
Livros</span><span style="font-family: "franklin gothic demi"; font-size: 18pt;">:</span></div>
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<span style="font-size: 14pt;">MAIA, Lucas. </span><span style="font-size: 14pt; font-style: italic;">Nem </span><span style="font-size: 14pt; font-style: italic;">Partidos, Nem Sindicatos: A Reemergência das Lutas Autônomas no </span><span style="font-size: 14pt; font-style: italic;">Brasil</span><span style="font-size: 14pt;">. Goiânia: Edições Redelp, 2016.</span></div>
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<span style="font-size: 14pt;">CASTILHO, Denis</span><span style="font-size: 14pt; font-style: italic;">. </span><span style="font-size: 14pt; font-style: italic;">Modernização territorial e redes técnicas em </span><span style="font-size: 14pt; font-style: italic;">Goiás</span><span style="font-size: 14pt;">. Goiânia: UFG, 2016.</span></div>
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<span style="font-size: 14pt;">VIANA, Nildo. </span><span style="font-size: 14pt; font-style: italic;">Os Movimentos Sociais</span><span style="font-size: 14pt;">.
Curitiba: Prismas, 2016.</span></div>
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<span style="font-size: 14pt;">VÁRIOS. </span><span style="font-size: 14pt; font-style: italic;">Movimentos Sociais: Questões Teóricas e Conceituais. </span><span style="font-size: 14pt;">Goiânia: Edições Redelp, 2016.</span></div>
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<span style="font-size: 14pt;">VÁRIOS. </span><span style="font-size: 14pt; font-style: italic;">Movimento Estudantil em Foco</span><span style="font-size: 14pt;">. Goiânia: Edições Redelp, 2016.</span></div>
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<span style="font-family: "franklin gothic demi"; font-size: 28pt;">Dia:</span></div>
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<span style="font-family: "franklin gothic demi"; font-size: 16pt;">Sexta-Feira</span></div>
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<span style="font-family: "franklin gothic demi"; font-size: 16pt;">02/09/2016</span></div>
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<span style="font-family: "franklin gothic demi"; font-size: 28pt;">Horário:</span></div>
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<span style="font-family: "franklin gothic demi"; font-size: 16pt;">Mesa
Redonda: 08:00</span></div>
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<span style="font-family: "franklin gothic demi"; font-size: 16pt;">Lançamento
de livros: 10:00</span></div>
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<span style="font-family: "franklin gothic demi"; font-size: 28pt;">Local:</span></div>
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<span style="font-family: "franklin gothic demi"; font-size: 16pt;">Miniauditório
do novo prédio de humanidades (FCS)</span></div>
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<span style="font-family: "franklin gothic demi"; font-size: 16pt;">Universidade
Federal de Goiás - Campus Samambaia</span></div>
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<span style="font-family: "franklin gothic demi"; font-size: 28pt;">Realização:</span></div>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-9027506299270653627.post-75313740974322061662016-08-02T06:27:00.002-07:002016-08-02T06:27:58.545-07:00Pesquisador do Nemos lança Livro sobre Movimentos Sociais<div dir="ltr" style="text-align: left;" trbidi="on">
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<br />
<br />
VIANA, Nildo.<i> Os Movimentos Sociais.</i> Curitiba: Editora Prismas, 2016.<br />
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O
livro <i>Os Movimentos Sociais</i> é uma
introdução a uma teoria dos movimentos sociais numa perspectiva marxista. Ele
cumpre o papel de superar a lacuna da falta de uma teoria dos movimentos
sociais na abordagem marxista, além de trazer diversos elementos que podem ser
aproveitados em concepções não-marxistas. A obra consegue inovar no sentido de
apontar um novo conceito de movimentos sociais, mais profundo e embasado que na
maioria dos casos, e apresentar relações antes pouco desenvolvidas por outros
autores, tal como na relação entre movimentos sociais e mercantilização ou
burocratização.<o:p></o:p></div>
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Assim,
a obra inicia com o conceito de movimentos sociais, base de todo o
desenvolvimento posterior, inserindo esse fenômeno social na totalidade das
relações sociais. O conceito de movimentos sociais apresentado vai além dos
demais existentes por estar fortemente embasado em uma perspectiva teórico-metodológica
e por não ser construído a partir de uma derivação de um movimento social
particular e sim como sendo expressão do que é característico do conjunto dos
movimentos sociais. Um dos méritos reside na distinção entre movimentos sociais
e suas ramificações, apresentando uma interessante discussão sobre a diferença
entre um movimento social em sua totalidade (tal como o movimento negro) e suas
partes derivadas (organizações, ideologias, tal como o MNU – Movimento Negro
Unificado, Frente Negra, Partido dos Panteras Negras, etc., que são
organizações oriundas do movimento negro e não ele em si).<o:p></o:p></div>
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Após
uma longa discussão e fundamentação do conceito de movimentos sociais, passa-se
para uma análise da relação entre esse fenômeno e as lutas de classes. Isso é
realizado nos demais capítulos, sendo que nesse focaliza apenas a questão da
composição social (de classe) e da hegemonia interna nos movimentos sociais,
gerando suas variedades (movimentos sociais conservadores, reformistas e
revolucionários). Essas variedades de movimentos sociais estão intimamente
ligadas à sua composição social e hegemonia interna.<o:p></o:p></div>
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O processo analítico continua com
a análise do modo de produção capitalista, da acumulação de capital e seus
efeitos sobre o movimentos sociais. Nesse capítulo, ganha destaque a discussão
sobre mercantilização promovidas pela dinâmica capitalista, bem como a relação
dos movimentos sociais com tal processo e com os regimes de acumulação, gerando
“ondas de mercantilização”, que se aprofundam cada vez mais. A discussão sobre
movimentos sociais e Estado tem como mérito analisar as formas de relação entre
ambos. Nesse momento, aborda questões como cooptação, omissão, repressão (e
criminalização), burocratização, entre outros aspectos, a partir da iniciativa
estatal, e as orientações estatistas e civilistas, a partir da iniciativa dos
próprios movimentos sociais. Na parte dedicada à análise da sociedade civil, os
movimentos sociais aparecem em sua relação com a burocratização, com os
partidos políticos, bem como destaca os conflitos sociais e existência dos
movimentos sociais populares, ligadas às classes sociais desprivilegiadas. Por
fim, a questão cultural é apresentada em toda sua complexidade, envolvendo as
produções intelectuais (ideologias, representações cotidianas, crenças, etc.) e
sua relação com os movimentos sociais, as lutas de classes e todo o processo
social. A questão da produção social da cultura, da sua eficácia prática, bem
como de seu caráter ilusório ou verdadeiro, são abordados no interior da
dinâmica da sociedade e dos movimentos sociais.<o:p></o:p></div>
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Em síntese, é uma obra abrangente
sobre os movimentos sociais, abarcando os mais variados aspectos dos mesmos,
numa síntese teórica que explicita o que são os movimentos sociais, qual sua
dinâmica e tendências na sociedade capitalista.</div>
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<span style="text-align: left; text-indent: 35.45pt;"><b>Texto da orelha do livro:</b></span></div>
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<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">O
livro de Nildo Viana trata de um dos temas mais relevantes na atualidade: os
movimentos sociais. A relevância decorre de vários motivos, incluindo a grande quantidade
de movimentos que vemos na atualidade, movimentos muitos diversos na sua
composição social e nos seus objetivos. Apesar disso, existe uma lacuna teórica
no que diz respeito aos movimentos sociais, pois a maioria dos autores tende a
partir de uma concepção empiricista para definir os movimentos sociais e isso provoca
muitas confusões na definição do conceito de movimento social. Uma das
contribuições de Nildo Viana está na separação entre movimentos sociais e movimento
de classe e também na discussão sobre transformação social. Nesta obra o leitor
encontrará subsídios teóricos para refletir sobre os rumos que os movimentos
sociais apontam para a sociedade: eles contribuem para a transformação social
ou dificultam? A ascensão dos movimentos sociais no século 20 tem relação com o
declínio dos movimentos de classes? São questões que o presente livro analisa e
contribui com a reflexão do leitor.<o:p></o:p></span></div>
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<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">André
de Melo Santos<o:p></o:p></span></div>
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<b>Trecho do Prefácio:</b></div>
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O livro <i>Os Movimentos Sociais</i>,
de autoria de Nildo Viana, chega em boa hora. Trata-se de uma demonstração de
que o pensamento autônomo, livre, instigador é possível em época de capitalismo
neoliberal conformista. <o:p></o:p></div>
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O que propõe o autor é refletir e delinear uma conceituação acerca dos
movimentos sociais apresentando, ao longo do livro, uma análise, que de modo
claro, apresenta os principais equívocos teóricos e históricos nas definições
de movimentos sociais. Tanto os autores ditos “marxistas” quanto autores de
diversas outras linhagens teóricas e metodológicas são repensados a partir de
suas limitações conceituais.</div>
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<o:p></o:p>Pensar os movimentos sociais no capitalismo contemporâneo significa
realizar a crítica aos usos e abusos conceituais e nesse sentido, a obra que
vem a público realiza com primor. A erudição do autor é facilmente perceptível
a partir do trânsito por autores os mais diversos, fluindo daí uma análise
singular e imprescindível para a compreensão dos movimentos sociais na
sociedade capitalista contemporânea.<o:p></o:p></div>
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[..]".</div>
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Cleito Pereira dos Santos</div>
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<b><br /></b></div>
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<b>SUMÁRIO<o:p></o:p></b></div>
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<b><span style="font-family: "tahoma" , "sans-serif"; font-size: 16.0pt;">05</span></b> -
Prefácio<o:p></o:p></div>
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<b><span style="font-family: "tahoma" , "sans-serif"; font-size: 16.0pt;">09</span></b> -
Introdução<o:p></o:p></div>
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<br /></div>
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<b><span style="font-family: "tahoma" , "sans-serif"; font-size: 16.0pt;">25</span></b> -
O Conceito de Movimentos Sociais<o:p></o:p></div>
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<br /></div>
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<b><span style="font-family: "tahoma" , "sans-serif"; font-size: 16.0pt;">63</span></b> -
Movimentos Sociais e Luta de Classes<o:p></o:p></div>
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<br /></div>
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<b><span style="font-family: "tahoma" , "sans-serif"; font-size: 16.0pt;">109</span></b> -
Movimentos Sociais, Capitalismo e Acumulação de Capital<o:p></o:p></div>
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<br /></div>
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<b><span style="font-family: "tahoma" , "sans-serif"; font-size: 16.0pt;">133</span></b> -
Movimentos sociais e Estado <o:p></o:p></div>
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<br /></div>
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<b><span style="font-family: "tahoma" , "sans-serif"; font-size: 16.0pt;">151</span></b> -
Movimentos sociais e Sociedade Civil<o:p></o:p></div>
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<br /></div>
<div class="MsoNormal" style="text-indent: 0cm;">
<b><span style="font-family: "tahoma" , "sans-serif"; font-size: 16.0pt;">173</span></b> -
Movimentos sociais, Cultura e Ideologia<o:p></o:p></div>
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<b><span style="font-family: "tahoma" , "sans-serif"; font-size: 16.0pt;">203</span></b> -
Considerações Finais<o:p></o:p></div>
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<div class="MsoNormal" style="text-indent: 35.45pt;">
</div>
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<b><span style="font-family: "tahoma" , "sans-serif"; font-size: 16.0pt;">205</span></b> -
Referências<o:p></o:p></div>
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