tag:blogger.com,1999:blog-38723164635184000842024-02-18T23:30:09.145-08:00Conselho Federal de Ciências Sociais, já!Este blog tem como objetivo comunicar o que vem sendo feito, pelos sindicatos e órgãos representativos, no sentido de consolidar o Conselho Federal de Ciências Sociais, órgão que será encarregado de fiscalizar e defender os interesses dos profissionais das Ciências Sociais. Esse espaço resulta das discussões no grupo do Facebook "Conselho Federal de Sociologia, já!”, criado com o intuito de mobilizar os profissionais da área e tomar iniciativas concretas para a abertura do CFCS.Conselho Federal de Sociologia, já!http://www.blogger.com/profile/05160698454031426445noreply@blogger.comBlogger13125tag:blogger.com,1999:blog-3872316463518400084.post-63656668950606174172012-05-14T09:16:00.000-07:002012-05-14T09:16:08.335-07:00Pré-cadastro para os Sociólogos do Ceará<div class="separator" style="clear: both; text-align: center;">
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" 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O blog do Movimento Pró Sindicato dos Sociólogos do Ceará está fazendo pré-cadastro dos profissionais da área.</div>
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<span style="font-family: Georgia,"Times New Roman",serif;">Mais informações, acesse </span><b style="color: blue;"><a href="http://sindicatosociologosce.wordpress.com/precadastr/" style="font-family: Georgia,"Times New Roman",serif;">aqui</a></b></div>Anonymoushttp://www.blogger.com/profile/08650191769628779033noreply@blogger.com0tag:blogger.com,1999:blog-3872316463518400084.post-44032149540545710082012-03-16T08:21:00.001-07:002012-03-16T08:21:55.205-07:00Deputado Federal Bala Rocha (PDT/AP) assumiu a presidência da Comissão de Trabalho, Administração e Serviço Público da Câmara dos Deputados<br />
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<span style="font-size: 12.0pt; line-height: 115%;">Boa notícia enviada por Ricardo Antunes de Abreu – FNS<o:p></o:p></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhKEXQ6kRlW7ZOFYdnlKI1FPRJvnKKY7aZKR8An3dr780FutHJxlfc0FMgEv0J3pWAqtZ5XStqUWcWK5rE_FCFcV7OaDnU6fUe9wqwMk6leOH45V-5f4GP9M4Avxtpu_r-2xREqvPIhTarV/s1600/BALA+ROCHA.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="298" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhKEXQ6kRlW7ZOFYdnlKI1FPRJvnKKY7aZKR8An3dr780FutHJxlfc0FMgEv0J3pWAqtZ5XStqUWcWK5rE_FCFcV7OaDnU6fUe9wqwMk6leOH45V-5f4GP9M4Avxtpu_r-2xREqvPIhTarV/s400/BALA+ROCHA.jpg" width="400" /></a></div>
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<span style="font-size: 12.0pt; line-height: 115%;"><span style="font-family: Georgia, 'Times New Roman', serif;">O Deputado Federal Bala Rocha (PDT/AP) assumiu quarta-feira,
7/03/2012, a presidência da Comissão de Trabalho, de Administração e Serviço
Público da Câmara dos Deputados, no exercício de 2012.<o:p></o:p></span></span></div>
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<span style="font-size: 12.0pt; line-height: 115%;"><span style="font-family: Georgia, 'Times New Roman', serif;">Para quem não sabe, Bala Rocha é o Deputado da base do
governo que vem nos acompanhando no processo de criação do Conselho Federal de
Ciências Sociais – CFCIS. Segunda feira, dia 19/03/2012, o presidente da FNS,
Ricardo Antunes de Abreu, entrará em contato com a Assessoria do parlamentar para
agendar um audiência na Comissão para debater a importância da criação do CFCIS.
<o:p></o:p></span></span></div>
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<span style="font-size: 12.0pt; line-height: 115%;"><span style="font-family: Georgia, 'Times New Roman', serif;">Segundo Abreu, “vamos precisar fazer muito barulho, pois a
ideia é envolver além de órgãos do governo que necessitam do CFCIS como é o
caso do Ministério das Cidades (CADERNO COOTS DA CEF), Ministério do Trabalho,
Casa Civil, Ministério do Planejamento entre outros”. <o:p></o:p></span></span></div>
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<span style="font-size: 12.0pt; line-height: 115%;"><span style="font-family: Georgia, 'Times New Roman', serif;">Também serão convidadas as lideranças dos Sindicatos e
Associações dos Sociólogo(a)s espalhados pelos Brasil, bem como, as entidades
co-irmãs SBS, ABECS, ABA e ABCP. Também será solicitado o apoio das principais
Centrais Sindicais, como a CUT (que já nos apoia), CTB, Força Sindical e outras.<o:p></o:p></span></span></div>
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<span style="font-size: 12.0pt; line-height: 115%;"><span style="font-family: Georgia, 'Times New Roman', serif;">Fiquemos atentos, pois será importante mobilizar também os
estudantes/alunos de Ciências Sociais, Sociologia, Antropologia e Política
espalhados pelo país.</span><o:p></o:p></span></div>Anonymoushttp://www.blogger.com/profile/08650191769628779033noreply@blogger.com0tag:blogger.com,1999:blog-3872316463518400084.post-8340682376257068372012-02-17T15:34:00.001-08:002012-02-17T15:37:46.208-08:00Sindicato dos Sociólogos de Minas Gerais reivindicam vagas para Sociólogo em concurso da Prefeitura de Belo Horizonte<br />
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<span style="font-family: Georgia, 'Times New Roman', serif;">Segue abaixo, teor do ofício encaminhado à gestão municipal de BH reivindicando vagas para Sociólogos no concurso à ser realizado. As vagas são pleiteadas na área da Assistência Social, compondo as equipes de referência do Sistema Único da Assistência Social - SUAS.</span></div>
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<span style="font-family: Georgia, 'Times New Roman', serif;">Que essas iniciativas se repitam em todo o país!</span></div>
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<span style="font-family: 'Trebuchet MS', sans-serif;">Belo Horizonte, 16 de fevereiro de 2012.<o:p></o:p></span></div>
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<span style="line-height: 115%;"><span style="font-family: 'Trebuchet MS', sans-serif;">Exmos Secretários Municipais de Planejamento, Orçamento e
Informação, Adjunto de Recursos Humanos, Adjunta de Assistência Social e Presidente
do SINDIBEL.<o:p></o:p></span></span></div>
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<span style="line-height: 150%;"><span style="font-family: 'Trebuchet MS', sans-serif;">Com
nossos cordiais cumprimentos, o Sindicato dos Sociólogos de MG – SINDS MG vem
respeitosamente à presença de Vossa Senhoria requerer a garantia de vagas para
os/as graduados/as em Ciências Sociais no concurso público, chamado para
atender a exigência do Ministério Público, com Edital nº 02/2012, publicado no
DOM de hoje, 17/02/2012.<o:p></o:p></span></span></div>
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<span style="line-height: 150%;"><span style="font-family: 'Trebuchet MS', sans-serif;">Desde
2009 que nós, Sociólogos de Belo Horizonte, vimos participando ativamente das
discussões do Sistema Único de Assistência Social – SUAS.<o:p></o:p></span></span></div>
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<span style="line-height: 150%;"><span style="font-family: 'Trebuchet MS', sans-serif;">Em
setembro de 2009 realizamos o Congresso Regional de Sociologia na UFMG com o
apoio do Ministério de Desenvolvimento Social e Combate à Fome – MDS e do CNAS
(Conselho Nacional de Assistência Social) com o tema “As Chaves da Sociologia
para a Assistência Social”.<o:p></o:p></span></span></div>
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<span style="line-height: 150%;"><span style="font-family: 'Trebuchet MS', sans-serif;">Em
dezembro do mesmo ano a Federação Nacional Sociólogos- FNS - foi convidada a
participar da VII Conferência Nacional de Assistência Social em Brasília,
passando a integrar o Fórum Nacional dos Trabalhadores da Assistência Social –
FNTAS.<o:p></o:p></span></span></div>
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<span style="line-height: 150%;"><span style="font-family: 'Trebuchet MS', sans-serif;">Em
2010/2011 os Sociólogos de todo o Brasil, incluindo três representantes dos
Sociólogos que atuam na Secretaria Municipal Adjunta de Assistência Social –
SMAAS – participaram de todos os Encontros Regionais e Nacional para Definição
dos trabalhadores do SUAS, sob a coordenação do MDS e do CNAS.<o:p></o:p></span></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="line-height: 150%;"><span style="font-family: 'Trebuchet MS', sans-serif;">Ainda
em 2011 o CNAS publicou a Resolução nº 17/201, ratificando as Equipes de
Referência do SUAS, constantes na Norma Operacional Básica de Recursos Humanos
do Sistema Único de Assistência Social – NOB-RH/SUAS, aprovada por meio da
Resolução nº 269, de 13 de dezembro de 2006, do Conselho Nacional de
Assistência Social – CNAS, reconhecendo os Sociólogos e outras categorias como
integrantes do SUAS, que passaram a compor as equipes de referência para
atender as especificidades dos Serviços Socioassistenciais.<o:p></o:p></span></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="line-height: 150%;"><span style="font-family: 'Trebuchet MS', sans-serif;">Amparados
ainda na Lei 6.888/80, Decreto nº 89.531 de abril de 1984, que regulamenta a
profissão dos Sociólogos, no Código Brasileiro de Ocupações e cientes de que a
PBH realizará concurso público para a área de Assistência Social, o Sindicato
dos Sociólogos do Estado de Minas Gerais – SINDS MG - encaminhou aos senhores,
ofício (em anexo) pleiteando 100 (cem) vagas para Sociólogos no SUAS,
contrapondo às 20 (vinte vagas) mencionadas pelo Exmo Senhor Secretário de
Planejamento por ocasião da VIII Conferência Estadual de Assistência Social de
Belo Horizonte por entendermos que os Sociólogos compõem o SUAS, contribuem com
a Política de Assistência Social, sendo competentes e habilitados para atenderem
as especificidades dos serviços socioassistenciais.<o:p></o:p></span></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="line-height: 150%;"><span style="font-family: 'Trebuchet MS', sans-serif;">Nesse
sentido, esperamos que nossos saberes, competências, lutas e reivindicações
sejam respeitados, reconhecidos e contemplados no Concurso Público que ocorrerá
para suprir a necessidade da Política de Assistência Social do município,
através de Retificação ao Edital 02/2012.<o:p></o:p></span></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="line-height: 150%;"><span style="font-family: 'Trebuchet MS', sans-serif;">Esclarecemos
que para que isso ocorra já estamos tomando as providências necessárias para
embargar o processo em andamento, adotando as medidas judiciais pertinentes.<o:p></o:p></span></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="line-height: 150%;"><span style="font-family: 'Trebuchet MS', sans-serif;">Certos
de contarmos com a compreensão dos senhores,<o:p></o:p></span></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="line-height: 150%;"><span style="font-family: 'Trebuchet MS', sans-serif;">Atenciosamente,<o:p></o:p></span></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="line-height: 150%;"><span style="font-family: 'Trebuchet MS', sans-serif;"><b>Silvia
Mara Pereira<o:p></o:p></b></span></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="line-height: 150%;"><span style="font-family: 'Trebuchet MS', sans-serif;"><b>Presidente
do Sindicato dos Sociólogos do Estado de Minas Gerais</b><o:p></o:p></span></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>Anonymoushttp://www.blogger.com/profile/08650191769628779033noreply@blogger.com0tag:blogger.com,1999:blog-3872316463518400084.post-4282474964859686942012-02-10T08:16:00.000-08:002012-02-11T04:45:38.845-08:00PL 1446/2011 – Que transforma o licenciado em ciências sociais em sociólogo e reserva o ensino de sociologia para os licenciados em ciências sociais, sociologia e política<div style="font-family: Georgia,"Times New Roman",serif; text-align: justify;">
Enviado por Ricardo Antunes de Abreu - Presidente da FNS</div>
<br />
<br />
<b><span style="font-family: "Trebuchet MS",sans-serif;">PROJETO DE LEI No 1.446, DE 2011</span></b><br />
<br />
<br />
<b><span style="font-family: "Trebuchet MS",sans-serif;">Altera a Lei nº 6.888, de 10 de dezembro de 1980. </span><br style="font-family: "Trebuchet MS",sans-serif;" /><span style="font-family: "Trebuchet MS",sans-serif;">Autor: Deputado CHICO ALENCAR </span><br style="font-family: "Trebuchet MS",sans-serif;" /><span style="font-family: "Trebuchet MS",sans-serif;">Relatora: Deputada ROSANE FERREIRA </span></b><br />
<br />
<b><span style="font-family: "Trebuchet MS",sans-serif;">I - RELATÓRIO</span></b><br />
<span style="font-family: "Trebuchet MS",sans-serif;">O projeto de lei em exame, de autoria do Deputado Chico Alencar (PSOL-RJ), pretende alterar a lei que dispõe sobre o exercício da profissão de sociólogo (Lei nº 6.888/80), para garantir que o ensino de Sociologia seja apenas ministrado por profissionais habilitados, nos termos da legislação em vigor. Para tanto, prevê que somente poderão ministrar aulas de Sociologia os licenciados em Sociologia, Sociologia e Política ou Ciências Sociais, com licenciatura plena obtida em estabelecimento de ensino superior, oficial e reconhecido. Assim, fica garantida a competência para o exercício do magistério - ensino de Sociologia - aos profissionais acima referidos.</span><br />
<span style="font-family: "Trebuchet MS",sans-serif;">O autor da proposição faz a seguinte consideração preliminar em sua justificativa: “Este projeto foi originalmente apresentado pelo Deputado Mario Heringer (PDT/MG), em março de 2009 (PL 4781/2009), e foi arquivado no início de 2011 em razão da mudança de legislatura, sem sua apreciação pelas comissões respectivas. Dados os nobres propósitos do projeto, estou reapresentando-o, de modo a permitir a sua discussão pelo Parlamento”.</span><br />
<span style="font-family: "Trebuchet MS",sans-serif;">E acrescenta: “O exercício da profissão de Sociólogo foi regulamentado no Brasil no ano de 1980, por meio da Lei nº 6.888. De acordo com esse diploma legal, uma das competências do sociólogo é o ensino de Sociologia geral ou especial nos estabelecimentos de ensino. Como a lei não previu ao sociólogo exclusividade na competência do magistério das disciplinas de Sociologia ocorre que, tanto no ensino médio como no ensino superior, os sociólogos vêm gradativamente perdendo a cátedra de Sociologia para profissionais de outras áreas sem a devida formação na matéria”.</span><br />
<span style="font-family: "Trebuchet MS",sans-serif;">Conforme dispõe o art. 24 do Regimento Interno desta Casa Legislativa, a matéria foi distribuída para as Comissões de Educação e Cultura (CEC) e de Constituição, Justiça e de Cidadania (CCJC). Na Comissão de Educação e Cultura não foram oferecidas emendas no prazo regimental.</span><br />
<span style="font-family: "Trebuchet MS",sans-serif;">Cabe à Comissão de Educação e Cultura examinar o mérito educacional da matéria, para o qual fui designada relatora.</span><br />
<span style="font-family: "Trebuchet MS",sans-serif;">É o relatório.</span><br />
<br />
<br />
<b><span style="font-family: "Trebuchet MS",sans-serif;">II - VOTO DA RELATORA</span></b><br />
<span style="font-family: "Trebuchet MS",sans-serif;">Após os anos de exceção vividos durante o regime militar (1964-1985), em que a juventude brasileira se viu privada, nos bancos escolares, do ensino de duas das mais importantes disciplinas para sua formação cidadã, eis que foi promulgada a Lei nº 11.684, de 2008, que promoveu o retorno da Filosofia e da Sociologia como disciplinas obrigatórias em todas as séries do ensino médio.</span><br />
<span style="font-family: "Trebuchet MS",sans-serif;">A alteração proposta pela presente proposição visa atribuir competência exclusiva ao sociólogo na atividade de docência da Sociologia, de modo a evitar que profissionais de outras áreas assumam cátedras que devem ser ocupadas pelo sociólogo. Assim, assegura-se o direito de quem é portador de licenciatura plena em Sociologia para o exercício do magistério em nível médio e nas instituições de ensino superior, além de promover a tão desejada qualidade do ensino em nossas escolas.</span><br />
<span style="font-family: "Trebuchet MS",sans-serif;">Concordamos plenamente com o autor da matéria ao mencionar que, por possuir uma formação mínima de quatro anos especificamente dedicados às Ciências Sociais, o professor mais adequado para o ensino da Sociologia não pode ser outro senão o próprio sociólogo, com licenciatura plena.</span><br />
<span style="font-family: "Trebuchet MS",sans-serif;">Vale ressaltar que essa posição está de acordo com os preceitos legais vigentes, estabelecidos pela atual Lei de Diretrizes e Bases da Educação Nacional (Lei nº 9.394/96), que determina:</span><br />
<span style="font-family: "Trebuchet MS",sans-serif;">“Art. 61.......................................................................</span><br />
<span style="font-family: "Trebuchet MS",sans-serif;">Parágrafo único. A formação dos profissionais da educação, de modo a atender às especificidades do exercício de suas atividades, bem como aos objetivos das diferentes etapas e modalidades da educação básica, terá como fundamentos:</span><br />
<span style="font-family: "Trebuchet MS",sans-serif;">I - a presença de sólida formação básica, que propicie o conhecimento dos fundamentos científicos e sociais de suas competências de trabalho;</span><br />
<span style="font-family: "Trebuchet MS",sans-serif;">Art. 62. A formação de docentes para atuar na educação básica far-se-á em nível superior, em curso de licenciatura, de graduação plena, em universidades e institutos superiores de educação,..”.</span><br />
<br />
<span style="font-family: "Trebuchet MS",sans-serif;">No entanto, considero, após ouvir as ponderações de meus Pares nesta Comissão, que é preciso dar um prazo mínimo para que os respectivos sistemas de ensino dos estados e municípios possam se adequar às mudanças introduzidas pela Lei, sobretudo porque muitas escolas de ensino médio ainda não dispõem de professores qualificados e habilitados ao exercício do magistério em Sociologia.</span><br />
<span style="font-family: "Trebuchet MS",sans-serif;">Neste sentido, apresentamos o substitutivo anexo, em que propomos o prazo de 5 (cinco) anos para que os sistemas de ensino implantem as mudanças decorrentes desta Lei, incluída a necessária e adequada formação dos respectivos professores para atuarem, em número suficiente, no ensino de Sociologia.</span><br />
<br />
<span style="font-family: "Trebuchet MS",sans-serif;">Face ao exposto, manifesto-me pela aprovação da matéria, nos termos do substitutivo anexo.</span><br />
<span style="font-family: "Trebuchet MS",sans-serif;">Sala da Comissão, em 7 de novembro de 2011.</span><br />
<br />
<b><br style="font-family: "Trebuchet MS",sans-serif;" /><span style="font-family: "Trebuchet MS",sans-serif;">Deputada ROSANE FERREIRA</span><br style="font-family: "Trebuchet MS",sans-serif;" /><span style="font-family: "Trebuchet MS",sans-serif;">Relatora</span></b><br />
<br />
<br />
<br />
<br />
<b><span style="font-family: "Trebuchet MS",sans-serif;">COMISSÃO DE EDUCAÇÃO E CULTURA</span><br style="font-family: "Trebuchet MS",sans-serif;" /><br style="font-family: "Trebuchet MS",sans-serif;" /><span style="font-family: "Trebuchet MS",sans-serif;">SUBSTITUTIVO AO PROJETO DE LEI No 1.446, DE 2011</span><br style="font-family: "Trebuchet MS",sans-serif;" /><br style="font-family: "Trebuchet MS",sans-serif;" /><span style="font-family: "Trebuchet MS",sans-serif;">Altera a Lei nº 6.888, de 10 de dezembro de 1980.</span></b><span style="font-family: "Trebuchet MS",sans-serif;">O Congresso Nacional decreta:</span><br />
<br />
<span style="font-family: "Trebuchet MS",sans-serif;">Art. 1º O art. 1º da Lei nº 6.888, de 10 de dezembro de 1980, passa a vigorar com a seguinte redação:</span><br />
<span style="font-family: "Trebuchet MS",sans-serif;">“Art. 1º.........................................................................</span><br />
<span style="font-family: "Trebuchet MS",sans-serif;">...............................................................................................................................</span><br />
<span style="font-family: "Trebuchet MS",sans-serif;">c) aos licenciados em Sociologia, Sociologia e Política ou Ciências Sociais, com licenciatura plena obtida em estabelecimento de ensino superior oficial e reconhecido;</span><br />
<span style="font-family: "Trebuchet MS",sans-serif;">...................................................................................”(NR)</span><br />
<span style="font-family: "Trebuchet MS",sans-serif;">Art. 2º O art. 2º da Lei nº 6.888, de 10 de dezembro de 1980, passa a vigorar com a seguinte redação:</span><br />
<span style="font-family: "Trebuchet MS",sans-serif;">“Art. 2º ........................................................................</span><br />
<span style="font-family: "Trebuchet MS",sans-serif;">.....................................................................................</span><br />
<span style="font-family: "Trebuchet MS",sans-serif;">§ 1º A competência disposta no inciso II é exclusiva do profissional de que trata a alínea “c” do art. 1º desta Lei.</span><br />
<span style="font-family: "Trebuchet MS",sans-serif;">§ 2º Os sistemas de ensino terão um prazo de 5 (cinco) anos para implantarem as mudanças decorrentes desta Lei, incluída a necessária e adequada formação dos respectivos professores para atuarem, em número suficiente, no ensino de Sociologia” (AC).</span><br />
<span style="font-family: "Trebuchet MS",sans-serif;">Art. 3º Esta lei entra em vigor na data de sua publicação.</span><br />
<span style="font-family: "Trebuchet MS",sans-serif;">Sala da Comissão, em 7 de novembro de 2011.</span><br />
<br />
<br />
<b><span style="font-family: "Trebuchet MS",sans-serif;">Deputada ROSANE FERREIRA</span></b><br />
<br />
<br />Anonymoushttp://www.blogger.com/profile/08650191769628779033noreply@blogger.com4tag:blogger.com,1999:blog-3872316463518400084.post-6182043307494717432012-02-09T13:42:00.000-08:002012-02-09T13:42:35.917-08:00II reunião de mobilização para a criação do Sindicato dos Sociólogos do Estado do Ceará<!--[if gte mso 9]><xml>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjP9Z0h58XyNqwyRipnxEyIB4Xq549_SwoBcKLvyHIkO4IEdfJjxtLMRJNE6KPZFWyQ-OPsrR7LGBA8f3Dyd5uqlxHC1ys1FvWGeWXXf5vgwEbPXtXKLPgqNpiv3KYwgAjhMRDiiPiaSDaw/s1600/SINDICATO+1.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjP9Z0h58XyNqwyRipnxEyIB4Xq549_SwoBcKLvyHIkO4IEdfJjxtLMRJNE6KPZFWyQ-OPsrR7LGBA8f3Dyd5uqlxHC1ys1FvWGeWXXf5vgwEbPXtXKLPgqNpiv3KYwgAjhMRDiiPiaSDaw/s400/SINDICATO+1.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><b><span style="font-family: "Trebuchet MS",sans-serif;">Foto: Neivânia Rodrigues</span></b></td></tr>
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<span style="font-size: 12pt;">ATA DA REUNIÃO</span></div>
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<span style="font-size: 12.0pt;">Fortaleza, 06 de
fevereiro de 2012.</span></div>
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<span style="font-size: 12.0pt;">A reunião, que
aconteceu no Auditório Luiz de Gonzaga, no Departamento de Ciências Sociais da
Universidade do Ceará, iniciou às 18h50min com a apresentação de fotos da 1ª
Reunião dos Sociólogos do Estado do Ceará, acontecida entre os dias 23 e 25 de
novembro de 1979, na Faculdade de Direito, em Fortaleza, e nas quais puderam
ser notados vários alunos da época que se tornaram professores das instituições
de ensino superior do Ceará, ou profissionais em Sociologia. Em seguida o
Sociólogo Edson Marques fez um breve relato sobre aquilo que havia sido
discutido na I reunião de mobilização para a criação do Sindicato dos
Sociólogos do Estado do Ceará. Logo após, foi apresentado o relato dos
trabalhos de todas as comissões escolhidas durante esta última. O Professor
Wellington Maciel (Mobilização e Comunicação) comentou sobre a importância do
Sindicato e de seu respectivo registro, relacionando sugestões para a devida
criação. A Professora Adelita Carleial (Documentação e Memória) conseguiu e
apresentou material para compor o setor de memória do Sindicato a ser criado,
material este que era da antiga Associação dos Sociólogos, e a qual, não fora
oficialmente extinta. A sugestão do professor Estevão Arcanjo (Assuntos
Jurídicos) foi o de usar os dados da antiga Associação dos Sociólogos e
transformá-la em Sindicato, sendo necessária a convocação dos participantes da
Associação para que esta possa ser efetivada. Estevão Arcanjo explicou que é
importante, como procedimento para a criação do Sindicato, o registro de todos
os sociólogos na Superintendência Regional do Trabalho (SRT). Segundo o mesmo,
durante a sua visita à SRT, ouviu do Superitende (Superintendente), Júlio
Brizzi, que não é interessante ao Sindicato se ater somente aos sociólogos
bacharéis, mas também aos licenciados. Que a categoria tem liberdade para isso.
Edson Marques deu alguns informes sobre a Federação Nacional dos Sociólogos, e
sobre as movimentações políticas para a criação do Conselho Federal de
Sociologia. Falou também da importância de buscar e estudar o Projeto de Lei nº
7.613/2010, que altera a Lei nº 6.888/1980, que criou a profissão de sociólogo
no país. Segundo Edson, o referido PL foi criado e retirado da pauta do
Congresso pelo deputado Sabino Castelo Branco (PTB-AM). Estevão Arcanjo
apresentou a portaria de nº 186 de 10 de Abril de 2008, do Ministério do
Trabalho e Emprego, que fala sobre os procedimentos administrativos para o
registro sindical junto ao MTE. Foi considerado e defendido que os sociólogos
do interior possam relatar como e quais questões devem ser discutidas e postas
em prática, para isso será preciso criar momentos de articulação presencial
junto às duas escolas dor do estado (Sobral e Cariri); Segundo o professor
Joannes Silva Forte (Jurídica), a discussão e articulação em Sobral está mais
voltada à criação do Conselho Federal de Sociologia. Ainda segundo o professor
Joannes, é preciso um trabalho maior de mobilização juntos às universidades do
interior para que se crie entusiasmo para a fundação do Sindicato. Novamente
houve a sugestão de se mobilizar para reuniões no interior para que todos
fossem contemplados com este movimento. O professor Pascoal, da rede Estadual,
se comprometeu em catalogar professores da rede pública e mobilizá-los para
participar e disponibilizando-se para participar da comissão de divulgação. O
professor Emídio sugeriu delinear o que faz o sociólogo e para isso a lei seria
fundamental e realça a presença de todos os professores do ensino médio no
Sindicato; trazer o papel do Sindicato para se fazer presente na sociedade
civil e política. O professor Vagner Mário sugere que se inicie com a
reativação da Associação dos Sociólogos como primeiro passo, pois receia que o
Sindicato não consiga ser um espaço de agregação da classe. O professor Estevão
avalia que a universidade brasileira em geral não se preocupa em criar
sindicato, mesmo após a obrigatoriedade da disciplina no ensino médio que
colocaria em pauta a importância dessa entidade. Entretanto o que era relevante
no momento seria tirar uma comissão para a criação do Sindicato, ou não.
Levantou-se também a questão do Sindicato deve ou não se ater somente aos
sociólogos formados em ciências sociais, ou seja, não reconhecendo aqueles
profissionais formados em outras áreas, mas com pós-graduação em sociologia ou
afins. Contudo, depois de um breve debate, entendeu-se que o que define o
profissional de ciências sociais é a sua graduação (Bacharelado ou
Licenciatura). Após as discussões foi aprovado por votação dos presentes, com
apenas um voto de abstenção, a criação da “Comissão Pró-Sindicato dos
Sociólogos do Estado do Ceará”, com a função política e legal de liderar a
mobilização da categoria para a Assembléia de Fundação do Sindicato dos
Sociólogos do Estado do Ceará. Discutiu-se que se mantenham as comissões
escolhidas na 1ª reunião a fim de apoiar o trabalho da comissão Pró-Sindicato.
Para compor a comissão Pró-Sindicato formou-se o seguinte corpo os professores:
Wellington Maciel (UECE), Nágyla Drummond (UECE) e Estevão Arcanjo (UFC), que
foi a comissão escolhida no IV ENCISO, Joannes Silva Forte (UEVA), que
representaria os sociólogos do interior do estado, e Pascoal Naib (SEDUC), que
representaria a os professores do ensino médio. Teve assim esse corpo aprovado
por unanimidade. Finalizando, foi deferido que a próxima reunião se realize no
sábado dia 10 de março de 2012, às 14 horas (para que os colegas que trabalham
ou estudam no interior possam participar). A pauta desta será: a apresentação
dos trabalhos da Comissão Pró-Sindicato, inclusive com a apresentação de uma
proposta de estatuto para o Sindicato dos Sociólogos do Estado do Ceará, e os
últimos encaminhamentos para a Assembléia de Fundação do Sindicato dos
Sociólogos do Estado do Ceará.</span></div>
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<div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
<span style="font-size: 12.0pt;">Neivania Rodrigues</span></div>
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<span style="font-size: 12.0pt;">Relatora</span></div>
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<br /></div>Anonymoushttp://www.blogger.com/profile/08650191769628779033noreply@blogger.com0tag:blogger.com,1999:blog-3872316463518400084.post-82312217186927898272012-02-07T09:30:00.003-08:002012-02-07T09:41:31.732-08:00Informativo da FNS sobre a reunião em Brasília/2011 tendo como pauta a Criação do Conselho Federal de Sociologia<meta equiv="Content-Type" content="text/html; charset=utf-8"><meta name="ProgId" content="Word.Document"><meta name="Generator" content="Microsoft Word 12"><meta name="Originator" content="Microsoft Word 12"><link rel="File-List" href="file:///C:%5CUsers%5CGREICE%7E1%5CAppData%5CLocal%5CTemp%5Cmsohtmlclip1%5C01%5Cclip_filelist.xml"><link rel="Edit-Time-Data" href="file:///C:%5CUsers%5CGREICE%7E1%5CAppData%5CLocal%5CTemp%5Cmsohtmlclip1%5C01%5Cclip_editdata.mso"><!--[if !mso]> <style> v\:* {behavior:url(#default#VML);} o\:* {behavior:url(#default#VML);} w\:* {behavior:url(#default#VML);} .shape {behavior:url(#default#VML);} </style> <![endif]--><!--[if gte mso 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</v:imagedata></v:shape></v:path></v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:formulas></v:stroke></v:shapetype></span> <p class="MsoNormal" style="text-align: center;" align="center"><b style=""><span style="font-size: 16pt;"><o:p> </o:p></span></b></p> <p class="MsoNormal" style="text-align: center;" align="center"><b style=""><span style="font-size: 16pt;">INFORMATIVO FNS – 03/2011 – Brasília dia 27/10/2011</span></b></p><p class="MsoNormal" style="text-align: center; font-weight: bold;" align="center">PAUTA: CRIAÇÃO DO CONSELHO FEDERAL DE SOCIOLOGIA<br /><span style="font-size: 16pt;"><o:p></o:p></span></p> <p class="MsoNormal" style="text-align: center; font-weight: bold;" align="center"><span style="font-size: 16pt;"><o:p> </o:p></span></p> <p class="MsoNormal"><span style="font-size: 14pt;">Ricardo Antunes de Abreu – Presidente da Federação Nacional dos Sociólogos – FNS <o:p></o:p></span></p> <p class="MsoNormal"><b><span style="font-size: 14pt;"><o:p> </o:p></span></b></p> <p class="MsoNormal"><b><span style="font-size: 14pt;">16h - Reunião na Casa Civil Sr. </span></b><b style=""><span style="font-size: 14pt;">Swendeberger Barbosa<span style=""><o:p></o:p></span></span></b></p> <p class="MsoNormal" style="text-align: justify;"><span style="font-size: 14pt;"><o:p> </o:p></span></p> <p class="MsoNormal" style="text-align: justify;"><span style="font-size: 14pt;">Estivemos, Eu (representando a FNS), o Deputado Sebastião Bala Rocha (PDT) e Vitor (Assessor do Deputado) em reunião como Sr. Berguer da assessoria especial da Presidenta Dilma (representando o Sr. Gilberto Carvalho – Secretaria da Presidência). A pauta foi a criação do Conselho Federal de Sociologia - CFS. O Sr. Berguer começou a reunião discorrendo sobre o Código Brasileiro de Ocupações - CBO, afeto ao Ministério do Trabalho, onde constam discriminadas todas as atividades desenvolvidas pelas profissões regulamentadas ou não. Continuou expondo que as regulamentadas podem se organizar via sistema sindical, criando sindicatos e federação. Muitas das profissões regulamentadas optam também pelo sistema de conselhos. Contudo, enfatizou que essas profissões protegem a sociedade de alguma forma. Ele fez este preambulo para dizer que o Sr. Manoel Matias (Presidente anterior da FNS) já havia, em outra ocasião participado de reunião na Casa Civil, e que já o havia o alertado sobre esta questão, ou seja, que sem um argumento consistente/relevante não haveria necessidade da criação do CFS. Neste momento da reunião, Eu (Ricardo), fiz uma intervenção apontando a exigência da contratação do Técnico Social para o desenvolvimento de trabalhos na área social em Projetos do governo federal como, por exemplo, o PAC e o Programa Minha Casa Minha vida, descrito no documento (justificativa de criação do nosso Conselho) que eu acabava de lhe entregar. Coloquei também que, caso haja algum problema em algum um relatório ou atendimento feito por um sociólogo, as parte atingidas (associação/ movimento de moradia ou família) não teriam onde recorrer para denunciar este profissional. Neste momento o Sr. Berguer leu a justificativa na parte que mencionamos a contratação do Técnico Social com formação em Sociologia/Ciências Sociais, inclusive na supervisão, para desenvolvimento de projetos na área social para Projetos do governo federal e exclamou: <b style="">- Agora sim os sociólogos tem argumento para reivindicar a criação do conselho</b>. Tanto Eu como o Deputado então perguntamos, qual ou quais os procedimentos para tal empreitada? Ele colocou que a Casa Civil não pode ser um órgão gerador de demanda mesmo que seja para o próprio governo e que precisava do aval/autorização expressa do Ministro do Trabalho, Sr. Carlos Luppi, indicando a criação do conselho. O Sr. Berguer, comprometeu-se que, quando tivesse este aval, iria junto com o Sr. José Feijoo, também da assessoria da presidência, agendar/articular uma reunião com um representante do Ministério do Trabalho, Secretaria do Planejamento (órgão que controla o orçamento, pois a criação de um conselho gera despesas) e da própria Casa Civil para iniciar os debates em torno da criação do CFS. Terminamos a reunião com o compromisso de fazer o convencimento para o Ministro Carlos Luppi fazer a indicação para criação do CFS. O Deputado Bala Rocha disse que não precisava que eu voltasse a Brasília para conversar com o Ministro, pois ele mesmo iria fazer as tratativas neste sentido.<o:p></o:p></span></p> <p class="MsoNormal" style="text-align: justify;"><span style="font-size: 14pt;"><o:p> </o:p></span></p> <p class="MsoNormal" style="text-align: justify;"><span style="font-size: 14pt;">Encaminhamentos<o:p></o:p></span></p> <p class="MsoNormal" style="text-align: justify;"><span style="font-size: 14pt;"><o:p> </o:p></span></p> <p class="MsoNormal" style="text-align: justify;"><span style="font-size: 14pt;">- O Deputado Bala Rocha pediu para passarmos (FNS) para ele toda a documentação inclusive a legislação que cerca a contratação do Técnico Social. O Deputado também pediu também para elaborarmos um ofício direcionado ao Ministro do Trabalho, enfatizando a relevância da existência do conselho para a fiscalização/acompanhamento dos trabalhos desenvolvidos pelo do Técnico Social e que ele mesmo iria entregar o ofício. Vamos pedir para nossas entidades acadêmicas (ABA, SBS e ABCP), subscreverem o referido ofício.<o:p></o:p></span></p> <p class="MsoNormal" style="text-align: justify;"><span style="font-size: 14pt;">- Ficamos (FNS) de levantar contato com a Caixa Econômica Federal – CEF (alguma diretoria do setor social) – visando levant<a name="_GoBack"></a>ar se a CEF poderia emitir algum parecer em favor da criação do nosso conselho;<o:p></o:p></span></p> <p class="MsoNormal" style="text-align: justify;"><span style="font-size: 14pt;">- Vamos (FNS) pedir para a coordenação do Ramo 14 da CUT a possibilidade do envio de um ofício ou contato com o Ministro do Trabalho, reforçando a importância do nosso pleito. <o:p></o:p></span></p> <p class="MsoNormal" style="text-align: justify;"><span style="font-size: 14pt;">- Outros encaminhamentos que poderão ser sugeridos pela diretoria da FNS e do nosso grupo nacional de discussão (AVISO).<o:p></o:p></span></p> <p class="MsoNormal" style="text-align: justify;"><span style="font-size: 14pt;"><o:p> </o:p></span></p> <p class="MsoNormal" style="text-align: justify;"><span style="font-size: 14pt;"><o:p> </o:p></span></p> <p class="MsoNormal" style="text-align: justify;"><span style="font-size: 14pt;">Saudações,<o:p></o:p></span></p> <p class="MsoNormal" style="text-align: justify;"><span style="font-size: 14pt;"><o:p> </o:p></span></p> <p class="MsoNormal" style=""><span style="font-family: "Arial","sans-serif";">Ricardo Antunes de Abreu<br />Sociólogo (Mtb 1.560) e-mail pessoal.: </span><a href="http://br.mc365.mail.yahoo.com/mc/compose?to=ricbambambam@uol.com.br" target="_blank"><span style="font-family: "Arial","sans-serif"; color: rgb(0, 0, 204);">ricbambambam@uol.com.br</span></a><span style="font-family: "Arial","sans-serif";"> / e-mail institucional: </span><a href="mailto:fns-brasil@hotmail.com"><span style="font-family: "Arial","sans-serif";">fns-brasil@hotmail.com</span></a><span style="font-family: "Arial","sans-serif";"> - Cel.: 11 8109-7614 - Presidente da Federação Nacional dos Sociólogo - FNS - </span><a href="http://www.fns-brasil.org/" target="_blank"><span style="font-family: "Arial","sans-serif"; color: rgb(0, 0, 204);">www.fns-brasil.org</span></a><span style="font-family: "Arial","sans-serif";"><br />Visite meu site: </span><a href="http://sites.google.com/site/ricardoartigosetextos/" target="_blank"><span style="font-family: "Arial","sans-serif"; color: rgb(0, 0, 204);">http://sites.google.com/site/ricardoartigosetextos/</span></a><span style="font-family: "Arial","sans-serif";"> <br /> <!--[if !supportLineBreakNewLine]--><br /> <!--[endif]--></span><span style=""><o:p></o:p></span></p> <p class="MsoNormal" style=""><span style="">“Quem não reflete, repete” Dinastia Ming – 4.000 anos A.C.<o:p></o:p></span></p> <p class="MsoNormal" style="text-align: justify;"><span style="font-size: 14pt; font-family: "Calibri","sans-serif";"><o:p> </o:p></span></p>Greicehttp://www.blogger.com/profile/05479073670720271492noreply@blogger.com0tag:blogger.com,1999:blog-3872316463518400084.post-91367522614294400922012-02-02T06:14:00.000-08:002012-02-02T06:14:01.315-08:00Sindicato dos Sociólogos do Ceará: mobilização para fundação da entidade<span style="font-family: Georgia, 'Times New Roman', serif;">Para ampla divulgação!</span><br />
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<span style="font-family: Georgia, 'Times New Roman', serif;">Local: Departamento de Ciências Sociais - UFC</span><br />
<span style="font-family: Georgia, 'Times New Roman', serif;">Auditório Luiz Gonzaga</span>Anonymoushttp://www.blogger.com/profile/08650191769628779033noreply@blogger.com0tag:blogger.com,1999:blog-3872316463518400084.post-47683528875288526332012-01-22T13:39:00.000-08:002012-01-22T13:39:57.796-08:00Justificativa para criação do Conselho Federal de Sociologia<br />
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<b style="font-family: Georgia, 'Times New Roman', serif; line-height: 150%;">Federação Nacional de Sociólogos - FNS</b></div>
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<span style="font-family: Georgia, 'Times New Roman', serif; line-height: 150%;">Enviado por Greice Souza (</span><span style="font-family: Georgia, 'Times New Roman', serif;"><span style="line-height: 24px;">greicedysouza@hotmail.com)</span></span></div>
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<span style="font-family: Georgia, 'Times New Roman', serif;"><b>CONTEXTUALIZAÇÃO</b></span></div>
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<span style="font-family: Georgia, 'Times New Roman', serif;">O saber sociológico decorre da
compreensão de que a sociedade se constitui num objeto de grande interesse
científico. Utilizando procedimentos adaptados a seu objeto, a Sociologia se
desenvolveu em todo o mundo, demonstrando a necessidade dos seus estudos e
produzindo um cabedal de informações explicativas dos fenômenos estudados.</span></div>
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<span style="font-family: Georgia, 'Times New Roman', serif;">Diplomando brasileiros muito antes do que
outras carreiras no século XX, a Sociologia conseguiu, a custo, ter sua
profissão reconhecida em 1980. Entretanto, a Lei não definiu seu campo de
atuação, remetendo as atribuições desse profissional para algo não menos
indefinido do que toda a “realidade social”.</span></div>
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<span style="font-family: Georgia, 'Times New Roman', serif;">O reconhecimento em lei permitiu a
construção de um sistema sindical, formado por unidades estaduais e por uma
federação nacional. Contudo, em virtude da reestruturação econômica do mundo,
já na década de 80, o sindicalismo de um modo geral sofreu grande esvaziamento.
O sindicalismo profissional, por sua vez, sofreu mais ainda, já que as
profissões liberais, por definição, não têm um sindicato patronal com o qual
possam negociar condições de trabalho e de remuneração.</span></div>
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<span style="font-family: Georgia, 'Times New Roman', serif;">Em resposta às mudanças no mundo do
emprego e das profissões liberais, várias categorias, no Brasil, adotaram o
sistema de conselhos profissionais, com prerrogativas que o sindicalismo não
possui. A Sociologia, então, desde o ano de 1996, passa a pleitear também o seu
Conselho Federal de Sociologia. Um projeto com esse objetivo tramitou pelas
casas legislativas, sendo, porém, arquivado em 2003, já no Senado Federal, por
vício de origem da proposição que almejava criar um órgão autárquico.</span></div>
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<span style="font-family: Georgia, 'Times New Roman', serif;">No ano de 2006, a principal entidade
desses profissionais, a Federação Nacional dos Sociólogos, apresentou ao
Ministério do Trabalho e Emprego um pedido e um projeto de criação do Conselho
Federal de Sociologia. Após tramitar naquele ministério durante dois anos, o
Ministério devolveu a proposição, comunicando que não possuía competência legal
para atender o pleito.</span></div>
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<b><span style="font-family: Georgia, 'Times New Roman', serif;">POR QUE DO CONSELHO FEDERAL<o:p></o:p></span></b></div>
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<span style="font-family: Georgia, 'Times New Roman', serif;">Os sociólogos brasileiros, devido a
razões históricas já apontadas, ficaram, em grande medida, restritos ao
ambiente acadêmico. As dificuldades postas para exercerem sua profissão, na
verdade, vêm impedindo-os de dar o contributo racional que sempre desejaram e
vêm constrangendo-os a ceder espaço para agentes de outra formação, ajudados
pelos respectivos conselhos.</span></div>
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<span style="font-family: Georgia, 'Times New Roman', serif;">O terceiro setor de atividade, a economia
solidaria, o setor público, mostra-se
como o espaço ideal de atuação para os sociólogos no Brasil. Essa grande área,
porém, não possui ainda qualquer controle, nem de ordem estatal, nem de
natureza moral. O Conselho Federal de Sociologia e os Conselhos Regionais de
Sociologia, instalados a partir das organizações sindicais dos sociólogos,
propõem-se a exercer essa função e a conferir maior dignidade ao trabalho
social em nosso país.</span><span style="font-family: Georgia, 'Times New Roman', serif; line-height: 150%; text-indent: 42.55pt;"> </span></div>
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<span style="font-family: Georgia, 'Times New Roman', serif;">O papel dos Conselhos Profissionais é de
um órgão de fiscalização do exercício das profissões, essenciais dentro de um
regime democrático. E tem hoje uma função clara e objetiva de valorização e
fortalecimento profissionais e, mais ainda, de apoio à sociedade civil, ao
coibir atos lesivos efetivados por pessoas inescrupulosas que fazem do
exercício profissional um meio de angariar benefícios de forma torpe e
desonesta.</span></div>
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<span style="font-family: Georgia, 'Times New Roman', serif;">Os Conselhos exercem papel preponderante
não só no aspecto da fiscalização do exercício profissional, mas notadamente
no aprimoramento técnico em todas as áreas em que atuam.</span></div>
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<span style="font-family: Georgia, 'Times New Roman', serif;">•<span style="font: normal normal normal 7pt/normal 'Times New Roman';">
</span>A criação do Conselho Federal de Sociologia e
bem como seu sistema com os conselhos regionais, irão garantir que as
atribuições profissionais que demanda autoridade do saber, seja, exercido por
quem as possui.</span></div>
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<span style="font-family: Georgia, 'Times New Roman', serif;">•<span style="font: normal normal normal 7pt/normal 'Times New Roman';">
</span>Garantindo o desenvolvimento
das especialidades técnicas e científicas que observem potencialidades e
atendam necessidades da sociedade, empreendendo ações e mobilizações de elevado
interesse público;</span></div>
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<span style="font-family: Georgia, 'Times New Roman', serif;">•<span style="font: normal normal normal 7pt/normal 'Times New Roman';">
</span>A autorização do Estado Brasileiro para se criar
essa autarquia, com tais propósitos, é um passo fundamental para a consolidação
da profissão de sociólogo, na qualidade de ações e serviços prestados. Mas
depende fundamentalmente de um governo interessado nos problemas
sócio-econômicos e comprometido com o esclarecimento político das populações. O
surgimento de vontade política durante um governo da esquerda em relação ao
pleito da Sociologia no Brasil, seguramente, resultará, no longo prazo, em
crescimento de participação das camadas populares nos destinos da nação; e, no
curto prazo, em continuidade do projeto de vida dos que sonham, densamente, em
trabalhar pela superação das desigualdades sociais gritantes.</span></div>
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<b><span style="color: #c27c2d;"><span style="font-family: Georgia, 'Times New Roman', serif;">Federação
Nacional dos Sociólogos<o:p></o:p></span></span></b></div>
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<span style="font-family: Georgia, 'Times New Roman', serif;">CNPJ 26.229.666/0001-00</span></div>
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<span style="font-family: Georgia, 'Times New Roman', serif;">Av. Dona Amália Golin Pagnoncelli,
10</span></div>
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<span style="font-family: Georgia, 'Times New Roman', serif;">Jd. Rosa de França CEP: 07081-200</span></div>
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<span style="font-family: Georgia, 'Times New Roman', serif;">Guarulhos - SP</span></div>
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<span style="font-family: Georgia, 'Times New Roman', serif;">fns-brasil@hotmail.com (11)
8109-7614</span></div>Anonymoushttp://www.blogger.com/profile/08650191769628779033noreply@blogger.com0tag:blogger.com,1999:blog-3872316463518400084.post-81729438018706052002012-01-19T05:57:00.000-08:002012-01-19T05:57:41.027-08:00Peça já o Registro Profissional de Sociólogo<span style="font-family: Georgia, 'Times New Roman', serif;"><br /></span><br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjuU856LRJe9AnZia2UKsZQDWHL8xiH5tfItCsBRA9IOjQ8UGO94sxkSQwGCYVv9UlIa2THXIH4-rYz-3SxEML0RI-qmrdPF5TYt1duvWujQn6AH_HTTqg5_9289tCaF7xGo6yVKEm9xWJu/s1600/Carteira%255B4%255D.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="290" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjuU856LRJe9AnZia2UKsZQDWHL8xiH5tfItCsBRA9IOjQ8UGO94sxkSQwGCYVv9UlIa2THXIH4-rYz-3SxEML0RI-qmrdPF5TYt1duvWujQn6AH_HTTqg5_9289tCaF7xGo6yVKEm9xWJu/s400/Carteira%255B4%255D.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-family: 'Helvetica Neue', Arial, Helvetica, sans-serif;">Fonte: <a href="http://blog.mauriciopo.com/">http://blog.mauriciopo.com/</a></span>
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<span style="font-size: 12.0pt; line-height: 115%;"><span style="font-family: Georgia, 'Times New Roman', serif;">Como já anunciado nas discussões dos grupos do Facebook, pedimos
aos colegas Sociólogos que se dirijam às Gerências Regionais do Trabalho (antiga
DRT) e solicitem seu Registro Profissional de Sociólogo. <o:p></o:p></span></span></div>
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<span style="font-size: 12.0pt; line-height: 115%;"><span style="font-family: Georgia, 'Times New Roman', serif;">O Registro Profissional é importante, tanto para podermos ter
uma noção do quantitativo de profissionais de nossa área, quanto para darmos
visibilidade à categoria, sobretudo, nesse momento de criação e reestruturação
dos sindicatos de sociólogos. Será também de suma importância para a criação do
CFS e CRS’s.<o:p></o:p></span></span></div>
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<span style="font-size: 12.0pt; line-height: 115%;"><span style="font-family: Georgia, 'Times New Roman', serif;">Segue abaixo a documentação necessária:<o:p></o:p></span></span></div>
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<span style="font-size: 12.0pt; line-height: 115%;"><span style="font-family: Georgia, 'Times New Roman', serif;"> <o:p></o:p></span></span></div>
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<span style="font-size: 12.0pt; line-height: 115%;"><span style="font-family: Georgia, 'Times New Roman', serif;">DOCUMENTOS NECESSÁRIOS:<o:p></o:p></span></span></div>
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<br /></div>
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</div>
<ul>
<li><span style="font-family: Georgia, 'Times New Roman', serif; font-size: 12pt; line-height: 115%;">01 via de requerimento (geral) devidamente preenchida
(legível e sem rasuras);</span></li>
<li><span style="font-family: Georgia, 'Times New Roman', serif; font-size: 12pt; line-height: 115%;">Cópia e Original da Cédula de Identidade (RG);</span></li>
<li><span style="font-family: Georgia, 'Times New Roman', serif; font-size: 12pt; line-height: 115%;">Cópia e Original do Cadastro de Pessoa Física (CPF);</span></li>
<li><span style="font-family: Georgia, 'Times New Roman', serif; font-size: 12pt; line-height: 115%;">Cópia simples da </span><u style="font-family: Georgia, 'Times New Roman', serif; font-size: 12pt; line-height: 115%;">página da foto e da qualificação civil</u><span style="font-family: Georgia, 'Times New Roman', serif; font-size: 12pt; line-height: 115%;">
da Carteira de Trabalho e Previdência Social (CTPS) e o documento original;</span></li>
<li><span style="font-family: Georgia, 'Times New Roman', serif; font-size: 12pt; line-height: 115%;">Cópia e Original da Certidão de Casamento (se houver
alteração de nome);</span></li>
<li><span style="font-family: Georgia, 'Times New Roman', serif; font-size: 12pt; line-height: 115%;">Cópia e Original do Comprovante de Residência completo (conta
de água, luz ou telefone);</span></li>
<li><span style="font-family: Georgia, 'Times New Roman', serif; font-size: 12pt; line-height: 115%;">Cópia e Original de Diploma do Curso de Bacharel em Ciências
Sociais</span></li>
</ul>
<br />
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<br /></div>
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<span style="font-size: 12.0pt; line-height: 115%;"><span style="font-family: Georgia, 'Times New Roman', serif;"><br /></span></span></div>
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<span style="font-size: 12.0pt; line-height: 115%;"><span style="font-family: Georgia, 'Times New Roman', serif;">Nesse link <a href="http://associacaosociologosac.blogspot.com/2009/11/modelo-de-requerimento-para-o-registro.html">da Associação de Sociólogos do Acre</a> você encontra
um modelo de requerimento.<o:p></o:p></span></span></div>
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<span style="font-size: 12.0pt; line-height: 115%;"><span style="font-family: Georgia, 'Times New Roman', serif;"><br /></span></span></div>
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<span style="font-size: 12.0pt; line-height: 115%;"><span style="font-family: Georgia, 'Times New Roman', serif;">Mais informações:<a href="http://portal.mte.gov.br/delegacias/mg/sociologo.htm">Ministério do Trabalho e Emprego</a> <o:p></o:p></span></span></div>
<br />
<br />Anonymoushttp://www.blogger.com/profile/08650191769628779033noreply@blogger.com0tag:blogger.com,1999:blog-3872316463518400084.post-57180356314793920862012-01-18T10:32:00.000-08:002012-01-18T10:32:21.518-08:00Mais informações sobre a reunião da Comissão Pró-Sindicato em Fortaleza<br />
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<span style="font-family: Georgia, 'Times New Roman', serif;">Segue abaixo, relato mais detalhado da reunião de ontem, em
Fortaleza, cuja pauta foi a criação do Sindicato dos Sociólogos do Ceará.</span></div>
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<br /></div>
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<span style="font-family: 'Trebuchet MS', sans-serif;">1ª reunião para a criação do Sindicato dos Sociólogos do
Estado do Ceará - 17/01/2012 - UFC.<o:p></o:p></span></div>
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<span style="font-family: 'Trebuchet MS', sans-serif;">Iniciou-se a reunião comentando acerca da ideia que vem
sendo amadurecida fortemente desde o último ENCISO. Foi discutido e concordado
que seria mais viável a criação de um Sindicato do que uma Associação, tendo em
vista que esta é uma demanda histórica da categoria e contemplaria uma gama
maior de profissionais da Sociologia, além de possuir um forte caráter político
e que beneficiaria, em tese, até os que não fossem associados. Então,
demarcou-se uma comissão formada pelos professores Estevão, Nágila e
Wellington.<o:p></o:p></span></div>
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<span style="font-family: 'Trebuchet MS', sans-serif;">O fato é que consideramos necessária a aglomeração do maior
número de pessoas o possível e que abranja o máximo de funções destes
profissionais, indo além dos que estão contidos nos setores acadêmicos e de
pesquisa. Portanto, é preciso buscar os sociólogos que atuam em diversas
frentes, como os que estão no Poder Público, em ONG's e até mesmo no setor
privado. O que se constata nesse tipo de leitura é que é preciso imprimir, de
fato, uma identidade de sociólogo, algo que não se vê atualmente.<o:p></o:p></span></div>
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<span style="font-family: 'Trebuchet MS', sans-serif;">Também consideramos que os procedimentos burocráticos para a
criação de nosso Sindicato não são tão complexos, mas que nosso maior desafio é
a mobilização da categoria, que segue dispersa. Foi feito um breve repasse
histórico desta demanda que existe no Ceará desde meados da década de 1970. O
fato é que mesmo com a lei que regulamenta a profissão, sempre se preocupou
apenas com a academia.<o:p></o:p></span></div>
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<span style="font-family: 'Trebuchet MS', sans-serif;">Acreditamos que a sindicalização serviria para atrair mais
profissionais, além de organizar melhor a categoria, trazer lutas pelo
reconhecimento profissional, pela melhoria dos currículos, pela defesa e o
fortalecimento da Sociologia no Ensino Médio dentre outros fatores. Portanto,
constatamos que sempre militamos em diversas frentes, menos na de nossa própria
categoria. Agora é a vez de lutarmos por um Sindicato forte, que traga
elementos importantes como a unicidade e a estadualização.<o:p></o:p></span></div>
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<span style="font-family: 'Trebuchet MS', sans-serif;">A questão da licenciatura também entrou em pauta. Não se
sabe ainda (ficou-se de averiguar) se os profissionais apenas licenciados
poderiam participar legalmente do Sindicato. Todavia, esses meandros jurídicos
podem até ser impeditivos para o registro legal dos professores de Sociologia,
mas certamente não impedirão que lutemos para que a categoria atue como uma
força só, englobando bacharéis e licenciados.<o:p></o:p></span></div>
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<span style="font-family: 'Trebuchet MS', sans-serif;">O que posso concluir desta reunião é que o momento mais
propício para a criação deste Sindicato é o que vivemos agora. Nota-se
fortemente as mudanças na sociedade que estão permitindo um certo
reconhecimento da profissão, até como um movimento de defesa de mercado
profissional. Logo, é preciso convocar a categoria como um todo (englobando
inclusive o máximo de colegas do interior) para mobilizar a fomentação de nosso
Sindicato.<o:p></o:p></span></div>
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<span style="font-family: 'Trebuchet MS', sans-serif;">Finalizando esta reunião foram definidos os seguintes
encaminhamentos:<o:p></o:p></span></div>
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<span style="font-family: 'Trebuchet MS', sans-serif;">1) A criação de cinco comissões (a princípio e aberta para
interessados): Documentação e Memória (Adelita, Auxiliadora, Neuma, Laís e
Marcos Paulo), Mobilização e Comunicação (Pedro, Wellington, Nágila, Edson e
Róbson), Organização e Finanças (Márcio Renato e Nágila) e Jurídica (Joanns e
Estevão). As comissão supracitadas já devem iniciar seus trabalhar a fim de
garantir a execução da proposta do encaminhamento seguinte.<o:p></o:p></span></div>
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<span style="font-family: 'Trebuchet MS', sans-serif;">2) No dia 06 de fevereiro de 2012 às 18h30 no Auditório Luiz
de Gonzaga do Departamento de Ciências Sociais da Universidade Federal do Ceará
ocorrerá uma reunião ampla da categoria discutindo pontos importantes para a
criação do Sindicato, como a reconstrução histórica dessa luta, os repasses das
comissões formadas neste momento e a constituição do Sindicato, dentre outros
pontos.<o:p></o:p></span></div>
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<span style="font-family: 'Trebuchet MS', sans-serif;">É preciso que a partir de agora todos nós começarmos a
mobilizar a categoria para que no dia 06 consigamos um auditório lotado. É
necessário expandir os horizontes vislumbrados nessa primeira reunião para o
maior número de frentes e locais possíveis. A partir do potencial criativo e da
disposição de todos nós será possível garantir que o Sindicato finalmente seja
constituído.<o:p></o:p></span></div>
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<span style="font-family: 'Trebuchet MS', sans-serif;">Abraços a todos e a todas,<o:p></o:p></span></div>
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<span style="font-family: 'Trebuchet MS', sans-serif;"><br /></span></div>
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<span style="font-family: 'Trebuchet MS', sans-serif;">Márcio Renato Teixeira Benevides<o:p></o:p></span></div>
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<span style="font-family: 'Trebuchet MS', sans-serif;">Sociólogo</span></div>Anonymoushttp://www.blogger.com/profile/08650191769628779033noreply@blogger.com0tag:blogger.com,1999:blog-3872316463518400084.post-26758570900324018542012-01-18T10:01:00.000-08:002012-01-18T10:27:50.623-08:00Comissão se reúne para discutir criação do Sindicato dos Sociólogos do Ceará<div style="text-align: justify;">
<span style="font-family: Georgia, 'Times New Roman', serif;">Uma comissão se reuniu ontem, 17/01/2012, no auditório do Curso de Ciências Sociais da UFC, em Fortaleza, para discutir a criação do Sindicato dos Sociólogos do Ceará. Abaixo transcrevo o relato do colega Pedro Mourão sobre os encaminhamentos da reunião.</span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia, 'Times New Roman', serif;"><br /></span></div>
<div style="text-align: justify;">
</div>
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<span style="font-family: 'Trebuchet MS', sans-serif;">Caros colegas.<o:p></o:p></span></div>
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<br /></div>
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<span style="font-family: 'Trebuchet MS', sans-serif;">A reunião de hoje foi excelente e produtiva, compareceram na
reunião o grupo de trabalho do ENCISO, e demais colegas.<o:p></o:p></span></div>
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<br /></div>
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<span style="font-family: 'Trebuchet MS', sans-serif;">Nesta reunião foi deliberado a criação de algumas comissões
pró-sindicato.<o:p></o:p></span></div>
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<span style="font-family: 'Trebuchet MS', sans-serif;">Elas são as seguintes:<o:p></o:p></span></div>
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<span style="font-family: 'Trebuchet MS', sans-serif;">-REGISTRO E MEMÓRIA <o:p></o:p></span></div>
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<span style="font-family: 'Trebuchet MS', sans-serif;">-MOBILIZAÇÃO E COMUNICAÇÃO<o:p></o:p></span></div>
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<span style="font-family: 'Trebuchet MS', sans-serif;">-ORGANIZAÇÃO E REPRESENTAÇÃO<o:p></o:p></span></div>
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<span style="font-family: 'Trebuchet MS', sans-serif;">-FINANÇAS<o:p></o:p></span></div>
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<span style="font-family: 'Trebuchet MS', sans-serif;">-JURÍDICO<o:p></o:p></span></div>
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<br /></div>
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<span style="font-family: 'Trebuchet MS', sans-serif;">-Estas comissões se encarregarão de levar pautas para a PRÓXIMA
REUNIÃO que englobará A PRESENÇA DO MÁXIMO DE COLEGAS POSSÍVEIS.<o:p></o:p></span></div>
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<span style="font-family: 'Trebuchet MS', sans-serif;"><b>O local e horário desta macro-reunião será no Auditório Luis
Gonzaga da UFC,</b> <b>no dia 06 de fevereiro (segunda) as 18:30</b>, para a discussão e
deliberação sobre as pautas de efetivação do sindicato estadual.<o:p></o:p></span></div>
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<span style="font-family: 'Trebuchet MS', sans-serif;">Será aberto um lista de inscrição durante esta reunião, na
qual qualquer sociólogo poderá se inscrever e levantar uma questão ou pauta
para a apreciação dos colegas.<o:p></o:p></span></div>
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<br /></div>
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<span style="font-family: 'Trebuchet MS', sans-serif;">-Os interessados em participar das comissões podem se juntar
a elas durante esta reunião geral.<o:p></o:p></span></div>
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<br /></div>
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<span style="font-family: 'Trebuchet MS', sans-serif;">Caso eu tenha esquecido de algo, os demais colegas que
estiveram presentes irão complementar esta postagem mais tarde.<o:p></o:p></span></div>
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<br /></div>
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<span style="font-family: 'Trebuchet MS', sans-serif;">Abraço a todos e BOA LUTA!!!!!!!!!!!!!!!!</span></div>
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<span style="font-family: 'Trebuchet MS', sans-serif;">Pedro Mourão</span></div>
<br />
<div style="text-align: justify;">
<br /></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgfJtc7zoDoFtEVL_nU-NszE7hPDxxPIVUkOoQ42DjPSOGE19Yc_5_Ogn6shFPuhhRk7l6o94N5ggKzgiMlsTLEp3-gEjPnwDAbVQWM6M2MgTsK8GpD8VLS06JBOY3q7QEtyLtf-NpvEish/s1600/Reuni%25C3%25A3o+Sindicato.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgfJtc7zoDoFtEVL_nU-NszE7hPDxxPIVUkOoQ42DjPSOGE19Yc_5_Ogn6shFPuhhRk7l6o94N5ggKzgiMlsTLEp3-gEjPnwDAbVQWM6M2MgTsK8GpD8VLS06JBOY3q7QEtyLtf-NpvEish/s640/Reuni%25C3%25A3o+Sindicato.jpg" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Foto: Laís Maia</td></tr>
</tbody></table>
<div style="text-align: left;">
<span style="font-family: 'lucida grande', tahoma, verdana, arial, sans-serif;"><span style="font-size: 11px; line-height: 14px;"><br /></span></span></div>Anonymoushttp://www.blogger.com/profile/08650191769628779033noreply@blogger.com0tag:blogger.com,1999:blog-3872316463518400084.post-14565391416210428692012-01-17T16:36:00.000-08:002012-01-17T16:36:52.091-08:00Apresentação do blog e proposta deste espaço<div style="text-align: justify;">
<span style="font-family: Georgia, 'Times New Roman', serif;">Prezados colegas Sociólogos de todo o país</span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia, 'Times New Roman', serif;"><br /></span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia, 'Times New Roman', serif;">Este espaço de comunicação/interação surge como desdobramento das discussões iniciadas do grupo "Conselho Federal de Sociologia, Já" no Facebook, grupo este, direcionado para propor ações conjuntas em prol da criação do nosso Conselho. Pela aceitação, solicitude e empenho de colegas de várias partes do país, tomamos a iniciativa de criar este espaço com o objetivo de socializar informações e documentos, comunicar e divulgar assembléias, reuniões e demais eventos, como também de mobilizar nossa categoria em vários Estados que estão formando comissões organizadoras dos Sindicatos de Sociólogos.</span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia, 'Times New Roman', serif;">Nossa proposta, portanto, é que esse blog seja um disseminador de informações de um "movimento nacional de articulação e organização" dos Sociólogos.</span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia, 'Times New Roman', serif;"><br /></span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia, 'Times New Roman', serif;"><b>Sobre a utilização desse espaço</b></span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia, 'Times New Roman', serif;">Para dar um caráter coletivo e nacional, a comissão que formulou este espaço propõe que representantes de todos os Estados sejam cadastrados como autores, de modo que as ações que estão acontecendo em todo o Brasil possam ser compartilhadas, por Estado, sem que uma ou duas pessoas fiquem encarregadas de publicar todas notícias e encaminhamentos. Para isso, solicitamos que os interessados (de preferência membros dos sindicatos já existentes e/ou membros da comissão pró-sindicato nos estados onde ainda não foram criados), possam entrar em contato com Eliane Sabóia através do e-mail <b><span style="color: blue;">cfdesociologia@gmail.com</span></b> para procedermos o cadastramento.</span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia, 'Times New Roman', serif;">Gostaríamos de informar que este blog está, e estará, em constante processo de aperfeiçoamento, de modo que sugestões e críticas serão bem vindas.</span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia, 'Times New Roman', serif;"><br /></span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia, 'Times New Roman', serif;">Atenciosamente,</span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia, 'Times New Roman', serif;"><br /></span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia, 'Times New Roman', serif;">Movimento "CFS Já"</span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia, 'Times New Roman', serif;"><br /></span></div>Anonymoushttp://www.blogger.com/profile/08650191769628779033noreply@blogger.com0tag:blogger.com,1999:blog-3872316463518400084.post-10904111642024655942012-01-16T18:52:00.000-08:002012-01-17T17:25:16.217-08:00DIFERENÇA ENTRE O PAPEL DO CONSELHO PROFISSIONAL E SINDICATOS<div style="text-align: left;">
<span style="background-color: white; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 11px; line-height: 14px; text-align: justify;"><b>Ricardo Antunes</b></span></div>
<div style="text-align: left;">
<span style="background-color: white; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 11px; line-height: 14px; text-align: justify;"><b>Presidente da Federação Nacional de Sociólogos - FNS</b></span><br />
<span style="background-color: white; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 11px; line-height: 14px; text-align: justify;"><b><br /></b></span></div>
<div style="text-align: left;">
<span style="background-color: white; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 11px; line-height: 14px; text-align: justify;">Neste contexto da articulação e discussão sobre a criação do Conselho Federal de Sociologia, surgiram várias dúvidas sobre o papel do Conselho, e o possível conflito entre as funções das organizações sindicais e o Conselho. Neste texto, vamos buscar esclarecer essas dúvidas. Pois, o tema parece não ser de domínio de toda a categoria, por tratar-se de um tema novo com suas especificidades para a nossa realidade. Portanto, consideramos muito importante trazer a este debate algumas ideias para chegarmos a uma compreensão mais aprofundada, tendo em vista, claro, que não esgotaremos aqui todas as inquietações e dúvidas acerca dessa nova instituição.</span></div>
<span style="background-color: white; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 11px; line-height: 14px; text-align: left;"></span><br />
<div style="text-align: justify;">
<span style="background-color: white; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 11px; line-height: 14px; text-align: left;">Primeiro, vamos abordar o tema do papel dos Conselhos Profissionais, sua natureza, funções, e caráter jurídico. No segundo momento, qual é o papel, natureza, vinculação institucional dos sindicatos, a partir destes esclarecimentos poderemos concluir as diferenças, concorrências e concordâncias entre estes dois entes, um já instituído, e, o outro, em processo instituínte para depois chegarmos a conclusão.</span></div>
<span style="background-color: white; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 11px; line-height: 14px; text-align: left;">
</span><span style="background-color: white; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 11px; line-height: 14px; text-align: left;"><div style="text-align: justify;">
1. QUAL O PAPEL DOS CONSELHOS PROFISSIONAIS?</div>
</span><span style="background-color: white; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 11px; line-height: 14px; text-align: left;"><div style="text-align: justify;">
Os conselhos profissionais se constituem em órgãos reguladores de algumas profissões. Sua natureza jurídica um pouco estranha é de que são autarquias públicas paraestatais. Mas nem todas as profissões precisam de regulamentação, somente aquelas que no seu exercício, envolvam a preservação de valores como a vida, a integridade, a segurança física e social das pessoas.</div>
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Sua criação é uma iniciativa do poder executivo com aprovação do Congresso Nacional, por lei específica, que estabelecem as diretrizes gerais sobre a disciplina e fiscalização das categorias profissionais. Os conselhos profissionais têm o exercício do poder disciplinar, ou seja, é papel do conselho profissional de verificar as condições de capacidade para o exercício profissional, os seus atos administrativos, resoluções, normas e outros atos, têm poder auto-aplicável para serem posto em execução independentemente de intervenção do Poder Judiciário. Assim, suas medidas coercitivas independem do Poder Judiciário para aplicação preliminar, cabendo poder judicial posteriormente, julgar caso a parte punida se sentir lesada no seu direito. Em resumo, o Conselho Profissional pode aplicar sanções disciplinares e administrativas às Pessoas Físicas e Jurídicas que sejam consideradas faltosas aos zelosos deveres da atividade profissional, após conclusão de um processo específico. Protegendo a sociedade dos maus e profissionais anti-éticos, combatendo o exercício ilegal da profissão, em ultima análise, protege o bom profissional e seu espaço no mercado de trabalho.</div>
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Neste contexto, o futuro Conselho Federal de Sociologia vai valorizar nossa profissão e nosso diploma, através de ações e atos administrativos que visam à moralização profissional, a defesa dos princípios éticos, da legalidade do exercício da profissão e assim resguardar os interesses sociais. O Conselho de Sociologia irá fazer parte de um sistema que, além de processar e punir os infratores, garante permitir o exercício da profissão por quer for habilitado e portador de registro no órgão.</div>
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1. a) Qual personalidade jurídica dos conselhos profissionais?</div>
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Os conselhos profissionais são criados por lei, tendo cada um deles personalidade jurídica de direito público, com autonomia administrativa e financeira. Para exercem as atividades de fiscalização de exercício profissional.</div>
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1. b) O sistema do conselho</div>
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Criado o Conselho Federal de Sociologia esse fica autorizado a criar os Conselhos Regionais de Sociologia, formando com ele um mesmo Sistema.</div>
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2. QUAL O PAPEL DO SINDICATO?</div>
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O sindicato dos trabalhadores é uma associação que reúne pessoas de um mesmo segmento profissional. Tem a representação legal de sua categoria perante as autoridades administrativas judiciais o sindicato defende os interesses coletivos da categoria ou individuais dos seus integrantes. Participando como parte nos processos judiciais em dissídios coletivos destinados a resolver os conflitos jurídicos ou de interesses. O sindicato cumpre papel importante nos dissídios individuais de pessoas que fazem parte da categoria.</div>
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Os sindicatos defendem os interesses profissionais, sociais e políticos dos seus associados, em uma base territorial. São também dedicados aos estudos da área onde atuam e realizam atividades (palestras, reuniões, cursos) voltadas para o aperfeiçoamento profissional dos associados. </div>
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<span style="background-color: white; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 11px; line-height: 14px; text-align: left;">2. a) Qual personalidade jurídica dos sindicatos?</span></div>
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Os sindicatos são entidades civis, sem fins lucrativos, com fins de coordenação e de representação legal dos trabalhadores e trabalhadoras, organizado por categorias. </div>
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A livre criação de Sindicatos é garantida pela Constituição Federal de 1988. A Lei diz “que o Estado não poderá exigir autorização para a fundação de sindicatos, ressalvado o registro no órgão competente, vedados ao Poder Público a interferência e a intervenção na organização sindical".</div>
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2. B) Quais são as instancias sindicais existentes?</div>
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Existem dois tipos de organização sindical - as entidades de base, ou seja, os sindicatos, e as entidades sindicais gerais/federações, Confederações e só recentemente as Centrais Sindicais foram admitidas como parte da organização sindical em nosso país. No sindicato o associado é trabalhador e trabalhadora. Nas entidades gerais os associados são as organizações sindicais que se organizam em uma Federação, Confederação dentro de uma estrutura vertical. Já nas Centrais sindicais há uma vinculação horizontal dos Sindicatos afiliados. Todo tipo de vínculo é livre, de acordo com a CF/88.</div>
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Os sindicatos são uma organização sindical de base, ou seja, representa diretamente os trabalhadores. A base sindical pode ser municipal, regional ou estadual. Ou seja, o filiado é o trabalhador e trabalhadora. Os sindicatos são mantidos, principalmente, pelas contribuições sindicais pagas pelos trabalhadores associados.</div>
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As federações sindicais reúnem pelo menos cinco Sindicatos, podem ser regionais, estaduais, interestaduais e nacionais são organizações sindicais que orientam e reúnem os sindicatos de uma base estadual ou regional, por ser por categoria profissional ou intersindical onde organiza sindicatos do mesmo ramo econômico ou profissional. Nesse caso o afiliado é o sindicato.</div>
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A Federação Nacional é uma entidade sindical geral que reúne os sindicatos de base. Ex. Federação Nacional dos Sociólogos.</div>
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A Confederação Nacional é uma entidade sindical geral que reúne pelo menos 12 federações sindicais de uma mesma categoria profissional ou do mesmo ramo de atividade econômica. Exemplo Confederação Nacional de Profissionais Liberais</div>
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E ainda, existem também as centrais sindicais que reúnem organizações sindicais de diversas categorias e instâncias. Exemplo: Central Única dos Trabalhadores CUT. As Centrais sindicais reúnem organizações sindicais que convergem filosofia política dos mesmos princípios éticos e da mesma ação política sindical.</div>
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<span style="background-color: white; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 11px; line-height: 14px; text-align: left;">3. PARA REFLEXÃO</span></div>
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É importante entender que os Conselhos Profissionais não são associações de classe no sentido sindical, nem sociedades de caráter cultural ou recreativo. São autarquias de direito público dotado do exercício do poder disciplinar e com força de suas medidas coercitivas na fiscalização das atividades profissionais, atuação das instituições, e no exercício ilegal da profissão. A razão de existir dos Conselhos Profissionais é a atividade de fiscalização de exercício profissional.</div>
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O Sindicato tem outras funções especificas como a representação legal, defesa da categoria, nos seus interesses trabalhistas, políticos e sociais. Podem desenvolver as atividades culturais, recreativas e de valorização e de capacitação contínua dos profissionais. Além de abortar e articular os temas da sociedade com as atividades sindicais.</div>
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Os espaços de atuação dos conselhos e dos sindicatos são delimitados, por força de lei e de suas naturezas jurídicas. Cada um deles exerce funções de suma importância para a categoria profissional, estas funções podem ser de cooperação, complementares ou podem vir a apresentar conflitos. Poucas categorias souberam lidar com essas instituições integrando-as na defesa e valorização da ciência e da profissão.</div>
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O propósito desse texto foi o de oferecer elementos de informação para uma reflexão da categoria sobre a diferença entre os papeis dos Conselhos Profissionais e do Sindicato. Logo teremos esse cenário em nossa categoria, o Conselho Federal de Sociologia, e os Conselhos Regionais de Sociologia, convivendo com as nossas organizações sindicais. Devemos iniciar uma reflexão sobre a melhor relação possível entre essas instituições em favor de nossa categoria. </div>
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texto extraído do Boletim nº 10 - Sindicato dos Sociólogos do RS</div>
</span>Conselho Federal de Sociologia, já!http://www.blogger.com/profile/05160698454031426445noreply@blogger.com0