tag:blogger.com,1999:blog-84615624253163105692024-03-05T08:55:36.318-08:00APLB SINDICATO DE JACOBINA EM MOVIMENTOAPLB de Jacobina em movimento 2012http://www.blogger.com/profile/17701248739406659867noreply@blogger.comBlogger15125tag:blogger.com,1999:blog-8461562425316310569.post-90966650988543185772012-04-19T13:19:00.000-07:002012-04-19T13:19:03.409-07:00tabela salarial-AnexoV da LEI 419 de 29 de junho de 1998 REGIME DE 20 HORAS CARGO EFETIVO<br />
NIVEL A B C D E F<br />
<br />
1 725,50 735,93 772,73 811,37 851,93 894,52<br />
<br />
2 735,93 772,73 811,37 851,93 894,52 939,25<br />
3 772,73 811,37 851,93 894,52 939,25 986,21<br />
4 811,37 851,93 894,52 939,25 986,21 1.035,53<br />
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REGIME DE 20 HORAS CARGO EFETIVO<br />NIVEL
A B C
D E F<br />
<br />
1 1.451,00 1.471,86 1.545,46 1.622,74 1.703,86 1.789,04<br />
2 1.471,86 1.545,46 1.622,74 1.703,86 1.789,04 1.878,51<br />
3 1.545,46 1.622,74 1.703,86 1.789,04 1.878,51 1.972,42<br />
4 1.622,74 1.703,86 1.789,04 1.878,51 1.972,42 2.071,06<br />
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ENTRE NO SITE OFICIAL DA PREFEITURA E CONFIRME OS VALORES <br />
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<br /> APLB de Jacobina em movimento 2012http://www.blogger.com/profile/17701248739406659867noreply@blogger.com0tag:blogger.com,1999:blog-8461562425316310569.post-72868523394856280822012-04-02T03:32:00.001-07:002012-04-02T03:32:08.677-07:00Sessão extraordinária<h6 class="uiStreamMessage uiStreamHeadline">
<div class="actorDescription actorName" data-ft="{"type":2}">
<a data-hovercard="/ajax/hovercard/user.php?id=100003666699903" href="http://www.facebook.com/profile.php?id=100003666699903">Aplb de Jacobina</a></div>
</h6>
<h6 class="uiStreamMessage" data-ft="{"type":1}">
<span class="messageBody" data-ft="{"type":3}">ATENÇÃO EDUCADORES: o nosso compromisso nesta segunda-feira (02/04) é na câmara de vereadores às 10h. Sessão extraordinária.</span></h6>APLB de Jacobina em movimento 2012http://www.blogger.com/profile/17701248739406659867noreply@blogger.com0tag:blogger.com,1999:blog-8461562425316310569.post-38017245348765830032012-03-30T05:23:00.001-07:002012-03-30T05:23:47.781-07:00justiça social<div class="fr">
Eu sou um intelectual que não tem medo de ser amoroso, eu
amo as gentes e amo o mundo. E é porque amo as pessoas e amo o mundo,
que eu brigo para que a justiça social se implante antes da caridade.</div>
<span class="aut"><a class="autor" href="http://pensador.uol.com.br/autor/paulo_freire/">Paulo Freire</a></span>APLB de Jacobina em movimento 2012http://www.blogger.com/profile/17701248739406659867noreply@blogger.com0tag:blogger.com,1999:blog-8461562425316310569.post-33490959554454602972012-03-29T07:31:00.000-07:002012-03-29T07:31:06.782-07:00Rumos da greveA categoria em assembleia decidiu <span style="color: red;">continuar a GREVE</span> por tempo indeterminado.As panfletagens continuam,amanhã vamos para os seguintes locais: Feira Livre,Bairro dos Indios.APLB de Jacobina em movimento 2012http://www.blogger.com/profile/17701248739406659867noreply@blogger.com0tag:blogger.com,1999:blog-8461562425316310569.post-8572090164806010422012-03-28T14:29:00.001-07:002012-03-28T14:29:26.755-07:00Plano de CargosAgradecemos a participação da categoria hoje na câmara de vereadores, o reajuste salarial foi para votação, mas o plano que é a nossa prioridade, no momento, nem se quer foi enviado para ser analisado pela casa.Por este motivo ,como havíamos marcado um encontro nesta quinta, contamos com a participação, em massa, para tomarmos decisões no tocante ao movimento.Sua presença será <a class="spell" href="https://www.google.com.br/search?hl=pt-BR&client=firefox-a&hs=dX1&rls=org.mozilla:pt-BR:official&sa=X&ei=UIJzT--hH8SWgwfrhsBQ&ved=0CCUQvwUoAQ&q=imprescind%C3%ADvel&spell=1&biw=1024&bih=607" style="color: red;"><b><i>imprescindível.</i></b></a>APLB de Jacobina em movimento 2012http://www.blogger.com/profile/17701248739406659867noreply@blogger.com0tag:blogger.com,1999:blog-8461562425316310569.post-82079031643599355442012-03-27T16:40:00.001-07:002012-03-27T16:40:08.208-07:00Aconteceu na minha mente<br /><br />Tocam minha campainha às oito da manhã e saio na porta com a
bolsa do lado , passando batom nos lábios e guardando o celular no
bolso. Era a mãe de um aluno, acompanhada deste, questionando revoltada o
motivo de não estarmos (eu e o filho dela) em sala de aula. Contestava
essa tal de greve...<br /><br /><br />Respondi:<br /><br />- Senhora, estou indo
até a APLB e seria um prazer que você me acompanhasse até lá. Ao
contrário do que os pais e grande parte da sociedade pensam, enquanto
paralisamos as atividades rotineiras de aula, nós professores nos
reunimos em busca de meios para a qualidade do ensino que seu filho
recebe.<br /><br />Ela se recusou a ir . Me disse que tinha mais o que
fazer, que uma trouxa de roupas "pra fora" a esperava para ser lavada!
Aproveitei para questionar:<br /><br />-E se não houver água, sabão,
amaciante ou a senhora não receber pela lavagem o que lhe foi proposto
em acerto?Será que as roupas sairão bem lavadas? Não pensaria em
deixá-las um pouco de lado até que se tenha um material adequado e
receba o que é justo? As roupas ficarão sujas por mais um tempo, isso é
certo, mas valeria à pena esperar as condições necessárias para que
fiquem limpas de verdade, e não meio limpas!<br /><br />A princípio a mulher
não respondeu. Tampouco sei se entendeu a analogia como eu queria. Mas a
fiz refletir de algum modo, isso eu vi. E poucos passos à frente ela
exclamou:<br /><br />-Ora,professora! Crianças não são roupas sujas!<br /><br />E eu me despedi sorrindo e dizendo:<br /><br />-Justamente, senhora!Crianças merecem ainda mais respeito! Tenha um bom dia!!!<br /><br />www.aquitemeducacao.blogspot.comAPLB de Jacobina em movimento 2012http://www.blogger.com/profile/17701248739406659867noreply@blogger.com0tag:blogger.com,1999:blog-8461562425316310569.post-61801975333621199152012-03-27T16:25:00.001-07:002012-03-27T16:25:36.464-07:00o Piso e a Lei de Responsabilidade Fiscal<table class="contentpaneopen"><tbody>
<tr><td class="contentheading" width="100%"><a class="contentpagetitle" href="http://www.cnte.org.br/index.php/comunica%C3%A7%C3%A3o/cnte-informa/440-cnte-informa-613-23-de-marco-de-2012/9917-engodos-e-subterfugios-para-descumprir-o-piso">Engodos e subterfúgios para descumprir o piso</a>
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<a href="http://www.cnte.org.br/index.php/comunica%C3%A7%C3%A3o/cnte-informa/440-cnte-informa-613-23-de-marco-de-2012/9917-engodos-e-subterfugios-para-descumprir-o-piso?format=pdf" rel="nofollow" title="PDF"><img alt="PDF" src="http://www.cnte.org.br/images/M_images/pdf_button.png" /></a> </td>
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<a href="http://www.cnte.org.br/index.php/component/mailto/?tmpl=component&link=c967c967d5c13136ca398ac265078d75990c1d31" title="E-mail"><img alt="E-mail" src="http://www.cnte.org.br/images/M_images/emailButton.png" /></a> </td>
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Há tempos a CNTE tem afirmado que a Lei do Piso representa mais que
uma legislação restrita aos interesses do magistério, na medida em que
força a moralização e a transparência das contas públicas. Inadmissível,
portanto, é a insistência de governadores e prefeitos em alegar falta
de verbas para honrar a lei federal do piso, sem que apresentem uma
única prova, à luz dos limites legais do marco regulatório do
financiamento da educação (art. 212, CF e art. 60, ADCT-CF), sobre as
pretensas contingências orçamentárias.<br />
Após constatarem a crescente força da mobilização dos trabalhadores
em educação de todo país, que promoveram greve nacional na última
semana, alguns gestores passaram a municiar parte da mídia com
informações sobre a incompatibilidade do piso com a Lei de
Responsabilidade Fiscal. Alegam estarem impedidos de promoverem a
valorização da carreira do magistério em razão dos limites impostos pela
LRF. Contudo, em momento algum, manifestam compromisso em abrir a
“caixa-preta” dos gastos públicos para mostrar à sociedade onde estão
sendo aplicados, de fato, os recursos da educação.<br />
Outros gestores, contrariando o princípio jurídico de que ninguém
pode alegar desconhecimento da lei para não cumpri-la, dizem esperar a
publicação do índice de atualização do piso em ato administrativo do
MEC, numa inadmissível ignorância sobre a autocorreção assegurada no
art. 5º da Lei 11.738. Ao Ministério da Educação, registre-se, compete o
papel de induzir o cumprimento da legislação, por parte de estados e
municípios, e de efetuar a suplementação financeira onde houver
(comprovadamente) limitação de recursos para honrar o piso.<br />
Desde 2009, contrariando a tese da falta de recursos, nenhum estado
ou município brasileiro conseguiu provar com base nos requisitos
listados na Portaria MEC nº 213/2011, a incapacidade financeira para
honrar o piso na carreira do magistério. A mencionada portaria exige
nada mais que o cumprimento das legislações básicas do marco regulatório
educacional, coisa que quase todos os entes da federação não conseguem
comprovar. Há, no entanto, quem alegue – e com razão – que também falta
ao MEC divulgar os critérios de repasse da suplementação financeira ao
piso, mas essa omissão do Ministério, embora reprovável, não impede que
qualquer ente federativo que prove os requisitos da Portaria/MEC tenha
acesso ao direito líquido e certo previsto no art. 4º da Lei 11.738. O
problema, todavia, reside na prova da aplicação correta dos recursos
educacionais, coisa que estados e municípios não fazem desde o
julgamento da ação direta de inconstitucionalidade (ADI 4.167), quando o
Supremo Tribunal Federal rejeitou o discurso evasivo da falta de
recursos.<br />
Sobre a (pseudo) celeuma em torno da incompatibilidade do piso com a LRF, vale destacar o <a href="http://www.cnte.org.br/images/stories/noticias/parecer_cne_ceb_lrf.pdf">Parecer nº 1/2007</a>
da Câmara de Educação Básica do Conselho Nacional de Educação, que
esclarece o caráter de preservação do limite (mínimo) constitucional
destinado à manutenção e ao desenvolvimento do ensino – fonte de
financiamento dos salários do magistério e dos demais profissionais da
educação – devendo o mesmo ser absorvido (integralmente) no cômputo das
despesas de pessoal da LRF. Em outras palavras: desde que a carreira do
magistério (e dos demais profissionais da educação) se enquadre no
percentual constitucional vinculado à educação (25% no mínimo da receita
de impostos e de transferências da União a estados e municípios), não
há que se falar em descumprimento da LRF. Se assim não fosse, o
compromisso firmado na meta 17 do projeto de lei do Plano Nacional de
Educação seria considerado natimorto, pois não haveria possibilidade de
equiparar a remuneração média do magistério à de outros profissionais
com mesmo nível de formação acadêmica. Portanto, os ajustes para a LRF
têm que ser feitos em outras áreas, e nunca dentro das verbas vinculadas
à educação.<br />
Diante do cenário de amplo descumprimento da lei do piso do
magistério, a CNTE reforça o compromisso de mobilização nos estados e
municípios, através de seus sindicatos filiados, visando o pleno
cumprimento da Lei 11.738, ao mesmo tempo em que convida os gestores
públicos compromissados com a educação de qualidade a lutarem por 10% do
PIB para a educação, em âmbito do PNE. A Confederação também requer das
administrações públicas o compromisso com a transparência dos recursos e
o controle social, devendo o pacto pela educação proposto pelo ministro
Mercadante caminhar no sentido da regulamentação do regime de
cooperação institucional, onde a partilha do bolo tributário seja
calibrada tanto pela capacidade contributiva de cada esfera (União,
Estados, DF e Municípios) como pelo esforço fiscal (art. 75, I da LDB)
dos entes federados em cumprirem com suas prerrogativas constitucionais –
inclusive a de universalização das matrículas escolares com padrão de
qualidade.<br />
Importante dizer que o expressivo percentual de atualização do Piso,
em 2012, que cumpre o objetivo de reparar a histórica defasagem salarial
do magistério, tem como fator de indução (negativo) a diminuição das
matrículas de estudantes nas redes públicas. Ou seja: ao não investirem
na erradicação do analfabetismo e na inclusão de todas as crianças e
jovens na escola, os entes federados – além de negarem um direito social
previsto na Constituição – deixam de acumular mais verbas para a
educação com base nos valores per capita do Fundeb, diga-se de passagem,
ainda insuficientes. Com isso, os percentuais de reajuste do Fundo da
Educação Básica e do Piso do Magistério, obtidos da relação entre a
receita tributária e as matrículas, ao invés de aumentarem por pressão
social sobre o orçamento, tendem a crescer em função da grave omissão do
Poder Público em colocar na escola todas as crianças e jovens que dela
estão fora.<br />
Em suma: as contas públicas e a gestão educacional, a exemplo da
relação professor-aluno no sistema de ensino, são a fonte para entender o
(des)cumprimento do piso. Abrir esse debate na sociedade, tornando
pública as contas da administração, é o primeiro passo para sanar a
confusão que se tenta criar em torno dessa importante política pública,
vital para o desenvolvimento sustentável do país.</td></tr>
</tbody></table>APLB de Jacobina em movimento 2012http://www.blogger.com/profile/17701248739406659867noreply@blogger.com0tag:blogger.com,1999:blog-8461562425316310569.post-44208458623047787092012-03-26T06:34:00.001-07:002012-03-26T06:34:49.882-07:00motivos para lutarmos<div class="MsoNormal" style="margin: 0cm 0cm 0pt;">
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<b style="mso-bidi-font-weight: normal;"><span style="color: black; font-family: "Verdana", "sans-serif"; mso-bidi-font-family: Arial; text-transform: uppercase;">O projeto do Plano de Cargos e Salários dos Profissionais de Educação Município de Jacobina-BA – Contempla</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="color: black; font-family: "Verdana", "sans-serif"; mso-bidi-font-family: Arial;">Profissionais do magistério</span></b></div>
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<span style="color: black; font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7pt "Times New Roman";"> </span></span></span><span style="color: black; font-family: "Verdana", "sans-serif"; mso-bidi-font-family: Arial;">25 % da carga horária destinado para planejamento dos professores das Séries Iniciais e Ed. Infantil;</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="color: black; font-family: "Verdana", "sans-serif"; mso-bidi-font-family: Arial;">Profissionais de apoio</span></b><span style="color: black; font-family: "Verdana", "sans-serif"; mso-bidi-font-family: Arial;"></span></div>
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<span style="color: black; font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7pt "Times New Roman";"> </span></span></span><span style="color: black; font-family: "Verdana", "sans-serif"; mso-bidi-font-family: Arial;">Carreira com 5 Níveis - contemplam os profissionais que não têm o ensino fundamental completo até especialistas;</span></div>
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<span style="color: black; font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7pt "Times New Roman";"> </span></span></span><span style="color: black; font-family: "Verdana", "sans-serif"; mso-bidi-font-family: Arial;">Aumento de 15 % a cada nível;</span></div>
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<span style="color: black; font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7pt "Times New Roman";"> </span></span></span><span style="color: black; font-family: "Verdana", "sans-serif"; mso-bidi-font-family: Arial;">Gratificação por aprimoramento profissional de 20% do vencimento para os funcionários que fizerem o Curso de Pro-formação;</span></div>
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<span style="color: black; font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7pt "Times New Roman";"> </span></span></span><span style="color: black; font-family: "Verdana", "sans-serif";">Jornada de trabalho preferencialmente de 30 horas;</span> <span style="color: black; font-family: "Verdana", "sans-serif"; mso-bidi-font-family: Arial;"></span></div>
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<span style="color: black; font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7pt "Times New Roman";"> </span></span></span><span style="color: black; font-family: "Verdana", "sans-serif";">Os cargos atuais de agente administrativo e agente de portaria serão transformados em: agente de alimentação escolar, agente de serviço escolar, agente de portaria escolar, assistente administrativo, Bibliotecário, técnico em informática, motorista classe D e foram criados os cargos para concurso público de nutricionista, psicólogo, assistente social e fonoaudiólogo.</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="color: black; font-family: "Verdana", "sans-serif";">Comum a toda Categoria</span></b></div>
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<span style="color: black; font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7pt "Times New Roman";"> </span></span></span><span style="color: black; font-family: "Verdana", "sans-serif";">Regulamenta a quantidade de cargos de Diretor e Vice-diretor favorecendo à Eleição direta ;</span></div>
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<span style="color: black; font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7pt "Times New Roman";"> </span></span></span><span style="color: black; font-family: "Verdana", "sans-serif";">Auxílio Transporte quando a localização do trabalho for mais de 2 km;</span></div>
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<span style="color: black; font-family: "Verdana", "sans-serif";"><span style="mso-spacerun: yes;"> </span>Jacobina-BA, 14 de dezembro de 2012</span></div>APLB de Jacobina em movimento 2012http://www.blogger.com/profile/17701248739406659867noreply@blogger.com0tag:blogger.com,1999:blog-8461562425316310569.post-52734585142256831312012-03-26T06:28:00.001-07:002012-03-26T06:28:19.193-07:00APLB de Jacobina em movimento 2012http://www.blogger.com/profile/17701248739406659867noreply@blogger.com0tag:blogger.com,1999:blog-8461562425316310569.post-2346474845647780772012-03-23T08:26:00.001-07:002012-03-23T08:26:54.434-07:00APLB de Jacobina em movimento 2012http://www.blogger.com/profile/17701248739406659867noreply@blogger.com0tag:blogger.com,1999:blog-8461562425316310569.post-45641771244742061922012-03-22T17:11:00.001-07:002012-03-22T17:11:40.551-07:00<a href="http://www.aplbsindicatodejacobina/">blogaplbsindicatodejacobina</a>APLB de Jacobina em movimento 2012http://www.blogger.com/profile/17701248739406659867noreply@blogger.com0tag:blogger.com,1999:blog-8461562425316310569.post-2122897164068117802012-03-22T14:44:00.001-07:002012-03-22T14:46:23.307-07:00SINDICATO DE JACOBINA .FIQUE INFORMADO<h3 class="post-title entry-title">
cronograma de atividades 2012
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg40QMgIw848O3_OXx6tCmuWHdu7HQ5R5NswZ0xVNjSXIzU2jg1bk3H8PsZxNYnnxwKz1U8oY9LxGyoc2ReBmcL1eZzyzSw5HFGha6RXNWWdiwbzCyfDNOrI7WpT4AgLA1zDcRh8TR6oWdp/s1600/GetAttachment+FOTO+COM+FAIXA.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg40QMgIw848O3_OXx6tCmuWHdu7HQ5R5NswZ0xVNjSXIzU2jg1bk3H8PsZxNYnnxwKz1U8oY9LxGyoc2ReBmcL1eZzyzSw5HFGha6RXNWWdiwbzCyfDNOrI7WpT4AgLA1zDcRh8TR6oWdp/s1600/GetAttachment+FOTO+COM+FAIXA.jpg" /></a></div>
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MOBILIZAÇÃO PANFLETAGEM</div>
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VAMOS PARTICIPAR!!! FORTALECER!!!</div>
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NÃO BASTA PARAR. TEMOS QUE AGIR!!</div>
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ENCONTROS NA SEDE ÀS 8:00</div>
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23/03 ENCONTRO NO BAIRRO JACOBINA II E III <br />
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24/03 FEIRA LIVRE<br />
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25/03 FEIRA LIVRE JUNCO, BATATA, PARAÍSO,CAATINGA<br />
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26/03 BAIRROS INDIOS E PERU<br />
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27/03 FELIX TOMAZ,VILA FELIZ E CAIXA D'ÁGUA<br />
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28/03 MATRIZ E BANANEIRA<br />
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29/03 SERRINHA E GROTINHA<br />
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30/03 LEADER E MUTIRÃO<br />
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31/03 FEIRA LIVRE SEDEAPLB de Jacobina em movimento 2012http://www.blogger.com/profile/17701248739406659867noreply@blogger.com1tag:blogger.com,1999:blog-8461562425316310569.post-50097556500590476512012-03-22T14:42:00.001-07:002012-03-22T14:42:10.703-07:00ESSA LUTA É NOSSA<div style="text-align: center;"><span style="background-color: rgba(255, 255, 255, 0.917969); color: #222222; font-family: arial, sans-serif; font-size: 13px; line-height: normal; text-align: -webkit-auto;"><a href="http://www.cnte.org.br/index.php/galeria-de-fotos/category/41-greve-nacional-da-educacao-14-15-e-16-de-marco-de-2012" target="_blank"><img alt="foto_greve_capa" height="380" src="http://www.cnte.org.br/images/stories/noticias/foto_greve_capa.jpg" width="600" /></a> </span></div><div style="text-align: justify;">A greve nacional da Educação foi um sucesso. Durante três dias, professores e demais trabalhadores da área pararam suas atividades, para cobrar o cumprimento da Lei Nacional do Piso do Magistério e dos compromissos assumidos pelos governos estaduais e municipais. "Foram três dias muito bons. Mostramos para os governadores e prefeitos que nós não aceitamos que eles simplesmente digam que não têm dinheiro para cumprir a Lei do Piso. Consideramos que eles precisam refazer suas contas, se esforçar mais para encontrar condições de saldar essa dívida", afirma o presidente da CNTE, Roberto Franklin de Leão.</div><div style="text-align: center;"><span style="text-align: justify;">A greve nacional da Educação foi um sucesso. Durante três dias, professores e demais trabalhadores da área pararam suas atividades, para cobrar o cumprimento da Lei Nacional do Piso do Magistério e dos compromissos assumidos pelos governadores e prefeitos com a categoria. O movimento envolveu as redes estaduais e municipais de ensino. Em alguns estados, como Pernambuco, mais de 85% das escolas pararam. Em muitos municípios Brasil afora a adesão foi quase total, caso de Curitiba, onde 95% dos educadores saíram às ruas para protestar.</span></div><div style="text-align: center;"><span style="background-color: rgba(255, 255, 255, 0.917969); color: #222222; font-family: arial, sans-serif; font-size: 13px; line-height: normal; text-align: -webkit-auto;"></span></div><div style="text-align: justify;">Os dirigentes da CNTE participaram de várias das atividades promovidas pelos sindicatos filiados. O presidente da entidade, Roberto Franklin de Leão, esteve na marcha promovida em Aracaju, que reuniu mais de cinco mil professores. Em Teresina, o secretário de Aposentados da CNTE, Juscelino Linhares, participou do ato público seguido de caminhada com a participação de mais de duas pessoas, além de audiência com a presidência da Assembleia Legislativa. E no Pará, o coordenador do Departamento de Funcionários da Confederação, Edmilson Lamparina, apoiou a marcha promovida no dia 14. </div><div style="text-align: center;"><span style="background-color: rgba(255, 255, 255, 0.917969); color: #222222; font-family: arial, sans-serif; font-size: 13px; line-height: normal; text-align: -webkit-auto;"></span></div><div style="text-align: justify;">"Foram três dias muito bons. Mostramos para os governadores e prefeitos que nós não aceitamos que eles simplesmente digam que não têm dinheiro para cumprir a Lei do Piso. Consideramos que eles precisam se esforçar para encontrar condições de saldar essa dívida. Precisam fazer melhor as contas dos seus estados e municípios, provar que gastam com a educação aquilo que é disposto na Constituição", avalia o presidente da CNTE, Roberto Franklin de Leão.</div><div style="text-align: center;"><span style="background-color: rgba(255, 255, 255, 0.917969); color: #222222; font-family: arial, sans-serif; font-size: 13px; line-height: normal; text-align: -webkit-auto;"></span></div><div style="text-align: justify;">O dirigente da CNTE lembra que cumprir a Lei Nacional do Piso não significa apenas o pagamento da remuneração de acordo com o valor definido pelo Ministério da Educação (MEC). "É preciso que se tenha claro que a Lei do Piso não fala só do salário. Fala de jornada, de carreira. Esses são pontos importantíssimos que são descumpridos. Isso tudo precisa ser cumprido".</div><div style="text-align: center;"><span style="background-color: rgba(255, 255, 255, 0.917969); color: #222222; font-family: arial, sans-serif; font-size: 13px; line-height: normal; text-align: -webkit-auto;"></span></div><div style="text-align: justify;">De acordo com o presidente da CNTE, a próxima batalha dos trabalhadores da Educação é fazer uma campanha contra a votação, no Congresso, do projeto de lei que altera os critérios de reajuste do piso, colocando apenas o INPC como fator de correção. "Nós não aceitaremos isso. Aceitamos discutir sobre a questão, mas não vamos discutir nada que não seja valorização. Aliás, o próprio ministro Aluizio Mercadante já se manifestou a respeito e na sua fala ao Congresso Nacional ele disse que não dá para ser simplesmente o INPC o fator de reajuste do piso", afirma.</div>APLB de Jacobina em movimento 2012http://www.blogger.com/profile/17701248739406659867noreply@blogger.com0tag:blogger.com,1999:blog-8461562425316310569.post-29309590752578334762012-03-22T14:34:00.002-07:002012-03-22T14:34:27.483-07:00ENTRE NA CNTE MANTENHA-SE INFORMADO<img alt="" 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" />APLB de Jacobina em movimento 2012http://www.blogger.com/profile/17701248739406659867noreply@blogger.com0tag:blogger.com,1999:blog-8461562425316310569.post-5906367839533131072012-03-22T06:54:00.000-07:002012-03-22T14:35:20.826-07:00cronograma de atividades 2012<div class="separator" style="clear: both; text-align: center;">
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MOBILIZAÇÃO PANFLETAGEM</div>
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VAMOS PARTICIPAR!!! FORTALECER!!!</div>
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ENCONTROS NA SEDE ÀS 8:00</div>
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23/03 ENCONTRO NO BAIRRO JACOBINA II E III <br />
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24/03 FEIRA LIVRE<br />
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25/03 FEIRA LIVRE JUNCO, BATATA, PARAÍSO,CAATINGA<br />
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26/03 BAIRROS INDIOS E PERU<br />
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27/03 FELIX TOMAZ,VILA FELIZ E CAIXA D'ÁGUA<br />
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28/03 MATRIZ E BANANEIRA<br />
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29/03 SERRINHA E GROTINHA<br />
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30/03 LEADER E MUTIRÃO<br />
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31/03 FEIRA LIVRE SEDEAPLB de Jacobina em movimento 2012http://www.blogger.com/profile/17701248739406659867noreply@blogger.com0