tag:blogger.com,1999:blog-480379710656700652024-03-13T00:33:18.022-07:00MG CulturalUnknownnoreply@blogger.comBlogger117125tag:blogger.com,1999:blog-48037971065670065.post-71363430774678286642012-12-27T15:26:00.002-08:002012-12-27T15:26:58.216-08:00<div dir="ltr" style="text-align: left;" trbidi="on">
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-48037971065670065.post-61416961711497010542012-05-14T14:47:00.000-07:002012-05-14T14:47:08.362-07:00Prefeitos assinam termo para a construção de 1,5 mil creches no país<div dir="ltr" style="text-align: left;" trbidi="on">
<div class="caixa_data">
Segunda-feira, 14 de maio de 2012 - 16:16 </div>
<div class="caixa_redes_sociais" style="text-align: justify;">
<br />
</div>
<div style="text-align: justify;">
Prefeitos de cidades das 27 unidades da Federação assinam nesta
segunda-feira, 14, em Brasília, termos de compromisso com o Ministério
da Educação para a construção de 1.512 unidades de creches e
pré-escolas. A iniciativa faz parte da ação Brasil Carinhoso, lançada
nesta segunda-feira, 14, pela presidenta da República, Dilma Rousseff,
em cerimônia no Palácio do Planalto, com a presença dos ministros da
Educação, Aloizio Mercadante; do Desenvolvimento Social e Combate à
Fome, Tereza Campello; e da Saúde, Alexandre Padilha.<br /><br />Essas
medidas integram programa do governo federal, lançado em 2007, que
presta assistência financeira suplementar ao Distrito Federal e aos
municípios que assinaram o termo de adesão ao plano de metas Compromisso
Todos pela Educação e elaboraram o Plano de Ações Articuladas (PAR). O
objetivo é expandir o número de creches e pré-escolas no país. Os
recursos destinam-se à construção e aquisição de equipamentos e
mobiliário para as unidades de educação infantil. <br /><br />Até 2010,
foram firmados convênios com os municípios e o DF para a construção de
2.543 unidades. Em 2011, com a segunda etapa do Programa de Aceleração
do Crescimento (PAC-2), a meta passou a ser o financiamento, até 2014,
de 6 mil escolas de educação infantil distribuídas em municípios das
cinco regiões do país.<br /><br />Na execução do programa, o governo federal
libera os recursos de forma progressiva — 30% no momento da licitação,
mais 50% no início da obra. Quando 80% das obras estão concluídas, são
destinadas verbas para a aquisição do mobiliário escolar. À prefeitura
cabe oferecer o terreno. Para uma escola que atenda 240 crianças, o
terreno deve ter dimensão mínima de 40 por 70 metros quadrados; para
atender 120 crianças, as medidas devem ser de 45 por 35 metros
quadrados. A transferência de recursos para a execução de projeto
aprovado no âmbito do PAC 2 ocorre por meio de termo de compromisso
assinado pelos prefeitos.<br /><br /><strong>Projetos arquitetônicos </strong>—
As escolas construídas ou reformadas devem garantir condições de
acessibilidade, com adequações que permitam o acesso e pleno atendimento
a crianças com deficiência. Entre os itens indispensáveis estão a
sinalização de entradas e saídas de todos os ambientes escolares, de
acordo com orientações da Norma NBR 9050 da Associação Brasileira de
Normas Técnicas (ABNT).<br /><br />O governo federal oferece dois tipos de
projetos arquitetônicos para a construção das creches. O tipo B é o de
uma escola com capacidade de atendimento a 240 crianças com até cinco
anos de idade, em dois turnos, ou 120 crianças, em turno integral.
Compreende oito salas pedagógicas, sala de informática, secretaria,
pátio coberto, cozinha, refeitório, sanitário e fraldário, entre outros
ambientes, todos adaptados para pessoas com deficiência.<br /><br />O
projeto tipo C tem capacidade para atender 120 crianças, em dois turnos,
ou 60, em turno integral. São quatro salas pedagógicas. Os demais
espaços são iguais aos do modelo do tipo B.<br /><br /><strong>Prazos </strong>—
A partir da assinatura do termo de compromisso, as prefeituras têm
levado em média seis meses para licitar a obra e mais dois anos para
construir. Disposto a garantir prazos menores, o Fundo Nacional de
Desenvolvimento da Educação (FNDE), em parceria com o Instituto Nacional
de Metrologia, Normalização e Qualidade Industrial (Inmetro) e o
Instituto Falcão Bauer da Qualidade, pretende realizar licitações para
registro nacional de preços.<br /><br />Com a racionalização dos processos
construtivos e a inovação no uso de materiais e componentes, espera-se
construir uma creche em até seis meses. Assim estados, Distrito Federal e
municípios estariam dispensados de promover licitações e haveria mais
controle de qualidade. </div>
</div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-48037971065670065.post-91033127447478804462012-05-14T14:44:00.001-07:002012-05-14T14:44:12.990-07:00População de baixa renda terá direito a tirar habilitação de graça na Paraíba Beneficiados terão que comprovar rendimento médio da família, diz Detran. Serão oferecidas duas mil carteiras este ano.<div dir="ltr" style="text-align: left;" trbidi="on">
<br />
<div class="materia-cabecalho">
<abbr class="published"></abbr><abbr class="updated"><br /></abbr>
<br />
</div>
<br /><div class="materia-conteudo entry-content" id="materia-letra">
<div>
<div>
<div class="foto componente_materia midia-largura-300">
<img alt="Governador Ricardo Coutinho anuncia programa que garante CNH gratuita na Paraíba (Foto: Jocélio Oliveira/G1 )" height="225" src="http://s2.glbimg.com/Wnr0Ma7YbhCwykAFW7-eK_meq6c1SEJZOTvDmATrd6JIoz-HdGixxa_8qOZvMp3w/s.glbimg.com/jo/g1/f/original/2012/05/14/ricardo.jpg" title="Governador Ricardo Coutinho anuncia programa que garante CNH gratuita na Paraíba (Foto: Jocélio Oliveira/G1 )" width="300" /><strong> </strong></div>
<div class="foto componente_materia midia-largura-300">
<strong> </strong></div>
<div class="foto componente_materia midia-largura-300">
<strong>Governador Ricardo Coutinho anuncia programa<br />
que garante CNH gratuita na Paraíba<br />
(Foto: Jocélio Oliveira/G1 )</strong></div>
<br />
<div style="text-align: justify;">
Primeira habilitação dos tipo A e B de graça para pessoas de baixa
renda. Isso é o que promete o programa Habilitação Social, do Detran-PB,
que oferece duas mil vagas esse ano em todo estado. Também vai ser
permitida a mudança de categoria para C, D ou E. Todas as taxas serão
pagas pelo Estado às autoescolas, que firmaram convênio com o governo.</div>
<div style="text-align: justify;">
As inscrições, que começam no próximo dia 21, devem ser feitas exclusivamente pela internet no site <a href="http://www.habilitacaosocial.pb.gov.br/" target="_blank">www.habilitacaosocial.pb.gov.br</a>.
80% das vagas são destinadas a novos motoristas e 20% para adição ou
mudança de categoria. Os candidatos selecionados serão convocados para
comprovar as informações num local divulgado somente após a seleção,
explicou o diretor superintendente do Detran-PB, Rodrigo Carvalho.</div>
<div style="text-align: justify;">
Podem se candidatar ao benefício, os cidadãos inscritos no Cadastro
Único do Programa Bolsa Família, do governo federal; pessoas com renda
familiar igual ou inferior a um salário mínimo e meio que comprovem
nunca haver tido experiência formal junto ao mercado de trabalho ou que
estejam desempregados há mais de um ano.</div>
<div style="text-align: justify;">
O programa também é destinado a alunos matriculados na rede pública de
ensino nos programas Pró-Jovem e Brasil Alfabetizado; ex-presidiário e
liberadas do sistema penitenciário, assim como aqueles que tenham
cumprido medida sócio-educativa de internação e também beneficiários do
Programa de Aquisição de Alimentos (PAA), inclusive os pequenos
agricultores, além de beneficiários de outros programas sociais.</div>
<div style="text-align: justify;">
Na solenidade de lançamento do programa, nesta segunda-feira (14), o
governador Ricardo Coutinho destacou que 10% das vagas vai ser destinada
aos ex-presidiários e outras 10% aos trabalhadores rurais. Em relação a
estes últimos, Coutinho destacou que hoje em dia quase não se vê mais
cavalos no interior, mas sim motos, daí a necessidade de atenção com
essa parcela da população. Para o governador, “o projeto representa a
preocupação do governo em garantir uma profissão para representantes de
duas mil famílias”.</div>
<div style="text-align: justify;">
Mesmo que o candidato se encaixe em mais de um grupo de beneficiados,
ele deverá optar por apenas um no ato da inscrição. O candidato à
obtenção da Habilitação Social também precisa saber e escrever, possuir
CPF, comprovar domicílio no Estado da Paraíba e não estar judicialmente
impedido de possuir a Carteira Nacional de Habilitação.</div>
<div style="text-align: justify;">
Para o flanelinha José Humberto de Lima Santos, o programa é a
oportunidade que ele tem de tirar habilitação. “Eu já procurei tirar a
carteira, mas desisti porque é caro. Se eu tivesse ela procuraria um
emprego como motorista”, disse.</div>
<div style="text-align: justify;">
Motorista profissional há 32 anos, seu Flaviano Pedro dos Santos
acredita que o projeto é uma boa ideia, mas está preocupado com a
qualidade dos motoristas que serão formados. “É preciso exigir dos
candidatos um bom desempenho profissional. Dirigir exige habilidade,
técnica e solidariedade no trânsito”, afirmou o taxista.</div>
<div style="text-align: justify;">
Segundo o corregedor do órgão, Walber Virgulino, uma das ferramentas
para tentar garantir que não haverá fraudes no projeto é a comprovação
das informações sociais. “O cidadão vai ser isento de pagar as taxas,
mas não de cumprir todas as exigências legais e administrativas que uma
pessoa que não tem a isenção vai passar”, disse.</div>
<div style="text-align: justify;">
Ele explicou ainda que caso seja identificada alguma fraude por parte
da autoescola ou do beneficiado, a punição é prisão de até seis anos. O
acusado pode responder por falsificação de documento público, ou
corrupção ativa.</div>
<div style="text-align: justify;">
Mas nem todas as arestas foram aparadas entre as autoescolas e o
governo. É que o projeto prevê que os centros de formação sejam pagos no
final do processo. “Nós vamos ver se esse pagamento pode ser feito como
já acontece no processo, Hoje nós dividimos no cartão, por exemplo, e
recebemos esse dinheiro de todo jeito”, afirmou o presidente Sindicato
das Empresar de CFC´s “AB” do Estado da Paraíba, José Claudionor
Fernandes da Silva. Segundo ele, a associação é favor do projeto, desde
que as empresas não sejam penalizadas.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<span class="adr"><span class="locality">Do G1 PB</span></span></div>
<div style="text-align: justify;">
<br /></div>
</div>
</div>
</div>
</div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-48037971065670065.post-21881559673287813512012-04-29T14:44:00.002-07:002012-11-25T17:14:43.381-08:00ÀS VEZES NOS TORNAMOS “INVISÍVEIS”<div dir="ltr" style="text-align: left;" trbidi="on">
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cumprimentadas e abraçadas nas ruas nesta época eleitoral.</span><span style="font-family: "Times New Roman","serif"; line-height: 115%; mso-bidi-font-size: 12.0pt;">
Interessante que, parece que você estava invisível: os pretensos candidatos
passavam por você e não te viam, de repente, parecem que fizeram uma consulta
oftalmológica e passaram a enxergar os que “estavam invisíveis”. Mas, será que
essa estratégia ainda convence os eleitores? Nem sempre! Hoje o eleitorado tá
exigente e os candidatos precisam investir em Marketing Político.</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; line-height: 115%; mso-bidi-font-size: 12.0pt;"><span style="mso-tab-count: 1;"> </span>O <a href="http://www.ifd.com.br/blog/categoria/marketing/" style="color: black;" title="Marketing">Marketing</a>
Político vem se consolidando cada vez mais como peça fundamental no processo
eleitoral. Estes são as técnicas e conceitos mais modernos e eficazes,
garantindo uma campanha estruturada, marcante e eficiente. Uma campanha de
marketing político.</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; line-height: 115%; mso-bidi-font-size: 12.0pt;"><span style="mso-tab-count: 1;"> </span>É
impossível pensar em eleições nos dias de hoje sem pensar numa estrutura de
marketing atuando em todos os segmentos do eleitorado.<u> <a href="http://www.ifd.com.br/blog/categoria/publicidade-e-propaganda/" style="color: black;" title="Propaganda">Propaganda</a></u><span style="color: black;"> </span>eleitoral deixou de ser apenas o ato de
imprimir alguns milhares de folhetos coloridos e pichar os muros da cidade com
o nome do candidato.</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; line-height: 115%; mso-bidi-font-size: 12.0pt;"><span style="mso-tab-count: 1;"> </span>As
campanhas eleitorais deixaram de ser intuitivas e se tornaram racionais, os
palpites gratuitos cederam lugar à pesquisa; os temas principais, com
determinadas palavras de ordem, aparentemente corretas, mas aleatórias, agora
têm origem em slogans com conceito e estratégia. Enfim: a propaganda política
deixou para trás o amadorismo para se tornar profissional.</span></div>
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<span style="font-family: "Times New Roman","serif"; line-height: 115%; mso-bidi-font-size: 12.0pt;"><span style="mso-spacerun: yes;"> </span><span style="mso-tab-count: 1;"> </span>Marketing Político são todos os
recursos utilizados na troca de benefícios entre candidatos e eleitores, tais
como: a existência de planos estratégicos, de orientação geral e detalhamento
de atividades, tempo e recursos; a existência de </span><span style="font-family: "Times New Roman","serif";">mão de obra</span><span style="font-family: "Times New Roman","serif"; line-height: 115%; mso-bidi-font-size: 12.0pt;"> especializada
em propaganda e a existência de um monitoramento durante todo o processo. </span></div>
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<span style="font-family: "Times New Roman","serif"; line-height: 115%; mso-bidi-font-size: 12.0pt;"><span style="mso-tab-count: 1;"> </span>É
importante lembrar que sucesso de um candidato vai depender de vários fatores,
tais como: o meio ambiente em que se realiza a campanha eleitoral, a
administração da campanha eleitoral, que é a sua principal força de vendas, formada
pelo próprio candidato, pelo seu partido político e os grupos de interesse
alinhados com a sua candidatura; o conceito de produto, que é a filosofia
política do candidato, a escolha de temas específicos a serem tratados e a
definição de suas posições a propósito dos temas. Além da formulação e da adoção
de um estilo pessoal que conserve e amplie suas qualidades.</span></div>
<div style="line-height: 115%; margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
<strong><span style="font-size: 11.0pt; font-weight: normal; line-height: 115%; mso-bidi-font-size: 12.0pt; mso-bidi-font-weight: bold;"><span style="mso-tab-count: 1;"> </span>Em
resumo, o candidato deve</span></strong><strong><span style="font-size: 11.0pt; line-height: 115%; mso-bidi-font-size: 12.0pt;"> </span></strong><span style="font-size: 11.0pt; line-height: 115%; mso-bidi-font-size: 12.0pt;">planejar
formalmente a sua estratégia de campanha, sua postura diante dos problemas, sua
propaganda, suas aparições, sua base para a obtenção de fundos, sua monitoria
da situação, seus objetivos, sua alocação de recursos e o tempo de que dispõe
para obter a aprovação dos eleitores; construir uma forte organização de ações,
capaz de reforçar, durante todo o processo, as posições assumidas durante a
campanha eleitoral, sem que ocorra a perda de campos já conquistados.</span></div>
<div style="line-height: 115%; margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
<span style="font-size: 11.0pt; line-height: 115%; mso-bidi-font-size: 12.0pt;"><span style="mso-tab-count: 1;"> </span>E aos leitores, cabe fazer a melhor
escolha.....</span></div>
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<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Marilda Coelho da Silva
(Professora / Historiadora e Especialista em Educação Profissional de Jovens e
Adultos).</span></div>
</div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-48037971065670065.post-85877356838679738132012-04-07T10:30:00.001-07:002012-04-07T10:30:41.305-07:00Sexta - Feira Santa: demonstração de fé na Paróquia de Esperança-PBl<div dir="ltr" style="text-align: left;" trbidi="on">
<div style="text-align: center;">
<img alt="" src="http://www.bomconselho.org/novo/admin/noticias/images/DSC00683.jpg" style="height: 450px; width: 600px;" /></div>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
A Paróquia Nossa Senhora do Bom Conselho de Esperança –PB
realizou com muita fé e devoção a programação da Sexta – Feira Santa.
Iniciando com a tradicional Via Sacra pública com a Cruz do Senhor as
05h30min celebrada por Pe. Romualdo e Pe. João de Deus. Seguindo “os
passos do Mestre e Senhor” para o caminho do calvário, o povo de Deus em
Esperança viveu a Paixão, Morte e Ressurreição do Cristo Jesus
encenadas pelo Grupo Teatral Jesus de Nazaré.</div>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
<img alt="" src="http://www.bomconselho.org/novo/admin/noticias/images/DSC03438.jpg" style="float: left; height: 400px; margin-bottom: 8px; margin-left: 15px; margin-right: 15px; margin-top: 8px; width: 300px;" />
O Grupo Teatral Jesus de Nazaré é formado por jovens da cidade de
Esperança. Foi criado há 15 anos e há 13 celebra a paixão, morte e
ressurreição de Jesus através de encenações. Além da apresentação
realizada no Ginásio o Vovozão, merece destaque a encenação, de forma
brilhante, também feita pelos jovens atores nas ruas da cidade no
decorrer da Via Sacra pública, que contemplou em momentos cênicos a vida
e morte de Jesus. As cenas foram retratadas com muita veracidade,
levando a população a momentos de emoção, reflexão e devoção.</div>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
A programação seguiu com uma Celebração Penitencial<strong> (</strong>11h00min)
para os fiéis em geral, a qual concentrou uma multidão de fiéis na
Igreja Matriz, encerrando-se com o Ofício da Agonia celebrado pelo Pe.
Romualdo. Após a celebração do ofício, a imagem de Nossa Senhora das
Dores foi conduzida em procissão até a Capela de São José. A procissão
com a imagem de Nossa Senhora das Dores foi reintegrada no cenário das
procissões deste ano, já que, a mesma não vinha sendo celebrada em anos
anteriores.</div>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
Às 15h00min aconteceu a Celebração da Paixão e Morte do
Senhor na Igreja Matriz presidida pelo Pe Romualdo, culminando com a
procissão seguida de uma multidão de fiéis que percorreu as ruas da
cidade com a imagem do Senhor. A partir das 19h00min houve o momento
reservado para visitação ao Corpo do Senhor na Igreja Matriz e as
20h00min Pe. Romualdo celebrou o Ofício do Santo Sepulcro.</div>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
Diante de toda essa programação, Esperança viveu de forma
muito forte, viva e participativa a celebração da Sexta-feira Santa. A
fé e devoção dos fiéis eram visíveis, como afirmou uma paroquiana:</div>
<div style="text-align: justify;">
</div>
<div style="margin-left: 70.9pt; text-align: justify;">
<em>“a Sexta - Feira Santa, na Paróquia, nos fez reviver não somente o
sofrimento e despojamento do filho, mas principalmente lembrar que a
nossa fé deve ser viva e eficaz com diz o Apóstolo Paulo! Foi muito
bonita mesmo” (Samara Denise).</em></div>
<div style="margin-left: 70.9pt; text-align: justify;">
</div>
<div style="text-align: justify;">
O povo fiel da Paróquia de Esperança-PB esteve presente
em toda a programação da Semana Santa, demonstrando que a tradição
religiosa, a fé e crença que Jesus vive e reina eternamente, continua
vivas no coração de cada um de nós.</div>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
</div>
<div style="text-align: center;">
<img alt="" src="http://www.bomconselho.org/novo/admin/noticias/images/DSC00724.jpg" style="height: 300px; width: 400px;" /></div>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
É importante ressaltar o carisma do Pe. Romualdo (Pároco) e
Pe. João de Deus (Vigário) em resgatar essa tradição católica e levar
multidões de fiéis desde as 5h30min até o final da noite para
vivenciarem sua fé católica. Durante todo o dia a Igreja Matriz esteve
lotada com pessoas de todas as idades. Inclusive com pessoas de outras
cidades vindo visitar e participar das orações e celebrações do dia.</div>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
Parabéns a todos que fazem a comunidade católica de Esperança pela demonstração de amor com a nossa igreja!</div>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
Uma Páscoa Abençoada para todos!</div>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
PASCOM BOM CONSELHO</div>
</div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-48037971065670065.post-90122537441308537182012-04-01T10:24:00.000-07:002012-11-25T17:15:44.851-08:00EDUCAÇÃO LIBERTADORA: A REVOLUÇÃO NECESSÁRIA<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="font-family: "Times New Roman","serif";">Só a educação
libertadora forma seres livres e corajosos! É necessário mostrar aos jovens a
alegria de viver, de crescer emocional, intelectual e espiritualmente. Temos
que, enquanto educadores, mostrar-lhe que a vida tem sentido e que os
sentimentos deles são importantes. Mas, primeiro é preciso acreditar nisto. A
automatização e a alienação são os grandes perigos de uma vida sem significado.
O vazio pode ser preenchido pelo consumo desenfreado, pela violência, pela
droga, porque a energia criativa sempre existe e tem que ser canalizada de
alguma forma. A paz que imaginamos e aspiramos, começa com a paz de todo ser
humano consigo mesmo e com o próximo. Acreditamos que na educação nos moldes
que discutimos pode conseguir isto. O caminho tem que passar por uma revolução
na educação. A sociedade precisa mudar. Sem mudança social não haverá mudança
na escola. Entretanto, sem mudança no indivíduo, será difícil promover qualquer
mudança na sociedade.</span><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt;"></span></b></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt;"><span style="mso-tab-count: 1;"> </span></span><span style="font-family: "Times New Roman","serif";">A proposta libertadora não é nova
em educação, mas apenas uma reorientação do pensamento pedagógico, no sentido
de trazer para seu foco como ponto principal a pessoa humana como objeto
central da educação. Nessa proposta, educador e educando devem ser críticos.
Ser crítico, enquanto educador é considerar que o educando pensa e tem
hipóteses sobre o objeto do conhecimento. O educador deve saber ouvi-lo,
conhecê-lo, propor uma metodologia compatível com aquilo que o aluno tem, de
forma que este possa avançar. Ser crítico enquanto educando é saber se colocar,
questionar o que lhe é ensinado, discutir, debater, tomar a responsabilidade de
construir a sua própria expressão e forma de conhecimento. O indivíduo é
instigado a questionar, buscar o saber, confiar em si, ter consciência da
riqueza das suas potencialidades. </span><span style="mso-spacerun: yes;"> </span><span style="font-family: "Times New Roman","serif";"></span></div>
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<span style="font-family: "Times New Roman","serif";"><span style="mso-tab-count: 1;"> </span>A proposta ética da educação em
liberdade e democracia deve ter como objetivo a igualdade de oportunidades para
todos, que garanta uma “educação ao longo da vida”; que capacite a cada
indivíduo para dirigir seu destino num mundo acelerado de rápidas mudanças,
como também uma política democrática que iguale direitos e oportunidades para
todos. Dessa forma, as relações exercidas na educação deverão dar-se numa
comunicação dialógica em liberdade e democracia, no reconhecimento das
diferenças humanas, na justiça e igualdade solidária. Este é o lugar da nova produção
do conhecimento...</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Marilda
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-48037971065670065.post-30137648362717598892012-03-28T12:14:00.003-07:002012-03-28T12:19:53.429-07:00Programa Nacional de Educação do Campo (Pronacampo)<div dir="ltr" style="text-align: left;" trbidi="on">
<div style="text-align: justify;">
Será lançado, na manhã desta terça-feira, 20, no Palácio do Planalto, o
Programa Nacional de Educação do Campo (Pronacampo), que vai oferecer
apoio técnico e financeiro aos estados, Distrito Federal e municípios
para implementação da política de educação do campo. A cerimônia de
apresentação do programa contará com a presença da presidenta da
República, Dilma Rousseff, e do ministro da Educação, Aloizio
Mercadante.<br />
O programa atenderá escolas rurais e quilombolas. No
campo, 23,18% da população com mais de 15 anos é analfabeta e 50,95% não
concluiu o ensino fundamental. O Pronacampo baseará suas ações em
quatro eixos: gestão e práticas pedagógicas, formação de professores,
educação de jovens e adultos e educação profissional e tecnológica. Uma
das ações previstas é a educação contextualizada, que promova a
interação entre o conhecimento científico e os saberes das comunidades. <br />
Mais
de 3 milhões de estudantes receberão material didático relacionado à
realidade do campo, por meio do Programa Nacional do Livro Didático
(PNLD Campo). O Programa Nacional de Biblioteca da Escola (PNBE)
atenderá professores e estudantes, ao oferecer obras de referência sobre
as especificidades do campo e das comunidades remanescentes de
quilombos.<br />
O programa Mais Educação, de apoio à educação
integral, oferecerá atividades de acompanhamento pedagógico, práticas
vinculadas a agroecologia, iniciação científica, direitos humanos,
cultura e arte popular, esporte, lazer, memória e história das
comunidades tradicionais. A meta é atender 10 mil escolas com educação
integral até 2014.<br />
<b>Professores</b> – A formação de
professores também receberá atenção especial, com oferta de
aperfeiçoamento para professores do campo e de escolas quilombolas. Além
disso, o Pronacampo apoiará a oferta de formação inicial, continuada e
pós-graduação para professores, gestores e coordenadores pedagógicos que
atuam na educação básica do campo. <br />
Para reforçar a formação de
professores, serão oferecidos cursos de licenciatura em educação do
campo pelas instituições públicas de ensino superior. A Universidade
Aberta do Brasil (UAB) expandirá 200 polos para atender os professores
do campo e serão destinados recursos de apoio à manutenção dos polos por
meio do Programa Dinheiro Direto na Escola.<br />
<b>Adultos </b>–
Para desenvolver a educação de jovens e adultos e educação profissional
e tecnológica, o governo federal pretende expandir a oferta de cursos
voltados ao desenvolvimento do campo nos institutos federais. O Programa
Nacional de Acesso ao Ensino Técnico e Emprego (Pronatec) Campo apoiará
a inclusão social dos jovens e trabalhadores do campo. Para isso, serão
dedicadas 120 mil bolsas de estudo do Pronatec Campo.<br />
O quarto
eixo do Pronacampo trata da infraestrutura física e tecnológica das
escolas. Até 2014, o programa apoiará a construção de 3 mil escolas,
obras de infraestrutura e a aquisição de 8 mil ônibus escolares.<br />
Além
da estrutura física, o Pronacampo promoverá a educação digital e o uso
pedagógico da informática nas escolas do campo e quilombolas. Também
está prevista a instalação de recursos digitais em 20 mil escolas até
2014.</div>
</div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-48037971065670065.post-41655672501587214522012-03-28T11:22:00.000-07:002012-03-28T11:23:10.075-07:00João Pessoa terá primeiro candidato a prefeito homossexual do Brasil<div dir="ltr" style="text-align: left;" trbidi="on">
<div class="postmeta-primary">
<span class="meta_date"></span><span class="meta_categories"><br /></span>
</div>
<div class="entry clearfix">
<a href="http://bahianoticias.com.br/fotos/principal_noticias/113600/IMAGEM_NOTICIA_3.jpg" imageanchor="1"><img alt="" border="0" src="http://bahianoticias.com.br/fotos/principal_noticias/113600/IMAGEM_NOTICIA_3.jpg" /></a><br />
<br />
<div style="text-align: justify;">
O primeiro candidato a prefeito homossexual e militante das causas LGBT
(Lésbicas, Gays, Bissexuais, Travestis, Transexuais e Transgêneros) do
país concorrerá à administração da cidade de João Pessoa. O professor
Renan Palmeira foi oficializado como pré-candidato do Partido Socialismo
e Liberade (Psol) depois de ser eleito na convenção interna no último
domingo (25). Em maio, a candidatura será oficializada. Nesta
terça-feira (27), ele afirmou que seu objetivo é provocar o debate sobre
as questões referentes a todas as minorias brasileiras, não apenas ao
grupo LGBT. Os problemas do município de João Pessoa também foram
citados. O professor, que é integrante do Movimento Espírito Lilás, terá
o apoio do deputado federal Jean Willys (Psol-RJ). O ex-prefeito de
João Pessoa, João Maranhão (PMDB), o deputado federal, Luciano Calixto
(PT), e Estelizabel Bezerra (PSB) serão os concorrentes de Renan
Palmeira. “Existem políticos que já estão fazendo campanha contra nossa
candidatura”, afirmou ele. O pré-candidato ainda falou que o maior
concorrente será o consevadorismo das elites paraibanas. De acordo com
dados da Associação Brasileira de Gays, Lésbicas, Bissexuais, Travestis e
Transexuais (ABGLT), 132 pessoas do movimento LGBT já são
pré-candidatas às eleições de 2012 em 22 estados. No total, 20 partidos
já contam com candidatos LGBT, entre eles PP, PSC e PSDC. (BN)</div>
</div>
</div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-48037971065670065.post-60838295059041004502012-03-08T13:08:00.006-08:002012-03-08T13:08:50.624-08:00Valorização do professor Ministro defende cumprimento da Lei do Piso em encontro de secretários<div dir="ltr" style="text-align: left;" trbidi="on">
<strong>Natal</strong> - O ministro da Educação, Aloizio Mercadante,
defendeu nesta quinta-feira, 8, na abertura da reunião ordinária do
Conselho Nacional de Secretários de Educação (Consed), em Natal, o
reajuste de 22,22 % aplicado ao piso nacional de salário do magistério.
"Sei que para alguns estados e municípios, o reajuste pode ter sido
forte e gerar dificuldades, mas, estamos falando de apenas dois salários
mínimos", disse.<br /><br />Mercadante lembrou que alguns secretários e a
governadora do Rio Grande do Norte, Rosalba Carlini, que estava
presente, eram parlamentares quando o piso e a forma do seu reajuste
(proporcional ao custo aluno do Fundeb) foram aprovados no Congresso
Nacional, em 2008. "Nós votamos na lei e não houve objeção. Ao
contrário, houve um grande consenso. Se não recuperarmos o valor do piso
dos professores não teremos como atrair os jovens para a carreira. E
todos sabemos que somos carentes de professores em todas as etapas da
educação", ponderou.<br /><br />O ministro ressaltou ainda que o dispositivo
da lei que assegura um terço da jornada dos professores fora da sala
aula também deve ser cumprido e lembrou que o Supremo Tribunal Federal
votou pela constitucionalidade da lei ao examinar uma Ação Direta de
Inconstitucionalidade proposta por cinco governadores. "Mas é preciso
discutir essa questão dentro de um processo pedagógico. A hora atividade
é para melhorar a educação, a aprendizagem e para o professor avaliar
seus alunos, preparar as aulas, dedicar-se à sua formação", lembrou.<br /><br />Mercadante
concluiu sua intervenção fazendo um apelo aos secretários estaduais
para que mobilizem suas bancadas parlamentares para aprovar com urgência
o Plano Nacional de Educação para o período 2011-2020. "É fundamental
aprová-lo este ano. Não podemos nos dar por satisfeitos. Precisamos
aumentar os recursos para a educação", disse. <br /><br />Neste sentido, o
ministro ainda apelou aos secretários para que componham uma grande
mobilização pela vinculação dos recursos do Pré-Sal para a educação.
"Não podemos perder esta oportunidade".<br /><br />Aloizio Mercadante passa
esta quinta-feira em Natal. Depois da abertura da reunião do Consed, ele
participa da entrega de 120 ônibus do programa Caminho da Escola,
adquiridos pelo governo do estado. Anuncia também a construção de três
novos campus do Instituto Federal de Educação, Ciência e Tecnologia do
Rio Grande do Norte, nos municípios de Canguaretama, Ceará-Mirim e São
Paulo do Potengi. <br /><em><br /></em></div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-48037971065670065.post-759685641109226502012-02-28T13:41:00.003-08:002012-02-28T13:41:25.310-08:00Pe. Márcio Henrique é escolhido novo Administrador Diocesano de Campina Grande<div dir="ltr" style="text-align: left;" trbidi="on">
<div style="text-align: justify;">
A Diocese de Campina Grande anuncia, na tarde desta terça-feira dia
28 de fevereiro, o seu novo Administrador Diocesano. Pe. Márcio Henrique
Mendes Fernandes foi escolhido na manhã desta terça na reunião do
Colégio de Consultores. O Padre assume as atividades administrativas até
o anúncio e posse do novo Bispo para Diocese de Campina Grande.
</div>
<div style="text-align: justify;">
Leia a carta de Pe. Márcio Henrique,novo Administrador Diocesano:</div>
<div style="text-align: justify;">
<b><i>Estimados presbíteros, diáconos, religiosos e religiosas,</i></b></div>
<div style="text-align: justify;">
<b><i>seminaristas e todo o Povo de Deus</i></b></div>
<div style="text-align: justify;">
<b><i>de nossa amada Igreja Diocesana de Campina Grande</i></b></div>
<div style="text-align: justify;">
Valho-me da presente para cumprimentar-vos e ao mesmo tempo comunicar
a todos que, hoje, 28/02/2012, às 9h, ocorreu uma reunião do Colégio de
Consultores da Diocese de Campina Grande, com o objetivo de escolher o
Administrador Diocesano para continuar conduzindo esta Diocese, enquanto
estiver vacante, aguardando a nomeação do novo Bispo.</div>
<div style="text-align: justify;">
A vacância da Diocese se deu pela transferência de Dom Jaime Vieira
Rocha para ser Arcebispo da Arquidiocese de Natal, Rio Grande do Norte.
Daí que, o Colégio de Consultores em clima de oração e reflexão,
escolheu-me para essa função de Administrador Diocesano que, em comunhão
com o referido Colégio, tem a tarefa de preparar a Diocese para acolher
aquele que será eleito Bispo desta Igreja Particular.</div>
<div style="text-align: justify;">
Acolhi esta missão com sentimentos de humildade, co-responsabilidade e
confiança na força de Deus para continuar os trabalhos que já vinham
sendo realizados, sobretudo, pastoralmente. Em respeito a minha vocação
sacerdotal, ponho-me na inteira disposição de Deus e da Igreja para
corresponder com este ofício a mim confiado, trabalhando para que cresça
a comunhão entre nós e que não haja nenhuma interrupção em nossa
caminhada pastoral.</div>
<div style="text-align: justify;">
Deste modo, desejo contar nesta administração com o apoio, não só dos
meus irmãos no presbitério, mas também dos religiosos, religiosas,
agentes de pastoral e todo povo de Deus.</div>
<div style="text-align: justify;">
Como Igreja de Nosso Senhor Jesus Cristo, nos unamos em oração
invocando o Espírito Santo para que nos envie outro Bispo-Pastor. E, que
a Imaculada Conceição, nossa padroeira, interceda ricas bênçãos de Deus
sobre cada um de nós.</div>
<div align="center">
Campina Grande, 28 de fevereiro de 2012</div>
<div align="center">
Pe. Márcio Henrique Mendes Fernandes</div>
<div align="center">
<i>Administrador Diocesano</i></div>
<div align="center" style="text-align: left;">
<strong><i>Pascom Diocesana</i></strong></div>
</div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-48037971065670065.post-3742052178644224742012-02-27T15:46:00.003-08:002012-02-27T15:46:32.507-08:00Piso nacional do magistério de 2012 é definido em R$ 1.451<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">O
Ministério da Educação (MEC) definiu em R$ 1.451 o valor do piso nacional do
magistério para 2012, um aumento de 22,22% em relação a 2011. Conforme
determina a lei que criou o piso, o reajuste foi calculado com base no
crescimento do valor mínimo por aluno do Fundo de Manutenção e Desenvolvimento
da Educação Básica (Fundeb) no mesmo período.<br />
<br />
A Lei do Piso determina que nenhum professor pode receber menos do que o valor
determinado por uma jornada de 40 horas semanais. Questionada na Justiça por
governadores, a legislação foi confirmada pelo Supremo Tribunal Federal (STF)
no ano passado.<br />
<br />
Entes federados argumentam que não têm recursos para pagar o valor estipulado
pela lei. O dispositivo prevê que a União complemente o pagamento nesses casos,
mas, desde 2008, nenhum estado ou município recebeu os recursos porque, segundo
o MEC, não conseguiu comprovar a falta de verbas para esse fim.<br />
<br />
Em 2011, o piso foi R$1.187 e em 2010, R$ 1.024. Em 2009, primeiro ano da
vigência da lei, o piso era R$ 950. Alguns governos estaduais e municipais
criticam o critério de reajuste e defendem que o valor deveria ser corrigido
pelo Índice Nacional de Preços ao Consumidor (INPC), como ocorre com outras carreiras.<br />
<br />
Na Câmara dos Deputados, tramita um projeto de lei que pretende alterar o
parâmetro de correção do piso para a variação da inflação. A proposta não
prosperou no Senado, mas na Câmara recebeu parecer positivo da Comissão de
Finanças e Tributação. A Confederação Nacional dos Trabalhadores em Educação
(CNTE) prepara uma paralisação nacional dos professores para os dias 14,15 e 16
de março com o objetivo de cobrar o cumprimento da Lei do Piso.</span></div>
</div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-48037971065670065.post-155994162076320312012-02-18T12:38:00.003-08:002012-02-18T12:38:55.310-08:00Carnaval de Todos....<div dir="ltr" style="text-align: left;" trbidi="on">
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjYsqv72hc9zJeBtayFhhyqMwdX50Y_trkM8zLOnUcu8GiCVDZJZl0b_8b8nglTbNW6Hl2OwVTBQ3tzMRPGm_2qt6lj7DSvVfhsJ_drWqFFL4qqbmOoX_PaePPsA8A9CkmpwwOdVWg0T8g/s1600/programa%25C3%25A7%25C3%25A3o+carnaval.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjYsqv72hc9zJeBtayFhhyqMwdX50Y_trkM8zLOnUcu8GiCVDZJZl0b_8b8nglTbNW6Hl2OwVTBQ3tzMRPGm_2qt6lj7DSvVfhsJ_drWqFFL4qqbmOoX_PaePPsA8A9CkmpwwOdVWg0T8g/s320/programa%25C3%25A7%25C3%25A3o+carnaval.jpg" width="226" /></a></div>
<br /></div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-48037971065670065.post-58092203644301422222012-02-07T08:40:00.001-08:002012-02-07T08:40:57.027-08:00Reflexão sobre a vida<div dir="ltr" style="text-align: left;" trbidi="on">
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgOgWnfae8KhC77f-04ITzsfTIAk6VvCWxedeXsPq2IN088CwKNk7rvTBThUFR9RbsKuS44QROhyphenhyphenaZ6Ee9xA60fADg3cdov6Yciy9mT2UekITAv1OJdImCGZr-n1wNCd5wHCCmJsRxFLQ/s1600/Pe.+Antoniel.jpg" style="clear: left; cssfloat: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="182" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgOgWnfae8KhC77f-04ITzsfTIAk6VvCWxedeXsPq2IN088CwKNk7rvTBThUFR9RbsKuS44QROhyphenhyphenaZ6Ee9xA60fADg3cdov6Yciy9mT2UekITAv1OJdImCGZr-n1wNCd5wHCCmJsRxFLQ/s200/Pe.+Antoniel.jpg" width="200" /></a></div>
<div class="MsoNormal" style="margin: 0cm 0cm 10pt;">
<br />
</div>
<div class="MsoNormal" style="margin: 0cm 0cm 10pt; text-align: justify;">
<span style="font-family: Arial, Helvetica, sans-serif;">A
vida tem um valor altíssimo aos olhos de Deus. Esta é consequência de
um profundo transbordamento de Seu amor divino, quantas e quantas vezes o
Senhor nos quer demonstrar isso e não damos a devida importância?!</span></div>
<div class="MsoNormal" style="margin: 0cm 0cm 10pt; text-align: justify;">
<span style="font-family: Arial, Helvetica, sans-serif;"><span style="mso-spacerun: yes;"> </span>Às
vezes a dor nos toca e consequentemente toca à nossa vida e começamos a
perceber o quanto ela nos é cara e importante, é verdade que há
momentos de nossa história que parece não valer muito à pena vive ou
relembrá-los, mas estes são sempre passageiros, na verdade: todos os
momentos vividos, tudo nesta vida é passageiro inclusive ela mesma, mas é
por isso que devemos viver cada instante como se fosse o último, o
único.</span></div>
<div class="MsoNormal" style="margin: 0cm 0cm 10pt; text-align: justify;">
<span style="font-family: Arial, Helvetica, sans-serif;">Contudo,
a vida é um dom, seja ela sempre alegre ou com momentos difíceis, de
dor e sofrimentos. É dom porque é gratuita, não pagamos por ela, e por
isso mesmo não nos pertence, somos seus guardiões, assim temos por
direito e dever cultivá-la e honrá-la sempre, mas também por este motivo
não podermos nos preocupar tanto com sua condição, pensando sempre que
poremos perdê-la à qualquer instante ou que um dia envelheceremos e
dependeremos de outras pessoas e por fim morreremos. Ora, mas se
acreditamos em um Deus que nos criou por amor e quer que sejamos
felizes, mesmo nos momentos de aflição e provação, porque Este Deus nos
abandonaria em tais momentos? </span></div>
<div class="MsoNormal" style="margin: 0cm 0cm 10pt; text-align: justify;">
<span style="font-family: Arial, Helvetica, sans-serif;">O
Senhor não nos abandona, mesmo quando parece que tudo está ruindo sobre
nossas frágeis cabeças, ao contrário, Ele está sofrendo conosco,
mostrando para nós que não estamos sozinhos nesta luta pela vida. Ele
também nos faz refletir que não somos donos nem senhores absolutos de
tudo que existe no Mundo, mas é Seu poder que sustenta todo o Universo,
portanto também a nós. E não vejamos como sendo um castigo o sofrimento
que por ventura passamos, pois é mais coerente pensarmos que seja uma
consequência natural de nossa condição humana, a não ser que colhamos o
que tantas vezes plantamos, todavia, sempre temos uma chance para
reparar nossos atos, por menor que essa seja. “Mas tu, ó homem de Deus,
foge destas coisas e segue a justiça, a piedade, a fé, a caridade, a
paciência, a mansidão.” (I Timóteo 6,11).</span></div>
<div class="MsoNormal" style="margin: 0cm 0cm 10pt; text-align: justify;">
<span style="font-family: Arial, Helvetica, sans-serif;">Já
ouvi muita gente dizer que ser feliz ou ter uma “vida boa”, é está
sempre alegre, com dinheiro, fama e prestígio perante o Mundo. Mas penso
que estas coisas são apenas parte daquilo que poderia ser a felicidade,
no entanto, não é a total felicidade, porque o complemento desta é
muito mais consistente e independente das coisas deste Mundo: é uma
certeza inquebrantável de ser amado (a) por Deus, é acreditar que mesmo
depois de tudo o que vivemos e cultivamos nesta vida teremos algo
incomparavelmente belo na eternidade e é saber que ela é um estado de
espirito e não um sentimento passageiro de contentamento, portanto,
poder-se, sim, ser feliz mesmo quando se passa por um instante de dor,
de ausência de algo ou alguém que amamos. “Alegrai-vos na esperança,
sede pacientes na tribulação, perseverai na oração” (Rm 12,12).</span></div>
<div class="MsoNormal" style="margin: 0cm 0cm 10pt; text-align: justify;">
<span style="font-family: Arial, Helvetica, sans-serif;">Como
toda criatura, feita pelas mãos do Criador Supremo, necessitamos de um
bom cultivo, de sermos adubados, regados e podados, porque sem a poda a
planta cresce desordenadamente e não fica tão bonita, não dar muitos
frutos, sendo podada, porém, ela tem uma estética bela e saudável,
cresce mais frondosa e seus frutos são abundantes e sadios, porém nesse
caso haverá momentos de dor ao sermos podados. Mas quando estivermos
passando pela prova do Jardineiro da Vida que é Deus, peçamos a graça de
suportarmos com amor, esperança e fé, porque estas virtudes sustentam a
alma humana e não nos deixam desistir de viver, e quando tudo passar
veremos que valeu à pena e que crescemos muito, aprendemos a ser mais
resistente, fortes após cada batalha travada e vencida com o auxílio do
Senhor. É certo que muitas mudas retiradas da árvore de nossa existência
são plantadas e crescem tornando-se novas plantas do jardim da Vida,
por causa de nosso testemunho.</span></div>
<div class="MsoNormal" style="margin: 0cm 0cm 10pt; text-align: justify;">
<span style="font-family: Arial, Helvetica, sans-serif;">Tenhamos,
então, paciência conosco mesmos, com o Mundo e com aqueles que nos
cercam, sejamos perseverantes perante as provações que passamos, mesmo
quando nos causam momentos de desolação. Acredite: sempre brilha uma luz
no horizonte e devemos fixar nosso olhar nela, assim a escuridão não se
torna total e quando vamos prosseguindo a caminhada esta luz brilha
mais forte dissipando por completo as trevas que nos amedrontavam.
Claro, essa Luz é a fonte da Vida: Jesus Cristo! “A paciência move a
bondade e a piedade divinas - Como sabeis, temos por bem-aventurados os
que perseveraram. Ouvistes da paciência de Jó, e vistes o fim que o
Senhor lhe deu. O Senhor é cheio de misericórdia e compaixão.” (Tg
5,11).<span style="mso-spacerun: yes;"> </span></span></div>
<div class="MsoNormal" style="margin: 0cm 0cm 10pt; text-align: justify;">
<span style="font-family: Arial, Helvetica, sans-serif;">Por
fim, queridos fieis da Paróquia de Nossa Senhora do Bom Conselho e todo
o povo de Deus espalhado pelo Planeta, desejo a paz de Jesus aos seus
corações, que mesmo diante das adversidades da vida vocês encontrem
abrigo seguro, e podem contar com minhas orações de amigo, sacerdote e
conterrâneo, pois a oração tem poder de transformar todas as situações.
Sejam felizes sob a proteção do Altíssimo.</span></div>
<div class="MsoNormal" style="margin: 0cm 0cm 10pt;">
<span style="font-family: Arial, Helvetica, sans-serif;">Deus os abençoe: em nome do Pai, do Filho e do Espírito Santo!</span></div>
<div class="MsoNormal" style="margin: 0cm 0cm 10pt;">
<span style="font-family: Arial, Helvetica, sans-serif;">Fraternalmente em Cristo Jesus, seu vigário:</span></div>
<div class="MsoNormal" style="margin: 0cm 0cm 10pt;">
<span style="color: red; font-family: Arial, Helvetica, sans-serif;">Pe. Antoniel Batista</span></div>
</div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-48037971065670065.post-91264462001177108602012-01-24T10:01:00.001-08:002012-01-24T10:01:51.655-08:00A cidade de Esperança está incluída nos destinos da Copa 2014.<div dir="ltr" style="text-align: left;" trbidi="on">
<h3 class="post-title entry-title">
<br />
</h3>
<div class="post-header">
</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi1e-Hqh6YD0Xw5b79ANzbAtNH4g9uTb3NFvjqqruEHRJ2Tu1UKACv9CNI6ttPwMTtsJxkC9hs01cKGgzCHqcIgspqr4uoGLowBp8dDPUm_MKVWBfaw4mhBO8hWKUaRwSEkxbFD_XGPzA/s1600/page.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi1e-Hqh6YD0Xw5b79ANzbAtNH4g9uTb3NFvjqqruEHRJ2Tu1UKACv9CNI6ttPwMTtsJxkC9hs01cKGgzCHqcIgspqr4uoGLowBp8dDPUm_MKVWBfaw4mhBO8hWKUaRwSEkxbFD_XGPzA/s1600/page.jpg" /></a></div>
<div style="text-align: center;">
<span style="color: red; font-size: xx-small;">Foto:Secom - PME</span></div>
<br />
<span style="font-family: Arial, Helvetica, sans-serif;">Dez municípios
paraibanos estão incluídos entre os destinos turísticos da Copa do Mundo
de 2014, apontados no estudo divulgado ontem pelo Ministério de
Turismo. Eles entraram na lista por estarem distantes até três horas por
via terrestre ou até duas horas por via aérea da cidade sede de Recife.
Na rota dos que buscam sol, praia e esporte, na lista consta João
Pessoa, Cabedelo, Lucena e Conde. Já na rota Cultural do Ministério do
Turismo, as cidades indicadas foram Campina Grande, Ingá, Esperança,
Pocinhos, Bananeiras e Guarabira.</span><br />
<br />
<span style="font-family: Arial, Helvetica, sans-serif;">De acordo com o
ministério, o objetivo é incentivar o visitante a conhecer os atrativos
localizados no entorno das sedes, aumentando o fluxo turístico, a
distribuição de renda e a geração de emprego. No total, foram indicados
184 destinos em 21 estados. "Nossos estudos indicam que cada estrangeiro
realizará uma média de três viagens pelo Brasil durante o mês da Copa
do Mundo. Traçamos uma estratégia para intensificar o fluxo de
deslocamentos, beneficiando o maior número de municípios e distribuindo
melhor a geração de emprego e renda", antecipa o ministro do Turismo,
Gastão Vieira, através de sua assessoria de comunicação.</span><br />
<br />
<span style="font-family: Arial, Helvetica, sans-serif;">O ministério
estima que 600 mil estrangeiros e três milhões de brasileiros deverão
circular pelo Brasil no mês da Copa, totalizando 7,8 milhões de viagens
domésticas no período. O estudo começou há três meses, quando técnicos
do Ministério do Turismo e do Instituto Brasileiro de Turismo (Embratur)
promoveram uma oficina de trabalho para definir a matriz de seleção dos
destinos e produtos.</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">“Vamos ampliar o ganho do Brasil com o megaevento de 2014.</span><br />
<br />
<span style="font-family: Arial, Helvetica, sans-serif;">Queremos
receber bem os turistas, apresentar nossos atrativos turísticos e
incentivá-los a voltar ao País o mais brevemente possível", revelou
Gastão Vieira.</span><br />
<br />
<span style="font-family: Arial, Helvetica, sans-serif;">Dos 88
municípios selecionados, 72 localizam-se num raio de 300 quilômetros das
cidades-sede. Na Paraíba. a rota de Sol, Praia e Esporte está distante
apenas 118 quilômetros de Recife (PE) e a Rota Cultural há 182
quilômetros da cidade-sede.</span><br />
<br />
<span style="font-family: Arial, Helvetica, sans-serif;">Os municípios
selecionados, segundo o ministério, terão preferência na destinação de
recursos e no destaque da promoção oficial. O investimento em campanhas e
convênios para a promoção dos destinos turísticos deve ser neste ano
próximo de R$ 151 milhões, mesmo valor investido em 2011.</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">Para a promoção
internacional do turismo brasileiro, a expectativa é a de que a
Embratur disponha de R$ 139 milhões, mesmo valor de 2010.</span><br />
<br />
<br />
Fonte:JornaldaParaíba<br />
<a href="http://jornaldaparaiba.com.br/noticia/73938_paraiba-tem-10-cidades-incluidas-nos-destinos-da-copa-2014"><span style="font-size: xx-small;">http://jornaldaparaiba.com.br/noticia/73938_paraiba-tem-10-cidades-incluidas-nos-destinos-da-copa-2014</span></a></div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-48037971065670065.post-42021320142655778782012-01-08T18:35:00.001-08:002012-01-08T18:35:48.936-08:00Importância da educação para a humanidade<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;">A Educação é o
processo integral de formação humana, pois cada ser humano ao nascer, necessita
receber uma nova condição para poder existir no mundo da cultura. Esse processo
inclui a aquisição de produtos que fazem parte da herança civilizatória e que concorrem
para que os limites da natureza sejam transpostos. Entre eles se colocam os
conhecimentos racionais que promoveram o desenvolvimento científico e cultural
da humanidade, e a consciência de que o ser humano é o próprio produtor das
condições de reprodução de sua vida e das formas sociais de sua organização e
devem ser orientadas pelos princípios da solidariedade, do reconhecimento do
valor das individualidades, respeito às diferenças, e pela disciplina das
vontades.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-tab-count: 1;"> </span>Assim,
podemos considerar que a educação é o cerne do desenvolvimento da pessoa humana
e da sua vivência na sociedade. Nesse processo, o ser humano aprende os modelos
vigentes na sociedade, que perpassam todas as instâncias da vida, como hábitos,
costumes, crenças e valores. Segundo Libâneo (2003), a educação tem por objeto
fazer do indivíduo um instrumento de felicidade, para si mesmo e para os seus
semelhantes, porque a felicidade é coisa essencialmente subjetiva, que cada um
aprecia a seu modo. Tal fórmula deixa, portanto, indeterminado o fim da
educação, e por consequência à própria educação, que fica entregue ao arbítrio
individual.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;"><span style="mso-spacerun: yes;"> </span><span style="mso-tab-count: 1;"> </span>O
ser humano por não receber qualquer determinação por natureza pode construir o
seu modo de vida tendo por base a liberdade da vontade, a autonomia para
organizar os modos de existência e a responsabilidade pela direção de suas
ações. Essa característica constitui o fundamento da formação do sujeito ético.
Este deve ser o objetivo fundamental da Educação, ao qual deve ser submetida
toda e qualquer prática educativa, aí incluídas as escolares.</span> <span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;">“O homem é a única criatura que precisa ser educada.
Por educação entende-se o cuidado de sua infância (a conservação, o trato), a
disciplina e a instrução com a formação”. [...] “O homem não pode tornar-se um
verdadeiro homem senão pela educação. Ele é aquilo que a educação dele faz”
(KANT, 1996, pp. 11 e 15).</span></div>
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<span style="mso-tab-count: 1;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;">Na medida em que vai se tornando o mais legítimo
espaço na sociedade moderna para realizar a educação das crianças e dos
adolescentes, a educação terá de se transformar para recepcionar essa função
que lhe caberá por injunção social: a de ser, não apenas o lugar da
escolarização, mas, sobretudo o da formação humana e o da formação do sujeito
ético.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">
“A educação é então uma atividade, uma prática mediante a qual buscamos
aprender a praticar essa subjetividade e encontrar aí as referências para a
nossa vida, para as nossas ações que constituem de fato nossa existência real”
(SEVERINO, 2002,<b style="mso-bidi-font-weight: normal;"> </b>p. 186)<b style="mso-bidi-font-weight: normal;">.</b></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-tab-count: 1;"> </span>Entendemos
que a educação escolar não pode limitar-se a mera transmissão de conteúdos. É
preciso rever seu papel perante a sociedade de modo a resgatar a sua verdadeira
função social: a humanização do ser humano, para isso, é necessário o
conhecimento e a prática dos valores humanos inerentes ao homem, de modo a
ajudar cada ser na busca pelo conforto interior. <span style="mso-spacerun: yes;"> </span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;">Nessa
perspectiva, o ser humano precisa da educação, pois é ela que o faz humano: a
educação o forma; ela o constitui como humano. Kant ressalta a ideia de se dar
uma forma conveniente ao humano: “É entusiasmante pensar que a natureza humana
será sempre melhor desenvolvida e aprimorada pela educação e que é possível
chegar a dar aquela forma que em verdade convém à humanidade” (1996, p. 17).</span><span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;"> </span></div>
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<span style="mso-tab-count: 1;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;">Por fim, a educação promove a formação humana, a
qual torna o homem humano.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"></span></div>
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<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">REFERÊNCIAS</span></b></div>
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<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-bidi-font-size: 11.0pt;">KANT, I. <b style="mso-bidi-font-weight: normal;">Sobre a pedagogia</b>. Trad. Francisco Cock Fontanella. Piracicaba, SP:
Editora Unimep, 1996.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormalCxSpMiddle" style="line-height: normal; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">LIBÂNEO, José
Carlos. <b style="mso-bidi-font-weight: normal;">Adeus professor, Adeus
professora? </b>Novas exigências educacionais e profissão docente. 7ª ed. São
Paulo: Cortez, 2003. </span></div>
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<br /></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-bidi-font-size: 11.0pt;">SEVERINO,
A. J. A Filosofia da Educação no Brasil: esboço de uma trajetória. In:
GHIRALDELLI Jr., Paulo (org.). <b style="mso-bidi-font-weight: normal;"><span style="mso-bidi-font-style: italic;">O que é filosofia da educação</span></b><span style="mso-bidi-font-style: italic;">?</span> 3. Ed. Rio de Janeiro: DP&A,
2002.</span></div>
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<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Por Marilda Coelho da Silva </span></div>
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</div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-48037971065670065.post-77416572355678720002011-12-24T08:03:00.001-08:002011-12-24T08:03:03.899-08:00<div dir="ltr" style="text-align: left;" trbidi="on">
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/></div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-48037971065670065.post-36982159395007268292011-12-23T15:43:00.001-08:002011-12-23T15:43:48.765-08:00Os Dez Mandamentos da Serenidade, do papa João XXIII. O que acha deles? Servem para você também? Leia em forma de oração:<div dir="ltr" style="text-align: left;" trbidi="on">
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por hoje tratarei de viver exclusivamente este meu dia, sem querer resolver o
problema da minha vida, todo de uma vez; <br />
2. Só por hoje terei o máximo cuidado com o meu modo de tratar os outros:
delicado nas minhas maneiras; não criticar ninguém, não pretenderei melhorar ou
disciplinar ninguém senão a mim;<br />
3. Só por hoje me sentirei feliz com a certeza de ter sido criado para ser feliz
não só no outro mundo, mas também neste;<br />
4. Só por hoje me adaptarei às circunstâncias, sem pretender que as
circunstâncias se adaptem todas aos meus desejos;<br />
5. Só por hoje dedicarei dez minutos do meu tempo a uma boa leitura,
lembrando-me que assim como é preciso comer para sustentar meu corpo, assim
também a leitura é necessária para alimentar a vida da minha alma;<br />
6. Só por hoje praticarei uma boa ação sem contá-la a ninguém;<br />
7. Só por hoje farei uma coisa de que não gosto e se for ofendido nos meus
sentimentos procurarei que ninguém o saiba;<br />
8. Só por hoje farei um programa bem completo do meu dia. Talvez não o execute
perfeitamente, mas em todo o caso, vou fazê-lo. E me guardarei bem de duas
calamidades: a pressa e a indecisão;<br />
9. Só por hoje ficarei bem firme na fé de que a Divina Providência se ocupa de
mim, mesmo se existisse só eu no mundo – ainda que as circunstâncias manifestem
o contrário;<br />
10. Só por hoje não terei medo de nada. Em particular, não terei medo de gozar
do que é belo e não terei medo de crer na bondade.</span></div>
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</div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-48037971065670065.post-16342188670397442322011-12-23T15:15:00.001-08:002011-12-23T15:15:26.028-08:00Dom Damasceno fala do verdadeiro sentido do Natal<div dir="ltr" style="text-align: left;" trbidi="on">
<h3 class="post-title entry-title">
<br />
</h3>
<div class="post-header">
</div>
<div style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; line-height: 18px; margin-bottom: 15px; margin-top: 15px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;">
<img alt="dom_damasceno.cardeal" height="250" src="http://www.cnbb.org.br/site/images/stories/dom_damasceno.cardeal.jpg" style="background-attachment: initial; background-clip: initial; background-color: transparent; background-image: initial; background-origin: initial; border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; float: left; margin-bottom: 5px; margin-left: 5px; margin-right: 5px; margin-top: 5px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" width="288" /><span style="color: #444444; font-family: Verdana, sans-serif;">O
Cardeal Arcebispo de Aparecida e presidente da CNBB, dom Raymundo
Damasceno Assis deixou a sua mensagem de Natal aos internautas do portal
A12.com. Para o Cardeal, o natal deve ser a lembrança viva que o Filho
de Deus assumiu a condição humana e veio habitar entre nós, para trazer a
Salvação a todos.</span></div>
<div style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; line-height: 18px; margin-bottom: 15px; margin-top: 15px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;">
<span style="color: #444444; font-family: Verdana, sans-serif;">Leia na íntegra a mensagem do Cardeal Dom Raymundo Damasceno Assis:</span></div>
<div style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; line-height: 18px; margin-bottom: 15px; margin-top: 15px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;">
<span style="color: #444444; font-family: Verdana, sans-serif;">"Estamos
no Advento. Tempo de preparação para o Natal. A Igreja cuida em
preparar cada um de nós para viver plenamente o mistério da Encarnação
do Verbo, concebido virginalmente por Maria Santíssima, e da vinda
salvadora de Jesus. Nenhuma outra atividade deveria ser obstáculo para o
nosso encontro com Jesus.</span></div>
<div style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; line-height: 18px; margin-bottom: 15px; margin-top: 15px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;">
<span style="color: #444444; font-family: Verdana, sans-serif;">No
entanto, somos constantemente estimulados ao consumo exagerado. As
propagandas, as vitrines, as lojas, as luzes, o Papai Noel. enfim, tudo é
apresentado de modo como se a felicidade estivesse condicionada
unicamente ao ter. É claro que não há nenhum mal em dar e receber
presentes. Isto é uma forma de demonstrar carinho e gratidão a quem a
gente gosta. O perigo está em reduzir o Natal apenas a uma festa
comercial, em que somente é feliz quem pode comprar e ter mais.
Esquece-se o verdadeiro significado que deve ter a preparação do Natal.</span></div>
<div style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; line-height: 18px; margin-bottom: 15px; margin-top: 15px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;">
<span style="color: #444444; font-family: Verdana, sans-serif;">Mas, afinal, o que o Natal deveria ser?</span></div>
<div style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; line-height: 18px; margin-bottom: 15px; margin-top: 15px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;">
<span style="color: #444444; font-family: Verdana, sans-serif;">Deveria
ser a lembrança viva que o Filho de Deus assumiu a condição humana e
veio habitar entre nós, para trazer a Salvação a todos. Somente em Jesus
encontramos a verdadeira alegria e experimentamos o amor infinito de
Deus por nós. "Tanto Deus amou o mundo que lhe deu seu Filho Único" (Jo
3,16). Deveria ser oportunidade de conversão para uma vida nova. Tempo
de praticar mais a solidariedade e o amor ao próximo.</span></div>
<div style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; line-height: 18px; margin-bottom: 15px; margin-top: 15px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;">
<span style="color: #444444; font-family: Verdana, sans-serif;">Este
é o verdadeiro espírito natalino! Se conseguirmos vivenciar este
espírito, com certeza, teremos um Natal feliz, repleto de paz e amor.</span></div>
<div style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; line-height: 18px; margin-bottom: 15px; margin-top: 15px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;">
<span style="color: #444444; font-family: Verdana, sans-serif;">Feliz e Santo Natal a todos!"</span></div>
<div style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; line-height: 18px; margin-bottom: 15px; margin-top: 15px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;">
<span style="color: #444444; font-family: Verdana, sans-serif;">Dom Raymundo Damasceno Cardeal Assis, Arcebispo de Aparecida</span></div>
<div style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; line-height: 18px; margin-bottom: 15px; margin-top: 15px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;">
<span style="color: #444444; font-family: Verdana, sans-serif;"><br />
</span></div>
</div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-48037971065670065.post-17980302508161734792011-12-11T14:45:00.001-08:002011-12-11T14:45:47.739-08:00O PAPEL DA MULHER NA HISTÓRIA DO CRISTIANISMO<div dir="ltr" style="text-align: left;" trbidi="on">
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<div align="center" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="color: black; font-family: "Arial","sans-serif"; font-size: 14.0pt; line-height: 115%; mso-bidi-font-size: 16.0pt;">O PAPEL DA MULHER NA HISTÓRIA DO CRISTIANISMO</span></b></div>
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<br /></div>
<div align="right" class="MsoNormal" style="text-align: right;">
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<b style="mso-bidi-font-weight: normal;"><span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt;">RESUMO</span></b></div>
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<span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt;">Este artigo propõe analisar o papel da mulher na história do Cristianismo;
enfoca quais as imagens da mesma são projetadas pelo discurso da Igreja a luz
da Bíblia Sagrada e as consequências morais e sociais que delas podem ser
apresentadas. A participação da mulher na história do Cristianismo é um fato
inquestionável. No entanto, como na sociedade civil, a mulher herdou o
estereótipo de ser destinada unicamente “à procriação e aos trabalhos
domésticos”. Com isso, sua participação na vida eclesial, por muito tempo, foi
negada, apesar de que, a visão feminina do Novo Testamento sempre existiu, mas
o estudo sistematizado com vistas às revisões do papel da mulher na história do
Cristianismo é mais recente. Se analisarmos corretamente os textos bíblicos em
relação às mulheres, veremos que </span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">o Cristianismo dá à mulher o
respeito e o lugar de destaque que ela merece.</span><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt; line-height: 115%; mso-bidi-font-size: 12.0pt;">
</span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt;">Resgatar a atuação de agentes femininos
nos traz a possibilidade de compreender mais ainda a história de homens e
mulheres que atuaram em um movimento fecundo, como a história do Cristianismo.</span><span style="color: black; font-family: "Arial","sans-serif"; font-size: 1.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt;"></span></div>
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<span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt;">Palavras - chave: Mulher. Participação. Cristianismo.</span></div>
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<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-bidi-font-size: 11.0pt;">ABSTRACT</span></b></div>
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<span lang="EN-US" style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-bidi-font-size: 11.0pt;">This article proposes
to analyse the role of women in the history of Christianity; focuses on which
images are projected by the discourse of the Church the light of the Holy Bible
and the moral and social consequences which may be submitted. The participation
of women in the history of Christianity is an unquestionable fact. However, as
in civil society, the woman inherited the stereotype of being designed solely
"to the procreation and the housework". With this, its participation
in ecclesial life, for a long time, was denied, though, the feminine vision of
the New Testament has always existed, but the study systematized with views to
the revisions of the role of women in the history of Christianity is more
recent. If we analyze correctly the biblical texts in relation to women, we see
that Christianity gives the woman the respect and the prominent place that it
deserves. Rescue the female agents acting brings us the possibility to
understand the history of men and women who acted in a move fruitful, as the
history of Christianity.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="EN-US" style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-bidi-font-size: 11.0pt;">Keywords: Woman.
Participation. Christianity</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-bidi-font-size: 11.0pt;">INTRODUÇÃO</span></b></div>
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<br /></div>
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<br /></div>
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<span lang="EN-US" style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: EN-US; mso-bidi-font-size: 24.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR; mso-font-kerning: 18.0pt;"><span style="mso-tab-count: 1;"> </span></span><span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 24.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR; mso-font-kerning: 18.0pt;">Este
artigo analisa o papel da mulher na História do Cristianismo, para tanto,
tomou-se como texto base para análise documental a Bíblia Sagrada<a href="http://www.blogger.com/blogger.g?blogID=48037971065670065#_ftn2" name="_ftnref2" style="mso-footnote-id: ftn2;" title=""><span class="MsoFootnoteReference"><span style="mso-special-character: footnote;"><span class="MsoFootnoteReference"><span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: PT-BR; mso-bidi-font-size: 24.0pt; mso-bidi-font-weight: bold; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR; mso-font-kerning: 18.0pt;">[2]</span></span></span></span></a>.</span><span style="color: black; font-family: "Arial","sans-serif"; font-size: 14.0pt; line-height: 150%; mso-bidi-font-size: 24.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR; mso-font-kerning: 18.0pt;"> </span><span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;">Na Bíblia pode-se observar que muitas
mensagens de Cristo, incluem a mulher em seu ministério terreno.</span><span style="color: black;"> </span><span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;">Embora
esteja claro na palavra que Deus não formou a mulher para ocupar cargos de
liderança, ou posição de autoridade sobre o homem, também está claro que a
mulher foi firmada como uma companheira idônea e sábia, aquela que está diante
do marido para assisti-lo e completá-lo, dando-lhe condições de tomar decisões
sábias. </span></div>
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<span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><span style="mso-tab-count: 1;"> </span>Quando
se discute sobre o papel da mulher na história do Cristianismo, especialmente a
luz do Velho Testamento, o debate se torna polêmico. Muitos consideram a bíblia
como um livro, cujo conteúdo é machista. Segundo esta linha de pensamentos a
mulher é colocada à margem de tudo no relato bíblico. Todavia, o que se
evidencia no contexto histórico da antiguidade, no qual se desenvolveu o relato
do Velho Testamento, é o fator cultural daquela época onde os costumes e as
práticas de vida determinavam o meio com sua vivência social. Portanto, a
cultura de uma época influenciou a muitas gerações, e até o contexto atual,
muitos ainda negam a participação da mulher na história do Cristianismo. </span></div>
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<span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><span style="mso-spacerun: yes;"> </span>No decorrer da história do Cristianismo,
observa-se que a mulher vem de muitas lutas e conquistas, a qual com o passar
do tempo ganhou espaço e respeito e conquistou lugar no mundo pela sua
capacidade de comover, administrar e sensibilizar a sociedade.</span></div>
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<span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Analisando o relato bíblico é possível
perceber que a mulher ganha espaço, como algo essencial na criação. Sem a
presença da mesma, a criação seria incompleta e o homem estaria solitário e sem
procriação. Dessa forma, a mulher é parte integrante da criação da história e
da sociedade. Homem e mulher são dependentes um do outro para a perpetuação da
raça humana. Neste sentido, a mulher exerce seu papel na história como
instrumento de Deus agindo na dispensação da graça, ativa e direta no propósito
de Deus.</span></div>
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<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">A MULHER NA HISTÓRIA DO CRISTIANISMO</span></b></div>
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<br /></div>
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<br /></div>
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<span style="color: black; font-family: "Arial","sans-serif"; font-size: 9.0pt; line-height: 150%; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><span style="mso-spacerun: yes;"> </span></span><span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Analisando a
participação da mulher na história do Cristianismo<a href="http://www.blogger.com/blogger.g?blogID=48037971065670065#_ftn3" name="_ftnref3" style="mso-footnote-id: ftn3;" title=""><span class="MsoFootnoteReference"><span style="mso-special-character: footnote;"><span class="MsoFootnoteReference"><span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: PT-BR; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">[3]</span></span></span></span></a>, vamos inicialmente ao
encontro das sociedades de cultura de coleta e caça, nas quais, segundo Muraro
(1993), as mulheres tinham um papel central, em muitos casos vistas como
sagradas graças a sua capacidade de poder dar a vida e ajudar na fertilidade da
terra e dos animais. Nestas sociedades a força física não era uma necessidade.
Desta forma, a mulher possuía um lugar central. Somente nas sociedades em que a
coleta e a caça de pequenos animais se tornavam escassa instaura-se a supremacia
masculina, visto que antes masculino e feminino governavam o mundo
harmoniosamente.<span style="mso-spacerun: yes;"> </span></span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 18.0pt;">Quando
se fala em desenvolvimento humano, seja nos aspectos econômicos, sociais e
políticos, percebe-se que em qualquer situação, o cerne insurge e clama pelas
mulheres. São elas que cuidam da educação, saúde, maternidade, pobreza ou
riqueza. Em todos estes aspectos, as mulheres estão presentes, sofrendo as
consequências ou promovendo soluções.</span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;"> A
mulher coloca a serviço da humanidade seu potencial de reconciliação, sua
presença solidária e afetiva, sensível e dinâmica, sua capacidade especial de
amar, de perdoar e sempre retomar a vida com coragem e esperança.</span><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt; line-height: 150%; mso-bidi-font-size: 18.0pt;"> </span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 18.0pt;">Neste contexto, na
questão religiosa não é diferente: a mulher desempenhou e desempenha importante
papel na história do Cristianismo.</span><span style="font-family: "Arial","sans-serif"; font-size: 6.0pt; line-height: 150%; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"></span></div>
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<span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><span style="mso-tab-count: 1;"> </span>Apesar
de tantas descobertas que se tem alcançado até hoje, origem da vida é um
mistério no qual homem e mulher deve a sua vida. A inferioridade da mulher é
algo deturpado e degenerado. No plano da criação homem e mulher são sócios no
aspecto biológico sexual, social, moral e espiritual. A diferença estabelecida
por Deus entre o homem e mulher, está na atribuição de responsabilidade. O
homem possui uma hierarquia de compromissos. Neste sentido, é o homem que tem,
principalmente, que responder a voz de Deus. Entretanto, a mulher também tem
logo em seguida a mesma responsabilidade. Deus fala com a mulher e exige
respostas (GÊNESES 3: 13). </span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;"><span style="mso-tab-count: 1;"> </span>Na própria vida da Igreja, como
demonstra a história, houve mulheres que tiveram um papel decisivo e
desempenharam tarefas de valor considerável. Basta pensar-se nas fundadoras das
grandes Famílias religiosas, como por exemplo, Santa Clara e Santa Teresa de
Ávila. Esta última, depois, e Santa Catarina de Sena deixaram escritos tão
ricos de doutrina espiritual, que o Santo Padre Paulo VI as inscreveu entre os Doutores
da Igreja. E não se pode esquecer, ainda, o grande número de mulheres que se
consagraram ao Senhor para prática das obras de caridade ou para o trabalho nas
missões, e também o grande número daquelas que, como esposas cristãs, tiveram
uma influência profunda na própria família e em particular no transmitir a fé
aos seus filhos.</span><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;"></span></div>
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<span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;"><span style="mso-tab-count: 1;"> </span>Mata (2010, p. 116), lembra que no
Cristianismo primitivo as mulheres tiveram uma participação relativamente
ativa: “contavam-se mulheres entre os primeiros seguidores de Jesus. algumas,
notadamente em Corinto, exerceram um papel de liderança. Ao que tudo indica,
sua autoridade adveio da posse de dons carismáticos como a profecia e a
glossolalia<a href="http://www.blogger.com/blogger.g?blogID=48037971065670065#_ftn4" name="_ftnref4" style="mso-footnote-id: ftn4;" title=""><span class="MsoFootnoteReference"><span style="mso-special-character: footnote;"><span class="MsoFootnoteReference"><span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: PT-BR; mso-bidi-font-size: 11.0pt; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US;">[4]</span></span></span></span></a>”.</span><span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"></span></div>
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<span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">De acordo com Stanley (1998), a igreja
tanto nomeou diaconisas como diáconos para atuarem no desenvolvimento de
cerimônias cristãs religiosas. Essas mulheres ministravam a outras mulheres de
várias maneiras, tal como o ensino de catecúmenas, ajudando no batismo feminino
e acolhendo outras mulheres nos cultos da igreja; serviam também como
mediadoras entre os</span><span style="color: black;"> </span><span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">membros da igreja e cuidavam das necessidades físicas, emocionais e
espirituais dos encarcerados e dos perseguidos.</span></div>
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<br /></div>
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<span style="color: black; font-family: "Arial","sans-serif"; font-size: 10.0pt; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">A arte cristã do primeiro e segundo século descreve mulheres
desempenhando várias atividades espirituais – administrando a Ceia do Senhor,
ensinando, batizando, cuidando das necessidades físicas da congregação e
liderando as orações públicas (STANLEY, 1998, p. 42).</span></div>
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<span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;">Encontram-se nos Evangelhos mulheres que brilharam na história de
Jesus Cristo: profetizas, mártires, diaconisas, virgens, renunciantes,
monjas, enfim, grupos heterogêneos. Por exemplo, as duas figuras femininas que
se destacam em relação a Jesus foram: Maria, mãe dele e, Maria Madalena, ambas
tiveram destaque dentre tantas outras figuras femininas que alimentarão a
piedade mariana, sustentarão o ideal de virgindade, e constituirão as imagens
femininas para a futura iconografia cristã.</span></div>
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<span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><span style="mso-spacerun: yes;">
</span>Outra mulher de importante referência na Bíblia Sagrada foi</span><span style="color: black;"> </span><span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Miriã, ela é citada na história do
Cristianismo como profetisa, como aquela que liderou as mulheres israelitas em
canções e danças de louvor. Com essa afirmação, pode-se percebe-se que Miriã
desempenhou um papel de liderança entre as mulheres de Israel, colocando-a em
destaque em relação ao papel exercido pelos homens daquela época: “a</span><span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;"> profetisa Miriã, irmã de Arão, tomou um tamborim, e todas as
mulheres saíram atrás dela com tamborins e com danças”</span><span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"> (ÊXODO 15: 20, 21). </span></div>
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<span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Ainda sobre a posição de Miriã, como
líder de Israel, essa é indiscutível. De fato, ela era tão proeminente que um
profeta posterior, Miqueias, mencionou-a: “</span><span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;">Eu os tirei do Egito, salvando-os da escravidão, e enviei Moisés,
Arão e Miriã para os guiar pelo deserto”; </span><a href="" name="v4"></a><span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">“pois te fiz subir da terra do Egito, e da casa da servidão te
remi; e enviei adiante de ti a Moisés, Arão e Miriã</span><span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;">”</span><span style="color: black; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;"> </span><span style="color: black; font-family: "Arial","sans-serif"; font-size: 16.0pt; line-height: 150%; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><span style="mso-spacerun: yes;"> </span></span><span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">(MIQUEIAS 6: 4).</span></div>
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<span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">A expressão bíblica (GÊNESES 1: 24) que
destaca: “e serão ambos uma só carne”. Disto isto, percebe-se que não há
nenhuma afirmação ou ordem colocando o homem em posição superior a mulher na
história da criação. Nesta ótica, no propósito de Deus não existe predominância
masculina e nem subordinação feminina. Demonstra-se que não há inferioridade
entre homem e mulher, há uma celebração de unidade e igualdade.</span></div>
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<span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;">A Bíblia raramente se refere às mulheres cristãs sem falar sobre
suas boas obras (1 TIMÓTEO, 2: 9-10; 5: 10). </span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;">No
Novo Testamento, encontra-se as quatro filhas de Felipe que “profetizavam”,
isto é, falavam em público. Em Romanos (16. 7), nos deparamos com o nome de
Júnia, com certeza uma mulher, entre os apóstolos.</span><span style="color: black; font-family: "Arial","sans-serif"; font-size: 14.0pt; line-height: 150%; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"> </span><span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;">Também
tinha Dorcas, que praticava ações contínuas de bondade e caridade (ATOS, 9:
36-39); uma Maria que <span style="mso-bidi-font-style: italic; mso-bidi-font-weight: bold;">"muito trabalhou por vós"</span> (ROMANOS, 16: 6); </span><span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">as filhas de Filipe profetizaram (ATOS 21: 8,9)</span><span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;"> e Febe que servia à igreja de Cencréia </span><span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">e socorreu a muitos</span><span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;">
(ROMANOS, 16: 1-2). Lá se encontram exemplos de várias mulheres, como: Maria,
irmã de Marta e de Lázaro, que ungiu o corpo de Jesus para seu sepultamento (MARCOS,
14: 3-9). </span><span style="color: black; font-family: "Arial","sans-serif"; font-size: 14.0pt; line-height: 150%; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"></span></div>
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<br /></div>
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<span style="color: black; font-family: "Arial","sans-serif"; font-size: 10.0pt; mso-bidi-font-size: 11.0pt;">Estando ele em Betânia, reclinado à mesa, em casa de Simão, o
leproso, veio uma mulher trazendo um vaso de alabastro com preciosíssimo
perfume de nardo puro; e quebrando o alabastro, derramou o bálsamo sobre a
cabeça de Jesus. Indignaram-se alguns entre si e diziam: Para que este
desperdício de bálsamo? Porque este perfume poderia ser vendido por mais de
trezentos denários e dar-se aos pobres. E murmuravam contra ela. Mas Jesus
disse: Deixai-a; por que a molestais? Ela praticou boa ação para comigo. Porque
os pobres, sempre os tendes convosco e quando quiserdes, podeis fazer-lhes bem,
mas a mim nem sempre me tendes. Ela fez o que pôde: antecipou-se a ungir-me
para a sepultura. Em verdade vos digo: onde for pregado em todo o mundo o
evangelho será também contado o que ela fez para memória sua </span><span style="color: black; font-family: "Arial","sans-serif"; font-size: 10.0pt;">(MARCOS,
14: 3-9).</span></div>
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<br /></div>
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<span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;"><span style="mso-tab-count: 1;"> </span>No Novo Testamento as mulheres
também serviam como professoras. Pode-se observar como um exemplo importante à
referência a Priscila, em quatro das seis referências a esta mulher casada,
Paulo e Lucas quebram a regra usual, mencionando Priscila antes do marido - um
judeu por nome Áquila, natural do Ponto</span><span style="color: black; font-family: "Arial","sans-serif"; font-size: 14.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;"> </span><span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;">(ATOS 18: 18,
26; ROMANOS 16: 3; II TIMÓTEO, 4: 19). </span></div>
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<span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;"><span style="mso-tab-count: 1;"> </span>Percebe-se o papel de Priscila como
professora, nitidamente, na narrativa da visita de Apolo a Éfeso. </span><span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">“Ele começou a falar ousadamente na sinagoga: mas quando Priscila
e Áquila o ouviram, levaram-no consigo e lhe expuseram com mais precisão o
caminho de <a href="http://www.tiosam.org/e/Deus" target="_new" title="Deus na Enciclopédia"><span style="color: black;">Deus</span></a>” </span><span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;">(ATOS 18: 18-28). O texto de Atos nos dar uma
indicação clara do ensino feito com autoridade por uma mulher da Igreja.</span></div>
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<span style="font-family: "Arial","sans-serif";"><span style="mso-tab-count: 1;"> </span></span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;">Pedro
mostra que as mulheres devem dar mais importância ao caráter interior e menos à
aparência externa (1 Pedro 3: 1-6). Tanto os homens quanto as mulheres devem
ser o sal da terra e a luz do mundo (MATEUS, 5: 13-16). Enfim, mulheres e
homens são iguais diante de Deus e ambos têm maneiras importantes pelas quais
devem servir a Deus (GÁLATAS, 3: 28).</span></div>
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<span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;"><span style="mso-tab-count: 1;"> </span></span><span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 10.0pt;">Analisando a história de Débora é possível perceber uma aplicação
importante da liderança.</span><span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;"> Débora
foi a líder feminina mais proeminente dos primeiros tempos de Israel – ela
serviu como a líder principal sobre o povo. </span><span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">É apresentada
como uma juíza usada por Deus para libertar seu povo. </span><span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;">A posição que ocupava combinou o trabalho de
profeta e juíza. Os juízes funcionaram como o mais elevado tribunal de justiça
de Israel (Deut. 17:8-13). No desempenho dessa função, Débora assumiu o papel
de juiz nacional, quase da mesma forma como aconteceu com Moisés (ÊXODO, 18:
13).<span style="mso-spacerun: yes;"> </span></span></div>
<div style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
<span style="color: black; font-family: "Arial","sans-serif"; line-height: 150%; mso-bidi-font-size: 10.0pt;"><span style="mso-tab-count: 1;"> </span>Débora teve como
papel primário o de profeta, que poderia ser parte da função de alguém chamado
para liderar; contudo, um "líder" normalmente desempenha tal papel e
muito mais. Por definição, um profeta é um porta-voz de Deus. Por via de
contraste, um sacerdote traz orações, ofertas, sacrifícios e preocupações das pessoas
a Deus.</span><span style="color: black; font-family: "Arial","sans-serif"; font-size: 16.0pt; line-height: 150%; mso-bidi-font-size: 12.0pt;"></span></div>
<div style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
<span style="color: black; font-family: "Arial","sans-serif"; line-height: 150%; mso-bidi-font-size: 10.0pt;"><span style="mso-tab-count: 1;"> </span>Nesse sentido, o
papel principal de Débora era reunir as tropas e colocá-las na direção desejada
por Deus. Ou seja, sua missão iguala-se à tarefa principal do pastor, nos dias
de hoje. Os pastores têm de ter coragem para discernirem a palavra de Deus no
contexto da igreja para a qual Deus chamou-os; além disso, devem reunir as
pessoas, apontá-las na mesma direção e enviá-las com coragem e ousadia neste
mundo agonizante, para levar Cristo a todos que, desesperadamente, precisam
dele.</span></div>
<div style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
<span style="color: black; font-family: "Arial","sans-serif";"><span style="mso-tab-count: 1;"> </span>Portanto, a participação de Débora, como profetisa e
juíza, não era uma “pequena indústria” particular, praticada na sua casa, pelo
contrário, não existem quaisquer dúvidas de que Débora era a líder/juíza
reconhecida e nomeada pelos israelitas da época. Esse exemplo de Débora
confirma que nem Deus nem os hebreus da Antiguidade consideravam a liderança
feminina intrinsecamente inferior a masculina.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;"><span style="mso-tab-count: 1;"> </span>Para Mata (2010), o catolicismo
destaca com preeminência a participação da mulher em cerimônias religiosas.</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: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 4.0cm; margin-right: 0cm; margin-top: 0cm; text-align: justify;">
<span style="color: black; font-family: "Arial","sans-serif"; font-size: 10.0pt; mso-bidi-font-size: 11.0pt;">A bem da verdade, o domínio masculino nunca é absoluto. O
catolicismo popular se caracteriza, entre outras cosas, por uma certa
preeminência feminina na práxis religiosa cotidiana. Em grupos de oração, na
prática da reza do terço, na preparação e condução das cerimônias fúnebres, a
mulher adquire recolhimentos da América portuguesa – marcados por essa
impressionante corrente de espiritualidade que foi a devotio moderna -, a
mística feminina adquiriu uma importância inegável. Há quem fale numa
verdadeira feminização do misticismo ibérico ao longo do século XVI (p.
116-117).</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;"><span style="mso-tab-count: 1;"> </span></span><span style="color: black; font-family: "Arial","sans-serif"; font-size: 6.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;"></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; text-indent: 35.4pt;">
<span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">O papel da
mulher na história do Cristianismo é evidente desde o período que inicia a
criação do mundo, como nos mostra a Bíblia (GÊNESIS, 3-16). Deus disse também à
mulher: “multiplicarei os sofrimentos de teu parto; darás à luz com dor teus
filhos; teus desejos te impelirão para o teu marido e tu estarás sob o seu
domínio”. </span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;"><span style="mso-tab-count: 1;"> </span>Na <a href="http://pt.wikipedia.org/wiki/Enc%C3%ADclica" title="Encíclica"><span style="color: black;">Encíclica</span></a> <a href="http://pt.wikipedia.org/w/index.php?title=Da_Dignidade_da_Mulher&action=edit&redlink=1" title="Da Dignidade da Mulher (página não existe)"><span style="color: black;">da
Dignidade da Mulher</span></a>, o Papa João Paulo II escreveu sobre o papel
fundamental das mulheres na história do Cristianismo. Ele ressalta que as
religiosas católicas não fazem parte da hierarquia da Igreja, a qual possui
três graus que são: “os bispos, os padres e os diáconos”. Consta nesta
encíclica que há papéis femininos e masculinos na Igreja, uma divisão de
tarefas. As mulheres religiosas são consagradas a Deus, a diferença entre os
dois papéis está na função sacerdotal ministerial, que é destinada apenas aos
homens. O papa também afirma que o paraíso não é destinado aos ministros, mas
antes aos santos, homens ou mulheres<a href="http://www.blogger.com/blogger.g?blogID=48037971065670065#_ftn5" name="_ftnref5" style="mso-footnote-id: ftn5;" title=""><span class="MsoFootnoteReference"><span style="mso-special-character: footnote;"><span class="MsoFootnoteReference"><span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: PT-BR; mso-bidi-font-size: 11.0pt; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US;">[5]</span></span></span></span></a>. Com
isso, fica claro que a mulher não tem seu papel diminuído na visão do
imemorável papa João Paulo II.</span></div>
<div style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
<span style="font-family: "Arial","sans-serif";"><span style="mso-tab-count: 1;"> </span>Fiorenza
(1992) também menciona as mulheres que seguiram Jesus e defende a ideia de que
elas tiveram um papel relevante no movimento de Jesus. Para ela, esse movimento
histórico possuiu uma alta significação para os primórdios do cristianismo,
sendo responsáveis pela sua expansão.</span></div>
<div style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
<br /></div>
<div style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 4.0cm; margin-right: 0cm; margin-top: 0cm; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; mso-bidi-font-size: 12.0pt;">Nas mensagens
apostólicas paulinas, encontravam-se menção a várias mulheres. As referências
às mulheres que apareceram na literatura paulina e pós-paulinas, indicam que
foram patronas ricas do movimento missionário cristão e que ocuparam lugares
elevados no trabalho de evangelização. Eram mulheres das comunidades cristãs da
Galácia, de Jerusalém e de Antioquia (FIORENZA,1992, p. 193).</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="font-family: "Arial","sans-serif";"><span style="mso-tab-count: 1;"> </span></span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">A autora defende a ideia de
que as mulheres foram instrumentos para continuar o movimento iniciado por
Jesus e que lá estiveram envolvidas na expansão desse em direção aos gentios
das regiões adjacentes.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="mso-tab-count: 1;"> </span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;">De acordo com</span><span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;"> </span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;">Alexandre
(1990, pp. 511-63) faz uma exposição sobre os discursos e as imagens das
mulheres existentes nos textos fundadores da tradição cristã. Para a autora, o
poder das mulheres, desde as origens até a vitória do Cristianismo deveu-se à
sua fé e à facilidade de comunicação. “Mais facilmente libertas dos
constrangimentos políticos e sociais, das tradições religiosas e culturais da
cidade antiga, as mulheres pareciam estar adiante dos homens da sua família”.</span><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;"> </span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;">A sua influência
doméstica contribuiu para a conversão dos seus parentes e desempenhou um papel
essencial na transmissão da fé.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;"><span style="mso-tab-count: 1;"> </span>Martinho Lutero em seu programa de
Reforma aconselhou que os príncipes alemães organizassem escolas públicas para
meninos e meninas. Nunca a educação formal de jovens garotas foi alvo de um
programa sugerido por um líder religioso. Martin Bucer, reformador da cidade
estado de Estrasburgo, elaborou um ousado plano eclesiástico em 1532, no qual
estava prevista a ordenação de mulheres para o diaconato. </span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;"><span style="mso-tab-count: 1;"> </span>João Calvino trocou correspondência
com várias mulheres e, entre vários assuntos de natureza pastoral, até mesmo
pontos teológicos foram debatidos. O mesmo Calvino escreveu na edição francesa
de sua obra magna, as Institutas, datada de 1541, livro IV, capítulo XV, o
seguinte pensamento: “E alguma vez vai chegar a hora em que seria melhor que a
mulher falasse do que se calasse”<a href="http://www.blogger.com/blogger.g?blogID=48037971065670065#_ftn6" name="_ftnref6" style="mso-footnote-id: ftn6;" title=""><span class="MsoFootnoteReference"><span style="mso-special-character: footnote;"><span class="MsoFootnoteReference"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: PT-BR; mso-bidi-font-size: 11.0pt; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US;">[6]</span></span></span></span></a>.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;"><span style="mso-tab-count: 1;"> </span>Para o reformador de Genebra, a
restrição paulina encontrada em apenas um texto das Escrituras para a ordenação
de mulheres ao oficialato não deveria ser vista como um dogma de fé, mas, sim,
como uma convenção cultural de uma determinada época.</span><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="mso-tab-count: 1;"> </span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;">Calvino influenciou inúmeras mulheres a desempenharem uma
função prática de pastoras, mesmo que não fossem ordenadas para tal. É bastante
interessante o relato da historiadora estadunidense Natalle Daves a respeito da
participação feminina: </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: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 4.0cm; margin-right: 0cm; margin-top: 0cm; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; mso-bidi-font-size: 11.0pt;">Algumas
mulheres prisioneiras nas cadeias da França pregavam para grande consolo de
ambos os ouvintes, homens e mulheres. O nosso jurista, ex-calvinista, Florimond
de Raemond, deu vários exemplos, tanto de conventículos protestantes quanto de
serviços reformados regulares - até o fim de 1572 - de mulheres que, enquanto
esperavam a chegada de um pregador, subiam ao púlpito e liam a Bíblia. Uma
teóloga até travou discussão pública com seu pastor. Finalmente, em algumas igrejas
reformadas no sudoeste de Paris, numa área em que tecelões e mulheres tinham
sido convertidos anteriormente, irrompeu um movimento para que leigos
pregassem. Isto permitiria que ambos, mulheres e homens sem instrução, se
levantassem na igreja e falassem sobre as coisas santas<a href="http://www.blogger.com/blogger.g?blogID=48037971065670065#_ftn7" name="_ftnref7" style="mso-footnote-id: ftn7;" title=""><span class="MsoFootnoteReference"><span style="mso-special-character: footnote;"><span class="MsoFootnoteReference"><span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; line-height: 115%; mso-ansi-language: PT-BR; mso-bidi-font-size: 11.0pt; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US;">[7]</span></span></span></span></a>.</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="mso-tab-count: 1;"> </span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;">Dentro da esfera calvinista, não pode-se nos esquecer do
nome da rainha de Navarra, Jeane d´Albret. Sem fazer uso da violência ou
perseguição religiosa, Jeane estabeleceu oficialmente a fé reformada na região
de Bearn, organizando a igreja segundo os moldes genebrinos. Sua influência era
sentida tanto em assuntos burocráticos, como nos aspectos teológicos.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.4pt;">
<span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;">Portanto, constatou-se também que Jesus teve a ousadia de incluir
mulheres entre os seus seguidores, as quais o acompanhavam; algumas haviam sido
curadas por ele (Lc. 8: 1-3). Tais mulheres seguiam-no por duas razões
principais: </span><span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">primeiro, eram mulheres que foram curadas por
Jesus, e em sinal de gratidão o seguiam para ajudá-lo em sua caminhada, pois
eram mulheres ricas, como exemplo, temos Joana, mulher de Cuza, procurador de
Herodes. </span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.4pt;">
<span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">O segundo motivo destas mulheres
seguirem Jesus, é que a situação da mulher naqueles tempos era de grande
humilhação, inferioridade e discriminação por parte dos homens, não
havendo nenhuma consideração de igualdade entre marido e mulher, muito pelo
contrário a mulher servia apenas para procriar. </span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 189.75pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 189.75pt;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 189.75pt;">
<b style="mso-bidi-font-weight: normal;"><span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-bidi-font-size: 11.0pt;">CONSIDERAÇÕES FINAIS</span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 189.75pt;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 189.75pt;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 189.75pt;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 35.45pt; text-align: justify;">
<span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;"><span style="mso-tab-count: 1;"> </span>De acordo com a
análise realizada, constatou-se que foram muitos os empecilhos para a mulher
legitimar sua participação na história, em especial, no início do Cristianismo,
desde os costumes, preconceitos, comportamentos e atitudes culturais, que dizem
respeito à mulher e seu papel na sociedade, na família e na Igreja, que foram
sacralizados, impedindo o surgimento de uma nova consciência. Porém, esses
empecilhos foram vencidos e hoje já se pode discutir e destacar a importância
do papel na história do Cristianismo. </span><span style="color: black; font-family: "Arial","sans-serif"; font-size: 10.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.4pt;">
<span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">E Jesus, como era contra todo tipo de
discriminação e preconceito, defendia a igualdade da mulher em relação ao seu
marido. Mais uma motivo de gratidão daquelas mulheres para seguir o Mestre e o
ajudar em sua caminhada. Assim, O grupinho das discípulas de Jesus estava
ligado a ele por laços de afeto e gratidão. </span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 35.45pt; text-align: justify;">
<span class="destacado"><span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;"><span style="mso-tab-count: 1;"> </span>É
importante ressaltar que, a tradição cristã sempre manteve a igualdade
espiritual entre mulheres e homens, inclusive na separação das funções e na não
consideração das mulheres como seres socialmente inferiores, ideia que
caracterizava algumas culturas antigas: as virtudes heroicas necessárias para a
santidade de um ser humano são as mesmas para as mulheres e para os homens,
embora eles realizem papéis diferentes. E o reconhecimento da dignidade humana
e espiritual das mulheres sempre esteve presente no pensamento da Igreja sobre
a família.</span></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 35.45pt; text-align: justify;">
<span style="mso-tab-count: 1;"> </span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;">Todavia, com o passar do tempo, principalmente dentro do
cristianismo protestante, a mulher, mesmo no meio de uma cerrada cruzada
fundamentalista, tem conquistado seu espaço. No Brasil, denominações irmãs como
Exército da Salvação, Igreja do Evangelho Quadrangular, Episcopal Anglicana,
Metodista do Brasil, Evangélica de Confissão Luterana, Presbiteriana Unida e
uma infinidade de comunidades de pentecostais livres ordenaram mulheres aos
diferentes níveis de oficialato.</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;"><span style="mso-tab-count: 1;"> </span></span><span class="destacado"><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;"></span></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 6.0pt; text-align: justify; text-indent: 35.4pt;">
<br /></div>
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<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 6.0pt; text-align: justify; text-indent: 35.4pt;">
<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span style="color: black; font-family: "Arial","sans-serif"; font-size: 14.0pt; mso-bidi-font-size: 11.0pt;">REFERÊNCIAS</span></b></div>
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<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 189.75pt; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-bidi-font-size: 11.0pt;">ALEXANDRE, M. Do
Anúncio do Reino à Igreja - papéis, ministérios, poderes femininos. In PERROT,
Michelle e DUBY, Georges. <b style="mso-bidi-font-weight: normal;">História das
Mulheres no Ocidente</b>. Trad. Maria Helena C. Coelho e Alberto Couto. Porto:
Edições Afrontamento, 1990. </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 189.75pt;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 189.75pt; text-align: justify;">
<span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-bidi-font-size: 11.0pt;">AQUINO,
Ítalo de Souza. <b style="mso-bidi-font-weight: normal;">Como escrever Artigos
Científicos – sem arrodeio e sem medo da ABNT</b>. João Pessoa: Editora
Universitária (UFPB), 2007.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 189.75pt;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 189.75pt;">
<span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-bidi-font-size: 10.0pt; mso-bidi-font-style: italic;">BÍBLIA
Sagrada</span><span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-bidi-font-size: 10.0pt;">. 9ª ed. Ave Maria, 1966.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 189.75pt;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 189.75pt;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-bidi-font-size: 11.0pt;">BÍBLIA. Português. <b>Bíblia Sagrada</b>.
São Paulo: Loyola, 1989.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 189.75pt;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 189.75pt; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-bidi-font-size: 11.0pt;">FIORENZA, E. S. <b style="mso-bidi-font-weight: normal;">As origens cristãs a partir da mulher: uma
nova hermenêutica</b>. Trad João Rezende Costa. São Paulo: Edições Paulinas,
1992.</span><span style="font-family: "Arial","sans-serif"; font-size: 16.0pt; mso-bidi-font-size: 10.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 189.75pt;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 189.75pt;">
<span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-bidi-font-size: 10.0pt;">MATA, Sérgio da. <b style="mso-bidi-font-weight: normal;">História e Religião</b>. Belo Horizonte:
Autêntica Editora, 2010.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 189.75pt;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 189.75pt;">
<span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-bidi-font-size: 11.0pt;">STANLEY, J. Grenz. <b style="mso-bidi-font-weight: normal;">Mulheres na Igreja</b>. Ed. Candeia, 1998.</span></div>
<div style="mso-element: footnote-list;">
<br clear="all" />
<hr align="left" size="1" width="33%" />
<div id="ftn1" style="mso-element: footnote;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<a href="http://www.blogger.com/blogger.g?blogID=48037971065670065#_ftnref1" name="_ftn1" style="mso-footnote-id: ftn1;" title=""><span class="MsoFootnoteReference"><span style="font-family: "Arial","sans-serif"; font-size: 10.0pt;"><span style="mso-special-character: footnote;"><span class="MsoFootnoteReference"><span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; line-height: 115%; mso-ansi-language: PT-BR; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US;">[1]</span></span></span></span></span></a><span style="font-family: "Arial","sans-serif"; font-size: 10.0pt;"> Aluna especial da disciplina
História das religiões e manifestações culturais no Brasil, do Programa de
Pós-graduação em História da UFCG, ministrada pelo Profº. Dr. João Marcos
Leitão dos Santos. <a href="mailto:marildagabriela@yahoo.com.br">marildagabriela@yahoo.com.br</a>.
</span></div>
</div>
<div id="ftn2" style="mso-element: footnote;">
<div style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<a href="http://www.blogger.com/blogger.g?blogID=48037971065670065#_ftnref2" name="_ftn2" style="mso-footnote-id: ftn2;" title=""><span class="MsoFootnoteReference"><span style="font-family: "Arial","sans-serif"; font-size: 10.0pt;"><span style="mso-special-character: footnote;"><span class="MsoFootnoteReference"><span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; line-height: 115%; mso-ansi-language: PT-BR; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">[2]</span></span></span></span></span></a><span style="font-family: "Arial","sans-serif"; font-size: 10.0pt;"> <span style="mso-bidi-font-style: italic;">BÍBLIA Sagrada</span>. 9ª ed. Ave Maria,
1966.</span></div>
<div class="MsoFootnoteText" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
</div>
<div id="ftn3" style="mso-element: footnote;">
<div class="MsoFootnoteText" style="text-align: justify;">
<a href="http://www.blogger.com/blogger.g?blogID=48037971065670065#_ftnref3" name="_ftn3" style="mso-footnote-id: ftn3;" title=""><span class="MsoFootnoteReference"><span style="mso-special-character: footnote;"><span class="MsoFootnoteReference"><span style="font-family: "Calibri","sans-serif"; font-size: 10.0pt; line-height: 115%; mso-ansi-language: PT-BR; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US;">[3]</span></span></span></span></a> <span style="font-family: "Arial","sans-serif";">A <a href="http://www.suapesquisa.com/pesquisa/religiao.htm">religião</a> cristã
surgiu na região da atual Palestina no século I. Essa região estava sob domínio
do Império Romano neste período. Criada por Jesus, espalhou-se rapidamente
pelos mundo todo.</span></div>
</div>
<div id="ftn4" style="mso-element: footnote;">
<div class="MsoFootnoteText">
<a href="http://www.blogger.com/blogger.g?blogID=48037971065670065#_ftnref4" name="_ftn4" style="mso-footnote-id: ftn4;" title=""><span class="MsoFootnoteReference"><span style="font-family: "Arial","sans-serif";"><span style="mso-special-character: footnote;"><span class="MsoFootnoteReference"><span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; line-height: 115%; mso-ansi-language: PT-BR; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US;">[4]</span></span></span></span></span></a><span style="font-family: "Arial","sans-serif";"> Capacidade de falar línguas.</span></div>
</div>
<div id="ftn5" style="mso-element: footnote;">
<div class="MsoFootnoteText">
<a href="http://www.blogger.com/blogger.g?blogID=48037971065670065#_ftnref5" name="_ftn5" style="mso-footnote-id: ftn5;" title=""><span class="MsoFootnoteReference"><span style="font-family: "Arial","sans-serif";"><span style="mso-special-character: footnote;"><span class="MsoFootnoteReference"><span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; line-height: 115%; mso-ansi-language: PT-BR; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US;">[5]</span></span></span></span></span></a><span style="font-family: "Arial","sans-serif";"> <a href="http://pt.wikipedia.org/wiki/Feminismo">http://pt.wikipedia.org/wiki/Feminismo</a>,
Acesso em 09 de agosto de 2011.</span></div>
</div>
<div id="ftn6" style="mso-element: footnote;">
<div class="MsoFootnoteText" style="text-align: justify;">
<a href="http://www.blogger.com/blogger.g?blogID=48037971065670065#_ftnref6" name="_ftn6" style="mso-footnote-id: ftn6;" title=""><span class="MsoFootnoteReference"><span style="font-family: "Arial","sans-serif";"><span style="mso-special-character: footnote;"><span class="MsoFootnoteReference"><span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; line-height: 115%; mso-ansi-language: PT-BR; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US;">[6]</span></span></span></span></span></a><span style="font-family: "Arial","sans-serif";"> <a href="http://mais.uol.com.br/view/fhtaeq67a15x/a-mulher-e-o-cristianismo-um-passeio-pela-historia-0402336ED4C12326?types=A&">http://mais.uol.com.br/view/fhtaeq67a15x/a-mulher-e-o-cristianismo-um-passeio-pela-historia-0402336ED4C12326?types=A&</a>.
Acesso em 15 de julho de 2011.</span></div>
</div>
<div id="ftn7" style="mso-element: footnote;">
<div class="MsoFootnoteText" style="text-align: justify;">
<a href="http://www.blogger.com/blogger.g?blogID=48037971065670065#_ftnref7" name="_ftn7" style="mso-footnote-id: ftn7;" title=""><span class="MsoFootnoteReference"><span style="font-family: "Arial","sans-serif";"><span style="mso-special-character: footnote;"><span class="MsoFootnoteReference"><span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; line-height: 115%; mso-ansi-language: PT-BR; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US;">[7]</span></span></span></span></span></a><span style="font-family: "Arial","sans-serif";"> <a href="http://mais.uol.com.br/view/fhtaeq67a15x/a-mulher-e-o-cristianismo-um-passeio-pela-historia-0402336ED4C12326?types=A&">http://mais.uol.com.br/view/fhtaeq67a15x/a-mulher-e-o-cristianismo-um-passeio-pela-historia-0402336ED4C12326?types=A&</a>.
Acesso em 13 de julho de 2011.</span></div>
</div>
</div>
</div>Unknownnoreply@blogger.com1tag:blogger.com,1999:blog-48037971065670065.post-66486838620633653632011-12-11T14:43:00.001-08:002011-12-11T14:43:50.499-08:00Como agir com ética diante de uma gravidez indesejada?<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="font-family: "Times New Roman","serif";">Atualmente
muito se fala em ética, ou simplesmente na falta da mesma. A ética é um
conjunto de valores morais e princípios que norteiam a conduta humana na
sociedade. Segundo Souza (2011) “na vida cotidiana, emitimos permanentemente
juízos morais, dizemos que alguém agiu corretamente, que uma pessoa foi
antiética etc. todos temos concepções do certo e do errado”. Todavia, como
proceder dentro dos princípios éticos diante de uma situação onde tenha que se
fugir desses princípios, como o caso de uma gravidez indesejada, que o único
caminho a ser seguido pela vítima é um aborto? </span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Times New Roman","serif";"><span style="mso-tab-count: 1;"> </span>Ética é todo ato que conduz ao bem
de forma livre e consciente. Toda cultura e cada sociedade institui uma moral,
isto significa, valores relacionados ao bem e ao mal, ao permitido e ao
proibido, e à conduta correta, válidos para todos os seus membros. Culturas e
sociedades fortemente hierarquizadas e com diferenças muito profundas de
classes podem até mesmo possuir várias morais, cada uma delas referidas aos
valores de uma classe social. No entanto, há casos específicos em que as
pessoas são conduzidas por caminhos que fogem da ética, como no caso de uma
gravidez indesejada, em que a vítima só tem o aborto como saída. Vejamos a
seguinte situação: o local que muitas vezes parece ser um âmbito seguro passa a
ser cenário de abusos que marcam a vida de crianças e adolescentes. É entre as
quatro paredes das quais deveríamos chamar de “lar” que abusos acontecem,
muitas vezes por pais, parentes e até mesmo pessoas conhecidas da família que
frequentam a nossa casa, resultam em gravidez. </span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Times New Roman","serif";"><span style="mso-tab-count: 1;"> </span>Percebemos que todas as sociedades
têm seus princípios morais, sua ética. Entretanto, muitas vezes elas têm que
fugir desses princípios no momento de tomar uma decisão precisa, como no caso
do aborto, que mesmo sendo contra os princípios morais/éticos não visualizam
outra alternativa. </span></div>
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<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;">
<span style="font-family: "Times New Roman","serif";">(Autoras: Maria Gabriela C. B. Nóbrega / Marilda Coelho da
Silva). </span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif";"><span style="mso-tab-count: 1;"> </span></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif";">Referência</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif";">SOUZA, Draiton. <b style="mso-bidi-font-weight: normal;">O desafio da reflexão ética</b>. Mundo
Jovem, ano 3 , n. 11, fev. de 2011.</span></div>
</div>Unknownnoreply@blogger.com1tag:blogger.com,1999:blog-48037971065670065.post-8351055415595708642011-10-28T17:10:00.000-07:002012-11-25T17:19:51.108-08:00FINADOS: CELEBRAÇÃO DA VIDA<div dir="ltr" style="text-align: left;" trbidi="on">
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<div class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify; text-indent: 35.45pt;">
<span style="color: black; font-family: "Times New Roman","serif"; line-height: 115%;">No próximo dia 02 de
novembro quase todo o mundo celebra o dia de finados, mais precisamente toda a
Igreja celebra o dia de todos os fiéis defuntos. Os primeiros sinais de uma
celebração de todos os defuntos são encontrados em Sevilha (Espanha), no séc.
VII, e em Fulda (Alemanha), no séc. IX. O verdadeiro fundador da festa, porém,
é Santo Odilon, abade de Cluny (França).</span></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify; text-indent: 35.45pt;">
<span style="color: black; font-family: "Times New Roman","serif"; line-height: 115%;">Para muitos este dia
não passa de um feriado, ou seja, dia de descansar de suas atividades comuns.
Para outros é dia de fazer memória dos seus queridos que já se foram, dia este
não de tristeza mais de uma profunda alegria e memento de reflexão sobre o
verdadeiro sentido da morte. Esta morte a que nos referimos é lucro. Como nos
afirma Paulo: Para mim, viver é Cristo, e morrer é lucro (Fl. 1,21). Como unir-se a Cristo, espírito da vida,
senão pela morte do corpo? Morramos então com ele, para com ele vivermos.
Morramos diariamente no desejo e em ato, para que, por esta segregação, nossa
alma aprenda a se subtrair das concupiscências corporais. </span></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify; text-indent: 35.45pt;">
<span style="color: black; font-family: "Times New Roman","serif"; line-height: 115%;">A morte não ofusca
jamais o amor que sentimos pelos nossos amigos e familiares que já se foram,
por isso temos este dia tão especial dedicado exclusivamente a eles. Como diz o
memorável João Paulo II no seu documento <b>Reconciliatio
et poenitentia</b>: <b>“... os vínculos de amor que unem pais e filhos, esposas
e esposos, irmãos e irmãs, assim como os ligames de verdadeira amizade entre as
pessoas, não se perdem nem terminam com o indiscutível evento da morte</b>.”</span></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify; text-indent: 35.45pt;">
<span style="color: black; font-family: "Times New Roman","serif"; line-height: 115%;">Tradicionalmente,
muitas pessoas neste dia retiram-se para o cemitério para simbolicamente
acender suas velas, velas esta que aponta a luz verdadeira que é o próprio
Cristo. A luz também nos recorda a vida, porque nosso Deus é “o Deus dos vivos
e não dos mortos”. Por isso acreditamos piamente que nossos queridos que já se
foram não estão mortos e sim vivos, portanto, se vivos nossas orações podem
atingi-los ainda, de maneira especial a Santa Missa – memorial da Páscoa de
Cristo que abriu aos que têm fé em Cristo à vida eterna. Fazer memória dos
mortos é também um dia propício para pensarmos no dia da nossa “morte”, ou
seja, fazer uma reflexão sobre a vida. </span></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify; text-indent: 35.45pt;">
<span style="color: black; font-family: "Times New Roman","serif"; line-height: 115%;">Portanto, que a
esperança da ressurreição nos anime, pois os que perdemos neste mundo
tornaremos a vê-los no outro; basta para isso crermos no Senhor com verdadeira
fé. E dizer com fervor: <b>Ó morte, que
separastes os casados e, tão dura e cruelmente, separas também os amigos! Mas
teu poder já está esmagado! Teu domínio impiedoso foi aniquilado por aquele que
te ameaçou com o brado de Oséias:</b> Ó morte, eu serei a tua morte! (Os 13,
14). Nós também podemos desafiar-te com as palavras do Apóstolo: ó morte, onde
está a tua vitória? Onde está o teu aguilhão? (I Cor 15,55). A morte foi morta
por Cristo e nós também a venceremos. Amém!</span></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify; text-indent: 35.45pt;">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center; text-indent: 35.4pt;">
<span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;">
(Autores: <b>Marilda Coelho da Silva
/</b> <b>Rozil da Silva Gomes)</b></span></div>
</div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-48037971065670065.post-55016287238180101722011-10-02T18:12:00.000-07:002012-11-25T17:22:57.707-08:00Transplante salva esperancense<div dir="ltr" style="text-align: left;" trbidi="on">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgbOuGWGobn3KOnCiOKGZFb_Zv7ucUnpB7rudEGz-OgrQcuuHa5dBhlJHLb9rF4scXjYcF38VNGbUwcV2gf4waH7iy6loeFIcbI1A8QihtFB8zqMyYkTRncKfsBxIMca9g2v4aH9rHHkX8/s1600/romo%255B.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgbOuGWGobn3KOnCiOKGZFb_Zv7ucUnpB7rudEGz-OgrQcuuHa5dBhlJHLb9rF4scXjYcF38VNGbUwcV2gf4waH7iy6loeFIcbI1A8QihtFB8zqMyYkTRncKfsBxIMca9g2v4aH9rHHkX8/s400/romo%255B.JPG" width="357" /></a></div>
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O esperancense Romoaldo Guimarães Batista foi salvo por um gesto de amor: <span class="apple-style-span"><span style="font-size: 11pt;">paciente renal crônico, Romoaldo teve o seu Transplante de Rins realizado no dia 30 de março de 2011, no Hospital Antônio Targino, do qual se recuperou muito bem, e hoje leva uma vida tranquila junto aos familiares, inclusive já realiza, aos poucos, suas atividades profissionais. </span></span></div>
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<span class="apple-style-span"><span style="font-size: 11pt;"> </span></span>Num gesto humano de amor ao próximo, Romoaldo agora luta pela salvação de outros pacientes que esperam na fila de transplante por um gesto de solidariedade também, incentivando através da campanha <b>DOE ÓRGÃOS: ESPERANÇA DE VIDA! </b><span class="apple-style-span"><b><span style="font-size: 11pt;"> </span></b></span><span class="apple-style-span"><span style="font-size: 11pt;">que as pessoas se conscientizem da importância de doar órgãos.</span></span></div>
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Doar órgãos é um ato de amor e solidariedade. Quando um transplante é bem sucedido, uma vida é salva e com ele resgate-se também a saúde física e psicológica de toda a família envolvida com o paciente transplantado.</div>
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Assim como a campanha de doação de órgãos que <strong>ROMOALDO </strong><strong><span style="font-weight: normal;">lidera,</span></strong> muitas outras ONGs espalhadas pelo território nacional se propõem a incentivar a doação e levar a informação correta à população sobre Transplantes de Órgãos. Através da informação poderemos alterar esses dados. Quanto mais a população se conscientizar da importância de se tornar um doador, menor será a angustiante fila de espera por órgãos.</div>
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<span style="font-size: 11pt;">A doação de órgãos no Brasil é regulamentada por lei desde 1997. Para se <span style="color: black;">tornar um doador, é necessário conversar com a família e deixar claro esse desejo. Não é preciso deixar nada por escrito, apenas os familiares devem se comprometer a autorizar a doação por escrito após a morte. <br />
Essa doação de órgãos só é feita após a constatação de morte encefálica e se uma ou mais partes do corpo (órgãos ou tecidos) estiverem em condições de serem aproveitadas para transplantes.</span></span></div>
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<span style="color: black; font-size: 11pt;"> Para Romoaldo o transplante significou: “<b>nascer para uma nova vida, portanto, espero que a minha felicidade se estenda a todos que precisam de uma doação de órgãos, que Deus ilumine o caminho de todos e uma esperança de vida nova”.</b></span></div>
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<span style="font-size: 11pt;">Marilda Coelho da Silva (Professora / Historiadora e Especialista em Educação Profissional de Jovens e Adultos – PROEJA / Graduanda em Filosofia / Coordenadora de Ciências Humanas e suas Tecnologias na cidade de Esperança).</span></div>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-48037971065670065.post-42896714518136597892011-08-28T05:49:00.000-07:002012-11-25T17:21:32.184-08:00Uso de drogas e o baixo rendimento escolar<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="font-size: 11pt; line-height: 115%;">A percepção humana e o julgamento moral sobre o consumo de drogas evoluíram constantemente e muito vem se baseando na relação humana com o uso dessas substâncias entre adolescentes e a população local, a exemplo do álcool, tabaco e outras drogas. Dessa forma, tem merecido destaque os estudos epidemiológicos sobre o consumo de drogas com a população jovem, enfatizando as políticas públicas de prevenção e tratamento, tendo em vista que o uso dessas substâncias psicoativas entre adolescentes é uma questão de saúde pública.</span></div>
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<span style="font-size: 11pt; line-height: 115%;">É preocupante esta iniciação precoce do uso de drogas e seus efeitos na saúde mental e física dos adolescentes sendo importante que as intervenções se voltem para os aspectos de vulnerabilidade inerentes à idade e estabeleçam ações para prevenir o primeiro uso de substâncias psicoativas.</span></div>
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<span style="font-size: 11pt; line-height: 115%;">Nos adolescentes, bem como nos adultos, percebemos que as drogas lícitas (tabaco e álcool) são oferecidas de maneira mais fácil, aumentando seu consumo. Embora dados apontem que as drogas consumidas entre os jovens são os inalantes ou solventes.</span></div>
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<span style="font-size: 11pt; line-height: 115%;">A esse respeito, estudos recentes sobre o uso de substâncias psicoativas, evidenciam que o álcool de modo geral, inicia-se na adolescência, seguido pelo tabaco e outras drogas, e se manteve associada à faixa etária de 15 a 20 anos para as três substâncias. Dessa forma, o uso das drogas lícitas (álcool e tabaco) se assemelha tanto para adultos como pelos adolescentes.</span></div>
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<span style="font-size: 11pt; line-height: 115%;">Podemos destacar, também, como diferença no uso de drogas entre adultos e adolescentes que, muitos adultos pode se constituir como fator de risco para os adolescentes, pois são exemplos de referência tanto de estímulo como de tolerância.</span></div>
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<span style="font-size: 11pt; line-height: 115%;">O perfil epidemiológico do uso de drogas no âmbito nacional aponta a predominância das drogas lícitas – álcool e tabaco, tanto para usuários adultos como para os adolescentes. Embora, as pesquisas revelem que a incidência das ilícitas vem ganhando espaço consideravelmente.</span></div>
<div class="MsoNormal" style="line-height: 115%; text-align: justify; text-indent: 35.4pt;">
<span style="font-size: 11pt; line-height: 115%;">O uso indevido de bebidas alcoólicas e de outros tipos de drogas, é considerado um grave problema de saúde pública Além da sua prevalência na população adulta, esse comportamento está presente igualmente entre adolescentes, repercutindo na sua saúde física e mental. O consumo de álcool pode ser advindo do estilo de vida atual, dos elevados níveis de estresse, de ansiedade, de baixa autoestima, sentimentos depressivos, e problemas relacionados à escola. </span></div>
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<span style="font-size: 11pt; line-height: 115%;">Ressaltamos que, várias são as possíveis interpretações sobre a associação do consumo de álcool, tabaco e outras substâncias com o trabalho entre adolescentes, nas quais destacamos: os jovens em contato com outras pessoas mais velhas no ambiente de trabalho, que usam drogas, apresentam chances maiores para sua iniciação no consumo; adolescentes já usuários de substâncias psicoativas, com renda disponível aumentada por mais horas de trabalho, podem encontrar no trabalho uma motivação para apoiar este uso de drogas; o trabalho pode ser estressante para os adolescentes, e eles podem tentar aliviar a tensão usando alguma substância psicoativa; a transição precoce para os papéis de adulto pode ser um mecanismo que conectaria maior atividade de trabalho e uso de alguma substância psicoativa. </span></div>
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<span style="font-size: 11pt; line-height: 115%;">Em se tratando da associação de atividades e uso de substâncias psicoativas, estudos indicam ausência às aulas e baixo rendimento escolar como fatores que se relacionam ao consumo de drogas.</span></div>
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<span style="font-size: 11pt; line-height: 115%;"> Neste contexto, a escola com base em alguns princípios norteadores como: Verdade, Justiça, Amizade, Respeito, Solidariedade, Integridade e Valorização dos educandos e educadores, deve definir uma linha de ação que possibilite desenvolver as atividades, intimamente articuladas ao compromisso sociopolítico com interesses reais voltados para o alcance de uma mudança significativa de concepções, valores e práticas, ao mesmo tempo em que, considera o ambiente escolar como um espaço onde acontecerá constantemente reflexão e discussão dos problemas da mesma na busca de alternativas variáveis à afetivação de sua intencionalidade.</span></div>
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<span style="font-size: 11pt;">Marilda Coelho da Silva (Professora / Historiadora e Especialista em Educação Profissional de Jovens e Adultos – PROEJA / Graduanda em Filosofia / Coordenadora de Ciências Humanas e suas Tecnologias na cidade de Esperança).</span></div>
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<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjspmzf3CHr2IEHD5frP5w1W55xsJhSVtSpD6RQYUQHKBIx6uDZsCNKQOV4ieIxBtzfHDS9x97c9oYp_5aAYegSLL097qy2DnHMK60BzAjTrwrL2HaUJJq_fFz_X0OZk1NwbFSBFAPyMoQ/s1600/SAV.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjspmzf3CHr2IEHD5frP5w1W55xsJhSVtSpD6RQYUQHKBIx6uDZsCNKQOV4ieIxBtzfHDS9x97c9oYp_5aAYegSLL097qy2DnHMK60BzAjTrwrL2HaUJJq_fFz_X0OZk1NwbFSBFAPyMoQ/s320/SAV.jpg" width="219" /></a></div><div class="MsoNormal" style="line-height: 150%; text-align: justify;"><br />
</div><div class="MsoNormal" style="line-height: 150%; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">A Paróquia de Esperança e o Serviço de Animação Vocacional - SAV realizaram no último dia 21 de agosto no Centro Pastoral Paroquial, o IV Fest Vocacional: momento de oração e reflexão sobre o chamado de Deus em nossas vidas, oficinas, adoração, palestras, gincanas e missa. De forma animada e participativa o evento envolveu cerca de 450 jovens de várias comunidades - urbanas e rurais, além de grupos, pastorais e movimentos, irmãs Franciscanas, Padres (Pe. Raniery e Pe. Luís Alberto, de Campina Grande) e Seminaristas da Diocese, Franciscanos, o administrador paroquial Pe. Romualdo Vieira e o vigário João de Deus Lira.</span></div><div class="MsoNormal" style="line-height: 150%; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"><span> </span></span></div></div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-48037971065670065.post-6296182405293064342011-08-08T07:42:00.001-07:002011-08-08T07:42:58.448-07:00José Gomes Coêlho<div dir="ltr" style="text-align: left;" trbidi="on"><div id="yui_3_2_0_5_131281425743777" style="line-height: 150%; text-align: justify; text-indent: 2cm;"><span id="yui_3_2_0_5_131281425743774" style="color: black;">José Gomes Coelho é patrono da Cadeira 14 do IHGP. Professor formado pela Escola Normal da Paraíba e diplomado em Direito pela Faculdade do Recife. Nasceu em Esperança no dia 13 de abril de 1898 e faleceu em João Pessoa em 18 de dezembro de 1954, sendo filho do casal Eusébio Joaquim da Silva Coelho e Débora Clotilde Gomes Coelho.</span></div><div style="line-height: 150%; text-align: justify; text-indent: 2cm;"><span style="color: black;">Em sua carreira colacionou diversas funções: Agrimessor da turma pioneira do Liceu Paraibano; Inspetor Fiscal do Ensino; professor do antigo Liceu Paraibano e da Escola Normal, dos quais também foi Diretor; e ensinou no Instituto Underwood. Exerceu a direção dos Serviços Elétricos e atuou como Secretário da Fazenda no governo Argemiro de Figueiredo (1937), foi também Juiz do Tribunal Regional Eleitoral e catedrático da Faculdade de Ciências Econômicas da Paraíba.</span></div><div style="line-height: 150%; text-align: justify; text-indent: 2cm;"><span style="color: black;">Na condição de topógrafo, participou da Comissão que tratou das divisas entre a Paraíba e Pernambuco, apresentando um esboço topográfico sobre a posição daqueles limites.</span></div><div style="line-height: 150%; text-align: justify; text-indent: 2cm;"><span style="color: black;">Fundou em Campina Grande uma sociedade de letras (1913) com o nome de “<i>Gabinete de Leitura 7 de Setembro</i>”, que funcionou na rua da Independência (atual Maciel Pinheiro).</span></div><div style="line-height: 150%; text-align: justify; text-indent: 2cm;"><span style="color: black;">Ingressou no Instituto Histórico da Paraíba em 1914, sediado em João Pessoa, onde foi Bibliotecário (1915), membro da Comissão de Revista (1916), e 2º Secretário da Diretoria do VII Congresso Brasileiro de Geografia (1920).</span></div><div style="line-height: 150%; text-align: justify; text-indent: 2cm;"><span style="color: black;">Publicou o livro “<i>Escorço de Corografia da Paraíba”</i><span> (1919), </span>que foi depois adaptado para as escolas públicas do Estado</span></div><div style="line-height: 150%; text-align: justify; text-indent: 2cm;"><br />
</div><div style="line-height: 150%; text-align: justify; text-indent: 2cm;"><b><i>Rau Ferreira</i></b></div><div style="line-height: 150%; text-indent: 2cm;"><br />
</div><div style="line-height: 150%;">Fonte:</div><div style="line-height: 150%; text-align: justify;">- <span style="color: black;">LEAL, José.<i>Dicionário Bibliográfico Paraibano. </i>FUNCEP: 1990;</span></div><div style="line-height: 150%; text-align: justify;"><span style="color: black;">- IHGP, Boletim Informativo nº. 21. João Pessoa/PB: 1994;</span></div><div style="line-height: 150%; text-align: justify;"><span style="color: black;">- IHGP, Livro Memorial. Disponível em </span><a href="http://www.ihgp.net/memorial4.htm" rel="nofollow" target="_blank">http://www.ihgp.net/memorial4.htm</a>;</div><div style="line-height: 150%; text-align: justify;">- <a href="http://www.paraibaonline.com.br/coluna.php?id=23&nome=A%20academia" rel="nofollow" target="_blank">http://www.paraibaonline.com.br/coluna.php?id=23&nome=A%20academia</a>.<span style="color: black;"></span></div><div>História Esperancense - http://historiaesperancense.blogspot.com Conteúdo protegido pela Lei de Direitos autorais (Lei nº 9.610/98)<img alt="" height="1" src="https://blogger.googleusercontent.com/tracker/5875477637822814318-6697528265094415288?l=historiaesperancense.blogspot.com" width="1" /></div></div>Unknownnoreply@blogger.com0