tag:blogger.com,1999:blog-5779097705417224062024-03-14T07:06:51.394-07:00ENSINO RELIGIOSO PRA VALERUnknownnoreply@blogger.comBlogger33125tag:blogger.com,1999:blog-577909770541722406.post-11720630327106292822014-12-10T10:08:00.000-08:002014-12-10T10:20:54.162-08:00Natal, uma festa especial!<a href="http://www.ensinoreligioso.seed.pr.gov.br/modules/galeria/detalhe.php?foto=280&evento=3" style="background: rgb(255, 255, 255); border: 0px; color: #662511; font-family: Arial, Helvetica, sans-serif; font-size: 12px; font-weight: bold; line-height: 18px; margin: 0px; outline: 0px; padding: 0px; text-decoration: none;" target="_self"><img align="right" alt="nascimento menino jesus" src="http://www.ensinoreligioso.seed.pr.gov.br/arquivos/Image/calendario_sagrado/natal300.jpeg" height="200" style="background: transparent; border: 0px; font-size: 12px; margin: 5px; outline: 0px; padding: 0px;" width="300" /></a><span style="background-color: white; color: #333333; font-family: inherit; line-height: 18px;"></span><br />
<div style="text-align: justify;">
<span style="background-color: white; color: #333333; font-family: inherit; line-height: 18px;"><span style="font-family: inherit;">O Natal é a data em que se comemora o nascimento de Jesus Cristo. Na antiguidade, o Natal era comemorado em várias datas diferentes, pois não se sabia com exatidão a data do nascimento de Jesus. Foi somente no século IV que o 25 de dezembro foi estabelecido como data oficial de comemoração. Na Roma Antiga, o 25 de dezembro era a data em que os romanos comemoravam o início do inverno. Portanto, acredita-se que haja uma relação deste fato com a oficialização da comemoração do Natal.</span></span></div>
<br />
<span style="font-family: inherit;"><br style="background-color: white; color: #333333; line-height: 18px;" /></span>
<br />
<div style="text-align: justify;">
<span style="background-color: white; color: #333333; font-family: inherit; line-height: 18px;">As antigas comemorações de Natal costumavam durar até 12 dias, pois este foi o tempo que levou para os três reis Magos chegarem até a cidade de Belém e entregarem os presentes (ouro, mirra e incenso) ao menino Jesus. Atualmente, as pessoas costumam montar as árvores e outras decorações natalinas no começo de dezembro e desmontá-las até 12 dias após o Natal.</span></div>
<span style="font-family: inherit;"><br style="background-color: white; color: #333333; line-height: 18px;" /></span>
<span style="background-color: white; color: #333333; font-family: inherit; line-height: 18px;">Do ponto de vista cronológico, o Natal é uma data de grande importância para o Ocidente, pois marca o ano 1 do calendário Cristão. </span><br />
<span style="font-family: inherit;"><span style="background-color: white; color: #333333; line-height: 18px;"><br /></span>
<span style="background-color: white; color: #333333; line-height: 18px;">Uma ótima ideia é projetar o filme:</span></span><br />
<h1 style="background: rgb(255, 255, 255); border: 0px; color: #003366; font-family: Arial, Helvetica, sans-serif; font-size: 18px; line-height: 22.5px; margin: 0px 0px 7px; outline: 0px; padding: 0px;">
<span style="font-family: inherit; font-size: small;">
Natal no Líbano</span></h1>
<div style="background: rgb(255, 255, 255); border: 0px; color: #333333; font-family: Arial, Helvetica, sans-serif; font-size: 12px; line-height: 18px; margin-bottom: 10px; outline: 0px; padding: 0px;">
<span style="font-family: inherit;">Programa da série "Um Dia de Festa", em que as principais festas de alguns países revelam como cada sociedade cria e recria seus mitos e costumes.</span></div>
<div style="background: rgb(255, 255, 255); border: 0px; color: #333333; font-family: Arial, Helvetica, sans-serif; font-size: 12px; line-height: 18px; margin-bottom: 10px; outline: 0px; padding: 0px;">
<span style="font-family: inherit;">Acesse o vídeo em: <a href="http://tvescola.mec.gov.br/index.php?option=com_zoo&view=item&item_id=617">http://tvescola.mec.gov.br/index.php?option=com_zoo&view=item&item_id=617</a></span></div>
<div style="background: rgb(255, 255, 255); border: 0px; color: #333333; font-family: Arial, Helvetica, sans-serif; font-size: 12px; line-height: 18px; margin-bottom: 10px; outline: 0px; padding: 0px;">
<span style="font-family: inherit;"><br /></span></div>
<div style="background: rgb(255, 255, 255); border: 0px; color: #333333; font-family: Arial, Helvetica, sans-serif; font-size: 12px; line-height: 18px; margin-bottom: 10px; outline: 0px; padding: 0px; text-align: center;">
<div style="text-align: center;">
<span style="color: #660000; font-family: inherit; font-size: large;"><b>O Blog <i>Ensino Religioso pra Valer</i></b></span></div>
</div>
<div style="background: rgb(255, 255, 255); border: 0px; color: #333333; font-family: Arial, Helvetica, sans-serif; font-size: 12px; line-height: 18px; margin-bottom: 10px; outline: 0px; padding: 0px; text-align: center;">
<div style="text-align: center;">
<span style="color: #660000; font-family: inherit; font-size: large;"><b>deseja a você, professor(a),</b></span></div>
</div>
<div style="background: rgb(255, 255, 255); border: 0px; color: #333333; font-family: Arial, Helvetica, sans-serif; font-size: 12px; line-height: 18px; margin-bottom: 10px; outline: 0px; padding: 0px; text-align: center;">
<div style="text-align: center;">
<span style="color: #660000; font-family: inherit; font-size: large;"><b>um Feliz Natal, cheio de alegria e paz!</b></span></div>
</div>
<div style="background: rgb(255, 255, 255); border: 0px; color: #333333; font-family: Arial, Helvetica, sans-serif; font-size: 12px; line-height: 18px; margin-bottom: 10px; outline: 0px; padding: 0px;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhU32PftI5QkzRcW8qukQnrU_mwvI5FGYWLFO3OXJv00D7VmmmeYgXa7apO-KDNmZHsZ_sw72O1mci2EdTnOmale-aJ181uooxbmL2uUf5hvohNTm9ldvWsVIDKldTTyM4Mf7oJ5oxS2Qgh/s1600/jesus-o-nosso-vivo-e-verdadeiro-natal.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhU32PftI5QkzRcW8qukQnrU_mwvI5FGYWLFO3OXJv00D7VmmmeYgXa7apO-KDNmZHsZ_sw72O1mci2EdTnOmale-aJ181uooxbmL2uUf5hvohNTm9ldvWsVIDKldTTyM4Mf7oJ5oxS2Qgh/s1600/jesus-o-nosso-vivo-e-verdadeiro-natal.jpg" height="318" width="400" /></a></div>
<div style="background: rgb(255, 255, 255); border: 0px; color: #333333; font-family: Arial, Helvetica, sans-serif; font-size: 12px; line-height: 18px; margin-bottom: 10px; outline: 0px; padding: 0px;">
<br />
Fonte:<a href="https://www.blogger.com/%C2%A0http://www.ensinoreligioso.seed.pr.gov.br/" target="_blank"> http://www.ensinoreligioso.seed.pr.gov.br/</a></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-577909770541722406.post-17534533694437461282014-10-16T04:22:00.000-07:002014-10-16T04:22:01.617-07:00Seminário Nacional de Formação de Professores para o Ensino Religioso (SEFOPER)<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj8nLAZwBtmMzzQiAq5B81pGJfjR9wfCgwbQsmqko5mJfVbpRlWm9tAR9QCcO35FvKyketuizuGoKg7ehL1jMvWPv9TLdIveA6df35WZ8L7VlAaa3fLKRBCN4uvlgz3D0MJCVS_f1ESO7Ab/s1600/a9ef27fb68f4a9e23aa126965f728f05.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj8nLAZwBtmMzzQiAq5B81pGJfjR9wfCgwbQsmqko5mJfVbpRlWm9tAR9QCcO35FvKyketuizuGoKg7ehL1jMvWPv9TLdIveA6df35WZ8L7VlAaa3fLKRBCN4uvlgz3D0MJCVS_f1ESO7Ab/s1600/a9ef27fb68f4a9e23aa126965f728f05.png" height="640" width="360" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div style="background-color: white; font-family: Verdana, Arial, Helvetica, sans-serif; font-size: 12px; text-align: justify;">
Em 2014, o FONAPER organiza, em parceria com a Universidade do Estado do Pará (UEPA), o XIII Seminário Nacional de Formação de Professores para o Ensino Religioso (SEFOPER), com o tema <strong>ENSINO RELIGIOSO, CIÊNCIAS DA(S) RELIGIÃO(ÕES) E DIREITOS À APRENDIZAGEM: Pesquisas e práticas pedagógicas.</strong></div>
<div style="background-color: white; font-family: Verdana, Arial, Helvetica, sans-serif; font-size: 12px; text-align: justify;">
O XIII SEFOPER será realizado nas dependências do CENTUR, situado à Av. Gentil Bittencourt, 650 – Nazaré, cidade de Belém-PA, entre os dias<strong>06 e 08 de novembro de 2014</strong>.</div>
<div style="background-color: white; font-family: Verdana, Arial, Helvetica, sans-serif; font-size: 12px;">
<br /></div>
<div style="background-color: white; font-family: Verdana, Arial, Helvetica, sans-serif; font-size: 12px;">
Fonte: <a href="http://www.fonaper.com.br/xiiisefoper/">http://www.fonaper.com.br/xiiisefoper/</a></div>
<div>
<br /></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-577909770541722406.post-1260711927818862402014-01-07T12:12:00.000-08:002014-01-07T12:14:09.428-08:00Olá, amigos que visitam o Ensino Religioso Pra Valer!<br />
<br />
Peço desculpas pela falta de postagens! É que estou numa fase de estudos bastante intensos! Mas, logo as coisas se tranquilizem voltarei a compartilhar posts interessantes para subsidiar suas aulas!<br />
<br />
Um grande abraço,<br />
<br />
MargaUnknownnoreply@blogger.com2tag:blogger.com,1999:blog-577909770541722406.post-30022071877729172292013-08-13T05:30:00.000-07:002013-08-13T05:30:15.049-07:00Calendário Sagrado<h1 style="background-color: white; border: 0px; color: #662511; font-family: Arial, Helvetica, sans-serif; font-size: 1.5em; line-height: 22px; margin: 0px 0px 22px; outline: 0px; padding: 0px;">
<span style="color: #333333; font-size: 12px; line-height: 18px;">Calendário é um sistema de contagem que mantém sincronia com algum ciclo da natureza para o controle da passagem do tempo. As atividades humanas, tanto práticas, quanto religiosas, demandam esse controle temporal por uma questão da forma técnica e por conta dos elementos históricos e culturais, como velhas tradições, superstições e expressões de conhecimento dos antigos.</span></h1>
<div>
<h1 style="background-color: white; border: 0px; color: #662511; font-family: Arial, Helvetica, sans-serif; font-size: 1.5em; line-height: 22px; margin: 0px 0px 22px; outline: 0px; padding: 0px;">
Agosto</h1>
<span style="background-color: white; color: #333333; font-family: Arial, Helvetica, sans-serif; line-height: 18px;">Data móvel </span></div>
<div>
<h1 style="background-color: white; border: 0px; color: #662511; font-family: Arial, Helvetica, sans-serif; line-height: 22px; margin: 0px 0px 22px; outline: 0px; padding: 0px;">
<span style="font-size: small;">Kuarup</span></h1>
<span style="background-color: white; color: #333333; font-family: Arial, Helvetica, sans-serif; font-size: 12px; line-height: 18px;">Kuarup é uma madeira que dá nome a um ritual indígena, cujo significado para os índios é a despedida dos mortos e encerramento do período de luto.</span><br style="background-color: white; color: #333333; font-family: Arial, Helvetica, sans-serif; font-size: 12px; line-height: 18px;" /><br style="background-color: white; color: #333333; font-family: Arial, Helvetica, sans-serif; font-size: 12px; line-height: 18px;" /><span style="background-color: white; color: #333333; font-family: Arial, Helvetica, sans-serif; font-size: 12px; line-height: 18px;">O ritual tem origem no mito sobre a tentativa do Pajé Mavutsinim de ressuscitar seis pessoas mortas. Segundo os índios do Alto Xingú, o Pajé preparou seis troncos de madeira que seriam transformados para terem vida, e avisou que naquela noite quem tivesse relações sexuais não deveria sair de casa.</span><br style="background-color: white; color: #333333; font-family: Arial, Helvetica, sans-serif; font-size: 12px; line-height: 18px;" /><br style="background-color: white; color: #333333; font-family: Arial, Helvetica, sans-serif; font-size: 12px; line-height: 18px;" /><a href="http://www.ensinoreligioso.seed.pr.gov.br/modules/galeria/detalhe.php?foto=252&evento=3" style="background-color: white; border: 0px; color: #662511; font-family: Arial, Helvetica, sans-serif; font-size: 12px; font-weight: bold; line-height: 18px; margin: 0px; outline: 0px; padding: 0px; text-decoration: none;" target="_self"><img align="left" alt="índios lutando" src="http://www.ensinoreligioso.seed.pr.gov.br/arquivos/Image/calendario_sagrado/indios300.jpeg" style="background-color: transparent; background-position: initial initial; background-repeat: initial initial; border: 0px; font-size: 12px; margin: 5px; outline: 0px; padding: 0px;" /></a><span style="background-color: white; color: #333333; font-family: Arial, Helvetica, sans-serif; font-size: 12px; line-height: 18px;">A experiência de ressurreição começava a surtir efeito, quando um índio curioso que desobedeceu ao aviso se aproximou. Nesse momento, os troncos pararam de se mexer. Muito descontente, o Pajé disse que a partir daquele momento só tentaria ressuscitar as almas dos mortos.</span><br style="background-color: white; color: #333333; font-family: Arial, Helvetica, sans-serif; font-size: 12px; line-height: 18px;" /><br style="background-color: white; color: #333333; font-family: Arial, Helvetica, sans-serif; font-size: 12px; line-height: 18px;" /><span style="background-color: white; color: #333333; font-family: Arial, Helvetica, sans-serif; font-size: 12px; line-height: 18px;">Desde então, os índios acreditam que através do Kuarup as almas dos mortos vão se libertar e viver em outro mundo.</span><br style="background-color: white; color: #333333; font-family: Arial, Helvetica, sans-serif; font-size: 12px; line-height: 18px;" /><br style="background-color: white; color: #333333; font-family: Arial, Helvetica, sans-serif; font-size: 12px; line-height: 18px;" /><span style="background-color: white; color: #333333; font-family: Arial, Helvetica, sans-serif; font-size: 12px; line-height: 18px;">O Kuarup é uma festa muito importante que acontece uma vez por ano no Parque Indígena do Alto Xingu e dura dois dias. Durante as celebrações há comida, danças, cânticos, rezas e o momento das lamentações, quando na aldeia são erguidos troncos de madeira pintados e enfeitados com faixas de cor amarela e vermelha e alguns objetos do morto. Cada tronco representa um morto.</span><br style="background-color: white; color: #333333; font-family: Arial, Helvetica, sans-serif; font-size: 12px; line-height: 18px;" /><br style="background-color: white; color: #333333; font-family: Arial, Helvetica, sans-serif; font-size: 12px; line-height: 18px;" /><span style="background-color: white; color: #333333; font-family: Arial, Helvetica, sans-serif; font-size: 12px; line-height: 18px;">O ritual Kuarup é realizado uma vez por ano, entre os meses de julho e setembro, sendo marcado por prantos e lamentações, numa saudação dos índios a seus mortos ilustres, encerrando o período de luto.</span></div>
<div>
<br /></div>
<div>
<h1 style="background-color: white; border: 0px; color: #662511; font-family: Arial, Helvetica, sans-serif; font-size: 1.5em; line-height: 22px; margin: 0px 0px 22px; outline: 0px; padding: 0px;">
Setembro</h1>
<span style="background-color: white; color: #333333; font-family: Arial, Helvetica, sans-serif; line-height: 18px;">Data móvel </span></div>
<div>
<h1 style="background-color: white; border: 0px; color: #662511; font-family: Arial, Helvetica, sans-serif; line-height: 22px; margin: 0px 0px 22px; outline: 0px; padding: 0px;">
<span style="font-size: small;">Yom Kipur</span></h1>
<a href="http://www.ensinoreligioso.seed.pr.gov.br/modules/galeria/detalhe.php?foto=233&evento=3" style="background-color: white; border: 0px; color: #662511; font-family: Arial, Helvetica, sans-serif; font-size: 12px; font-weight: bold; line-height: 18px; margin: 0px; outline: 0px; padding: 0px; text-decoration: none;" target="_self"><img align="right" alt="yon kippur" height="349" src="http://www.ensinoreligioso.seed.pr.gov.br/arquivos/Image/calendario_sagrado/yom_kippur.jpg" style="background-color: transparent; background-position: initial initial; background-repeat: initial initial; border: 0px; font-size: 12px; margin: 5px; outline: 0px; padding: 0px;" width="270" /></a><span style="background-color: white; color: #333333; font-family: Arial, Helvetica, sans-serif; font-size: 12px; line-height: 18px;">O Yom Kipur ou Kippur é um dos dias mais importantes do judaísmo. No calendário hebreu começa no crepúsculo que inicia o décimo dia do mês hebreu de Tishrei (que coincide com Setembro ou Outubro), continuando até ao seguinte pôr do sol. Os judeus tradicionalmente observam esse feriado com um período de jejum de 25 horas e oração intensa.</span><br style="background-color: white; color: #333333; font-family: Arial, Helvetica, sans-serif; font-size: 12px; line-height: 18px;" /><br style="background-color: white; color: #333333; font-family: Arial, Helvetica, sans-serif; font-size: 12px; line-height: 18px;" /><span style="background-color: white; color: #333333; font-family: Arial, Helvetica, sans-serif; font-size: 12px; line-height: 18px;">É o dia de arrependimento para todos, para o indivíduo e para a comunidade; é o tempo do perdão para Israel. Por isso todos são obrigados a se arrepender e a confessar os erros em Yom Kipur. A expiação obtida através de Yom Kipur é muito mais elevada que aquela conseguida através do arrependimento, pois neste dia os judeus e D'us são apenas um. O judeu une-se com D'us para revelar um vínculo intocável pelo pecado, sem obstáculos.</span><br style="background-color: white; color: #333333; font-family: Arial, Helvetica, sans-serif; font-size: 12px; line-height: 18px;" /><br style="background-color: white; color: #333333; font-family: Arial, Helvetica, sans-serif; font-size: 12px; line-height: 18px;" /><span style="background-color: white; color: #333333; font-family: Arial, Helvetica, sans-serif; font-size: 12px; line-height: 18px;">Existem 5 proibições no Yom Kipur:</span><br style="background-color: white; color: #333333; font-family: Arial, Helvetica, sans-serif; font-size: 12px; line-height: 18px;" /><br style="background-color: white; color: #333333; font-family: Arial, Helvetica, sans-serif; font-size: 12px; line-height: 18px;" /><span style="background-color: white; color: #333333; font-family: Arial, Helvetica, sans-serif; font-size: 12px; line-height: 18px;">Comer (come-se um pouco antes do pôr do sol ainda na véspera do dia até o nascer das estrelas do dia de Yom Kipur);</span><br style="background-color: white; color: #333333; font-family: Arial, Helvetica, sans-serif; font-size: 12px; line-height: 18px;" /><span style="background-color: white; color: #333333; font-family: Arial, Helvetica, sans-serif; font-size: 12px; line-height: 18px;">Usar calçados de couro;</span><br style="background-color: white; color: #333333; font-family: Arial, Helvetica, sans-serif; font-size: 12px; line-height: 18px;" /><span style="background-color: white; color: #333333; font-family: Arial, Helvetica, sans-serif; font-size: 12px; line-height: 18px;">Manter relações conjugais;</span><br style="background-color: white; color: #333333; font-family: Arial, Helvetica, sans-serif; font-size: 12px; line-height: 18px;" /><span style="background-color: white; color: #333333; font-family: Arial, Helvetica, sans-serif; font-size: 12px; line-height: 18px;">Passar cremes, desodorante etc., no corpo;</span><br style="background-color: white; color: #333333; font-family: Arial, Helvetica, sans-serif; font-size: 12px; line-height: 18px;" /><span style="background-color: white; color: #333333; font-family: Arial, Helvetica, sans-serif; font-size: 12px; line-height: 18px;">Banhar-se por prazer.</span><br style="background-color: white; color: #333333; font-family: Arial, Helvetica, sans-serif; font-size: 12px; line-height: 18px;" /><br style="background-color: white; color: #333333; font-family: Arial, Helvetica, sans-serif; font-size: 12px; line-height: 18px;" /><span style="background-color: white; color: #333333; font-family: Arial, Helvetica, sans-serif; font-size: 12px; line-height: 18px;">A essência destas proibições é causar aflição ao corpo, dando, então, prioridade à alma. Pela perspectiva judaica, o ser humano é constituído pelo yetzer hatóv (o desejo de fazer as coisas corretamente, que é identificado com a alma) e o yetzer hará (o desejo de seguir os próprios instintos, que corresponde ao corpo). Nosso desafio na vida é "sincronizar" nosso corpo com o yetzer hatóv. Uma analogia é feita no Talmud entre um cavalo (o corpo) e um cavaleiro (a alma). É sempre melhor o cavaleiro estar em cima do cavalo!</span></div>
<div>
<span style="color: #333333; font-family: Arial, Helvetica, sans-serif;"><span style="font-size: 12.222222328186035px; line-height: 17.98611068725586px;"><br style="background-color: white;" /></span></span><span style="background-color: white; color: #333333; font-family: Arial, Helvetica, sans-serif; line-height: 18px;">Data móvel </span></div>
<div>
<h1 style="background-color: white; border: 0px; color: #662511; font-family: Arial, Helvetica, sans-serif; line-height: 22px; margin: 0px 0px 22px; outline: 0px; padding: 0px;">
<span style="font-size: small;">Ramadã</span></h1>
<a href="http://www.ensinoreligioso.seed.pr.gov.br/modules/galeria/detalhe.php?foto=257&evento=3" style="background-color: white; border: 0px; color: #662511; font-family: Arial, Helvetica, sans-serif; font-size: 12px; font-weight: bold; line-height: 18px; margin: 0px; outline: 0px; padding: 0px; text-decoration: none;" target="_self"><img align="left" alt="pessoas em um templo islamico" height="238" src="http://www.ensinoreligioso.seed.pr.gov.br/arquivos/Image/calendario_sagrado/ramada300.jpeg" style="background-color: transparent; background-position: initial initial; background-repeat: initial initial; border: 0px; font-size: 12px; margin: 5px; outline: 0px; padding: 0px;" width="300" /></a><span style="background-color: white; color: #333333; font-family: Arial, Helvetica, sans-serif; font-size: 12px; line-height: 18px;">A palavra Ramadã encontra-se relacionada com a palavra árabe ramida, “ser ardente”, possivelmente pelo facto do Islão ter celebrado este jejum pela primeira vez no período mais quente do ano. O Ramadã é um tempo de renovação da fé, da prática mais intensa da caridade, e vivência profunda da fraternidade e dos valores da vida familiar. Neste período pede-se ao crente maior proximidade dos valores sagrados, leitura mais assídua do Alcorão, frequência à mesquita, correção pessoal e autodomínio.</span><br style="background-color: white; color: #333333; font-family: Arial, Helvetica, sans-serif; font-size: 12px; line-height: 18px;" /><br style="background-color: white; color: #333333; font-family: Arial, Helvetica, sans-serif; font-size: 12px; line-height: 18px;" /><span style="background-color: white; color: #333333; font-family: Arial, Helvetica, sans-serif; font-size: 12px; line-height: 18px;">O Ramadã é comemorado no nono mês do calendário islâmico. Uma vez que o calendário islâmico é lunar, o Ramadã não é celebrado todos os anos na mesma data, podendo passar por todos os meses e estações do ano, conforme a progressão dos anos, porém sua duração é entre 29 e 30 dias. O mês inicia-se com a aparição da lua no final do mês de sha'ban (oitavo mês no calendário lunar muçulmano).</span><br style="background-color: white; color: #333333; font-family: Arial, Helvetica, sans-serif; font-size: 12px; line-height: 18px;" /><br style="background-color: white; color: #333333; font-family: Arial, Helvetica, sans-serif; font-size: 12px; line-height: 18px;" /><span style="background-color: white; color: #333333; font-family: Arial, Helvetica, sans-serif; font-size: 12px; line-height: 18px;">O jejum no mês de Ramadã (nono mês do calendário islâmico) é um dos cinco pilares do Islam, e consiste no ato de abster-se, desde o raiar da aurora (oração da alvorada) até o pôr do sol (oração do crepúsculo), da ingestão de qualquer espécie de alimentos e bebidas, assim como fumar e manter relações sexuais. Este período pode ser maior ou menor, já que utilizamos o calendário lunar, que é móvel.</span><br style="background-color: white; color: #333333; font-family: Arial, Helvetica, sans-serif; font-size: 12px; line-height: 18px;" /><br style="background-color: white; color: #333333; font-family: Arial, Helvetica, sans-serif; font-size: 12px; line-height: 18px;" /><span style="background-color: white; color: #333333; font-family: Arial, Helvetica, sans-serif; font-size: 12px; line-height: 18px;">O jejum é obrigatório para todo muçulmano que tenha atingido a puberdade e que goze de perfeita saúde física e mental. A gestante e a lactante, a mulher menstruada ou em resguardo pós-parto e os enfermos ou em viagem, estão isentos do jejum, devendo repor os dias não jejuados após o término do período que o impossibilita de jejuar. Esta reposição será feita após o mês sagrado, podendo ser em dias alternados ou seguidamente, mas terá como prazo o último dia antes do início do próximo mês de Ramadã. Para o idoso ou portador de uma doença incurável, o jejum deixa de ser uma obrigação, devendo fornecer uma refeição a um necessitado (ou o valor equivalente) por cada dia não jejuado, caso tenha condições.</span></div>
<div>
<br style="background-color: white; color: #333333; font-family: Arial, Helvetica, sans-serif; font-size: 12px; line-height: 18px;" /><span style="background-color: white; color: #333333; font-family: Arial, Helvetica, sans-serif; line-height: 18px;">Data móvel </span></div>
<div>
<h1 style="background-color: white; border: 0px; color: #662511; font-family: Arial, Helvetica, sans-serif; line-height: 22px; margin: 0px 0px 22px; outline: 0px; padding: 0px;">
<span style="font-size: small;">Período do Hajj</span></h1>
<a href="http://www.ensinoreligioso.seed.pr.gov.br/modules/galeria/detalhe.php?foto=232&evento=3" style="background-color: white; border: 0px; color: #662511; font-family: Arial, Helvetica, sans-serif; font-size: 12px; font-weight: bold; line-height: 18px; margin: 0px; outline: 0px; padding: 0px; text-decoration: none;" target="_self"><img align="right" alt="pessoas em volta da caaba" height="194" src="http://www.ensinoreligioso.seed.pr.gov.br/arquivos/Image/calendario_sagrado/hajj300.jpeg" style="background-color: transparent; background-position: initial initial; background-repeat: initial initial; border: 0px; font-size: 12px; margin: 5px; outline: 0px; padding: 0px;" width="300" /></a><span style="background-color: white; color: #333333; font-family: Arial, Helvetica, sans-serif; font-size: 12px; line-height: 18px;">Hajj ou Hadj é o nome dado à peregrinação realizada à cidade santa de Meca pelos muçulmanos. É considerada como o último dos "Cinco pilares do Islamismo" , sendo obrigatória, pelo menos uma vez na vida, para todo o muçulmano adulto, desde que este disponha dos meios econômicos e goze de saúde. </span><br style="background-color: white; color: #333333; font-family: Arial, Helvetica, sans-serif; font-size: 12px; line-height: 18px;" /><br style="background-color: white; color: #333333; font-family: Arial, Helvetica, sans-serif; font-size: 12px; line-height: 18px;" /><span style="background-color: white; color: #333333; font-family: Arial, Helvetica, sans-serif; font-size: 12px; line-height: 18px;">A rigor, o período do Hajj (peregrinação) dura uma semana, mas a movimentação, na Meca, começa antes e termina depois dele. Nessa época, a Arábia Saudita recebe quase dois milhões de peregrinos, cessando todos os negócios com estrangeiros. </span><br style="background-color: white; color: #333333; font-family: Arial, Helvetica, sans-serif; font-size: 12px; line-height: 18px;" /><br style="background-color: white; color: #333333; font-family: Arial, Helvetica, sans-serif; font-size: 12px; line-height: 18px;" /><span style="background-color: white; color: #333333; font-family: Arial, Helvetica, sans-serif; font-size: 12px; line-height: 18px;">O Hajj só pode ser efetuada uma vez por ano, entre o oitavo e o décimo dia do mês de Dhu al-Hijja, o último mês do calendário islâmico.</span><br style="background-color: white; color: #333333; font-family: Arial, Helvetica, sans-serif; font-size: 12px; line-height: 18px;" /><br style="background-color: white; color: #333333; font-family: Arial, Helvetica, sans-serif; font-size: 12px; line-height: 18px;" /><span style="background-color: white; color: #333333; font-family: Arial, Helvetica, sans-serif; font-size: 12px; line-height: 18px;">Se a peregrinação a Meca ocorrer noutra altura do ano, será chamada de Umra e considerada uma boa ação, mas não substitui o Hajj. A Umra é também conhecida como a "peregrinação menor". Difere em relação ao Hajj ao nível dos ritos: a Umra inclui apenas os ritos realizados na Grande Mesquita de Meca.</span></div>
<div>
<span style="color: #333333; font-family: Arial, Helvetica, sans-serif;"><span style="font-size: 12.222222328186035px; line-height: 17.98611068725586px;"><br style="background-color: white;" /></span></span><a href="http://www.ensinoreligioso.seed.pr.gov.br/modules/conteudo/conteudo.php?conteudo=400" style="background-color: white; border: 0px; color: #662511; font-family: Arial, Helvetica, sans-serif; font-size: 12px; font-weight: bold; line-height: 18px; margin: 0px; outline: 0px; padding: 0px; text-decoration: none;" target="_self"></a><span style="background-color: white; color: #333333; font-family: Arial, Helvetica, sans-serif; font-size: 12px; line-height: 18px;"></span><div align="left" style="background-color: white; border: 0px; color: #333333; font-family: Arial, Helvetica, sans-serif; line-height: 18px; margin: 0px; outline: 0px; padding: 0px;">
Dia 19 de Setembro<span style="line-height: 18px;"> </span></div>
<div align="left" style="background-color: white; border: 0px; color: #333333; font-family: Arial, Helvetica, sans-serif; line-height: 18px; margin: 0px; outline: 0px; padding: 0px;">
<a href="http://www.ensinoreligioso.seed.pr.gov.br/modules/conteudo/conteudo.php?conteudo=397" style="background-color: transparent; border: 0px; color: #662511; font-weight: bold; line-height: 18px; margin: 0px; outline: 0px; padding: 0px; text-decoration: none;" target="_self">Sucot</a><span style="line-height: 18px;"> <b>ou Festa dos Tabernáculos</b></span></div>
</div>
<div align="left" style="background-color: white; border: 0px; color: #333333; font-family: Arial, Helvetica, sans-serif; line-height: 18px; margin: 0px; outline: 0px; padding: 0px;">
<h1 style="border: 0px; color: #662511; line-height: 22px; margin: 0px 0px 22px; outline: 0px; padding: 0px;">
<br /></h1>
<span class="web-developer-display-image-dimensions" style="border: 0px; font-size: 12px; line-height: 18px; margin: 0px; outline: 0px; padding: 0px;">Width = 300px Height = 144px</span><a href="http://www.ensinoreligioso.seed.pr.gov.br/modules/galeria/detalhe.php?foto=261&evento=3" style="border: 0px; color: #662511; font-size: 12px; font-weight: bold; line-height: 18px; margin: 0px; outline: 0px; padding: 0px; text-decoration: none;" target="_self"><img align="right" alt="cabana com alimentos" height="144" src="http://www.ensinoreligioso.seed.pr.gov.br/arquivos/Image/calendario_sagrado/Sukot300.jpeg" style="background-color: transparent; background-position: initial initial; background-repeat: initial initial; border: 0px; font-size: 12px; margin: 5px; outline: 0px; padding: 0px;" width="300" /></a><span style="font-size: 12px; line-height: 18px;">Sucot (do hebraico, cabanas) é um festival judaico que se inicia no dia 15 de Tishrei de acordo com o calendário judaico. Também conhecida como Festa dos Tabernáculos ou Festa das Cabanas ou, ainda, festa das colheitas, visto que coincide com a estação das colheitas em Israel, no começo do Outono. É uma das três maiores festas, conhecidas como Shalosh Regalim, onde o povo de Israel peregrinava para o Templo de Jerusalém. Nos dias de hoje multidões entre 50 a 100 mil pessoas se reúnem aos pés do Muro das Lamentações participando da Benção dos Sacerdotes.</span><br style="font-size: 12px; line-height: 18px;" /><br style="font-size: 12px; line-height: 18px;" /><span style="font-size: 12px; line-height: 18px;">Sucot relembra os 40 anos de êxodo dos judeus no deserto após a sua saída do Egito. Nesse período o povo judeu não tinha terra própria, eram nômades e viviam em pequenas tendas ou cabanas frágeis e temporárias. Como forma de simbolizar este período, durante a celebração de Sucot, os judeus fazem suas refeições sob folhas e galhos ao ar livre, em uma sucá. A sucá deve ser erguida ao ar livre e ser constituída de palha ou folhagem, que possibilite ver o céu. Deve ter pelo menos 3 paredes as quais não devem estar pregadas ao teto. Além desta passagem pelo deserto, a sucá também simboliza todos os judeus que moram na diáspora, ou seja, fora de Israel. Outro ritual que se faz em Sucot é a oferenda da água. Esta era uma cerimônia que precedia a época das chuvas e a água, por ser um elemento vital, era implorada a Deus pelos camponeses. </span><br style="font-size: 12px; line-height: 18px;" /><br style="font-size: 12px; line-height: 18px;" /><span style="font-size: 12px; line-height: 18px;">A Torá refere-se a Sucot como "a época de nossa alegria", pois, além de ser uma das festas judaicas mais alegres, compensa a solenidade e a gravidade dos dias que vão de Rosh Hashaná a Yom Kipur.</span></div>
<div align="left" style="background-color: white; border: 0px; color: #333333; font-family: Arial, Helvetica, sans-serif; line-height: 18px; margin: 0px; outline: 0px; padding: 0px;">
<span style="font-size: 12px; line-height: 18px;"><br /></span></div>
<div align="left" style="background-color: white; border: 0px; color: #333333; font-family: Arial, Helvetica, sans-serif; line-height: 18px; margin: 0px; outline: 0px; padding: 0px;">
<span style="font-size: x-small;"><span style="line-height: 18px;">Fonte de pesquisa: </span><a href="http://www.ensinoreligioso.seed.pr.gov.br/modules/conteudo/conteudo.php?conteudo=206" style="background-color: transparent;">http://www.ensinoreligioso.seed.pr.gov.br/modules/conteudo/conteudo.php?conteudo=206</a></span></div>
Unknownnoreply@blogger.com7tag:blogger.com,1999:blog-577909770541722406.post-3743182145059513942013-04-22T15:28:00.001-07:002013-04-22T15:28:36.277-07:00A vida de Jesus Cristo<div class="separator" style="clear: both; text-align: center;">
<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.blogger.com/video.g?token=AD6v5dyDRVSGyZCaygPJa9DvwOhsUl1rV-OPDMgzhNaCjnTIhpJ5OtWai2NUPqkmfLKZa1Rgm3u98vZsVXQryzzjnA' class='b-hbp-video b-uploaded' frameborder='0'></iframe></div>
<br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-577909770541722406.post-47512827163599448762012-11-06T13:28:00.002-08:002012-11-06T13:29:57.614-08:00Resultados do censo 2010 sobre ReligiãoOlá amigos(as)!<br />
<br />
Sei que o <i>blog</i> está com poucas atualizações ultimamente, mas é que anda faltando tempo pra tantas atividades!!<br />
Mas eu não poderia deixar de disponibilizar pra vocês os<b> Resultados do Censo Demográfico 2010 sobre as características religiosas da população brasileira. </b><br />
<br />
Para visualizar os dados clique no link abaixo:<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhzcIKeJ5oA1IHmI9VSHOK66cLqWtxRZUigWQgXIhWbWevoQxt0_h0ivXxt3ybB81FV__IvUa8Dw1i8vm8wahPbyKIupjdOBvNdv1exowOYvbonU8AhwtC07NzPOP5qsfavtcl5a1-4eaPd/s1600/banner_site_censo.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhzcIKeJ5oA1IHmI9VSHOK66cLqWtxRZUigWQgXIhWbWevoQxt0_h0ivXxt3ybB81FV__IvUa8Dw1i8vm8wahPbyKIupjdOBvNdv1exowOYvbonU8AhwtC07NzPOP5qsfavtcl5a1-4eaPd/s1600/banner_site_censo.jpg" /></a></div>
<a href="ftp://ftp.ibge.gov.br/Censos/Censo_Demografico_2010/Caracteristicas_Gerais_Religiao_Deficiencia/tab1_4.pdf">ftp://ftp.ibge.gov.br/Censos/Censo_Demografico_2010/Caracteristicas_Gerais_Religiao_Deficiencia/tab1_4.pdf</a>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-577909770541722406.post-60427071389429946172012-06-01T10:47:00.000-07:002012-06-01T10:47:06.804-07:00Censo 2000 - Religiões por Região do PaísOlá pessoal,<br />
<br />
Esta tabela do IBGE, mostra a população residente, POR RELIGIÃO, segundo as Grandes Regiões e Estados do Brasil.<br />
<br />
Vale à pena conferir!<br />
<br />
<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody>
<tr><td style="text-align: center;"><a href="data:image/png;base64,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" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img alt="" border="0" height="175" src="data:image/png;base64,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" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><br /></td></tr>
</tbody></table>
<br />
<br />
<br />
Para ter acesso aos dados clique aqui: <a href="http://www.assintec.org.br/pub/publicacoes/869f950e043f77b173c4d18ad612f88e.pdf">http://www.assintec.org.br/pub/publicacoes/869f950e043f77b173c4d18ad612f88e.pdf</a>Unknownnoreply@blogger.com2tag:blogger.com,1999:blog-577909770541722406.post-69218332942755784292012-05-17T09:49:00.000-07:002012-05-17T09:52:29.877-07:00Atividade sobre a Coexistência<h3>
Oi pessoal,</h3>
<h3 style="color: #0b5394; text-align: justify;">
<i><span style="font-weight: normal;">Encontrei esta Sugestão de Atividade no Espaço Pedagógico do FONAPER e achei muito interessante. Especialmente se for trabalhada de for interdisciplinar com a disciplina de História e de Língua Portuguesa!</span></i></h3>
<h3 style="color: #0b5394; text-align: justify;">
<i><span style="font-weight: normal;"> .................. </span></i></h3>
<h3 style="font-weight: normal; text-align: justify;">
A
atividade descrita brevemente foi desenvolvida nas Escolas Municipais
Airo Ozelame e Santa Terezinha, do Município de Faxinal de Guedes/SC. A
prof. Josiane Crusaro desenvolveu nas aulas de Ensino Religioso com os
estudantes da 7ª série, cuja temática foi a coexistência, com o intuito
de refletir sobre a convivência com as diferenças.</h3>
<div style="font-family: inherit; text-align: justify;">
Sempre é tempo/momento de aprendermos ou
relembrarmos informações que são necessárias para aceitação da
diversidade existente a fim de tornar nosso planeta um espaço de
entre-ajuda, acolhida, solidariedade e esperança. Mais importante, não é
apenas escrever e sim lutar em prol dos ideais que se acredita. Estes
devem iluminar e promover atitudes consideradas indispensáveis para uma
boa convivência entre os diferentes em suas diferenças.</div>
<div style="font-family: inherit; text-align: justify;">
A partir disso, os estudantes das 7ª
séries dos períodos matutino e vespertino das Escolas Municipais Airo
Ozelame e Santa Terezinha, do Município de Faxinal de Guedes/SC,
desenvolveram a atividade relacionada à diversidade cultural e
religiosa, seguindo os seguintes passos:</div>
<div style="font-family: inherit;">
1º Estudo da Coexistência (histórico, símbolo, significado) e as influências no cotidiano escolar e na sociedade em geral.</div>
<div style="font-family: inherit;">
2° Construção com os estudantes da Colcha da Convivência: em defesa de um mundo diferente.</div>
<div style="font-family: inherit;">
3° Encaminhamento da Elaboração de poesia registrando as
aprendizagens adquiridas, demonstrando a importância da aceitação e
convivência com as diversidades existentes.</div>
<div style="font-family: inherit;">
Segue abaixo algumas das poesias que os estudantes produziram, fruto
de discussões referentes a coexistência presente na escola e na
sociedade em geral.</div>
<div style="font-family: inherit;">
<br /></div>
<div style="font-family: inherit;">
<b>Diferenças Iguais</b> (Debora Santin)</div>
<div style="font-family: inherit;">
Tenho uma amiga baixinha</div>
<div style="font-family: inherit;">
Uma alta</div>
<div style="font-family: inherit;">
Uma magra</div>
<div style="font-family: inherit;">
E outra gordinha</div>
<div style="font-family: inherit;">
<a class="link" href="http://www.fonaper.com.br/noticias/1595_josi1.jpg" rel="lightbox" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;" title="<br>Fonte: FONAPER"></a>Cada uma com suas ideias</div>
<div style="font-family: inherit;">
Seus estilos</div>
<div style="font-family: inherit;">
Suas etnias</div>
<div style="font-family: inherit;">
E suas crenças</div>
<div style="font-family: inherit;">
Mas, sei respeitar</div>
<div style="font-family: inherit;">
Cada uma delas</div>
<div style="font-family: inherit;">
Como se fossem iguais</div>
<div style="font-family: inherit;">
É importante que cada um</div>
<div style="font-family: inherit;">
Aja assim, respeitando as diferenças</div>
<div style="font-family: inherit;">
Pois só assim</div>
<div style="font-family: inherit;">
Nosso mundo se tornará melhor.</div>
<div style="font-family: inherit;">
<br /></div>
<div style="font-family: inherit;">
<b>Um mundo melhor </b>(Jhenyffer Vieira Ghelen e Jhoo Lucas Germiniani)</div>
<div style="font-family: inherit;">
Ouço vozes no meio da multidão.</div>
<div style="font-family: inherit;">
Vozes de todas as cores</div>
<div style="font-family: inherit;">
Desejo de todos os sabores</div>
<div style="font-family: inherit;">
Pessoas, gente, humanos.</div>
<div style="font-family: inherit;">
Coro de um único desejo</div>
<div style="font-family: inherit;">
De serem ouvidos</div>
<div style="font-family: inherit;">
Serem respeitados</div>
<div style="font-family: inherit;">
De terem seus direitos atendidos</div>
<div style="font-family: inherit;">
Direitos de cidadão</div>
<div style="font-family: inherit;">
Poder de reflexão.</div>
<div style="font-family: inherit;">
Eles querem</div>
<div style="font-family: inherit;">
Nós queremos</div>
<div style="font-family: inherit;">
Poder agir</div>
<div style="font-family: inherit;">
Ter o direito de exigir</div>
<div style="font-family: inherit;">
Igualdade, paz</div>
<div style="font-family: inherit;">
Espaço, oportunidade.</div>
<div style="font-family: inherit;">
Diversas etnias</div>
<div style="font-family: inherit;">
Que se misturam</div>
<div style="font-family: inherit;">
Interagem</div>
<div style="font-family: inherit;">
Que se estranham</div>
<div style="font-family: inherit;">
Amargam.</div>
<div style="font-family: inherit;">
Nosso país é uma mistura</div>
<div style="font-family: inherit;">
Nossa terra é colorida</div>
<div style="font-family: inherit;">
Anularemos resquícios</div>
<div style="font-family: inherit;">
De dor e sofrimento</div>
<div style="font-family: inherit;">
Em busca desse desejo que não é uma cor</div>
<div style="font-family: inherit;">
É uma conquista multicor.</div>
<div style="font-family: inherit;">
<br /></div>
<div style="font-family: inherit;">
<b>Eu aceito</b> (Maicon Telles Szczygel)</div>
<div style="font-family: inherit;">
<br /></div>
<div style="font-family: inherit;">
Islâmico, Cristão, Budista,</div>
<div style="font-family: inherit;">
Budista, Islâmico, Cristão.</div>
<div style="font-family: inherit;">
Eu sou cristão aceitando o budista</div>
<div style="font-family: inherit;">
Eu sou budista aceitando o islâmico</div>
<div style="font-family: inherit;">
Eu sou islâmico aceitando o cristão.</div>
<div style="font-family: inherit;">
Palmeirense, Gremista, Colorado,</div>
<div style="font-family: inherit;">
Gremista, Colorado, Palmeirense.</div>
<div style="font-family: inherit;">
Eu sou colorado aceitando o gremista</div>
<div style="font-family: inherit;">
Eu sou palmeirense aceitando o colorado</div>
<div style="font-family: inherit;">
Eu sou gremista aceitando o palmeirense</div>
<div style="font-family: inherit;">
Moreno, Claro, Ruivo,</div>
<div style="font-family: inherit;">
Ruivo, Moreno, Claro.</div>
<div style="font-family: inherit;">
Eu sou moreno aceitando o branco</div>
<div style="font-family: inherit;">
Eu sou ruivo aceitando o moreno</div>
<div style="font-family: inherit;">
Eu sou branco aceitando o moreno</div>
<div style="font-family: inherit;">
Eu simplesmente aceito, porque sei que ninguém é igual a ninguém: Isto é a convivência!</div>
<div style="font-family: inherit;">
<br /></div>
<div style="font-family: inherit;">
<b>Novo Mundo </b>(Priscila Pereira da Silva e Thalia Montag Portaluppi)</div>
<div style="font-family: inherit;">
Cada dia que passa</div>
<div style="font-family: inherit;">
O sol ilumina nosso mundo</div>
<div style="font-family: inherit;">
Mundo que é rico de diversidades</div>
<div style="font-family: inherit;">
De cores, ideias, religiões e opiniões</div>
<div style="font-family: inherit;">
É neste mundo </div>
<div style="font-family: inherit;">
Que temos oportunidades</div>
<div style="font-family: inherit;">
De fazer alguém sorrir</div>
<div style="font-family: inherit;">
De fazer amigos e ajudar</div>
<div style="font-family: inherit;">
E retomando a vida a cada dia</div>
<div style="font-family: inherit;">
Temos a certeza </div>
<div style="font-family: inherit;">
De que vale a pena estar vivo</div>
<div style="font-family: inherit;">
E nos olhos o brilho intenso</div>
<div style="font-family: inherit;">
Das novas descobertas</div>
<div style="font-family: inherit;">
Sobre a importância </div>
<div style="font-family: inherit;">
Da diversidade e da Coexistência.</div>
<div style="font-family: inherit;">
<br /></div>
<div style="font-family: inherit;">
Fonte: FONAPER. Disponível em <<a href="http://www.fonaper.com.br/noticia.php?id=1225">http://www.fonaper.com.br/noticia.php?id=1225</a>></div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-577909770541722406.post-81810132478174848632012-05-10T15:16:00.001-07:002012-05-10T15:17:56.155-07:00Boletim Informativo - Ensino Religioso<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjNqp5AR2G-KV-M602Iu6YhjzWqDhGh12319ZM_J1ADN_JVSKLyIMf_u4p6riKUz4-KPCCy-FHr5H5t0Bp4Marqocy38CowiMiBx89jgeShwd-81RenoKjxawRLp6eOMdn7k3mk0GgoZdvu/s1600/novidade01.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="154" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjNqp5AR2G-KV-M602Iu6YhjzWqDhGh12319ZM_J1ADN_JVSKLyIMf_u4p6riKUz4-KPCCy-FHr5H5t0Bp4Marqocy38CowiMiBx89jgeShwd-81RenoKjxawRLp6eOMdn7k3mk0GgoZdvu/s200/novidade01.png" width="200" /></a></div>
<div style="text-align: center;">
</div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
<span class="st">Descobri que através do <i>site </i>da Secretaria de Educação do Paraná, agora você pode receber as <i>novidades</i> da página de <i>Ensino Religioso</i> no seu email!</span></div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
Se você é estudante ou professor e quer acompanhar as novidades
publicadas na página de Ensino Religioso, cadastre seu email para
receber os <b><i>boletins informativos</i></b> clicando no link abaixo:</div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
<a href="http://www.ensinoreligioso.seed.pr.gov.br/modules/liaise/?form_id=7%20" target="_blank">http://www.ensinoreligioso.seed.pr.gov.br/modules/liaise/?form_id=7 </a></div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-577909770541722406.post-65809715702174709822011-09-20T16:46:00.001-07:002011-09-20T16:48:43.564-07:00Dinâmica: Festa das Cores<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;">Olá amigos! Espero que gostem desta sugestão!<br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhpITeR6tRz_Uc4nXDpGWHCVUfvr0HY4i5uXmJPocVoGeGDnMdpCg72EWR5GkupMX8jJybDs1Xfc2YD5yBWIUQ1eKOzDmKZ26PvZD1SjwV-WRlfZwhOdijyBBy1PzacfICr_3annz9R8q_u/s1600/escanear0001.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="260" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhpITeR6tRz_Uc4nXDpGWHCVUfvr0HY4i5uXmJPocVoGeGDnMdpCg72EWR5GkupMX8jJybDs1Xfc2YD5yBWIUQ1eKOzDmKZ26PvZD1SjwV-WRlfZwhOdijyBBy1PzacfICr_3annz9R8q_u/s400/escanear0001.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Clique sobre a imagem para ampliá-la!<br />
<br />
<div style="text-align: left;"><span class="Apple-style-span" style="font-size: xx-small;">Fonte: O Transcendente.2007</span></div></td></tr>
</tbody></table>Unknownnoreply@blogger.com3tag:blogger.com,1999:blog-577909770541722406.post-9142067128214322552011-09-01T05:18:00.000-07:002011-09-01T05:18:24.733-07:00Ensino Religioso em Sala de Aula: Material de informação referente à cultura, histór...<a href="http://ensinoreligiosoemsaladeaula.blogspot.com/2011/08/material-de-informacao-referente.html?spref=bl">Ensino Religioso em Sala de Aula: Material de informação referente à cultura, histór...</a>: Através do site FONAPER descobri o site A Casa das Áfricas . A Casa das Áfricas é um centro de pesquisa e de promoção de atividades cu...Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-577909770541722406.post-28315684960431130952011-08-31T16:16:00.000-07:002011-08-31T16:16:59.777-07:00Já ouvir falar do mês de Sha'ban?<!--[if gte mso 9]><xml> <w:WordDocument> <w:View>Normal</w:View> <w:Zoom>0</w:Zoom> <w:TrackMoves/> <w:TrackFormatting/> <w:HyphenationZone>21</w:HyphenationZone> <w:PunctuationKerning/> <w:ValidateAgainstSchemas/> <w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid> <w:IgnoreMixedContent>false</w:IgnoreMixedContent> <w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText> <w:DoNotPromoteQF/> <w:LidThemeOther>PT-BR</w:LidThemeOther> <w:LidThemeAsian>X-NONE</w:LidThemeAsian> <w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript> <w:Compatibility> <w:BreakWrappedTables/> <w:SnapToGridInCell/> <w:WrapTextWithPunct/> <w:UseAsianBreakRules/> <w:DontGrowAutofit/> <w:SplitPgBreakAndParaMark/> <w:DontVertAlignCellWithSp/> <w:DontBreakConstrainedForcedTables/> <w:DontVertAlignInTxbx/> <w:Word11KerningPairs/> <w:CachedColBalance/> </w:Compatibility> <w:BrowserLevel>MicrosoftInternetExplorer4</w:BrowserLevel> <m:mathPr> <m:mathFont m:val="Cambria Math"/> <m:brkBin m:val="before"/> <m:brkBinSub m:val="--"/> <m:smallFrac m:val="off"/> <m:dispDef/> <m:lMargin m:val="0"/> <m:rMargin m:val="0"/> <m:defJc m:val="centerGroup"/> <m:wrapIndent m:val="1440"/> <m:intLim m:val="subSup"/> <m:naryLim m:val="undOvr"/> </m:mathPr></w:WordDocument> </xml><![endif]--><!--[if gte mso 9]><xml> <w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
DefSemiHidden="true" DefQFormat="false" DefPriority="99"
LatentStyleCount="267"> <w:LsdException Locked="false" Priority="0" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Normal"/> <w:LsdException Locked="false" Priority="9" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="heading 1"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/> <w:LsdException Locked="false" Priority="39" Name="toc 1"/> <w:LsdException Locked="false" Priority="39" Name="toc 2"/> <w:LsdException Locked="false" Priority="39" Name="toc 3"/> <w:LsdException Locked="false" Priority="39" Name="toc 4"/> <w:LsdException Locked="false" Priority="39" Name="toc 5"/> <w:LsdException Locked="false" Priority="39" Name="toc 6"/> <w:LsdException Locked="false" Priority="39" Name="toc 7"/> <w:LsdException Locked="false" Priority="39" Name="toc 8"/> <w:LsdException Locked="false" Priority="39" Name="toc 9"/> <w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/> <w:LsdException Locked="false" Priority="10" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Title"/> <w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/> <w:LsdException Locked="false" Priority="11" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/> <w:LsdException Locked="false" Priority="22" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Strong"/> <w:LsdException Locked="false" Priority="20" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/> <w:LsdException Locked="false" Priority="59" SemiHidden="false"
UnhideWhenUsed="false" Name="Table Grid"/> <w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/> <w:LsdException Locked="false" Priority="1" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/> <w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading"/> <w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List"/> <w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid"/> <w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1"/> <w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2"/> <w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1"/> <w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2"/> <w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1"/> <w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2"/> <w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3"/> <w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List"/> <w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading"/> <w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List"/> <w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid"/> <w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 1"/> <w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 1"/> <w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 1"/> <w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/> <w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/> <w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/> <w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/> <w:LsdException Locked="false" Priority="34" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/> <w:LsdException Locked="false" Priority="29" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Quote"/> <w:LsdException Locked="false" Priority="30" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/> <w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/> <w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/> <w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/> <w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/> <w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 1"/> <w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/> <w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 1"/> <w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/> <w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 2"/> <w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 2"/> <w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 2"/> <w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/> <w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/> <w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/> <w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/> <w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/> <w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/> <w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/> <w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 2"/> <w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/> <w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 2"/> <w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/> <w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 3"/> <w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 3"/> <w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 3"/> <w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/> <w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/> <w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/> <w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/> <w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 3"/> <w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/> <w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/> <w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 3"/> <w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/> <w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 3"/> <w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/> <w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 4"/> <w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 4"/> <w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 4"/> <w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/> <w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/> <w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/> <w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/> <w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/> <w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/> <w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/> <w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 4"/> <w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/> <w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 4"/> <w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/> <w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 5"/> <w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 5"/> <w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 5"/> <w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/> <w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/> <w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/> <w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/> <w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/> <w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/> <w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/> <w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 5"/> <w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/> <w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 5"/> <w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/> <w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 6"/> <w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 6"/> <w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 6"/> <w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/> <w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/> <w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/> <w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/> <w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/> <w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/> <w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/> <w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 6"/> <w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/> <w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 6"/> <w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/> <w:LsdException Locked="false" Priority="19" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/> <w:LsdException Locked="false" Priority="21" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/> <w:LsdException Locked="false" Priority="31" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/> <w:LsdException Locked="false" Priority="32" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/> <w:LsdException Locked="false" Priority="33" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Book Title"/> <w:LsdException Locked="false" Priority="37" Name="Bibliography"/> <w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/> </w:LatentStyles> </xml><![endif]--><!--[if gte mso 10]> <style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Tabela normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-qformat:yes;
mso-style-parent:"";
mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
mso-para-margin-top:0cm;
mso-para-margin-right:0cm;
mso-para-margin-bottom:10.0pt;
mso-para-margin-left:0cm;
line-height:115%;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-fareast-font-family:"Times New Roman";
mso-fareast-theme-font:minor-fareast;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;
mso-bidi-font-family:"Times New Roman";
mso-bidi-theme-font:minor-bidi;}
</style> <![endif]--> <br />
<div class="MsoNormal" style="text-align: justify;"><span style="font-family: Papyrus; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-language: PT-BR;">Pensando sobre datas importantes para as religiões, lembrei-me de que está próximo o mês de Ramadan, comemorado pelos muçulmanos. Pesquisando sobre ele, encontrei o texto abaixo, que trata do mês de Sha’ban, que antecede ao Ramadan e que também tem um significado especial para o islamismo. Vale à pena conhecer para compreender melhor as práticas islâmicas. </span></div><div class="MsoNormal" style="text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: Papyrus; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-language: PT-BR;">Segundo </span></b><span class="fn"><b style="mso-bidi-font-weight: normal;"><span style="font-family: Papyrus; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Erika Aysha, do blog Ser Muçulmana</span></b></span><span class="fn"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">, S</span></span><span style="color: black; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-language: PT-BR;">ha'ban é o mês que antecede o Ramadan, “que logo se aproxima em 1 de agosto de nosso calendário. Sha’ban é um dos meses meritórios para as quais encontramos algumas instruções específicas na Sunnah do Profeta Muhammad (saws). É relatado no ahadith sahih que o Profeta Muhammad (saws), costumava jejuar no mês de Sha’ban. Este jejum não é obrigatório, mas Sha’ban seguinte ao mês do Ramadhan. </span><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-language: PT-BR;"></span></div><div class="MsoNormal" style="text-align: justify;"><span style="color: black; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-language: PT-BR;">Sha’ban é um mês honrado, possui esse nome por ser repleto de bênçãos, e esse mês pertence ao Profeta Muhammad (saas). Algumas das recomendações desse mês são:</span></div><div class="MsoNormal" style="text-align: justify;"><br />
</div><div class="MsoNormal" style="text-align: justify;"><span style="color: black; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-language: PT-BR;"><span style="color: #351c75;">1 – JEJUM</span> - </span><span style="color: black; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-language: PT-BR;">O Mensageiro de Allah (saas) jejuava todo esse mês e unia em jejum, esse mês ao mês de Ramadan, e dizia: "O mês de Sha`ban é o meu mês, e aquele que jejuar um dia desse mês torna-se obrigatório para ele o paraíso". E em outro dito dizia: "Quem jejuar as segundas e quintas-feiras desse mês, Allah atenderá vinte de suas necessidades nesse e no outro mundo (mundo eterno)". E o Imam Jafar As-Sadiq (as): "Todas as quintas-feiras do mês de Sha`ban o céu fica ornamentado e os anjos dizem: "Ó Deus nosso, perdoe seus jejuadores e ouça suas súplicas".</span></div><div class="MsoNormal" style="text-align: justify;"><br />
</div><div class="MsoNormal" style="text-align: justify;"><span style="color: black; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-language: PT-BR;"><span style="color: #351c75;">2 - PEDIDO DE PERDÃO</span> - </span><span style="color: black; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-language: PT-BR;">Falar setenta vezes ao dia: Astaghefero-llah Alladhi La Ilaha Illa Hual Haiiol-Kaiium ua Atubo Ilaih (Peço perdão a Allah, e não há outra divindade além dele, O Vivente, O Subsistente, e volto a Ele arrependido). E não esquecer de mencionar sempre Allahumma Salli Ala Muhammad ua Ali Muhammad (Allah, abençoe Muhammad e a sua linhagem).</span><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-language: PT-BR;"><br />
<br />
<span style="color: black;"><span style="color: #351c75;">3 – CARIDADE</span> </span><span style="color: black;">É muito recomendada a prática de caridade nesse mês, pois o Profeta (saas) e os Imames de sua linhagem (as) confirmaram isto, através dos ensinamentos e da própria prática.</span><br />
<br />
<span style="color: black;"><span style="color: #351c75;">4 – ORAÇÃO </span>- </span><span style="color: black;">Toda quinta-feira do mês de Sha`ban, fazer uma oração de duas genuflexões. em cada uma delas recitar uma vez a Sura Al-Fatiha e cem vezes a Sura At-Tawhid (A Unicidade). Após terminar a oração falar cem vezes Allahumma Salli Ala Muhammad ua Ali Muhammad (Allah, abençoe Muhammad e a sua linhagem) e pedir sua necessidade a Allah.</span></span></div><div class="MsoNormal" style="text-align: justify;"><span style="color: black; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-language: PT-BR;">Deve ser mantido em mente que o jejum de Shaban é para aquelas pessoas que são capazes de empreendê-lo sem causar deficiência no jejum obrigatório de Ramadhan. Portanto, se temer de que após o jejum de Sha’ban, ira perder a força ou o vigor para jejuar no Ramadhan, não deve jejuar no mês de Sha’ban, porque o jejum de Ramadhan é o obrigatório, e mais importantes que os jejuns opcionais como do mês de Shaban. É por isso que o Profeta Muhammad (saws), ele mesmo proibiu os muçulmanos de jejuarem um ou dois dias imediatamente após o término de Ramadhan. O abençoado companheiro Abu Hurairah (r), relata que o Profeta Muhammad (saws), disse: “Não jejuem após a primeira metade do mês de Shaban.”</span><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-language: PT-BR;"></span></div><div class="MsoNormal" style="text-align: justify;"><br />
</div><div class="MsoNormal" style="text-align: justify;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-language: PT-BR;"> Fonte: http://sermuculmana.blogspot.com/2011/06/recomendacoes-do-mes-shaban.html</span></div><div class="MsoNormal" style="text-align: justify;"><br />
</div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-577909770541722406.post-74556684834945009762011-06-02T04:12:00.001-07:002011-06-02T04:12:40.582-07:00Tem novidade em: Sugestões de Livros!Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-577909770541722406.post-71883347879967019222011-05-12T04:38:00.000-07:002011-05-13T13:43:20.409-07:00Festa Junina<div align="justify" class="MsoNormal" style="background-color: #cfe2f3; color: #0b5394; margin-left: 50px; margin-right: 50px;"><b>Origem da Festa Junina </b> </div><div align="justify" class="MsoNormal" style="margin-left: 50px; margin-right: 50px;"> Existem duas explicações para o termo festa junina. A primeira explica que surgiu em função das festividades ocorrem durante o mês de junho. Outra versão diz que está festa tem origem em países católicos da Europa e, portanto, seriam em homenagem a São João. No princípio, a festa era chamada de Joanina. </div><div align="justify" class="MsoNormal" style="margin-left: 50px; margin-right: 50px;">De acordo com historiadores, esta festividade foi trazida para o Brasil pelos portugueses, ainda durante o período <a href="http://www.suapesquisa.com/colonia"> colonial</a> (época em que o Brasil foi colonizado e governado por <a href="http://www.suapesquisa.com/paises/portugal">Portugal</a>). </div><div align="justify" class="MsoNormal" style="margin-left: 50px; margin-right: 50px;"><span> </span>Nesta época, havia uma grande influência de elementos culturais portugueses, chineses, espanhóis e franceses. Da <a href="http://www.suapesquisa.com/paises/franca"> França</a> veio a dança marcada, característica típica das danças nobres e que, no Brasil, influenciou muito as típicas quadrilhas. Já a tradição de soltar fogos de artifício veio da <a href="http://www.suapesquisa.com/historia/china">China</a>, região de onde teria surgido a manipulação da pólvora para a fabricação de fogos. Da península Ibérica teria vindo a dança de fitas, muito comum em Portugal e na Espanha. </div><div align="justify" class="MsoNormal" style="margin-left: 50px; margin-right: 50px;">Todos estes elementos culturais foram, com o passar do tempo, misturando-se aos aspectos culturais dos brasileiros (<a href="http://www.suapesquisa.com/indios">indígenas</a>, <a href="http://www.suapesquisa.com/afric">afro</a>-brasileiros e <a href="http://www.suapesquisa.com/historia/imigracao"> imigrantes</a> europeus) nas diversas regiões do país, tomando características particulares em cada uma delas. <b> </b></div><div align="justify" class="MsoNormal" style="margin-left: 50px; margin-right: 50px;"><br />
</div><div align="justify" class="MsoNormal" style="background-color: #cfe2f3; color: #0b5394; margin-left: 50px; margin-right: 50px;"><b>Festas Juninas no Nordeste </b> </div><div align="justify" class="MsoNormal" style="margin-left: 50px; margin-right: 50px;"> Embora sejam comemoradas nos quatro cantos do Brasil, na região <a href="http://www.suapesquisa.com/geografia/regiao_nordeste.htm"> Nordeste</a> as festas ganham uma grande expressão. O mês de junho é o momento de se fazer homenagens aos três santos católicos: São João, São Pedro e Santo Antônio. Como é uma região onde a <a href="http://www.suapesquisa.com/geografia/seca_nordeste.htm"> seca</a> é um problema grave, os nordestinos aproveitam as festividades para agradecer as chuvas raras na região, que servem para manter a agricultura. </div><div align="justify" class="MsoNormal" style="margin-left: 50px; margin-right: 50px;">Além de alegrar o povo da região, as festas representam um importante momento econômico, pois muitos turistas visitam cidades nordestinas para acompanhar os festejos. Hotéis, comércios e clubes aumentam os lucros e geram empregos nestas cidades. Embora a maioria dos visitantes seja de brasileiros, é cada vez mais comum encontrarmos turistas europeus, asiáticos e norte-americanos que chegam ao Brasil para acompanhar de perto estas festas.<b> </b></div><div align="justify" class="MsoNormal" style="margin-left: 50px; margin-right: 50px;"><br />
</div><div align="justify" class="MsoNormal" style="background-color: #cfe2f3; color: #0b5394; margin-left: 50px; margin-right: 50px;"><b>Comidas típicas </b> </div><div align="justify" class="MsoNormal" style="margin-left: 50px; margin-right: 50px;"> Como o mês de junho é a época da colheita do milho, grande parte dos doces, bolos e salgados, relacionados às festividades, são feitos deste alimento. Pamonha, cural, milho cozido, canjica, cuzcuz, pipoca, bolo de milho são apenas alguns exemplos.<br />
Além das receitas com milho, também fazem parte do cardápio desta época: arroz doce, bolo de amendoim, bolo de pinhão, bombocado, broa de fubá, cocada, pé-de-moleque, quentão, vinho quente, batata doce e muito mais. </div><div align="justify" class="MsoNormal" style="margin-left: 50px; margin-right: 50px;"><br />
</div><div align="justify" class="MsoNormal" style="background-color: #cfe2f3; color: #0b5394; margin-left: 50px; margin-right: 50px;"><b>Tradições</b> </div><div align="justify" class="MsoNormal" style="margin-left: 50px; margin-right: 50px;"> As tradições fazem parte das comemorações. O mês de junho é marcado pelas fogueiras, que servem como centro para a famosa dança de quadrilhas. Os balões também compõem este cenário, embora cada vez mais raros em função das leis que proíbem esta prática, em função dos riscos de incêndio que representam. </div><div align="justify" class="MsoNormal" style="margin-left: 50px; margin-right: 50px;">No Nordeste, ainda é muito comum a formação dos grupos festeiros. Estes grupos ficam andando e cantando pelas ruas das cidades. Vão passando pelas casas, onde os moradores deixam nas janelas e portas uma grande quantidade de comidas e bebidas para serem degustadas pelos festeiros. </div><div align="justify" class="MsoNormal" style="margin-left: 50px; margin-right: 50px;">Já na região Sudeste são tradicionais a realização de quermesses. Estas festas populares são realizadas por igrejas, colégios, sindicatos e empresas. Possuem barraquinhas com comidas típicas e jogos para animar os visitantes. A dança da quadrilha, geralmente ocorre durante toda a quermesse. </div><div align="justify" class="MsoNormal" style="margin-left: 50px; margin-right: 50px;">Como Santo Antônio é considerado o santo casamenteiro, são comuns as simpatias para mulheres solteiras que querem se casar. No dia 13 de junho, as igrejas católicas distribuem o “pãozinho de Santo Antônio”. Diz a tradição que o pão bento deve ser colocado junto aos outros mantimentos da casa, para que nunca ocorra a falta. As mulheres que querem se casar, diz a tradição, devem comer deste pão.</div><div align="justify" class="MsoNormal" style="margin-left: 50px; margin-right: 50px;"><br />
</div><div align="justify" class="MsoNormal" style="margin-left: 50px; margin-right: 50px;">Fonte: http://www.suapesquisa.com/musicacultura/historia_festa_junina.htm </div><div align="justify" class="MsoNormal" style="margin-left: 50px; margin-right: 50px;"><br />
</div><div align="justify" class="MsoNormal" style="margin-left: 50px; margin-right: 50px;">Quer usar em sua aula uma apresentação em power point sobre a Festa Junina? <a href="file:///H:/ERE/origem_da_festa_junina_arquivos/v3_document.htm">Clique aqui</a></div>Unknownnoreply@blogger.com4tag:blogger.com,1999:blog-577909770541722406.post-11013500674793552732011-04-11T18:06:00.000-07:002011-04-11T18:06:25.984-07:00Acesse aqui: jogo de questões sobre a PÁSCOA - on lineUnknownnoreply@blogger.com0tag:blogger.com,1999:blog-577909770541722406.post-85965387426536485082011-03-29T04:08:00.000-07:002011-03-29T04:31:44.078-07:00Refletindo sobre Alteridade<div class="MsoNormal" style="text-align: justify;">A palavra alteridade possui o significado de se colocar no lugar do outro na relação interpessoal, com consideração, valorização, identificação e dialogar com o outro.<br />
A pratica da alteridade se conecta aos relacionamentos tanto entre indivíduos como entre grupos culturais religiosos, científicos, étnicos, etc.<br />
Na relação alteritária, está sempre presente os fenômenos holísticos da complementaridade e da interdependência, no modo de pensar, de sentir e de agir, onde o nicho ecológico, as experiências particulares são preservadas e consideradas, sem que haja a preocupação com a sobreposição, assimilação ou destruição destas.<br />
<br />
<em><span style="color: #0b5394;">“Ou aprendemos a viver como irmãos, ou vamos morrer juntos como idiotas</span></em>” (Martin Luther King).<br />
<br />
A prática da alteridade conduz da diferença à soma nas relações interpessoais entre os seres humanos revestidos de cidadania. <br />
Pela relação alteritária é possível exercer a cidadania e estabelecer uma relação pacífica e construtiva com os diferentes, na medida em que se identifique, entenda e aprenda a aprender com o contrário.</div><br />
<br />
<span style="font-size: x-small;">Fonte: http://pt.shvoong.com/humanities/philosophy/1877726-alteridade/</span>Unknownnoreply@blogger.com5tag:blogger.com,1999:blog-577909770541722406.post-52328986065871962562011-03-17T08:35:00.000-07:002011-03-17T08:45:11.659-07:00Rituais de Iniciação<span style="font-size: large;"> Mergulhe no universo dos rituais que marcam a passagem de uma fase da vida para outra. Rituais onde a dor é o preço da aceitação e a falha significa a perda do orgulho, e por vezes até mesmo da vida...</span><br />
<a href="http://www.mundofox.com.br/br/videos/tabu/rituais-de-iniciacao/85422209001/"><span style="font-family: Arial,Helvetica,sans-serif; font-size: large;">CLIQUE PARA ASSISTIR AO VÍDEO. </span></a>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-577909770541722406.post-41362540679612335592010-12-12T19:21:00.000-08:002010-12-12T19:21:12.049-08:00PARA TRABALHAR AUTO-ESTIMA<!--[if gte mso 9]><xml> <w:WordDocument> <w:View>Normal</w:View> <w:Zoom>0</w:Zoom> <w:TrackMoves/> <w:TrackFormatting/> <w:HyphenationZone>21</w:HyphenationZone> <w:PunctuationKerning/> <w:ValidateAgainstSchemas/> <w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid> <w:IgnoreMixedContent>false</w:IgnoreMixedContent> <w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText> <w:DoNotPromoteQF/> <w:LidThemeOther>PT-BR</w:LidThemeOther> <w:LidThemeAsian>X-NONE</w:LidThemeAsian> <w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript> <w:Compatibility> <w:BreakWrappedTables/> <w:SnapToGridInCell/> <w:WrapTextWithPunct/> <w:UseAsianBreakRules/> <w:DontGrowAutofit/> <w:SplitPgBreakAndParaMark/> <w:DontVertAlignCellWithSp/> <w:DontBreakConstrainedForcedTables/> <w:DontVertAlignInTxbx/> <w:Word11KerningPairs/> <w:CachedColBalance/> </w:Compatibility> <w:BrowserLevel>MicrosoftInternetExplorer4</w:BrowserLevel> <m:mathPr> <m:mathFont m:val="Cambria Math"/> <m:brkBin m:val="before"/> <m:brkBinSub m:val="--"/> <m:smallFrac m:val="off"/> <m:dispDef/> <m:lMargin m:val="0"/> <m:rMargin m:val="0"/> <m:defJc m:val="centerGroup"/> <m:wrapIndent m:val="1440"/> <m:intLim m:val="subSup"/> <m:naryLim m:val="undOvr"/> </m:mathPr></w:WordDocument> </xml><![endif]--><!--[if gte mso 9]><xml> <w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
DefSemiHidden="true" DefQFormat="false" DefPriority="99"
LatentStyleCount="267"> <w:LsdException Locked="false" Priority="0" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Normal"/> <w:LsdException Locked="false" Priority="9" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="heading 1"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/> <w:LsdException Locked="false" Priority="39" Name="toc 1"/> <w:LsdException Locked="false" Priority="39" Name="toc 2"/> <w:LsdException Locked="false" Priority="39" Name="toc 3"/> <w:LsdException Locked="false" Priority="39" Name="toc 4"/> <w:LsdException Locked="false" Priority="39" Name="toc 5"/> <w:LsdException Locked="false" Priority="39" Name="toc 6"/> <w:LsdException Locked="false" Priority="39" Name="toc 7"/> <w:LsdException Locked="false" Priority="39" Name="toc 8"/> <w:LsdException Locked="false" Priority="39" Name="toc 9"/> <w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/> <w:LsdException Locked="false" Priority="10" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Title"/> <w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/> <w:LsdException Locked="false" Priority="0" Name="Body Text"/> <w:LsdException Locked="false" Priority="11" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/> <w:LsdException Locked="false" Priority="22" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Strong"/> <w:LsdException Locked="false" Priority="20" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/> <w:LsdException Locked="false" Priority="59" SemiHidden="false"
UnhideWhenUsed="false" Name="Table Grid"/> <w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/> <w:LsdException Locked="false" Priority="1" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/> <w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading"/> <w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List"/> <w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid"/> <w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1"/> <w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2"/> <w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1"/> <w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2"/> <w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1"/> <w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2"/> <w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3"/> <w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List"/> <w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading"/> <w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List"/> <w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid"/> <w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 1"/> <w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 1"/> <w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 1"/> <w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/> <w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/> <w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/> <w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/> <w:LsdException Locked="false" Priority="34" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/> <w:LsdException Locked="false" Priority="29" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Quote"/> <w:LsdException Locked="false" Priority="30" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/> <w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/> <w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/> <w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/> <w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/> <w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 1"/> <w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/> <w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 1"/> <w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/> <w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 2"/> <w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 2"/> <w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 2"/> <w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/> <w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/> <w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/> <w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/> <w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/> <w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/> <w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/> <w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 2"/> <w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/> <w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 2"/> <w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/> <w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 3"/> <w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 3"/> <w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 3"/> <w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/> <w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/> <w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/> <w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/> <w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 3"/> <w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/> <w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/> <w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 3"/> <w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/> <w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 3"/> <w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/> <w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 4"/> <w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 4"/> <w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 4"/> <w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/> <w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/> <w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/> <w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/> <w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/> <w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/> <w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/> <w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 4"/> <w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/> <w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 4"/> <w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/> <w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 5"/> <w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 5"/> <w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 5"/> <w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/> <w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/> <w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/> <w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/> <w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/> <w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/> <w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/> <w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 5"/> <w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/> <w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 5"/> <w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/> <w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 6"/> <w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 6"/> <w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 6"/> <w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/> <w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/> <w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/> <w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/> <w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/> <w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/> <w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/> <w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 6"/> <w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/> <w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 6"/> <w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/> <w:LsdException Locked="false" Priority="19" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/> <w:LsdException Locked="false" Priority="21" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/> <w:LsdException Locked="false" Priority="31" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/> <w:LsdException Locked="false" Priority="32" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/> <w:LsdException Locked="false" Priority="33" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Book Title"/> <w:LsdException Locked="false" Priority="37" Name="Bibliography"/> <w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/> </w:LatentStyles> </xml><![endif]--><!--[if gte mso 10]> <style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Tabela normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-qformat:yes;
mso-style-parent:"";
mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
mso-para-margin:0cm;
mso-para-margin-bottom:.0001pt;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-fareast-font-family:"Times New Roman";
mso-fareast-theme-font:minor-fareast;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;
mso-bidi-font-family:"Times New Roman";
mso-bidi-theme-font:minor-bidi;}
</style> <![endif]--> <br />
<div align="center" class="MsoNormal" style="text-align: center;">É PRECISO TER CONFIANÇA</div><div align="center" class="MsoNormal" style="text-align: center;"><br />
</div><div class="MsoNormal" style="text-align: justify;">Auto-estima é a opinião que temos de nós mesmos. Ela se forma de acordo com a nossa qualidade de vida: se somos felizes e recebemos a aprovação das pessoas que consideramos importantes, temos boa auto-estima. Afinal, quem não se sente bem quando recebe um elogio? Mas se alguém escuta <b>constantemente</b> opiniões como “por que você não pode ser como seu irmão?” ou “você não sabe fazer nada direito!”, a auto-estima se torna um problema e isso pode levar até mesmo à depressão.</div><div class="MsoNormal" style="text-align: justify;"><span> </span>Exemplos de pessoas com problemas<span> </span>de auto-estima estão em qualquer lugar e em qualquer classe social ou econômica.</div><div class="MsoNormal" style="text-align: justify;">“Não sou capaz de fazer isso”, “eu tento, mas não consigo”. Se essas observações fazem parte do seu <b>cotidiano</b>, podem no futuro se transformar em um problema de auto-estima. Uma boa idéia é substituí-las por: “posso controlar esta situação”, “continuarei tentando até conseguir”. É preciso que as pessoas estejam atentas para o fato de que nem sempre é possível tomar atitudes que agradem a todos. O que está em jogo é a sua opinião a respeito de você mesmo e, por isso, é bom lembrar que você é responsável pela sua qualidade de vida.</div><div class="MsoNormal" style="text-align: justify;"><br />
</div><div class="MsoBodyText">Ter uma auto-estima positiva significa confiar nas suas próprias capacidades.</div><div class="MsoBodyText"><br />
</div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-577909770541722406.post-23197036019421384022010-12-06T15:41:00.000-08:002010-12-06T15:41:17.738-08:004 Grandes Grupos das Religiões<div><div style="text-align: center;"><embed align="middle" flashvars="cy=bb&il=1&channel=3458764513868271525&site=widget-a5.slide.com" name="flashticker" quality="high" salign="l" scale="noscale" src="http://widget-a5.slide.com/widgets/slideticker.swf" style="height: 400px; width: 400px;" type="application/x-shockwave-flash" wmode="transparent"></embed></div><div style="text-align: left; width: 400px;"><a href="http://www.slide.com/pivot?cy=bb&at=un&id=3458764513868271525&map=1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;" target="_blank"><img border="0" ismap="ismap" src="http://widget-a5.slide.com/p1/3458764513868271525/bb_t028_v000_s0un_f00/images/xslide1.gif" /></a> <a href="http://www.slide.com/pivot?cy=bb&at=un&id=3458764513868271525&map=2" target="_blank"><img border="0" ismap="ismap" src="http://widget-a5.slide.com/p2/3458764513868271525/bb_t028_v000_s0un_f00/images/xslide2.gif" /></a> <a href="http://www.slide.com/pivot?cy=bb&at=un&id=3458764513868271525&map=F" target="_blank"><img border="0" ismap="ismap" src="http://widget-a5.slide.com/p4/3458764513868271525/bb_t028_v000_s0un_f00/images/xslide42.gif" /></a></div></div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-577909770541722406.post-73529411625122347132010-11-15T11:36:00.000-08:002011-03-22T08:53:27.373-07:00A ideia do Transcendente<div class="MsoNormal" style="font-family: inherit;"></div><div class="separator" style="clear: both; font-family: inherit; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxGnQKT-dChi-I5cKnkeA6HI3vPd_0aSl3EBScmK10QuqW3Z_JTeDU8I6a54FR2nKeVHtE1mkEg9i0yYUjmVKjFIPdeNebvT59bAMRduY-ebN6WqQWeb_m6hBxGev0ofMSh8yzBq3rfVGH/s1600/pessoa+orando.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxGnQKT-dChi-I5cKnkeA6HI3vPd_0aSl3EBScmK10QuqW3Z_JTeDU8I6a54FR2nKeVHtE1mkEg9i0yYUjmVKjFIPdeNebvT59bAMRduY-ebN6WqQWeb_m6hBxGev0ofMSh8yzBq3rfVGH/s1600/pessoa+orando.jpg" /></a></div><div class="MsoNormal" style="font-family: inherit; text-align: justify; text-indent: 35.4pt;"> </div><div class="MsoNormal" style="font-family: inherit; text-align: justify;"> As religiões surgem em diferentes regiões geográficas, inspiradas pelas histórias vividas pelos povos, pela arte, pela política, pelo pensamento filosófico de uma determinada época, e por tantas outras influências. Sendo assim, cada uma delas tem expressão própria identidade.</div><div class="MsoNormal" style="font-family: inherit; text-align: justify;"><br />
</div><div class="MsoNormal" style="font-family: inherit; text-align: justify;"> O Transcendente, o Ser Supremo, é também concebido com características peculiares. Muitas vezes ele é concebido como feminino, sendo reconhecido como uma Deusa, como Divina Mãe, como Deusa primordial, etc. Outras vezes sua face é masculina, sendo concebido então como: o Deus dos judeus, dos cristãos, dos muçulmanos, etc.</div><div class="MsoNormal" style="font-family: inherit; text-align: justify;"><br />
</div><div class="MsoNormal" style="font-family: inherit; text-align: justify;"> Mas, mesmo nestas culturas o Transcendente pode ser reconhecido como tendo aspectos do feminino e do masculino. As divindades Hinduístas possuem esposas que lhes complementam, as religiões de afro-descendentes possuem Orixás femininos, como Iemanjá, por exemplo. Mesmo para alguns teólogos cristãos, Deus é Pai e Mãe.</div><div class="MsoNormal" style="font-family: inherit; text-align: justify;"><br />
</div><div class="MsoNormal" style="font-family: inherit; text-align: justify;"> Este Transcendente sempre nos dá a indicação da necessidade principal de seu povo. Para os judeus que viviam como escravos, Deus é o Senhor dos exércitos que elegeu este povo como escolhido, podendo deste modo livrá-lo da escravidão. Para os cristãos Deus se manifesta por meio de Jesus Cristo como Amor Absoluto, ajudando-os a conviver em meio à diferença; para os povos de floresta, o Transcendente aparece como força da natureza.</div><div class="MsoNormal" style="font-family: inherit; text-align: justify;"><br />
</div><div class="MsoNormal" style="font-family: inherit; text-align: justify;"> As religiões se utilizam de símbolos para representar as diferentes idéias de Transcendente. Uma cruz faz com que todo o cristão se lembre de seu Deus e de Jesus, uma estátua de Buda, pode lembrar aos budistas sobre os ensinamentos de seu guia espiritual, uma determinada cor usada na roupa pode lembrar a proteção de determinado Orixá para um candomblecista, e assim por diante.</div><div class="MsoNormal" style="font-family: inherit; text-align: justify;"><br />
</div><div class="MsoNormal" style="font-family: inherit; text-align: justify; text-indent: 35.4pt;">Não são apenas os idiomas que diferem, ou a cor da pele, é também a forma de cultuar, de nominar, de simbolizar a representação do Transcendente.</div><div class="MsoNormal" style="font-family: inherit; text-align: justify;"><br />
</div><div class="MsoNormal" style="font-family: inherit; text-align: justify;"> As Tradições Religiosas utilizam-se também de festas. Elas têm o objetivo de transmitir os ensinamentos de maneira formal ou até mesmo lúdica, isto é, através de ritos que envolvem brincadeiras, cânticos, danças, comidas, etc., despertando assim, através de experiências inspiradoras, a consciência e a fé dos seguidores.</div><div class="MsoNormal" style="font-family: inherit; text-align: justify;"><br />
</div><div style="font-family: inherit;"> Emerli Schlögl</div><div class="MsoNormal" style="font-family: inherit;"><br />
</div>Unknownnoreply@blogger.com50tag:blogger.com,1999:blog-577909770541722406.post-57465067478275634772010-11-01T16:06:00.000-07:002011-06-17T18:17:56.983-07:00Textos Sagrados<div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiC49H5Gz005PK_WyQzFIrqPn4Ny3WlGv22smDOIsxfWe_IXs0xn79sD32rgf1Rm3qsTzJwKKoF3jcFPO31PJEE7xcGc4a6w2rqeCycxReTWH3kPUs2GEkHCWGWdl-cOnkn4z5NFbjlp7WO/s1600/textos+sagr+1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiC49H5Gz005PK_WyQzFIrqPn4Ny3WlGv22smDOIsxfWe_IXs0xn79sD32rgf1Rm3qsTzJwKKoF3jcFPO31PJEE7xcGc4a6w2rqeCycxReTWH3kPUs2GEkHCWGWdl-cOnkn4z5NFbjlp7WO/s640/textos+sagr+1.jpg" width="444" /> </a></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjnQnDTdWXUjWQyAmRntF_rSx9igrtv_bNcEgeZGlqc9Gj4qd2SKIljLSU_eSJBdK0FbN6D9yvQssCJtAUM-O3z1By6G58ghCIIsfWdjQdhR7Hax5EtOuIsjW5EHbhLZAW7jFuSXJBVXG_S/s1600/textos+sagr+2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjnQnDTdWXUjWQyAmRntF_rSx9igrtv_bNcEgeZGlqc9Gj4qd2SKIljLSU_eSJBdK0FbN6D9yvQssCJtAUM-O3z1By6G58ghCIIsfWdjQdhR7Hax5EtOuIsjW5EHbhLZAW7jFuSXJBVXG_S/s640/textos+sagr+2.jpg" width="410" /></a></div><div class="separator" style="clear: both; text-align: center;"><br />
</div><div class="separator" style="clear: both; text-align: center;"><br />
</div><div class="separator" style="clear: both; text-align: center;"><br />
</div><div class="separator" style="clear: both; text-align: left;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgyIVzGZ5Krrd1klMiplMpyB4G8ZlXqcnc1zM2zuVWbFUPT9j5c4oZhnJLxOBM1JGNlZiwerg15cXgM0le0Z5dBegZisSvjqso9t8uNIvs9R-_EwwfxEQI5ZSctWOsy9pxg5MB4T729tIUB/s1600/escanear0003.jpg" style="margin-left: 1em; margin-right: 1em;"><span style="color: black;">Fonte desconhecida</span><br />
</a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgyIVzGZ5Krrd1klMiplMpyB4G8ZlXqcnc1zM2zuVWbFUPT9j5c4oZhnJLxOBM1JGNlZiwerg15cXgM0le0Z5dBegZisSvjqso9t8uNIvs9R-_EwwfxEQI5ZSctWOsy9pxg5MB4T729tIUB/s1600/escanear0003.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"> </a></div><div class="separator" style="clear: both; text-align: center;"><br />
</div><div class="separator" style="clear: both; text-align: center;"><br />
</div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-577909770541722406.post-85945204460902719672010-11-01T15:57:00.000-07:002011-06-17T18:19:40.762-07:00Árvore da FéEsta Árvore é uma ótima forma de entender as diversas denominações cristãs e de quais ramos surgiram! Que tal utilizá-la em uma de suas aulas?<br />
<br />
<b><span style="color: red;">Clique sobre a imagem para aumentar o seu tamanho. </span></b><br />
<br />
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgXk0bQ6Pk-6AKfveXk9pWKzENxVP9pS4TRSEcaxCzuXPB-f4OGWeIK0ieKKDHuhMfN_QQrIts9iNKr9Y_Sgsv17ZLYotzU5T5icdNGbXz7isyuuAIzpAYY-Jlg1AqwoWEkHkCJsy7Lrydb/s1600/%C3%A1rvore+da+f%C3%A9.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="290" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgXk0bQ6Pk-6AKfveXk9pWKzENxVP9pS4TRSEcaxCzuXPB-f4OGWeIK0ieKKDHuhMfN_QQrIts9iNKr9Y_Sgsv17ZLYotzU5T5icdNGbXz7isyuuAIzpAYY-Jlg1AqwoWEkHkCJsy7Lrydb/s400/%C3%A1rvore+da+f%C3%A9.jpg" width="400" /></a></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgXk0bQ6Pk-6AKfveXk9pWKzENxVP9pS4TRSEcaxCzuXPB-f4OGWeIK0ieKKDHuhMfN_QQrIts9iNKr9Y_Sgsv17ZLYotzU5T5icdNGbXz7isyuuAIzpAYY-Jlg1AqwoWEkHkCJsy7Lrydb/s1600/%C3%A1rvore+da+f%C3%A9.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><br />
</a></div><div class="separator" style="clear: both; text-align: left;"><br />
</div>Fonte: Revista Veja. Fev/2004<br />
<div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"></div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-577909770541722406.post-73682447782905717272010-10-26T16:49:00.000-07:002010-10-26T16:51:43.115-07:00Que tal uma aula diferente utilizando esta animação no datashow?!<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><img border="0" height="223" src="http://i56.tinypic.com/14af02p.jpg" style="margin-left: auto; margin-right: auto;" width="320" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><b style="color: red;">Para assistir clique na imagem!</b></td></tr>
</tbody></table><div class="separator" style="clear: both; text-align: center;"><a href="http://images.ig.com.br/infograficos/MecaPT2311/index1.html"></a></div><div class="separator" style="clear: both; text-align: center;"></div>Unknownnoreply@blogger.com1tag:blogger.com,1999:blog-577909770541722406.post-38907334071060943402010-10-26T03:07:00.000-07:002010-10-26T17:00:53.076-07:00Sugestão de Atividade<table style="width: auto;"><tbody>
<tr align="center"><td><a href="http://picasaweb.google.com.br/lh/photo/jReAEt-h2A0UOEBYuzPD5g?feat=embedwebsite"><img height="640" src="http://lh5.ggpht.com/_6v8cJy3mit0/TMaoAbXtYmI/AAAAAAAAAig/0jpc2p-b17w/s640/escanear0001.jpg" width="475" /></a></td></tr>
<tr><td style="font-family: arial,sans-serif; font-size: 11px; text-align: right;">De <a href="http://picasaweb.google.com.br/levizinho14/201010Out?feat=embedwebsite">2010-10 (out)</a></td></tr>
</tbody></table>Unknownnoreply@blogger.com2tag:blogger.com,1999:blog-577909770541722406.post-18417130103856025272010-10-05T10:09:00.000-07:002010-10-26T16:55:23.304-07:00BUDISMOJogo online com 20 questões sobre o Budismo. Marca o tempo total do jogo e de cada resposta. Bom para testar seus conhecimentos.<br />
<a href="http://www.agal-gz.org/planeta/front/index.php?step=5&quiz=quiz&univers=6&quiz_id=10">http://www.agal-gz.org/planeta/front/index.php?step=5&quiz=quiz&univers=6&quiz_id=10</a>Unknownnoreply@blogger.com0