tag:blogger.com,1999:blog-46767038839088432412024-02-07T08:59:08.844-03:00VIVENDO COM PROPÓSITOSKalinehttp://www.blogger.com/profile/14955382617513017566noreply@blogger.comBlogger128125tag:blogger.com,1999:blog-4676703883908843241.post-11527090269410646132014-12-29T21:02:00.002-03:002014-12-29T21:02:50.483-03:00Fim de ano<img class="irc_mut" height="371" src="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcTxj8vp7ZDA9w_c5BZ3noNll9_oV7-6l42bfZ9211t-Mkcfi636uw" style="margin-top: 11px;" width="659" /><br />
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Boa noite, esse ano foi um ano difícil, como diz uma amiga queridíssima, será que já podemos pular para 2015!<br />
Mas tenho muito a agradecer a Deus, meus filhos estão com saúde, crescendo fortes e lindos nos Caminhos do Senhor.<br />
Estou com mais uma paixão, pois é, essa foto acima! O Canadá, que qualidade de vida! Tem esse lindo país, com poucos impostos, a espera de imigrantes, quem sabe! Nos próximos 10 anos não irei conhecer! Ou morar! <br />
Tenho muito a agradecer ao meu esposo, meus filhos, são minha fortaleza. Desejo a todos os amigos desse blog, um próspero ano novo! Muita felicidade a todos nessa virada de ano. Deus os abençoe. Kalinehttp://www.blogger.com/profile/14955382617513017566noreply@blogger.com0tag:blogger.com,1999:blog-4676703883908843241.post-37052420353340860552014-05-03T18:06:00.001-03:002014-05-03T18:06:31.337-03:00Sanduíche de Forno<br />
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<br />
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Ingredientes:</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Um a dois pacotes de pão de forma(depende do tamanho) eu usei
um e sobrou, você pode comprar o pão de forma sem a casca fica mais bonito no
preparo final, eu mesma gosto o integral e não tiro a casca, fica a gosto de
cada um. </div>
<div class="MsoNormal">
Meia xícara de leite ou 1 xícara, nesse eu usei meia xícara,
às vezes misturo molho shoyo mas dessa vez misturei cenoura ralada e queijo
coalho, pode ser cortado em quadradinhos, na realidade você pode colocar até
mesmo somente o creme de leite misturado ao leite com duas colheres de queijo
ralado, vai dá um sabor ao prato, ok.</div>
<div class="MsoNormal">
No recheio o que você achar melhor, dessa vez eu usei carne
que eu mesma desfiei e creme de leite misturado ao queijo coalho, mas fica
muito bom, recheios com frango, queijo, presunto, e o melhor de todos com
espinafre, delicioso, peixe também desfiado fica ótimo, o peixe que Isabele faz
é ótimo como recheio, rsrsrsrs.</div>
<div class="MsoNormal">
Daí você vai alternando as camadas e molhando o pão(com a
mistura de leite e creme de leite e queijo ralado, ou creme de leite e molho
shoyo) se quiser deixar ele mais sequinho como o de cima também pode mas não
esqueça do fundo, colocar a mistura de leite para não queimar. Finalize com queijo fatiado a gosto.</div>
<div class="MsoNormal">
Coloque em forno pré aquecido a 200 graus e espere o queijo
derreter por cerca de quinze a vinte minutos.</div>
Kalinehttp://www.blogger.com/profile/14955382617513017566noreply@blogger.com0tag:blogger.com,1999:blog-4676703883908843241.post-59455231832841049432014-03-21T16:47:00.001-03:002014-03-21T16:47:38.177-03:00Bolo de cenoura com cobertura de pudim de chocolate, amei essa receita! Aprovadíssima!<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEigwJeH3-a25K1i7op1sUAYUzZXj7VJuxEebpDoZNJXIK08fzZc1nFYpYp2vszurZwYLuQMSVdJgO27KNUkEms-OCyqqEC1kMpeIl9dZwOtDCmUpC44mn989fFdDVGTieCdrF0FwhytcLgc/s1600/46885_597983546890472_903547776_n.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEigwJeH3-a25K1i7op1sUAYUzZXj7VJuxEebpDoZNJXIK08fzZc1nFYpYp2vszurZwYLuQMSVdJgO27KNUkEms-OCyqqEC1kMpeIl9dZwOtDCmUpC44mn989fFdDVGTieCdrF0FwhytcLgc/s1600/46885_597983546890472_903547776_n.jpg" height="131" width="320" /></a></div>
<br />
<br />
<br />
<br />
<br />
<br />
<ul class="listagem" id="content">
<li class="ingredient">2 cenouras grandes</li>
<li class="ingredient">2 xícaras (chá) de açúcar</li>
<li class="ingredient">3 ovos</li>
<li class="ingredient">3 xícaras (chá) de farinha de trigo</li>
<li class="ingredient">1 colher (sopa) de fermento em pó</li>
<li class="ingredient">1 xícara(s) (chá) de Óleo de soja</li>
<li class="sub-titulo-ingrediente b">Pudim</li>
<li class="ingredient">1 lata de leite condensado</li>
<li class="ingredient">1 lata de leite de vaca</li>
<li class="ingredient">1 xícara (chá) de chocolate em pó</li>
<li class="ingredient">açúcar e água para caramelizar</li>
<li class="ingredient">3 unidade(s) de ovo </li>
<li class="ingredient">Faça uma calda de caramelo com o açúcar e a água, deixe no fogo até caramelar e reserve. <br /> Bata no liquidificador o leite condensado, o leite de vaca e os ovos <br />
Coloque a calda em uma forma de bolo com furo (tipo forma de pudim),
acrescente a mistura de chocolate e por último coloque a massa do bolo
de cenoura <br /> Coloque para assar em forno preaquecido a 200ºC em <a class="a-colorbox-video-relacionado cboxElement" href="http://cybercook.com.br/lightbox-exibir-videos-receita.php?cod_video_tecnica=41&area=277&canal=19">banho-maria</a> até que o bolo cozinhe </li>
</ul>
Essa receita eu copiei de um site, não é minha mas é muito boa! Só que eu fiz em uma forma retangular média e ficou muito dez! Kalinehttp://www.blogger.com/profile/14955382617513017566noreply@blogger.com0tag:blogger.com,1999:blog-4676703883908843241.post-80931658138903937422013-08-23T10:02:00.002-03:002013-08-23T10:02:30.177-03:00Um novo tempo para a Guiné-Bissau <h1 class="contentpagetitle">
</h1>
<div class="buttonheading">
<span class="PDFIcon"><a href="http://www.jmm.org.br/index2.php?option=com_content&do_pdf=1&id=5285" title="PDF">
</a></span><a href="http://www.jmm.org.br/index2.php?option=com_content&task=view&id=5285&pop=1&page=0&Itemid=275" target="_blank" title="Imprimir"></a>
</div>
<div class="credentials">
<span class="createdate date">
16 de agosto de 2013 </span>
</div>
<br />
<em>Por Sabrina Souza</em><br />
<br />
O casal missionário Pr. Freddy e Elaine Ovando tem sido instrumento de
Deus na evangelização do povo de Guiné-Bissau. Ele, um médico
veterinário, e ela, uma dentista, compartilham juntos o grande amor de
Deus através do serviço missionário em Bafatá. O principal objetivo dos
missionários é treinar pastores locais para dar continuidade à
proclamação do Evangelho entre o povo africano.<br />
<br />
Além disso, o maior desafio para os missionários tem sido concluir a
construção do templo da Missão Batista em Gabu. O missionário conta que à
frente do terreno onde está sendo construído o templo batista, <img align="left" alt="" height="149" hspace="5" src="http://www.jmm.org.br/images/noticias/2013/mat_guinebissau_freddy.jpg" vspace="5" width="226" />os
muçulmanos estão terminando a construção de uma mesquita. O objetivo
dos muçulmanos é implantar uma mesquita em cada aldeia. Por isso, é
necessário que os irmãos continuem orando pelo crescimento da obra em
Guiné-Bissau.<br />
<br />
Contudo, Deus colocou um desejo no coração dos missionários. Vendo a
grande sede de Deus do povo da ilha de Bolama, o missionário sonha em
estabelecer ali a Igreja Batista da Ilha de Bolama, no arquipélago dos
Bijagos. Este é um projeto futuro, ainda um sonho dos missionários em
ver Bolama nas mãos do Senhor.<br />
<br />
A missionária Elaine pede a Deus o envio de um voluntário formado em
prótese dentária para ensinar aos jovens guineenses a confecção das
próteses. Assim, os missionários sonham com um novo tempo para
Guiné-Bissau, com a transformação de vidas pelo poder do Espírito.<br />
“A paz de Cristo invadiu os nossos corações quando decidimos permanecer em Guiné-Bissau fazendo Missões”, conclui o missionário.<br />
<br />
Para que este novo tempo possa chegar a Guiné-Bissau, interceda por
Missões, mobilize, vá aos campos e oferte. Participe da obra missionária
mundial.<br />
<br />
Extraído do site JMM Kalinehttp://www.blogger.com/profile/14955382617513017566noreply@blogger.com0tag:blogger.com,1999:blog-4676703883908843241.post-77989423856316414252012-12-11T13:43:00.001-03:002012-12-11T13:43:17.716-03:00Esse vídeo sobre cólicas em recém nascidos é muito bom! <div class="separator" style="clear: both; text-align: center;">
<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/HOwwF5ivpBI?feature=player_embedded' frameborder='0'></iframe></div>
<br />Kalinehttp://www.blogger.com/profile/14955382617513017566noreply@blogger.com1tag:blogger.com,1999:blog-4676703883908843241.post-3415674991221369912012-10-16T13:02:00.001-03:002012-10-16T13:02:17.093-03:00BRIGADEIRO QUE NÃO PRECISA IR AO FOGO<ul style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-family: arial, helvetica, freesans, sans-serif; font-size: 12px; font-style: inherit; font-weight: normal; line-height: 12px; list-style-image: initial; list-style-position: initial; list-style-type: none; margin-bottom: 23px; margin-left: 26px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: baseline;">
<li class="ingredient" style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #333333; font-family: arial, helvetica, freesans, sans-serif; font-size: 15px; font-style: inherit; font-weight: normal; line-height: 22px; list-style-image: url(http://s.rct.as/images/icons/recipe-check.png?1301621945); list-style-position: outside; list-style-type: none; margin-bottom: 2px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 3px; padding-right: 0px; padding-top: 0px; vertical-align: baseline;">1 lata de leite condensado</li>
<li class="ingredient" style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #333333; font-family: arial, helvetica, freesans, sans-serif; font-size: 15px; font-style: inherit; font-weight: normal; line-height: 22px; list-style-image: url(http://s.rct.as/images/icons/recipe-check.png?1301621945); list-style-position: outside; list-style-type: none; margin-bottom: 2px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 3px; padding-right: 0px; padding-top: 0px; vertical-align: baseline;">4 colheres (sopa) de chocolate em pó</li>
<li class="ingredient" style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #333333; font-family: arial, helvetica, freesans, sans-serif; font-size: 15px; font-style: inherit; font-weight: normal; line-height: 22px; list-style-image: url(http://s.rct.as/images/icons/recipe-check.png?1301621945); list-style-position: outside; list-style-type: none; margin-bottom: 2px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 3px; padding-right: 0px; padding-top: 0px; vertical-align: baseline;">1 e 1/2 xicará de leite em pó (sem preparar, só o pó)</li>
<li class="ingredient" style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #333333; font-family: arial, helvetica, freesans, sans-serif; font-size: 15px; font-style: inherit; font-weight: normal; line-height: 22px; list-style-image: url(http://s.rct.as/images/icons/recipe-check.png?1301621945); list-style-position: outside; list-style-type: none; margin-bottom: 2px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 3px; padding-right: 0px; padding-top: 0px; vertical-align: baseline;">Chocolate granulado para enfeitar</li>
<li class="ingredient" style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #333333; font-family: arial, helvetica, freesans, sans-serif; font-size: 15px; font-style: inherit; font-weight: normal; line-height: 22px; list-style-image: url(http://s.rct.as/images/icons/recipe-check.png?1301621945); list-style-position: outside; list-style-type: none; margin-bottom: 2px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 3px; padding-right: 0px; padding-top: 0px; vertical-align: baseline;">Manteiga para untar as mãos</li>
</ul>
<div>
<span class="Apple-style-span" style="color: #333333;"><span class="Apple-style-span" style="font-size: 15px; line-height: 22px;"><span class="Apple-style-span" style="color: black; font-size: 12px; line-height: 12px;"><div style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #333333; font-family: arial, helvetica, freesans, sans-serif; font-size: 15px; font-style: inherit; font-weight: normal; line-height: 22px; margin-bottom: 24px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: baseline;">
Usando
uma colher de pau, misture bem todos os ingredientes em uma tigela, até
formar uma massa homogênea.( esperar alguns minutos)</div>
<div style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #333333; font-family: arial, helvetica, freesans, sans-serif; font-size: 15px; font-style: inherit; font-weight: normal; line-height: 22px; margin-bottom: 24px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: baseline;">
Unte as mãos e faça os brigadeiros no tamanho que achar mais conveniente.</div>
<div style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #333333; font-family: arial, helvetica, freesans, sans-serif; font-size: 15px; font-style: inherit; font-weight: normal; line-height: 22px; margin-bottom: 24px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: baseline;">
Passar no chocolate granulado.</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhGhxo0dXmsUGB3MJ0lDd0kPCbc2nH9Y-Y1z0vAEiWKcqqJBhg7KiX_AzpUEHx0nWVMCxtlM17_SaycaZZARYOT9xGpmqTx7YvtKkkb-33MW-upVg962DYaMyCMFlEtdi35slWDgxvWI-62/s1600/images.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhGhxo0dXmsUGB3MJ0lDd0kPCbc2nH9Y-Y1z0vAEiWKcqqJBhg7KiX_AzpUEHx0nWVMCxtlM17_SaycaZZARYOT9xGpmqTx7YvtKkkb-33MW-upVg962DYaMyCMFlEtdi35slWDgxvWI-62/s1600/images.jpg" /></a></div>
<div style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #333333; font-family: arial, helvetica, freesans, sans-serif; font-size: 15px; font-style: inherit; font-weight: normal; line-height: 22px; margin-bottom: 24px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: baseline;">
Essa receita rende aproximadamente 30 brigadeiros de 3 cm.</div>
</span></span></span></div>
Kalinehttp://www.blogger.com/profile/14955382617513017566noreply@blogger.com0tag:blogger.com,1999:blog-4676703883908843241.post-89099635190533154482012-09-25T09:54:00.001-03:002012-09-25T09:54:32.627-03:00http://www.femipa.org.br/blog/2012/01/humanizacao-no-transporte-de-pacientes/<h1 class="entry-title">
Humanização no transporte de pacientes</h1>
<div class="entry-meta">
<span class="meta-prep meta-prep-author">Publicado em</span> <a href="http://www.femipa.org.br/blog/2012/01/humanizacao-no-transporte-de-pacientes/" rel="bookmark" title="17:31"><span class="entry-date">12 de janeiro de 2012</span></a> <span class="meta-sep">por</span> <span class="author vcard"><a class="url fn n" href="http://www.femipa.org.br/blog/author/imprensa/" title="Ver todos os posts de Imprensa">Imprensa</a></span> </div>
<div class="entry-content">
<div class="mr_social_sharing_wrapper">
<span class="mr_social_sharing"><span style="height: 20px; width: 50px;"></span></span><span class="mr_social_sharing"><a class="mr_social_sharing_popup_link" href="http://twitter.com/share?url=http%3A%2F%2Fwww.femipa.org.br%2Fblog%2F2012%2F01%2Fhumanizacao-no-transporte-de-pacientes%2F&text=Humaniza%C3%A7%C3%A3o+no+transporte+de+pacientes" target="_blank"><img alt="Share on Twitter" src="http://www.femipa.org.br/blog/wp-content/plugins/social-sharing-toolkit/images/buttons/twitter.png" title="Share on Twitter" /></a></span></div>
<a href="http://www.femipa.org.br/blog/2012/01/humanizacao-no-transporte-de-pacientes/olympus-digital-camera-8/" rel="attachment wp-att-1153"><img alt="" class="alignright size-medium wp-image-1153" height="300" src="http://www.femipa.org.br/blog/wp-content/uploads/hlondrina1-225x300.jpg" title="OLYMPUS DIGITAL CAMERA" width="225" /></a><br />
<strong>“Como estou dirigindo?”</strong> Essa e outras frases
personalizam o uniforme de uma equipe que transporta valor: o paciente. A
Central de Transportes de Pacientes (CTP) do Hospital Evangélico de
Londrina (HE) inova na aparência e na padronização dos serviços com a
proposta de humanizar, cada vez mais, o atendimento no ambiente
hospitalar.<br />
<span id="more-1134"></span><br />
<a href="http://www.femipa.org.br/blog/2012/01/humanizacao-no-transporte-de-pacientes/olympus-digital-camera-9/" rel="attachment wp-att-1154"><img alt="" class="alignleft size-medium wp-image-1154" height="217" src="http://www.femipa.org.br/blog/wp-content/uploads/hlondrina2-300x217.jpg" title="OLYMPUS DIGITAL CAMERA" width="300" /></a>A
ideia surgiu em 2009, com a gestora de serviços de apoio, Alda Hayashi e
em março de 2011, foi implantada oficialmente pela gestora de
atendimento em saúde, Sandra Capelo, como resultado de pesquisas de
satisfação e de um programa de Inovação, em que viu a importância de
‘acolher’ os clientes também no serviço de transportes, desde a
abordagem à condução no trajeto, independente do veículo (cama, maca ou
cadeira de rodas).<br />
Com coletes ‘sinalizados’, a equipe CTP conta com 9 pilotos, todos
auxiliares de enfermagem. Os uniformes alertam e educam: “Transporto
Valor”; <a href="http://www.femipa.org.br/blog/2012/01/humanizacao-no-transporte-de-pacientes/olympus-digital-camera-10/" rel="attachment wp-att-1155"><img alt="" class="alignright size-medium wp-image-1155" height="300" src="http://www.femipa.org.br/blog/wp-content/uploads/hlondrina3-225x300.jpg" title="OLYMPUS DIGITAL CAMERA" width="225" /></a>“Velocidade
Controlada, 5km/h”, dentre outras frases. O objetivo é chamar a atenção
e obter a preferência no percurso, seja na passagem em salas,
corredores e ainda no uso de elevadores exclusivos. “Se ao abrir a porta
o elevador estiver ocupado por funcionários ou mesmo visitantes ou
médicos, eles enxergam e correspondem que a prioridade é do paciente e,
automaticamente, saem e cedem o lugar”, diz Thays Chiarato, supervisora
de enfermagem e responsável pela equipe.<br />
Outro diferencial foi a padronização de metodologias. Por mais
simples que pareça conduzir um paciente, existem regras a serem
cumpridas na forma de segurá-lo, de transportá-lo de uma maca para
outra, de entrar com ele num elevador ou nos apartamentos, de cuidados
no caso de pacientes com alguma precaução de contato, dentre outras
normas. “Profissionalizar é um quesito da qualidade. Para melhorarmos um
serviço, é necessário que todos façam exatamente “o quê” e “como” o
trabalho deve ser desempenhado. Nisso está a unidade e a padronização”,
ressalta Thays. Para Odair José Silva da Cruz, auxiliar de enfermagem e
piloto da CTP, transportar um paciente requer experiência e habilidade
no socorro de enfermagem. “É uma responsabilidade e precisa ser feito
por um profissional, pois no trajeto, o paciente pode necessitar de
algum socorro. Gosto do que faço e vejo a importância de oferecer
segurança no transporte dos pacientes”, diz.<br />
<a href="http://www.femipa.org.br/blog/2012/01/humanizacao-no-transporte-de-pacientes/olympus-digital-camera-11/" rel="attachment wp-att-1156"><img alt="" class="alignleft size-medium wp-image-1156" height="265" src="http://www.femipa.org.br/blog/wp-content/uploads/hlondrina4-300x265.jpg" title="OLYMPUS DIGITAL CAMERA" width="300" /></a>Durante
sua internação para uma cirurgia, em janeiro de 2012, o paciente Felipe
Augusto Sgarioni, 24 anos, bancário, se surpreendeu com a novidade:
“Achei interessante e na hora que li a frase do colete comecei a rir. O
hospital é um ambiente “carregado” e ter um atendimento diferenciado
como esse, distrai e diverte. Sem dúvida fiquei menos estressado antes
da operação”, conta.<br />
Fonte: Comunicação AEBEL<br />
</div>
Kalinehttp://www.blogger.com/profile/14955382617513017566noreply@blogger.com0tag:blogger.com,1999:blog-4676703883908843241.post-84512602001932238322012-09-17T16:00:00.001-03:002012-09-17T16:00:47.574-03:00http://www.psiqweb.med.br/site/?area=NO/LerNoticia&idNoticia=315<table border="0" style="width: 100%px;"><tbody>
<tr><td><h2 class="Titulo">
<span id="ctl00_lblTitulo">Desenvolvimento Sexual e Puberdade Precoces</span></h2>
<strong><span id="ctl00_lblDescricaoResumida">A infância é
submetida a um bombardeio de sexualidade por todos os lados, sejam
filmes com temas sexuais, letras picantes das músicas...</span></strong>
<br />
| <a href="http://www.psiqweb.med.br/site/?area=NO/ListaNoticiaBusca&pagina=1&idCategoriaNoticia=1">Infância e Adolescência</a> | <a href="http://www.psiqweb.med.br/site/?area=NO/ListaNoticiaBusca&pagina=1&idCategoriaNoticia=7">Sexualidade</a> |<br />
</td>
<td width="120">
<span id="ctl00_lblImagem"><img alt="" src="http://www.psiqweb.med.br/site/FBArquivos%5CNO%5C00000315%5C00000315_676_tb.jpg" /></span></td>
</tr>
</tbody></table>
<hr align="center" color="gray" size="1" width="100%" />
<span id="ctl00_lblDetalhe"><div align="left" class="MsoNormal" style="margin: 0in 0in 7pt;">
<span lang="PT-BR">O <em>desenvolvimento sexual feminino precoce</em> e a <em>Puberdade Feminina Precoce</em> são duas situações diferentes do desenvolvimento.<span style="mso-spacerun: yes;"> </span>A
Sociedade de Obstetrícia e Ginecologia do Estado de S. Paulo define
puberdade precoce (no sexo feminino) como o desenvolvimento de um ou
mais dos caracteres sexuais secundários antes dos 8 anos de idade ou o
aparecimento da menstruação antes dos 9 anos. Entretanto, do ponto de
vista psiquiátrico interessa considerar também o amadurecimento sexual
em torno dos 10 anos, que não caracteriza a <em>Puberdade Feminina Precoce,</em> mas tem sido cada vez mais freqüente. </span></div>
<div align="left" class="MsoNormal" style="margin: 0in 0in 7pt;">
<span lang="PT-BR">A
menina de hoje recebe estímulos que sua mãe e avó nem "sonhavam". Por
isso, algumas crianças podem ser consideradas precoces, mas isso não
significa que a puberdade delas também será. Atualmente a infância é
submetida a um bombardeamento de sexualidade por todos os lados, seja
com filmes com temas sexuais, com as letras picantes das músicas,
programas insinuantes das emissoras de televisão e até mesmo com as
roupas provocativas da moda atual. E o corpo humano parece responder às
expectativas que se tem dele, talvez como parte do processo de adaptação
das espécies, assim o corpo de menina dá lugar ao corpo de mulher
precocemente. Esses corpos praticamente empurrados para o mundo dos
adultos antes que a personalidade acompanhe pode trazer problemas.</span></div>
<div align="left" class="MsoNormal" style="margin: 0in 0in 7pt;">
<span lang="PT-BR">A
idade de início da puberdade apresenta ampla variação individual,
ocorrendo no sexo feminino mais freqüentemente entre 9 e 13 anos e no
sexo masculino entre 10 e 14 anos de idade. Falamos em desenvolvimento
sexual feminino precoce para aquelas meninas que apresentam
características sexuais desenvolvidas e menstruação já aos 10 anos de
idade.</span></div>
<div align="left" class="MsoNormal" style="margin: 0in 0in 7pt;">
<span lang="PT-BR">Em
1840 a idade média da primeira menstruação (menarca) rondava os 16-17
anos, idade claramente coincidente com o momento da incorporação da
adolescente na vida adulta e, na época, na responsabilidade do casamento
e da procriação. Hoje em dia, nenhuma família se sentiria à vontade se a
filha de 16 anos assumisse responsabilidades matrimoniais, entretanto,
se aceita que participe plenamente (ou quase) das liberdades sexuais do
mundo moderno. Atualmente a média da menarca se situa em torno dos 12
anos, quatro anos a menos que há 150 anos.</span></div>
<div align="left" class="MsoNormal" style="margin: 0in 0in 7pt;">
<span lang="PT-BR">Os
estágios do desenvolvimento da personalidade sob o ponto de vista
cognitivo, físico e emocional devem ser progressivamente reajustados
durante o processo do amadurecimento da pessoa. Fisiologicamente devem
caminhar juntos os desenvolvimentos desses três aspectos. Com a
precocidade do desenvolvimento físico, tornando mulheres pessoas que
deveriam ainda ser meninas, há uma verdadeira compressão do
desenvolvimento cognitivo e, principalmente, emocional.</span></div>
<div align="left" class="MsoNormal" style="margin: 0in 0in 7pt;">
<span lang="PT-BR">Numa revisão das pesquisas de <em>Márcia Herman-Giddens</em>, iniciadas em 1997 e publicados pela <em>Lucile Packard Foundation for Children's Health</em>
de março de 2001, a observação inicial era de que a idade média para o
surgimento da primeira menstruação (menarca) havia caído dramaticamente
de 17 anos para mais ou menos os 13, entre a metade do século 19 e a
metade do século 20. Atualmente fala-se em pouco mais de 10 anos. O
trabalho de <em>Márcia Herman-Giddens</em> envolveu a observação de 17 mil meninas.</span></div>
<div align="left" class="MsoNormal" style="margin: 0in 0in 7pt;">
<span lang="PT-BR">Os sinais de maturidade sexual observados no trabalho de <em>Herman-Giddens</em>
foram em relação ao aparecimento das características sexuais
secundárias: os botões dos seios e os pelos pubianos. Cerca de 15% das
meninas brancas mostraram sinais externos de início de maturidade sexual
aos oito anos, e em torno de 5% bem mais cedo, ao redor dos sete anos.
Para as afro-americanas as estatísticas estão cada vez mais
assustadoras, tendo 15% delas desenvolvido busto ou pelos pubianos aos
sete anos e quase a metade aos oito anos de idade.</span></div>
<div align="left" class="MsoNormal" style="margin: 0in 0in 7pt;">
<span lang="PT-BR">Apenas um número reduzido de casos de <em>desenvolvimento sexual feminino precoce</em>
procura tratamento psiquiátrico, mas isto não significa que o
aparecimento de seios aos sete anos de idade deve ser ignorado. Havendo
comprometimentos pessoais, comportamentais, escolares ou ocupacionais e
psicossociais, estaria indicada uma atenção profissional especial. </span></div>
<div align="left" class="MsoNormal" style="margin: 0in 0in 7pt;">
<span lang="PT-BR">Para entender bem esse assunto é fundamental separar a <em>puberdade precoce</em> do <em>desenvolvimento sexual feminino precoce</em>.
Se a menstruação surge em torno dos 10 anos, a probabilidade maior é de
tratar-se de uma criança com desenvolvimento orgânico global precoce e
não da verdadeira puberdade precoce. Por causa disso em quase 95% dos
casos de crianças suspeitas de <em>puberdade precoce</em> a suspeita não é confirmada.</span></div>
<span lang="PT-BR">
<div align="left" class="MsoNormal" style="margin: 0in 0in 7pt;">
</div>
<table border="0" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-bottom: medium none; border-collapse: collapse; border-left: medium none; border-right: medium none; border-top: medium none; mso-border-insideh: none; mso-border-insidev: none; mso-padding-alt: 0in 5.4pt 0in 5.4pt; mso-yfti-tbllook: 1184;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0; mso-yfti-lastrow: yes;">
<td style="background-color: transparent; border-bottom: #f0f0f0; border-left: #f0f0f0; border-right: #f0f0f0; border-top: #f0f0f0; padding-bottom: 0in; padding-left: 5.4pt; padding-right: 5.4pt; padding-top: 0in; width: 167.4pt;" valign="top" width="223">
<div class="MsoNormal" style="margin: 0in 0in 0pt;">
<span lang="PT-BR"><span style="font-family: Calibri;"> <img alt="Puberdade Precoce" src="http://www.psiqweb.med.br/site/FBArquivos%5CNO%5C00000315%5C00000315_677.jpg" /></span></span></div>
</td>
<td style="background-color: transparent; border-bottom: #f0f0f0; border-left: #f0f0f0; border-right: #f0f0f0; border-top: #f0f0f0; padding-bottom: 0in; padding-left: 5.4pt; padding-right: 5.4pt; padding-top: 0in; width: 311.4pt;" valign="top" width="415">
<div align="left" class="MsoNormal" style="margin: 0in 0in 0pt;">
<span lang="PT-BR"><span style="font-family: Calibri;"> </span><span lang="PT-BR">A chamada <em>Puberdade Precoce</em> é, de fato, um quadro patológico com critérios de diagnóstico precisos. Ela é classificada na CID.10 sob o código <em><strong>E30.1</strong></em>,
enquanto o desenvolvimento sexual feminino precoce é uma situação
não-normal do desenvolvimento, porém, não necessariamente patológico.</span></span></div>
<div align="left" class="MsoNormal" style="margin: 0in 0in 0pt;">
<span lang="PT-BR"><span lang="PT-BR"><span lang="PT-BR">Para a <em>Organização Mundial de Saúde</em>
a adolescência compreende a faixa etária entre os 10 e 20 anos. No
Brasil, de acordo com a lei 8.069/90 do Estatuto da Criança e do
Adolescente, adolescente é a pessoa com idade entre 12 e 18 anos.
Didaticamente a adolescência pode ser dividida em três etapas.</span></span></span></div>
</td></tr>
</tbody></table>
</span><span lang="PT-BR"></span>
<div align="left" class="MsoNormal" style="margin: 0in 0in 7pt;">
<span lang="PT-BR">A primeira etapa é chamada “<em><strong>adolescência inicial</strong></em>”,
dos 10 aos 14 anos, caracterizada essencialmente por transformações
corporais e suas conseqüências psíquicas. Em seguida vem a “<em><strong>adolescência média</strong></em>”,
entre os 14 e 17 anos, caracterizada por questões relativas à
sexualidade, especialmente a definição da orientação sexual. A última
etapa é a “<em><strong>adolescência final</strong></em>”, entre os 17 e
os 20 anos, quando se estabelecem novos vínculos com os pais, envolve a
questão profissional, a aceitação de um esquema corporal novo e dos
processos psíquicos do mundo adulto (<em>Outeiral, 1982</em>). </span></div>
<div align="left" class="MsoNormal" style="margin: 0in 0in 7pt;">
<span lang="PT-BR">O
desenvolvimento sexual feminino precoce é um fenômeno cada vez mais
preocupante para pais, médicos e sociólogos. Suas causas continuam sendo
um mistério, mas nos Estados Unidos já se constatam mais de 25% de <em>desenvolvimento sexual precoce</em> entre as meninas negras e 9% entre as brancas. </span></div>
<div align="left" class="MsoNormal" style="margin: 0in 0in 7pt;">
<span lang="PT-BR">Os
pré-adolescentes e os adolescentes são naturalmente inclinados a ação
em detrimento da palavra. Muitas vezes, diante dos conflitos próprios
dessa faixa etária esses jovens podem recorrer às drogas, ao álcool ou à
sexualidade precoce. Um dos problemas é que as pessoas pensam que essas
meninas com desenvolvimento sexual feminino precoce são mais velhas e o
tipo de pressão sofrido por elas muitas vezes são maiores do que elas
podem administrar.</span></div>
<div align="left" class="MsoNormal" style="margin: 0in 0in 7pt;">
<span lang="PT-BR">No <em>desenvolvimento sexual feminino precoce</em>,
tanto quanto na puberdade precoce típica, existem os perigos do
molestamento sexual, da transmissão de doenças sexualmente
transmissíveis e da gravidez prematura. A estabilidade emocional pode
estar conturbada no desenvolvimento sexual feminino precoce. Existem
ainda as pressões sócio-familiares para que a criança se comporte como
adulto, uma cobrança comportamental maior na escola, para entrar numa
universidade, assim como uma vulnerabilidade maior à oferta de drogas e
álcool.</span></div>
<div align="left" class="MsoNormal" style="margin: 0in 0in 7pt;">
<span lang="PT-BR">O
empenho da psiquiatria e da psicologia nesses casos é em relação ao
enfrentamento dos sentimentos confusos que podem surgir com o
aparecimento dos sinais exteriores de maturidade sexual. Alguns estudos
indicam que o <em>desenvolvimento sexual feminino precoce</em> pode implicar em maior probabilidade de depressão, agressividade, rebeldia, isolamento e baixo rendimento escolar.</span></div>
<div align="left" class="MsoNormal" style="margin: 0in 0in 7pt;">
<span lang="PT-BR">O conceito de <em>puberdade precoce</em>
recomenda a presença de caracteres sexuais secundários compatíveis com a
puberdade em meninas antes dos 9 anos de idade. Em 95% das mulheres o
desenvolvimento dos caracteres sexuais secundários ocorre entre 9 e 13
anos. Na <em>puberdade precoce</em> chamada verdadeira, as glândulas
sexuais (ovários ou testículos nos meninos) atingem a maturidade e o
aspecto físico da criança se assemelha ao do adulto. </span></div>
<div align="left" class="MsoNormal" style="margin: 0in 0in 7pt;">
<span lang="PT-BR">Há
muitos anos já se constata crianças chegando à puberdade antes da idade
normal e esse fenômeno vem se acelerado atualmente. O declínio da idade
para a puberdade feminina, tomando-se em consideração os critérios
estatísticos, tem levado os pediatras a considerarem mais para baixo os
critérios de "normalidade" para o surgimento dos primeiros sinais de
puberdade. <span style="mso-spacerun: yes;"> </span>Hoje, entre as
meninas brancas, uma em cada sete começa desenvolver busto e pelos
pubianos em torno de oito anos. Entre as meninas de origem negra esta
realidade está girando em uma a cada duas (<em>Rosenfield, 2000</em>).</span></div>
<div align="left" class="MsoNormal" style="margin: 0in 0in 7pt;">
<span lang="PT-BR">A
idade média para o início de crescimento das mamas situa-se entre os
extremos de 8 a 13 anos. Os pelos pubianos surgem alguns meses mais
tarde e a primeira menstruação ocorre geralmente entre a idade 10 e 16,5
anos. <span style="mso-spacerun: yes;"> </span>Havendo desenvolvimento
sexual em torno dos 10 anos a menina não será diagnosticada como
portadora de puberdade precoce, mas sem dúvida pode representar um
desenvolvimento sexual precoce.</span></div>
<div align="left" class="MsoNormal" style="margin: 0in 0in 7pt;">
<span lang="PT-BR">Assim como existe a <em>puberdade precoce</em> também tem a <em>puberdade tardia</em>.
A causa emocional nos atrasos da puberdade é preponderante em crianças
de classe média e alta no Brasil. Em relação à puberdade tardia, cerca
de 90% dos casos decorre de problemas familiares ou pessoais das
crianças. Observações feitas em colégios internos, nos quais várias
adolescentes viviam em regime de semi-isolamento social, aventou-se a
possibilidade da puberdade retardada ser atribuída ao padrão de vida
imposto às jovens, isoladas do convívio social e algo privadas dos
estímulos ambientais.</span></div>
<div align="left" class="MsoNormal" style="margin: 0in 0in 7pt;">
<span lang="PT-BR"><em><strong><span style="color: navy; font-size: medium;">Fatores Orgânicos e Desenvolvimento Sexual</span></strong></em> </span></div>
<div align="left" class="MsoNormal" style="margin: 0in 0in 7pt;">
<span lang="PT-BR">A <em>puberdade precoce</em> (e não o <em>desenvolvimento sexual precoce</em>)
parece ter uma forte relação com a obesidade infantil. A incidência de
obesos nos Estados Unidos já é de 15% nas meninas entre 6 e 11 anos,
tendo aumentado quase nas mesmas proporções que a puberdade feminina
precoce. De fato, a obesidade tende a favorecer a fabricação de um
hormônio, a leptina, bastante necessária à puberdade. </span></div>
<div align="left" class="MsoNormal" style="margin: 0in 0in 7pt;">
<span lang="PT-BR">Além
da obesidade, consideram-se também outras poções malévolas da
civilização atual, desde contaminações químicas ambientais, até
hormônios que fazem parte integrante do leite ou da carne do gado. Mas a
verdade é que ninguém sabe ao certo como estes sinais de
desenvolvimento sexual têm aparecido em meninas em idades cada vez mais
precoces. </span></div>
<div align="left" class="MsoNormal" style="margin: 0in 0in 7pt;">
<span lang="PT-BR">No
mundo moderno parece que não apenas a maturidade sexual tem sido cada
vez mais precoce, mas também algumas doenças dos adultos começam a
aparecer em número cada vez mais entre as crianças. Estudo realizado
pela Unicamp com 1.937 crianças e adolescentes entre 2 e 19 anos,
mostrou que 44% dos entrevistados tinham níveis alterados de colesterol.
Segundo a médica Eliana Cotta de Faria (2008), uma das autoras da
pesquisa, esses jovens estão mais propensos a terem problemas
cardiovasculares. </span></div>
<div align="left" class="MsoNormal" style="margin: 0in 0in 7pt;">
<span lang="PT-BR">Chama-se <em>Telarca Precoce</em>
o surgimento das mamas antes do tempo. Ocorre, provavelmente, por um
aumento transitório na secreção do hormônio estradiol ou maior
sensibilidade temporária dos seios aos baixos níveis de estrogênios
presentes antes da puberdade. É mais freqüente antes dos dois anos e
raramente após os 4 anos. A <em>Telarca</em> costuma ter caráter benigno. </span></div>
<div align="left" class="MsoNormal" style="margin: 0in 0in 7pt;">
<span lang="PT-BR">O aparecimento de pêlos pubianos, axilares ou ambos antes da época normal chama-se <em>Adrenarca</em> ou <em>Pubarca Precoce</em>.
Isso está relacionado ao aumento precoce na secreção de hormônios
masculinos pelas glândulas suprarrenais (ou adrenais), ou seja,
decorrente da maturidade precoce dessas glândulas. </span></div>
<div align="left" class="MsoNormal" style="margin: 0in 0in 7pt;">
<span lang="PT-BR">A <em>Pubarca</em> ou <em>Adrenarca Precoce</em>
são mais freqüentes após os seis anos e correspondem a um distúrbio
usualmente não progressivo, com desenvolvimento dos caracteres sexuais
secundários na idade normal da puberdade, são mais freqüentes em meninas
que meninos e, entre as meninas, prefere as mais obesas. Os níveis de
hormônios testosterona e androstenediona são normais em crianças no
estágio de aparecimento dos pêlos pubianos.<span style="mso-spacerun: yes;"> </span></span></div>
<div align="left" class="MsoNormal" style="margin: 0in 0in 7pt;">
<span lang="PT-BR">O avanço precoce e desproporcional do amadurecimento ósseo nas crianças com <em>puberdade precoce</em>,
que não acontece no quadro apenas de desenvolvimento sexual precoce, é
conseqüência do efeito dos hormônios sexuais, os quais determinam o
fechamento precoce da cartilagem de crescimento. Por causa disso há uma
redução na estatura final da pessoa. </span></div>
<div align="left" class="MsoNormal" style="margin: 0in 0in 7pt;">
<span lang="PT-BR">Alguns fatores não-orgânicos associados ao <em>desenvolvimento sexual feminino precoce</em>
são bastante surpreendentes. Entre elas citam-se causas culturais, como
por exemplo, o bombardeio de imagens de caráter sexual difundidas na
mídia e o maciço apelo cultural para a busca da perfeição do corpo de
mulher. Alguns cientistas se inclinam também para o papel de alguns
estimuladores de estrogênio contidos em produtos químicos ou plásticos,
principalmente a maquiagem e inclusive o esmalte das unhas. Portanto, o
mais correto seria buscar uma causa multifatorial para a puberdade
feminina precoce. </span></div>
<div align="left" class="MsoNormal" style="margin: 0in 0in 7pt;">
<span lang="PT-BR"><em><strong><span style="color: navy; font-size: medium;">Adoção e Desenvolvimento Sexual </span></strong></em></span></div>
<div align="left" class="MsoNormal" style="margin: 0in 0in 7pt;">
<span lang="PT-BR">Parece
haver ainda uma forte relação entre sexualidade precoce e adoção. Entre
crianças adotadas é comum que as meninas ganhem seios e pêlos pubianos
precocemente, enquanto os meninos, além dos pêlos, também o aumento dos
testículos. O crescimento é afetado e a idade física fica em desacordo
com a mental.</span></div>
<div align="left" class="MsoNormal" style="margin: 0in 0in 7pt;">
<span lang="PT-BR">Alguns
especialistas acreditam que o estresse e a adaptação ao novo país e à
nova família, em casos de adoção internacional, possam também afetar o
desenvolvimento da criança. Apesar de não ser considerada uma doença
propriamente dita, o desenvolvimento sexual precoce pode exigir um
acompanhamento especial<span style="mso-spacerun: yes;"> </span>(Albers, 2005). </span></div>
<div align="left" class="MsoNormal" style="margin: 0in 0in 7pt;">
<span lang="PT-BR">Um
estudo dinamarquês aponta que em adoções internacionais a probabilidade
da criança adotada desenvolver-se antes do tempo é de 10 a 20 vezes
maior do que em nativos. Se pensarmos ainda em diferenciação de sexo, a
proporção é ainda mais desigual. As meninas parecem sofrer mais com a
disfunção, apresentando os sintomas até 5 vezes mais que os meninos. </span></div>
<div align="left" class="MsoNormal" style="margin: 0in 0in 7pt;">
<span lang="PT-BR">Patrick
Mason (2005), um dos condutores de pesquisas americanas sobre os
efeitos da adoção internacional, especialista em pediatria e
endocrinologia, diz que um dos maiores problemas enfrentados pela
puberdade precoce em crianças internacionalmente adotadas são as
conseqüências psicológicas. </span></div>
<div align="left" class="MsoNormal" style="margin: 0in 0in 7pt;">
<span lang="PT-BR">Na
realidade a antecipação do desenvolvimento sexual da criança tem sido
geral nos últimos tempos e não apenas em crianças adotadas. Trata-se de
uma situação muito difícil por ninguém saber, na verdade, quais são suas
verdadeiras causas. Até agora é uma constatação relacionada a várias
causas hipotéticas. Sem saber as causas fica muito mais difícil prevenir
e tratar.</span></div>
<div align="left" class="MsoNormal" style="margin: 0in 0in 7pt;">
<span lang="PT-BR">De acordo com tudo que se vê, existem muitas incertezas envolvendo o fenômeno da <em>puberdade precoce</em>
feminina. Na falta de uma causa absolutamente irrefutável para esse
estado, a ciência tem elaborado uma longa lista de fatores causais
potenciais. Uma das teorias mais aceitas sustenta que a <em>puberdade precoce</em>
está de algum modo relacionada ao ganho de peso. E a América do Norte é
o centro dessa epidemia da juventude obesa. Entre os anos setenta e o
início dos anos noventa o percentual de crianças entre os 6 e 11 anos
com excesso de peso quase duplicou, passando dos 6,5% para os 11,4%, de
acordo com o Centro Nacional de Estatística em Saúde dos EUA.</span></div>
<div align="left" class="MsoNormal" style="margin: 0in 0in 7pt;">
<span lang="PT-BR">Os
perigos físicos, pelo molestamento sexual e pela transmissão de doenças
sexualmente transmissíveis e pela gravidez (para aquelas que já
menstruam) são apenas alguns perigos associados ao desenvolvimento
sexual precoce e à puberdade precoce. </span></div>
<div align="left" class="MsoNormal" style="margin: 0in 0in 7pt;">
<span lang="PT-BR">De
modo geral o que se cogita atualmente é que inúmeros fatores
sócio-culturais estão influindo na regressão da idade para a maturidade
sexual. Muitos temas associados ao sexo presentes na mídia, assim como o
forte apelo cultural da sensualidade estão conspirando bastante para o
encurtamento da infância com conseqüências que ainda compreendemos muito
bem. Faz parte de nosso cotidiano meninas cada vez mais novas vestindo
roupas altamente erotizadas e trajes de gente grande.</span></div>
<div align="left" class="MsoNormal" style="margin: 0in 0in 7pt;">
<br /></div>
<div align="left" class="MsoNormal" style="margin: 0in 0in 7pt;">
<br /></div>
<div align="left" class="MsoNormal" style="margin: 0in 0in 7pt;">
<span lang="PT-BR"><strong>Ballone GJ</strong> - <span id="ctl00_lblTitulo"><em>Desenvolvimento Sexual e Puberdade Precoces</em> </span>- in. PsiqWeb, Internet, disponível em <a href="http://www.psiqweb.med.br/"><b>www.psiqweb.med.br</b></a>, 2009</span></div>
<div align="left" class="MsoNormal" style="margin: 0in 0in 7pt;">
<br /></div>
<blockquote dir="ltr" style="margin-right: 0px;">
<blockquote dir="ltr" style="margin-right: 0px;">
<div align="left">
<span style="font-size: xx-small;"><span lang="PT-BR"><span style="color: brown;"><strong>Bibliografia </strong></span></span><br /><span style="color: brown;"><strong>Albers LH, Barnett ED, Jenista JA, Johnson DE</strong> – Adopción Internacional: cuestiones médicas y del desarollo, Clinicas Pediátricas de Norteamerica, Vol. 52, no.5, Mason, 2005.</span> </span></div>
<div align="left">
<span lang="PT-BR"><span style="color: brown;"><span style="font-size: xx-small;"><strong>Cotta de Faria E, Dalpino FB, Takata R</strong>
- Lípides e lipoproteínas séricos em crianças e adolescentes
ambulatoriais de um hospital universitário público, Rev. paul. pediatr.
v.26 n.1 São Paulo mar. 2008</span></span></span></div>
<div align="left">
<span style="color: brown;"><span style="font-size: xx-small;"><span style="mso-ansi-language: EN-US;"><strong>Grumbach MM</strong> - True precocious puberty. In: Kreiger DT, Bardin CW, editors. </span><span lang="PT-BR">Current Therapy in Endocrinology and Metabolism. Toronto: BG Decker, 1985;4-8.<span style="mso-spacerun: yes;"> </span></span></span></span></div>
<div align="left">
<span lang="PT-BR"><span style="color: brown;"><span style="font-size: xx-small;"><strong>Mason P, Narad C</strong> -Problemas a largo plazo Del crecimiento y de La puberdad en los adoptados internacionales, <span style="mso-spacerun: yes;"> </span>Clinicas Pediátricas de Norteamerica, Vol. 52, no.5, Mason, 2005.</span></span></span></div>
<div align="left">
<span lang="PT-BR"><span style="color: brown;"><span style="font-size: xx-small;"><strong>Outeiral JO</strong> - Infância e Adolescência, editora Artes Médicas, Porto Alegre, 1982 </span></span></span></div>
<div align="left">
<span style="mso-ansi-language: EN-US;"><span style="color: brown;"><span style="font-size: xx-small;"><strong>Pathomvanich A, Merke D, Chrousos GP</strong> - Early puberty: a cautionary tale. Pediatrics 2000;105:115-6.<span style="mso-spacerun: yes;"> </span></span></span></span></div>
<div align="left">
<span style="mso-ansi-language: EN-US;"><span style="color: brown;"><span style="font-size: xx-small;"><strong>Rosenfield RL, Bachrach L, Chernausek S, Gertner JM, Gottschalk M, Hardin DS, et al.</strong> - Current age of onset of puberty. Pediatrics 2000;106:662-5.</span></span><span style="mso-spacerun: yes;"> <span style="font-family: Calibri;"> </span></span></span></div>
</blockquote>
</blockquote>
</span>
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Kalinehttp://www.blogger.com/profile/14955382617513017566noreply@blogger.com0tag:blogger.com,1999:blog-4676703883908843241.post-32519277266162646592012-08-01T08:42:00.000-03:002012-08-01T08:42:31.251-03:00Mais uma grande experiência em minha vida!<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_3hBtUtJm8xaY_UeYiwMkxgZfmOui2tgMY6m-SAJmXX-VClgVkb3bKLIQ3r-QGBr3_mj19CclsYlPA0qei1l3ksi3So7IzptEC2vkxUdXIRT-LYS3L_tppDXbrnCtx_8slDICHPluk0xn/s1600/Relatos+para+meu+blog.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="222" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_3hBtUtJm8xaY_UeYiwMkxgZfmOui2tgMY6m-SAJmXX-VClgVkb3bKLIQ3r-QGBr3_mj19CclsYlPA0qei1l3ksi3So7IzptEC2vkxUdXIRT-LYS3L_tppDXbrnCtx_8slDICHPluk0xn/s320/Relatos+para+meu+blog.jpg" width="320" /></a></div>
Ontem fomos as ruas entregar sopas aos moradores de rua, uma realidade fora da nossa realidade, muitos reprimidos por seus pais desde a infancia, muitas vezes culpamos essas pessoas, achando que elas devem ter culpa de estarem ali, "são uns miseráveis", usuários de drogas, prostitutas, ladrões, fichados na polícia, mas o que fazer? Só olhar e sentir compaixão não basta! Às vezes, nem isso! Se todos nós fizéssemos um pouco, levando uma mensagem de carinho, demonstrando cuidado, alimento, já amenizaria, não vai resolver, mas as obras tem grande importância para Deus, em vez de nos preocuparmos com coisas materiais, devemos nos preocupar com nossa missão aqui na terra, pois a nossa missão aqui é uma preparação para a vida eterna! Kalinehttp://www.blogger.com/profile/14955382617513017566noreply@blogger.com1tag:blogger.com,1999:blog-4676703883908843241.post-27590698811548641282012-05-10T15:59:00.001-03:002012-05-10T16:01:40.780-03:00Boa tarde, caros amigos, ultimamente ando meio sem tempo de publicar minhas postagens mas em breve publicarei o que ando fazendo, mais na parte de educação em saúde uma das minhas maiores alegrias na vida, minha família, minha profissão, amo a saúde, grande abraço a todos!Kalinehttp://www.blogger.com/profile/14955382617513017566noreply@blogger.com0tag:blogger.com,1999:blog-4676703883908843241.post-46065060409735879832012-03-26T09:48:00.002-03:002012-03-26T10:12:03.083-03:00Tua Graça me Basta<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.blogger.com/video.g?token=AD6v5dx5pabCF6HEqMw6KIAh0ayEMLbivS-ahsazH56_frV62FUjN0TrjLkNAN_JfDA_iSRZfGXFiLdRFaLw_UVb1A' class='b-hbp-video b-uploaded' frameborder='0'></iframe>Kalinehttp://www.blogger.com/profile/14955382617513017566noreply@blogger.com0tag:blogger.com,1999:blog-4676703883908843241.post-34244656083903652712011-09-25T11:43:00.000-03:002011-09-25T11:44:06.899-03:00<h1 style="text-align: justify;"><a href="http://voltemosaoevangelho.com/blog/2011/09/devocional-john-piper-%e2%80%93-como-orar-em-favor-da-alma-a-sua-e-a-de-outros/"><br /> </a> </h1><br /><p><a href="http://voltemosaoevangelho.com/blog/wp-content/uploads/2011/06/provai-vede.jpg"><img class="aligncenter size-full wp-image-4307" title="provai-vede" src="http://voltemosaoevangelho.com/blog/wp-content/uploads/2011/06/provai-vede.jpg" alt="" height="200" width="700" /></a></p> <p> </p> <h1 style="text-align: left;"><strong>Como Orar em Favor da Alma (a sua e a de outros)</strong></h1> <p style="text-align: center;"><em>Orando em sincronia com a maneira como Deus age</em></p> <p style="text-align: center;"><em><a href="http://voltemosaoevangelho.com/blog/wp-content/uploads/2011/06/ScreenClip-1.png"><img class="aligncenter size-full wp-image-4308" title="ScreenClip [1]" src="http://voltemosaoevangelho.com/blog/wp-content/uploads/2011/06/ScreenClip-1.png" alt="" height="24" width="71" /></a></em></p> <p style="text-align: justify;">Para as pessoas prudentes, a maneira de orar em favor da alma é governada pela maneira como você crê que Deus age. Por exemplo, se você crê que Deus muda a alma das pessoas, para que tomem decisões novas e corretas, então Lhe pedirá que realize essa mudança da alma por meio do evangelismo e do ensino. Mas nem todos são prudentes no que diz respeito à maneira como oram. Não consideram que um conceito sobre a pessoa de Deus está por trás de suas orações.</p> <p style="text-align: justify;">Portanto, o que estou sugerindo é que aprendamos a orar em favor da alma, primeiramente, com base na maneira como a Bíblia expressa esse tipo de oração. Se fizermos isso, nossas orações provavelmente serão boas orações, e, nesse processo, aprenderemos como Deus age.</p> <p style="text-align: justify;">Eis a maneira como eu oro em favor de minha alma. Faço estas súplicas repetidas vezes — em favor de mim mesmo, minha esposa, meus filhos, nossos presbíteros e pastores e toda a nossa igreja. Isto é o “feijão e arroz” de minha vida de oração.</p> <p style="padding-left: 30px; text-align: justify;">1. A primeira coisa que minha alma necessita é uma inclinação por Deus e sua Palavra. Sem isso, nada valioso acontecerá em minha vida. Tenho de querer conhecer a Deus, ler a sua Palavra, aproximar-me dEle. De onde vem esse “querer”? Vem de Deus. Por isso, Salmos 119.36 nos ensina a orar: “Inclina-me o coração aos teus testemunhos e não à cobiça”.</p> <p style="padding-left: 30px; text-align: justify;">2. Preciso ter os olhos de meu coração abertos, para que, quando a minha inclinação levar-me à Palavra, eu veja o que ela realmente diz e não as minhas próprias idéias. Quem abre os olhos do coração? Deus o faz. Por isso, Salmos 119.18 nos ensina a orar: “Desvenda os meus olhos, para que eu contemple as maravilhas da tua lei”.</p> <p style="padding-left: 30px; text-align: justify;">3. Também preciso que meu coração seja iluminado com essas maravilhas. Tenho de ver a glória que há nessas maravilhas e não somente os fatos interessantes. Quem ilumina o coração? Deus o ilumina. Por isso, Efésios 1.18 nos ensina a orar que sejam “iluminados os olhos do vosso coração”.</p> <p style="padding-left: 30px; text-align: justify;">4. Preocupo-me em que meu coração não fique dolorosamente fragmentado e partes dele permaneçam na escuridão, enquanto outras partes estão iluminadas. Por isso, anelo que meu coração esteja unido com Deus. De onde procede a integralidade do coração e a união com Deus? De Deus. Por isso, Salmos 86.11 nos ensina a orar: “Andarei na tua verdade; une o meu coração ao temor do teu nome” (Bíblia Revista e Corrigida).</p> <p style="padding-left: 30px; text-align: justify;">5. O que eu realmente espero desse envolvimento com a Palavra de Deus e com o Espírito Santo, em resposta às minhas orações, é que meu coração se satisfaça com Deus, e não com o mundo. De onde vem essa satisfação? Ela vem de Deus. Por isso, Salmos 90.14 nos ensina a orar: “Sacia-nos de manhã com a tua benignidade, para que cantemos de júbilo e nos alegremos todos os nossos dias”.</p> <p style="padding-left: 30px; text-align: justify;">6. Não desejo que minha felicidade seja fraca ou débil, e sim forte e durável, em meio às piores adversidades. Quero ser forte na alegria e perseverar durante as épocas de provações. De onde vêm esse vigor e perseverança? Eles vêm de Deus. Por isso, Efésios 3.16 nos ensina a orar: “Para que, segundo a riqueza da sua glória, vos conceda que sejais fortalecidos com poder, mediante o seu Espírito no homem interior”.</p> <p style="padding-left: 30px; text-align: justify;">7. Não quero que meu vigor em Cristo seja frutífero apenas para mim, mas também para os outros. Evidentemente, “mais bem-aventurado é dar que receber” (Atos 20.35). Por isso, quero produzir boas obras e atos de amor para as outras pessoas, de modo que a glória de Deus seja vista em minha vida, e outros provem e vejam que o Senhor é bom. Quem produz essas obras de amor? Deus as produz. Por isso, Colossenses 1.10 nos ensina a orar: “A fim de viverdes de modo digno do Senhor… frutificando em toda boa obra”.</p> <p style="padding-left: 30px; text-align: justify;">8. Finalmente, para que não perca o alvo final, eu oro, dia após dia — como um tipo de bandeira que drapeja sobre todas as minhas orações — “Santificado seja o teu nome” (Mateus 6.9). Senhor, faze que teu nome seja conhecido, temido, amado, apreciado, admirado, adorado e crido, por causa de minha vida e ministério.</p> <p style="text-align: justify;">Tudo isso eu oro em nome de Jesus, porque Deus nos dá essas coisas somente com base na morte de Jesus. Ele morreu por mim e removeu a ira de Deus, para que o Pai me desse gratuitamente todas as coisas (Romanos 8.32).</p> <p style="text-align: justify;">Senhor, ensina-nos a orar, desde o começo até ao fim, de uma maneira bíblica e com uma percepção bíblica de como Tu ages no mundo. Mostra-nos a Ti mesmo e como Tu ages, para que oremos como devemos. E ensina-nos a orar como devemos, para que vejamos como Tu ages.</p> <p style="text-align: justify;"><br /></p>Kalinehttp://www.blogger.com/profile/14955382617513017566noreply@blogger.com1tag:blogger.com,1999:blog-4676703883908843241.post-2263163547494082562011-08-19T08:03:00.000-03:002011-08-19T08:05:34.733-03:00Darwin, o macaco e a teoria da evolução <div class="post-header"> </div> <div class="post-body entry-content">
<br />
<br /><div style="text-align: center; color: rgb(255, 255, 255);">.
<br /></div><a href="http://photos1.blogger.com/blogger/345/1488/1600/darwin2.2.jpg"><img style="margin: 0px auto 10px; display: block; text-align: center; cursor: pointer;" src="http://photos1.blogger.com/blogger/345/1488/320/darwin2.2.jpg" alt="" border="0" /></a>
<br /><div style="text-align: center;"><span style="font-weight: bold; color: rgb(51, 51, 51); font-size: 130%;"><span style="font-size: 180%;">C</span>RIAÇÃO <span style="color: rgb(0, 0, 0);">e</span> <span style="font-size: 180%;">E</span>VOLUÇÃO</span>
<br /></div>
<br /><div style="text-align: center;"><span style="font-weight: bold; color: rgb(51, 0, 153);">Por Cláudia Aparecida Alves*
<br />
<br /></span></div><div style="text-align: center;"><span style="font-weight: bold; color: rgb(51, 51, 51); font-family: lucida grande; font-size: 130%;">Dois pontos de fé: um em Deus, outro no acaso.</span>
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<br /><div style="text-align: justify;"><span style="font-weight: bold; color: rgb(51, 51, 51);">Discorrendo sobre uma disciplina que lhe é familiar – a bioquímica – o professor Michael Behe, da Universidade Lehigh, Pensilvânia, EUA, </span><span style="font-weight: bold; color: rgb(51, 51, 51);">demonstra em suas pesquisas que a teoria da evolução ( que se propôs, no século XIX, a explicar a origem da vida por meio da seleção natural ) não pôde resistir aos avanços científicos que desvendaram a complexidade do mundo c</span><span style="font-weight: bold; color: rgb(51, 51, 51);">elular.</span>
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<br /><span style="font-weight: bold; color: rgb(51, 51, 51);">Na obra A caixa-preta de Darwin: o desafio da bioquímica à teoria da evolução, o autor afirma que o desenvolvimento do microscópio eletrônico, da cristalografia de raios x e da ressonância magnética nuclear</span><span style="font-weight: bold; color: rgb(51, 51, 51);"> revelaram os segredos da complexa estrutura molecular da vida que, na época de Darwin, não era ainda conhecida. Nas palavras de Behe: “talvez tenhamos de p</span><span style="font-weight: bold; color: rgb(51, 51, 51);">agar um preço por este conhecimento. Quando escavamos alicerces, as estruturas que neles repousam são abaladas e, às vezes, desmoronam”.</span>
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<br /><span style="font-weight: bold; color: rgb(51, 51, 51);">A partir de sistemas orgânicos irredutivelmente complexos – como o olho humano, a coagulação do sangue, o transporte celular – o autor revela que tais sistemas, descritos detalhadamente no livro, não podem ser produtos do acaso ou de mutações aleatórias, pois, se qualquer um dos seus componentes não existir, a função do sistema não seria alcançada, fav</span><span style="font-weight: bold; color: rgb(51, 51, 51);">orecendo sua extinção, e não uma suposta evolução, conforme os pressupostos evolucionista</span><span style="font-weight: bold; color: rgb(51, 51, 51);">s.</span>
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<br /><span style="font-weight: bold; color: rgb(51, 51, 51);">De fato, existem inúmeros trabalhos científicos ressaltando o silêncio constrangedor da literatura científica sobre a origem dos mecanismos celulares e a inconsistência das tentativas de explicá-las. I</span><span style="font-weight: bold; color: rgb(51, 51, 51);">ndagamos: “Por que, então, a teoria da evolução ainda é a mais aceita e ensinada no meio acadêmico?”. As palavras do bioquímico podem nos nortear em busca desta resposta: “O dilema é que, enquanto um lado do elefante é etiquetado como planejamento inteligente, o outro poder</span><span style="font-weight: bold; color: rgb(51, 51, 51);">ia ser rotulado como Deus”.</span>
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<br /><span style="font-weight: bold; color: rgb(51, 51, 51);">Na realidade, qualquer evolucionista que aceitar o planejamento da criação por um ser superior poderá sentir-se frustrado, pois os mecanismos usados na produção da vida estarão para sempre fora do seu alcance. Desde a publicação de A origem das espécies houve choque entre cientistas e teólogos, o que gerou uma lealdade à disciplina científica que a coloca a</span><span style="font-weight: bold; color: rgb(51, 51, 51);">cima do objetivo a que deveria servir. E corrobora para isso o fato de que muitos cientistas não q</span><span style="font-weight: bold; color: rgb(51, 51, 51);">uerem que seus conhecimentos, fruto de anos de dedicação, sejam confrontados com um conhecimento além da natureza, isto é, não desejam que um ser sobrenatural afete a natureza.</span>
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<br /><span style="font-weight: bold; color: rgb(51, 51, 51);">Numa época em que as publicações científicas procuram cada vez mais desacreditar as Escrituras Sagradas, vemos, com satisfação, que o conhecimento científico chegou a um impasse sobre a origem da vida e</span><span style="font-weight: bold; color: rgb(51, 51, 51);"> que algumas pessoas começam a reconhecer que as respostas podem est</span><span style="font-weight: bold; color: rgb(51, 51, 51);">ar no âmbito da teologia.</span>
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<br /><span style="font-weight: bold; color: rgb(51, 51, 51);">Nesta matéria, analisaremos, com franqueza, os fundamentos históricos e científicos da chamada “teoria da evolução”. Será que resistem?
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<br /></div><div style="text-align: center;"><a style="color: rgb(51, 51, 51);" href="http://photos1.blogger.com/blogger/345/1488/1600/Evolu%3F%3F%3F%3Fo.1.jpg"><img style="margin: 0px auto 10px; display: block; text-align: center; cursor: pointer;" src="http://photos1.blogger.com/blogger/345/1488/320/Evolu%3F%3F%3F%3Fo.3.jpg" alt="" border="0" /></a><span style="color: rgb(0, 0, 153); font-size: 180%;"><span style="font-weight: bold;">A teoria da evolução</span></span>
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<br /><span style="font-weight: bold; color: rgb(51, 51, 51);">Em 1859, Charles Darwin publicou sua obra intitulada Sobre a origem das espécies. Em 1872, já na sexta edição, o título foi mu</span><span style="font-weight: bold; color: rgb(51, 51, 51);">dado para A origem das espécies. Com esta obra, a teoria da evolução saiu do anonimato e entrou no cenário das idéias brilhantes. Darwin defendia que as modificações adaptativas das espécies eram provenientes de um mecanismo de seleção natural, e que essa seleção natural, ocorrendo por muitas vezes, era capaz </span><span style="font-weight: bold; color: rgb(51, 51, 51);">de gerar novas espécies e de extinguir outras.</span>
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<br /><span style="font-weight: bold; color: rgb(51, 51, 51);">Para os humanistas e naturalistas da época, este raciocínio permitia explicar a origem da imensa quantidade de espécies de organismos vivos observados em toda a terra. Assim, em apenas trinta anos, as idéias de Darwin foram aceitas e difundidas, mesmo sem haver provas científi</span><span style="font-weight: bold; color: rgb(51, 51, 51);">cas adequadas que as comprovassem. A “antiga serpente” está sempre seduzindo a mente humana, oferecendo-lhe “conhecimento” enganoso. As artimanhas para infiltrar na humanidade os conceitos evolutivos vêm desde </span><span style="font-weight: bold; color: rgb(51, 51, 51);">a antiga Babilônia, Egito e Grécia. No tempo de Darwin, o palco estava montado. Os pensadores queriam mais do que nunca uma explicação, em termos naturais, para a origem da vida e sua variedade.</span>
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<br /><span style="font-weight: bold; color: rgb(51, 51, 51);">Darwin formou-se em teologia, mas seu avô, Erasmo Darwin, era um evolucionista famoso, o que certamente contribuiu para que ele rumasse para o naturalismo. Também em 1809, um pouco an</span><span style="font-weight: bold; color: rgb(51, 51, 51);">tes das idéias de Darwin se tornarem conhecidas, Jean Baptiste Lamark tinha proposto que mudanças no meio ambiente eram capazes de modificar os organismos para que se adaptassem às novas condições, e que es</span><span style="font-weight: bold; color: rgb(51, 51, 51);">sas mudanças poderiam ser transmitidas às futuras gerações. Todavia, as idéias de Lamark não resistiram ao método científico e foram abandonadas. (ver infográfico sobre as girafas)</span>
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<br /><span style="font-weight: bold; color: rgb(51, 51, 51);">A diferença entre Darwin e seus antecessores é que ele argumentava em cima da chamada seleção natural, a qual somente os mais aptos sobrevivem. A partir de 1930, conhecimentos acumulados sobre mutações reforçaram as idéias de Darwin e assim surgiu a Teoria Sintética da Evolução (neodarwinismo), que afirma que o processo evolutivo é regido, princip</span><span style="font-weight: bold; color: rgb(51, 51, 51);">almente, por mutações e seleção natural.</span>
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<br /><span style="font-weight: bold; color: rgb(51, 51, 51);">Em 1936, o russo A. I. Opárin publicou o livro A origem da vida, que foi aceito pela comunidade científica por julgarem que nele havia pensamento claro e defensável sobre como se originou a vida na terra. Opárin sugeriu que a seleção natural, proposta por Darwin para explicar a evolução orgânica das espécies, começou atuar já no plano molecular no chamado caldo primordial de onde, supostamente, teria surgido a primeira vida. Os agregados coloidais, formados por aglomeração de moléculas do caldo, com</span><span style="font-weight: bold; color: rgb(51, 51, 51);">petiam entre si pelas moléculas livres do meio e os agregados mais aptos, em termos de arranjo interno e composição química, prevaleciam sobre os dema</span><span style="font-weight: bold; color: rgb(51, 51, 51);">is. Eis aí as bases da chamada evolução química.</span>
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<br /><span style="font-weight: bold; color: rgb(51, 51, 51);">Os pensamentos de Darwin e Opárin colocaram um ponto final no desconforto da comunidade científica por não ter uma resposta racional sobre a origem da vida e sua imensa variedade. A resposta dos mestres da ciência tem como base a obra do acaso. A criação sobrenatural passa a ser de domínio dos ignorantes do povo, dos sem imaginação, dos fracos e dos religiosos.</span>
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<br /><div style="text-align: center; color: rgb(51, 51, 51);"><span style="font-size: 130%;"><span style="font-weight: bold; color: rgb(51, 0, 153);">Existem provas confiáveis do processo evolutiv</span></span><span style="font-size: 130%;"><span style="font-weight: bold; color: rgb(51, 0, 153);">o?</span></span>
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<br /><span style="font-weight: bold; color: rgb(51, 51, 51);">As provas de que dispõem os evolucionistas são baseadas em análises de fósseis e em estudos filogenéticos relacionados à anatomia e fatores bioquímicos das espécies. As provas, se é que podemos tratá-las assim, são frágeis e envoltas em contradições, equívocos e até fraudes. As provas bem intencionadas usadas para demonstrar que a evolução das espécies é verdadeira também são questionáveis em relação à sua validade.</span>
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<br /><span style="font-weight: bold; color: rgb(51, 51, 51);">O documentário fóssil comprova que no passado houve formas de vida bem diferentes dessas que são observadas no presente. Por conta deste fato, os evolucionistas buscam nos fósseis a descoberta de formas de vida que apresentem características transitórias entre uma espécie ancestral e outra que possa estar um passo evolutivo adiante. Mesmo com tantos esforços para comprovar a evolução das espécies com um achado fóssil de peso, até agora nada se tem que possa ser considerado “prova incontestável”. Como certa vez declarou G.K. Chesterton, “os evolucionistas parecem s</span><span style="font-weight: bold; color: rgb(51, 51, 51);">a</span><span style="font-weight: bold; color: rgb(51, 51, 51);">ber tudo acerca do elo perdido, a não ser o fato de que ele está perdido”.</span>
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<br /><span style="font-weight: bold; color: rgb(51, 51, 51);">De fato, os elos perdidos, fósseis de criaturas apresentando características do ancestral e da forma evoluída, continuam perdidos. Aliás, se esses animais transitórios tivessem existido realmente, seriam verdadeiras fábulas vivas. É preciso muita fé para acreditar neles, uma vez que não se tem nenhum vestígio confiável desse tipo de vida.</span>
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<br /><span style="font-weight: bold; color: rgb(51, 51, 51);">Nos estudos de semelhanças anatômicas entre as diferentes espécies nada pode ser considerado conclusivo. Uma vez que para usar esses argumentos como evidências da evolução seria necessário que a própria evolução fosse comprovada ou, do contrário, é o mesmo </span><span style="font-weight: bold; color: rgb(51, 51, 51);">que andar em círculos. A semelhança entre um homem e uma criança não serve como prova de paternidade, o que pode ocorrer, mediante tal observação e o depoimento da mãe, é que surja uma suspeita de paternidade. Essa suspeita tem de ser provada por meio de exame apropriado ou, do contrário, a semelhança</span><span style="font-weight: bold; color: rgb(51, 51, 51);"> não passa de semelhança</span><span style="font-weight: bold; color: rgb(51, 51, 51);">.</span>
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<br /><span style="font-weight: bold; color: rgb(51, 51, 51);">Ainda dentro do conjunto de provas relacionadas à anatomia, os evolucionistas citam os chamados órgãos vestigiais que, para eles, são heranças de antepassados evolutivos. Classificam como vestigial os órgãos que aparentemente não possuem nenhuma funçã</span><span style="font-weight: bold; color: rgb(51, 51, 51);">o no organismo. O apêndice e o cóccix humano são considerados vestigiais pelos evolucionistas. O primeiro porque deixou de ser usado por não se comer mais carne crua e alimentos mais duros e o segundo, alegam, que é vestígio da cauda de antepassados que a possuíam. Entretanto, atualmente são atribuídas f</span><span style="font-weight: bold; color: rgb(51, 51, 51);">unções para esses dois órgãos, mas pouco se fala a esse respeito. O fato de não se entender muito bem o papel de um órgão não faz dele um órgão vestigial. Esse tipo de erro já foi observado antes na história da ciência. Quando todos os órgãos endócrinos e linfáticos foram considerados vestigiais.</span>
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<br /><span style="font-weight: bold; color: rgb(51, 51, 51);">As provas bioquímicas estão relacionadas à análise das proteínas presentes nos mais variados organismos. Duas espécies são consideradas parentes próximos quanto maior for a semelhança entre suas proteínas, isso porque uma proteína é um polímero de aminoácidos e a seqüência desses aminoácidos é determinada pela leitura do gene que a codifica. Um gene é um pedaço do DNA que possui a receita para que uma proteína seja feita ou expres</span><span style="font-weight: bold; color: rgb(51, 51, 51);">sa. No DNA de uma espécie existem muitos genes. Dizer que o conjunto de proteínas de dois organismos são semelhantes é o mesmo que dizer que seus DNA são semelhantes e, na visão evolucionista, isso é sinal de que houve um ancestral comum. O problema dessa classe de argumentos está no fato de que espécies que não deveriam mais apresentar semelhança protéica, devido à su</span><span style="font-weight: bold; color: rgb(51, 51, 51);">posta distância evolutiva, as apresentam. Por exemplo, a hemoglobina da lampreia, que é um peixe, é muito parecida com a humana. O mesmo se observa em relação à clorofila de plantas e à nossa hemoglobina.</span>
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<br /><span style="font-weight: bold; color: rgb(51, 51, 51);">Como se vê, não há provas capazes de proteger a teoria da evolução de perguntas embaraçosas e críticas plausíveis por parte de opositores. Muitas vezes, os ataques e as críticas vêm do próprio meio evolucionista que não consegue concatenar a teoria com provas empíricas. Um exemplo relevante foi o que ocorreu no dia 5 de novembro de 1981 envolvendo o respeitado paleontólogo e evolucionista Collin Patterson, do Museu de </span><span style="font-weight: bold; color: rgb(51, 51, 51);">História Natural de Londres. Patterson chocou os cientistas americanos reunidos no Museu Americano de História Natural ao perguntar para sua platéia: “Vocês podem me dizer alguma coisa sobre a evolução, qualquer coisa que seja verd</span><span style="font-weight: bold; color: rgb(51, 51, 51);">ade?”. Dizem que a platéia ficou muda, mas não ficou parada porque Patterson moderou seu discurso em relação à teoria da evolução. Para manter essa teoria viva, os evolucionistas precisam fazer vistas grossas para os próprios erros e reprimir opiniões divergentes até que se encontre “a prova”. O problema é que esta busca pode durar para sempre.
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<br /></span><div style="text-align: right; color: rgb(51, 51, 51);"><span style="font-weight: bold; color: rgb(51, 0, 153);">.</span><a href="http://photos1.blogger.com/blogger/345/1488/1600/brain.0.jpg"><img style="margin: 0px auto 10px; display: block; text-align: center; cursor: pointer;" src="http://photos1.blogger.com/blogger/345/1488/320/brain.0.jpg" alt="" border="0" /></a>
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<br /><div style="text-align: center; color: rgb(51, 51, 51);"><span style="font-size: 130%;"><span style="font-weight: bold; color: rgb(51, 0, 153);">A história do homem e do macaco</span></span>
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<br /><span style="font-weight: bold; color: rgb(51, 51, 51);">Era uma vez um macaco muito sabido que de tão sabido virou “gente”, mudou sua aparência, seu modo de agir e esqueceu de seus antigos parentes macacos. Construiu uma família que se tornou numerosa e dominou toda a terra. Após ter passado muito tempo, os descendentes desse “m</span><span style="font-weight: bold; color: rgb(51, 51, 51);">acaco” querem saber como ele era, mas a tarefa tem sido árdua, pois tudo o que sabem dele é que era meio macaco meio homem. A partir daí, o que vale é a imaginação dos descendentes do “macaco”. Vejamos as mais famosas:</span>
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<br /><span style="font-weight: bold; color: rgb(51, 51, 51);">1. O Homem de Nebraska: teve sua imagem reconstituída a partir de um dente com idade estimada de um milhão de anos. Após quatro anos e meio, descobriu-se que aquele dente na verdade pertencia a uma espécie de porco já extinta.</span>
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<br /><span style="font-weight: bold; color: rgb(51, 51, 51);">2<span style="color: rgb(255, 0, 0);">. <span style="color: rgb(51, 51, 51);">O Homem de Java: foi imaginado a partir de um fêmur, uma caixa craniana e três dentes molares. O mais interessante é que esses itens não foram encontrados no mesmo local e ao mesmo tempo. O fêmur foi encontrado a quinze metros da caixa craniana. Um dos dentes foi encontrado a três quilômetros do fêmur e do crânio. E, para completar o quadro, o dr. Dubois, que descobriu o material, esqueceu de mencionar em seu relatório que também encontrou restos mortais humanos na mesma camada de escavação. Ele se lembrou deste fato após ter passado trinta anos.</span></span></span>
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<br /><span style="font-weight: bold; color: rgb(51, 51, 51);">3. O Homem de Neanderthal: foi reconstituído a partir de um crânio quase completo descoberto em 1848 e um esqueleto parcial em 1856. Muitos estudiosos dizem que o Neanderthal era tão humano quanto qualquer um de nós. As diferenças do esqueleto são atribuídas ao fato de pertencer a um homem velho que sofria de raquitismo. Esse detalhe foi comprovado com novos achados fósseis, pois os Neanderthais sepultavam seus mortos.</span>
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<br /><span style="font-weight: bold; color: rgb(51, 51, 51);">4. O Homem de Cro-Magnon: segundo o dr. Duane T. Gish, professor de ciências naturais e apologética, o chamado Homem de Cro-Magnon passaria despercebido por nossas ruas se usasse a moda corrente, ou seja, nele não há nada de símil.</span>
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<br /><span style="font-weight: bold; color: rgb(51, 51, 51);">5. O Homem de Piltdown: foi uma fraude forjada por Charles Dawson a partir de um fragmento de maxilar, dois dentes e um fragmento de crânio. A fraude foi descoberta quarenta anos mais tarde.</span>
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<br /><div style="text-align: center; color: rgb(51, 51, 51);"><span style="font-size: 130%;"><span style="font-weight: bold; color: rgb(51, 0, 153);">Dificuldades que cercam a origem da vida </span></span><span style="font-size: 130%;"><span style="font-weight: bold; color: rgb(51, 0, 153);">na versão evolucionista</span></span>
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<br /><span style="font-weight: bold; color: rgb(51, 51, 51);">Stanley Miller ficou famoso ao publicar, em 1953, os resultados de sua experiência, realizada sob as condições da suposta atmosfera primitiva. A atmosfera primitiva, proposta no experimento de Miller, era composta por vapor d’água, metano, amônia e hidrogênio, na total ausência de oxigênio livre, pois ele sabia que o oxigênio impediria a formação das grandes moléculas orgânicas. Sob estas condições, Miller relatou que obteve formação de alguns aminoácidos. Entretanto, não existem provas de que a atmosfera primitiva fosse isenta de oxigênio livre.</span>
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<br /><span style="font-weight: bold; color: rgb(51, 51, 51);">Outra dificuldade para a formação da vida ao acaso está na matemática. A probabilidade estatística não é favorável à teoria da evolução. Segundo a Lei de Borel, um evento que tenha 1 chance entre mais que 1050 chances simplesmente não ocorre. Por exemplo, a probabilidade de que uma proteína de cinqüenta aminoácidos seja formada casualmente é de 1 chance entre 1065 chances, o que não é viável matematicamente. O que dizer então do complexo código genético que possui a probabilidade de ter sido formado ao acaso de uma chance em 101505 chances (o número 1 seguido de 1505 zeros)?</span>
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<br /><span style="font-weight: bold; color: rgb(51, 51, 51);">A Segunda Lei da Termodinâmica diz que tudo tende ao caos, à desordem e à deterioração. A teoria da evolução afirma justamente o contrário, ou seja, que moléculas simples foram gradativamente tornando-se estruturas cada vez mais complexas e ordenadas. O problema da tendência à desordem pode ser contornado se houver fornecimento de energia externa ao sistema. Em organismos vivos já estruturados, como os atuais, existem mecanismos que compensam essa tendência à desordem transformando a energia solar em energia química. As plantas convertem a luz sol</span><span style="font-weight: bold; color: rgb(51, 51, 51);">ar em energia química, os animais comem as plantas e aproveitam sua energia armazenada. Esse ciclo de dependência energética é chamado de cadeia alimentar. Seres tão primitivos como a primeira vida não dispunham de mecanismo de captação e conversão de energia solar. Para contornar essa dificuldade, os evolucionistas apelam para o processo fermentativo, que é bem mais simples do que a captação de energia externa, mas mesmo a fermentação seria algo muito complexo para a primeira vida formada ao acaso.</span>
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<br /><div style="text-align: center; color: rgb(51, 51, 51);"><span style="font-size: 130%;"><span style="font-weight: bold; color: rgb(51, 0, 153);">Uma teoria com força de Lei</span></span>
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<br /><span style="font-weight: bold; color: rgb(51, 51, 51);">Apesar de a teoria da evolução apresentar tantas dificuldades e paradoxos, ela mantém o status de ser a teoria oficialmente aceita pela comunidade científica para explicar a origem da vida e sua diversidade. Todas as crianças, adolescentes e jovens são doutrinados nas escolas com essa teoria. Suas supostas evidências são ensinadas como se fossem provas estabelecidas e bem trabalhadas, o que muitas vezes confunde a fé da juventude cristã no Deus Criador. Diante disso, é importante ressaltar que, assim como o criacionismo, o evolucionismo também baseia suas conjecturas na fé. Fé no acaso, pois tudo o que defendem são suposições que, em circun</span><span style="font-weight: bold; color: rgb(51, 51, 51);">stâncias primordiais ou normais, jamais poderiam ocorrer.</span>
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<br /><span style="font-weight: bold; color: rgb(51, 51, 51);">Se é racional pensar que dos peixes surgiram os anfíbios, dos anfíbios os répteis, dos répteis as aves e os mamíferos, por que não é racional pensar que Deus criou o homem do pó da terra? No mundo físico, nenhuma dessas posições pode ser provada, portanto, ambas são pontos de fé. Entretanto, ridicularizam o criacionismo e geram um sentimento de vergonha, principalmente nos estudantes cristãos, que passam a rejeitar “Adão e Eva” e a aceitar a idéia do homem-macaco. Não há nada de vergonhoso em acreditar no criacionismo, pelo contrário, é motivo de grande alegria. O criacio</span><span style="font-weight: bold; color: rgb(51, 51, 51);">nismo escolhe acreditar que Deus é o criador de todas as coisas, inclusive da vida. O evolucionismo acredita na obra do acaso que vai transformando uma forma de vida em outra, num processo cego e sem nenhum objetivo final. Ademais, a evolução das espécies é somente uma teoria.</span>
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<br /><span style="font-weight: bold; color: rgb(51, 51, 51);">Uma teoria é um conjunto de idéias estruturadas que interpretam fatos. Fatos são situações observadas em nosso mundo físico. Os evolucionistas argumentam que o processo evolutivo é um fato e que resta apenas estabelecer como se deu este fato. Mas a verdade é que não possuem fatos em si, o que possuem são interpretações usadas como fato. Para se afirm</span><span style="font-weight: bold; color: rgb(51, 51, 51);">ar algo usando a metodologia científica é preciso primeiro observar e registrar os fatos. Depois é preciso fazer uma generalização baseada nas observações. Em seguida, formula-se uma hipótese para predizer os fatos do mundo real. Após muitos experimentos, que confirmem os fatos preditos, surge uma teoria. Se a teoria resistir ao tempo e a novos experimentos, pode passar à lei científica. Entretanto, somente a evolução dentro de uma mesma espécie (microevolução) pode ser demonstrada pela metodologia científica. A evolução entre as diferentes espécies (macroevolução), proposta por Darwin e mantida por seus seguidores, não pode ser provada pelo método científico, no entanto, é chamada de teoria.</span>
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<br /><div style="text-align: center; color: rgb(0, 0, 153);"><span style="color: rgb(255, 0, 0); font-size: 130%;"><span style="font-weight: bold;"><span style="color: rgb(0, 0, 153);">A criação é obra de Deus</span></span></span>
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<br /><span style="font-weight: bold; color: rgb(51, 51, 51);">Deus criou toda a realidade existente com um ato de sua vontade a partir do nada (criação ex nihilo). Em Romanos 4.17 está escrito que Deus “chama à existência as coisas que não existem”. Muitas outras afirmações semelhantes a esta são encontradas no Novo Testamento. No momento da criação não havia matéria preexistente, nada foi adaptado ou moldado, tudo foi original. Deus planejou e executou seu plano e a obra criada agra</span><span style="font-weight: bold; color: rgb(51, 51, 51);">dava a Deus, pois tudo foi declarado por Ele como sendo bom (Gn 1.1-31). O propósito das passagens bíblicas a respeito da criação não é dizer como Deus executou seu projeto, mas sim que foi Ele o seu autor e executor. Este ponto de fé a ciência não tem como substituí-lo.</span>
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<br /><span style="font-weight: bold; color: rgb(51, 51, 51);">Para um criacionista existem a fé, a Bíblia e a grandiosidade da realidade física criada por Deus. Não há como demonstrar satisfatoriamente um ponto de fé com provas físicas, mas muitas vezes a realidade ampara a fé e é isto que vemos no caso da criação. A grandeza e a complexidade da vida podem ser vistas em toda a terra. O corpo humano esbanja detalhes. Como explicar a obra do acaso analisando a sofisticação de órgãos como o cérebro, </span><span style="font-weight: bold; color: rgb(51, 51, 51);">o olho e o ouvido? O cérebro humano é tão complexo que mesmo com toda a tecnologia moderna, somente uma pequena parte de seu funcionamento é compreendida. E o que dizer das diferentes formas de vida com tanta variedade de estrutura? Não há espaço para a ação do acaso na origem da vida, tudo foi planejado nos mínimos detalhes por Deus, o Criador. A primeira afirmação da Bíblia está em Gênesis 1.1 e nela está escrito: “No princípio criou Deus os céus e a terra”. No Salmo 148.5 a Bíblia ensina que Deus deve ser louvado como o Criador.</span>
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<br /><span style="font-weight: bold; color: rgb(51, 51, 51);">Para os cientistas evolucionistas esse tipo de argumentação não significa nada, entretanto, não usam, a rigor, o método científico </span><span style="font-weight: bold; color: rgb(51, 51, 51);">ao tentar provar a evolução das espécies e a origem da vida. A ciência se apóia na realidade, nos fatos e nas provas físicas e, seguindo estes parâmetros, o bioquímico Behe e outros sérios cientistas já classificam a teoria da evolução como uma teoria ultrapassada. Os cientistas precisam provar o que pensam e ensinar como verdade somente o que provam, inclusive os evolucionistas. Se não há fatos físicos nem provas, tudo não passa de idéias, nós, portanto, seguimos o conselho do apóstolo Paulo a Timóteo, quando disse: “Guarda o depósito que te foi confiado, tendo horror às oposições da falsamente chamada ciência, a qual, professando-a alguns, se desviaram da fé” (1Tm 6.20).
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<br /><div style="text-align: center; color: rgb(51, 51, 51);"><span style="font-weight: bold; color: rgb(51, 51, 255);">Cláudia Aparecida Alves</span>
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<br /><div style="text-align: left; color: rgb(51, 51, 51);"><span style="font-weight: bold; color: rgb(51, 0, 153);"><span style="font-size: 85%;"><span style="color: rgb(255, 0, 0);">*<span style="color: rgb(0, 0, 153);"><span style="color: rgb(51, 51, 51);">Bacharel em Química/USP, Mestre em Ciência e Química Analítica/USP e doutorando em Biotecnologia Molecular Estrutural/USP</span>.</span></span></span></span><span style="font-weight: bold; color: rgb(51, 51, 51);"><span style="font-size: 85%;"> Página na Internet:</span> </span>
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<br /></div>Kalinehttp://www.blogger.com/profile/14955382617513017566noreply@blogger.com0tag:blogger.com,1999:blog-4676703883908843241.post-22911434100599503442011-07-19T11:43:00.003-03:002011-07-19T11:53:33.683-03:00O amor do cristão!<a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhKOYTTk0OGI99g8twj7thw0AEti1M89rhLzKezPuzedIFh1BPNBzKQx-eAkiMe3a_27A7iAz0RZEiZCTEo9Xwu8O-An30MUu02SimQt3hWsjup34Dg__AK6Zo6YJthVLi-GzzlVY0fkZyy/s1600/raios+1.jpg"><img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 400px; height: 267px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhKOYTTk0OGI99g8twj7thw0AEti1M89rhLzKezPuzedIFh1BPNBzKQx-eAkiMe3a_27A7iAz0RZEiZCTEo9Xwu8O-An30MUu02SimQt3hWsjup34Dg__AK6Zo6YJthVLi-GzzlVY0fkZyy/s400/raios+1.jpg" alt="" id="BLOGGER_PHOTO_ID_5631075759045532306" border="0" /></a><br /><br /><br /><br /><br />Uma das palestras que assistir do Pastor Micaías Vieira na Igreja Batista Vida Nova, me faz refletir sobre como sou como cristã!<br /><br />Um resumo para vocês sobre a palestra:<br /><br /><div><h2 class="uiHeaderTitle">Exterminando a Religiosidade V – Isaias 29.13 (Pr. Micaías Vieira)</h2></div><p>Qual a diferença entre a religiosidade e o Cristianismo verdadeiro?</p><p>1 – Na religiosidade os crentes oferecem restos a Deus, no cristianismo verdadeiro os discípulos dão o seu melhor. De suas 168 horas semanais quantas são pra Deus? Os restos são piores do que nenhuma adoração. É preferível que você não faça do que dedicar o resto a Deus. Comemos a carne e jogamos os ossos pra Deus. Deus merece, deseja e exige o nosso melhor. <strong>Malaquias 1.10 </strong>Não se limite servindo migalhas a Deus. Tudo que Ele te deu seja posse ou intelecto é para concluir sua missão.</p><p>2 – Na religiosidade os crentes são movidos pelo egoísmo, no cristianismo verdadeiro os discípulos são movidos pelo altruísmo. Deus nunca pede o que você não pode dar.</p><p>Não posso ser cristão e viver pra mim mesmo.</p>Kalinehttp://www.blogger.com/profile/14955382617513017566noreply@blogger.com0tag:blogger.com,1999:blog-4676703883908843241.post-16325544825152752062011-07-06T07:53:00.004-03:002011-07-06T08:00:51.563-03:00Estou muito feliz!!!<a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgk-1OPOBZ5SUWJYWRBICJqj2VcZSiKBRGLuserAAgAWvd_0YoSCOAoyHdLRV1-I5NtHLS1lR8pTzr0gg9q2MYF_S-8i9-FXMPji1JpyaiTgcFcXt8ZRsuUyYH4qAC_9PtUzyYoJIDVqmUi/s1600/Quebr%25C3%25A2ngulo.jpg"><img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 400px; height: 300px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgk-1OPOBZ5SUWJYWRBICJqj2VcZSiKBRGLuserAAgAWvd_0YoSCOAoyHdLRV1-I5NtHLS1lR8pTzr0gg9q2MYF_S-8i9-FXMPji1JpyaiTgcFcXt8ZRsuUyYH4qAC_9PtUzyYoJIDVqmUi/s400/Quebr%25C3%25A2ngulo.jpg" alt="" id="BLOGGER_PHOTO_ID_5626191651289344290" border="0" /></a><br />Achei um blog, que me deixou muito feliz no dia de hoje, há uma congregação em Quebrângulo, da igreja batista do Farol em Maceió, Deus ouviu minhas orações e enviou irmãos para cuidarem daquela cidade linda onde meu pai nasceu, como estou feliz com isso, que Deus esteja enviando um líder para cuidar da congregação!! Deus os abençoe e esteja derramando bênçãos naquele lugar!! E enviando missionários para Quebrângulo!!! Que eu possa está contribuindo de alguma forma!!! Que a cada dia aquela cidade cresça conforme a vontade do Senhor!!!Kalinehttp://www.blogger.com/profile/14955382617513017566noreply@blogger.com0tag:blogger.com,1999:blog-4676703883908843241.post-85235938589589620392011-06-14T09:53:00.000-03:002011-06-14T09:54:22.049-03:00Poesia<div style="text-align: left;"><img src="file:///C:/DOCUME%7E1/Marcelo/CONFIG%7E1/Temp/moz-screenshot-6.png" alt="" /><br /><span class="Apple-style-span" style="font-family: Georgia,'Times New Roman',serif;"><br />Éramos, no princípio,<br /></span></div><div style="text-align: left;"><span class="Apple-style-span" style="font-family: Georgia,'Times New Roman',serif;">como um manso regato, </span></div><div style="text-align: left;"><span class="Apple-style-span" style="font-family: Georgia,'Times New Roman',serif;">encontrando-nos entre vastos espaços </span></div><div style="text-align: left;"><span class="Apple-style-span" style="font-family: Georgia,'Times New Roman',serif;">por brechas deixadas por distraídas pedras.</span></div><br /><div style="text-align: left;"><span class="Apple-style-span" style="font-family: Georgia,'Times New Roman',serif;">Eras água cristalina, o outro lado, </span></div><div style="text-align: left;"><span class="Apple-style-span" style="font-family: Georgia,'Times New Roman',serif;">tua margem, onde sempre a tua suave correnteza </span></div><div style="text-align: left;"><span class="Apple-style-span" style="font-family: Georgia,'Times New Roman',serif;">vinha descansar.</span></div><br /><div style="text-align: left;"><span class="Apple-style-span" style="font-family: Georgia,'Times New Roman',serif;">Eu ficava à espreita, </span></div><div style="text-align: left;"><span class="Apple-style-span" style="font-family: Georgia,'Times New Roman',serif;">sentindo a tamanha combinação </span></div><div style="text-align: left;"><span class="Apple-style-span" style="font-family: Georgia,'Times New Roman',serif;">de tuas águas cristalinas </span></div><div style="text-align: left;"><span class="Apple-style-span" style="font-family: Georgia,'Times New Roman',serif;">com meu córrego de emoção.</span></div><br /><div style="color: rgb(51, 51, 51); line-height: 18px; text-align: left;"><span class="Apple-style-span" style="font-family: Georgia,'Times New Roman',serif;">E assim ficamos por muito tempo, </span></div><div style="color: rgb(51, 51, 51); line-height: 18px; text-align: left;"><span class="Apple-style-span" style="font-family: Georgia,'Times New Roman',serif;">até que notamos que nossas águas </span></div><div style="color: rgb(51, 51, 51); line-height: 18px; text-align: left;"><span class="Apple-style-span" style="font-family: Georgia,'Times New Roman',serif;">não mais poderiam se separar, </span></div><div style="color: rgb(51, 51, 51); line-height: 18px; text-align: left;"><span class="Apple-style-span" style="font-family: Georgia,'Times New Roman',serif;">pois elas se fundiam, </span></div><div style="color: rgb(51, 51, 51); line-height: 18px; text-align: left;"><span class="Apple-style-span" style="font-family: Georgia,'Times New Roman',serif;">juntas cresciam </span></div><div style="color: rgb(51, 51, 51); line-height: 18px; text-align: left;"><span class="Apple-style-span" style="font-family: Georgia,'Times New Roman',serif;">e se expandiam num grande mar. </span></div><div style="text-align: left;"><span class="Apple-style-span" style="color: rgb(51, 51, 51); font-family: Georgia,'Times New Roman',serif; line-height: 18px;"><b><br /></b></span></div><div style="text-align: left;"><span class="Apple-style-span" style="color: rgb(51, 51, 51); font-family: Georgia,'Times New Roman',serif; line-height: 18px;"><b>Fonte: Livro <a href="http://loja.tray.com.br/loja/produto-161303-1159-programa_para__o_dia_dos_namorados">Porções de Amor</a> (UFMBB)</b></span></div><div style="text-align: left;"><span class="Apple-style-span" style="font-family: Georgia,'Times New Roman',serif; line-height: 18px;"><b><span class="Apple-style-span" style="color: white;">*</span></b></span></div>Kalinehttp://www.blogger.com/profile/14955382617513017566noreply@blogger.com0tag:blogger.com,1999:blog-4676703883908843241.post-12307037316208963462011-05-16T16:26:00.000-03:002011-05-16T16:27:20.661-03:00Omelete Especial<h3 class="post-title entry-title"><br /></h3> <div class="post-header"> </div> <span style="color: rgb(255, 102, 0);"></span><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZx4e91ngdGTDxwyMmRwqmlw9ayfnyj6RJ_Rdb2fvwuoeMttO1eM92oQ-We4M5glY67ASmKdJSH6qIGaR_m-z91k816kRBSWcnGKTVSULsHLu9RyJYvnT8srwTjnUFdTkX-yJXeSPZ8P8/s1600-h/omelete+012.jpg"><img id="BLOGGER_PHOTO_ID_5311176343331094498" style="display: block; margin: 0px auto 10px; width: 400px; height: 300px; text-align: center;" alt="" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZx4e91ngdGTDxwyMmRwqmlw9ayfnyj6RJ_Rdb2fvwuoeMttO1eM92oQ-We4M5glY67ASmKdJSH6qIGaR_m-z91k816kRBSWcnGKTVSULsHLu9RyJYvnT8srwTjnUFdTkX-yJXeSPZ8P8/s400/omelete+012.jpg" border="0" /></a><br /><div><br /> </div><div><span style="font-size: 130%; color: rgb(255, 102, 0);"><strong>INGREDIENTES:<img id="BLOGGER_PHOTO_ID_5311176211145878130" style="display: block; margin: 0px auto 10px; width: 400px; height: 300px; text-align: center;" alt="" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEipt1UMnKhaGcnwacYtoZFexJ4Ass2UWkVyeWY47uD3Gv3NM7Q6-AGxNwSdiot9SZe6W6fJ4uHx9OE9izMTH3Hand0D3sFtlTeeLh9IYqtJQyJhuhE5kU6hKtQITn3Hu0zSmGmOKu41akU/s400/omelete+001.jpg" border="0" /></strong></span></div><div><span style="font-size: 130%; color: rgb(255, 102, 0);"><strong>•</strong><span style="color: rgb(0, 0, 0);"> 1 ovo e +1 clara;</span></span></div><div><span style="font-size: 130%; color: rgb(255, 102, 0);"><strong>• </strong><span style="color: rgb(0, 0, 0);">1 colher (sobremesa) de salsa desidratada;</span></span></div><div><span style="font-size: 130%; color: rgb(255, 102, 0);"><strong>•</strong><span style="color: rgb(0, 0, 0);"> 1 colher (café) de pimenta calabresa desidratada;</span></span></div><div><span style="font-size: 130%; color: rgb(255, 102, 0);"><strong>•</strong><span style="color: rgb(0, 0, 0);"> 1 colher (café) de tempero em pó pronto, ou sal;</span></span></div><div><span style="font-size: 130%; color: rgb(255, 102, 0);"><strong>•</strong><span style="color: rgb(0, 0, 0);"> 1 colher (sobremesa) de queijo parmesão ralado;</span></span></div><div><span style="font-size: 130%; color: rgb(255, 102, 0);"><strong>• </strong><span style="color: rgb(0, 0, 0);">1 tomate sem sementes cortado bem miudinho;</span></span></div><div><strong><span style="font-size: 130%; color: rgb(255, 102, 0);">MODO DE PREPARAR:</span></strong></div><div><span style="font-size: 130%;">Numa tigela, bata o ovo mais uma clara, se estiver com muita fome pode colocar mais que uma clara (1,2 ou até 3...fica muito bom!), tempere com a salsa, a pimenta calabresa e o temperinho em pó. Misture muito bem.<img id="BLOGGER_PHOTO_ID_5311176111737266274" style="display: block; margin: 0px auto 10px; width: 400px; height: 300px; text-align: center;" alt="" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjchlKubqAXJRQO_tcHRPho6OQNzm3ntauKgBWUOXn5NZdJgHyEIkY74-eHQh03MnkT6hjuAqNNC4Kl6ZLgOUrxM-73_krPCdMSyIbzdd84zWJd-f0MFf_qDlOWdqBd-Pkd5999PbcFg5A/s400/omelete.bmp" border="0" /></span></div><div><span style="font-size: 130%;">Unte uma frigideira com teflon e leve a omelete, deixe por alguns minutinhos, com a tampa. Depois junte o tomate, tampe novamente. Por último polvilhe o queijo ralado. Com a ajuda da tampa , vire a omelete cuidadosamente. Se você gostar dobre ao meio, coloque num prato com algumas folhas de alface, que eu não tinha no domingo em casa, e sirva. Fica simples mas muito saboroso, escelente para dietas de poucas calorias.</span></div><div align="center"><strong><span style="font-size: 130%;"><span style="color: rgb(255, 102, 0);">Rende 1 porção com aproximadamente 160 kcal.</span> </span></strong></div>Kalinehttp://www.blogger.com/profile/14955382617513017566noreply@blogger.com0tag:blogger.com,1999:blog-4676703883908843241.post-53281988361946849242011-05-10T10:10:00.003-03:002011-05-10T10:25:21.158-03:00O que fazer?<a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgMDdROFjqZl-4euWCyQdaCIcBbxG2mbRuH5dHguaefurzMA4f9hvHAXtRYuK3RSLzACi9X273p4c_sFp2otKj99U41JWDeIQQjx8AOjvJflHB8MnkyQIMFX43KF6F5M89kEukWxSRHqjTf/s1600/mensagem-amizade-passeio-de-bicicleta.jpg"><img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 398px; height: 306px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgMDdROFjqZl-4euWCyQdaCIcBbxG2mbRuH5dHguaefurzMA4f9hvHAXtRYuK3RSLzACi9X273p4c_sFp2otKj99U41JWDeIQQjx8AOjvJflHB8MnkyQIMFX43KF6F5M89kEukWxSRHqjTf/s400/mensagem-amizade-passeio-de-bicicleta.jpg" alt="" id="BLOGGER_PHOTO_ID_5605077911555976642" border="0" /></a><br /><img src="file:///C:/DOCUME%7E1/Marcelo/CONFIG%7E1/Temp/moz-screenshot-2.png" alt="" /><br /><br /><div style="text-align: justify;">O que fazer quando as coisas se tornam dificíeis, quando não temos grandes amigos, quando os grandes amigos estão distantes, quando financeiramente você não está tão bem assim, quando está difícil conseguir emprego, quando você queria fazer mais do que você faz e não consegue por falta de tempo.<br />Creio que o melhor é pensar no que você tem feito de bom, como você é bom em tratar as pessoas e das pessoas, o quanto se gosta de cuidar delas, fiquei muito feliz quando me disseram que eu era diferente, que tinha uma boa educação, acredito que aprendi com a vida, com meus pais de alguma maneira, mas muita coisa depende de nós, de não olharmos as pessoas com olhos altivos mesmo que olhem para nós dessa maneira, às vezes é muito difícil ser tratado como alguém que serve para alguma coisa e quando não servimos somos desprezados, e não somos vistos pelo o que fizemos de bom, sinto falta da época em que tinha meus grandes amigos por perto, pena que agora somente por internet ou recebendo uma visitinha rara devido a distância, meus amigos mais chegados amo de coração, que saudades sinto de vocês! Deus tem me ajudado nisso! Mas como é bom conviver com amigos que te querem bem que são essencia e não aparência, que combinam comigo. Que são estudiosos e que são humildes ao mesmo tempo. Hoje estou nostálgica!<br /><br /></div>Kalinehttp://www.blogger.com/profile/14955382617513017566noreply@blogger.com0tag:blogger.com,1999:blog-4676703883908843241.post-27270055032220696172011-05-04T08:15:00.000-03:002011-05-04T08:16:36.682-03:00Uma receitinha, deliciosa!!! De um blog que sigo.<span style="font-size: 130%;"><strong>Mousse de Maracujá</strong><br /></span><span style="font-size: 130%;"></span><span style="font-size: 130%;">Bater no liquidificador 1 lata de leite condensado, 1 lata de creme de leite, suco de maracujá à gosto. <span style="color: rgb(0, 0, 153);">Vá colocando o suco aos poucos e vá provando</span>. <p>Depois coloque 1 pacotinho de gelatina incolor hidratada e derretida em banho-maria ou no micro, e bata bem. Colocar em tacinhas e levar para gelar. Eu coloquei raspas de chocolate branco por cima.</p></span><span style="font-size: 130%;">Suco de maracujá: Bati no liquidificador as polpas dos maracujás com um pouco de água e depois passei pelo coador.</span><br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgKWf1wnjpoMxN6OVmIDT7jpZ5pGMhBpc8n2R7aqgSalnIwucT_mEzRACRUljp7N7TcQKcY6rM6M6uEQf24YnEVTa2c8dVwen2dkDpm7nfDRxOKn_qJWoSFHMxCpmMimMLMVcOsXFKOQ44/s1600/CIMG7816.JPG"><img style="text-align: center; margin: 0px auto 10px; width: 400px; display: block; height: 300px;" id="BLOGGER_PHOTO_ID_5507354985857814834" alt="" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgKWf1wnjpoMxN6OVmIDT7jpZ5pGMhBpc8n2R7aqgSalnIwucT_mEzRACRUljp7N7TcQKcY6rM6M6uEQf24YnEVTa2c8dVwen2dkDpm7nfDRxOKn_qJWoSFHMxCpmMimMLMVcOsXFKOQ44/s400/CIMG7816.JPG" border="0" /></a>Kalinehttp://www.blogger.com/profile/14955382617513017566noreply@blogger.com0tag:blogger.com,1999:blog-4676703883908843241.post-67576395167690223732011-04-26T10:34:00.001-03:002011-04-26T10:34:49.137-03:00Sócrates e a teologia da prosperidade<h2 class="title"> <a href="http://www.genizahvirtual.com/2011/04/socrates-e-teologia-da-prosperidade.html"><br /></a> </h2> <div class="meta"> <div class="post-footer-line post-footer-line-1"><br /><span class="posted"> </span> </div> <div class="post-footer-line post-footer-line-2"> </div></div> <div class="post-body entry-content"> <div style="text-align: justify;"> <div class="separator" style="clear: both; text-align: left;"> <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0PRe5oYZmd3FyOJ1Aimpp7dNgkozzvb1EQVdR6c1u0lZhMDAfCQd5Kz1WLD9T-me3c8IJejzP5RoSwLcMBg0hLl4mC9Ad_YJif3B0ISXqxKvpYRcOiN_Ey0R_4zegN-v44Bkjd78FKqI/s1600/Socrates.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0PRe5oYZmd3FyOJ1Aimpp7dNgkozzvb1EQVdR6c1u0lZhMDAfCQd5Kz1WLD9T-me3c8IJejzP5RoSwLcMBg0hLl4mC9Ad_YJif3B0ISXqxKvpYRcOiN_Ey0R_4zegN-v44Bkjd78FKqI/s320/Socrates.jpg" border="0" width="242" height="320" /></a></div> <div style="text-align: right;"> <b> Hélio</b></div><br />Sócrates, o pai da filosofia ocidental, tinha como adversários os sofistas, aqueles que, basicamente, viviam da arte da retórica, e ensinavam as técnicas dos belos discursos que não levavam a nada, cobrando por suas aulas e palestras. A História reservou a Sócrates a palavra – e a vitória - final, e hoje “sofista” e “sofismas” são palavras que têm um sentido pejorativo, com a qual se ofende elegantemente alguém que não sabe nada do assunto que diz dominar, mas mesmo assim tortura a plateia e seus adversários no debate com um palavrório bonito, mas inútil.<br /><br />Sócrates não deixou nada escrito, mas seus discípulos registraram muitos de seus diálogos e ensinamentos. Um deles, Xenofonte, legou à posteridade o diálogo de Sócrates com Antifão, um sofista que invejava o número de seguidores que – gratuitamente - seguiam Sócrates, e queria “roubá-los” para que pudesse cobrar por suas lições e, assim, ficar ainda mais rico. Num desses diálogos, Antifão critica a maneira humilde como Sócrates vivia, insinuando que o sinal distintivo do bom mestre era exatamente a sua prosperidade material.<br /><br />Proponho um exercício, então: apliquemos este diálogo aos dias atuais, na igreja evangélica brasileira. É relativamente simples: deixe "discípulos" do jeito que está, troque “filosofia” por “teologia” ou “sã doutrina”, “mestres” por “pastores”, “aprazível” por “próspera” e “magnificência” por “prosperidade”. Você vai ver que aproveitadores e falseadores do conhecimento são uma praga antiga, e que a conclusão de Sócrates, relacionando prosperidade à divindade, devidamente adaptada ao cristianismo, continua tão atual como 2.500 anos atrás:</div> <hr style="margin-left: 0px; margin-right: 0px;"> <div style="text-align: justify;"><br /><span style="color: rgb(51, 51, 255);">Convém não calar a conversação que teve com o sofista Antifão. Certo dia Antifão, que queria tomar a Sócrates seus discípulos, interpelou-o e disse-lhe na presença deles:<br /><br />- Eu pensava, Sócrates, que os que professam a filosofia, fossem mais felizes. Muito outro, porém, parece ser o fruto que colhes da filosofia. Vives de tal guisa que não há escravo que deseje viver sob tal senhor. Alimentas-te das viandas mais grosseiras, bebes as mais vis beberagens. Cobre-te um manto chamboado, que te serve no verão como no inverno. Não tens calçado nem túnica. Sem embargo, não aceitas nenhum oferecimento de dinheiro, por agradável que seja recebê-lo e muito embora proporcione vida mais independente e aprazível. Se, pois, como todos os mestres formas os teus discípulos à tua semelhança, podes considerar-te um professor de miséria.</span><br /><br /><span style="color: rgb(51, 51, 255);">Ao que Sócrates respondeu – Fazes, creio, Antifão, tão triste ideia de minha existência, que preferirias morrer a viver como eu. Ora bem, examinemos por que achas minha vida tão penosa. Será porque, ao contrário dos que, exigindo salário, são obrigados a fazer o que lho rende, eu que nada recebo não sou forçado a falar com quem não queira? Achas minha vida miserável porque minha alimentação seja menos sã ou menos nutritiva que a tua? Porque meus alimentos sejam menos difíceis de obter que os teus, os quais são mais raros e mais delicados? Porque os manjares que preparas te saibam melhor ao paladar que os meus a mim? Não sabes que quem come com apetite não tem necessidade de condimento, que a quem bebe com prazer, fácil é prescindir da bebida que não tem? Quanto às vestes, sabes que quem as muda não o faz senão por causa do frio e do calor; que se calçam sapatos, é para que os pés não sejam impedidos no andar pelo que os possa ferir. Viste-me alguma vez entocado em casa por causa do frio? Disputar, no verão, a sombra a alguém, ou impossibilitado de ir aonde quisesse por ter os pés feridos? Ignoras que graças a certos exercícios pessoas fracas de corpo se tornam mais fortes e os suportam mais facilmente do que aquelas que, nascidas mais fortes, foram descuidadas? Não crês que eu, que avezei meu corpo a resistir a todas as influências, não fora melhor que tu, que não te exercitaste? Se não sou escravo do ventre, do sono, da volúpia, é porque conheço prazeres mais doces que não deleitam apenas no momento, mas fazem esperar vantagens contínuas. Sabes que sem a esperança do sucesso nenhum prazer experimentamos, de passo que, se se pensa lograr bom existo, seja na agricultura, seja na navegação, seja em outra profissão qualquer, a ela nos dedicamos com tanto júbilo como se já houvéssemos triunfado. Pois bem, julgas que esta felicidade iguale a que nos dá a esperança de nos tornarmos melhores a nós próprios e aos nossos amigos? Tal é, contudo, a opinião em que persisto! Se for preciso servir aos amigos, ou à pátria, quem para tanto terá mais lazer, aquele que vive como eu ou aquele que esposa o gênero de vida de que te vanglorias? Quem fará a guerra mais a seu grado, aquele que não pode dispensar uma mesa suntuosa ou aquele que se contenta com o que tenha à mão? Quem capitulará mais depressa, aquele que tem necessidade de iguarias difíceis de obter ou aquele que se contenta com os alimentos mais triviais? Pareces, Antifão, colocar a felicidade nas delícias e na magnificência. De mim, penso que de nada necessita a divindade. Que quanto menos necessidades se tenha, mais nos aproximamos dela. E como a divindade é a própria perfeição, quem mais se aproximar da divindade mais perto estará da perfeição”.</span><br /><br /><span style="color: rgb(51, 102, 255);">(</span><span style="color: rgb(51, 102, 255); font-weight: bold;">Xenofonte</span><span style="color: rgb(51, 102, 255);">. </span><span style="color: rgb(51, 102, 255); font-style: italic;">Ditos e feitos memoráveis de Sócrates</span><span style="color: rgb(51, 102, 255);">. In: Sócrates, livro I, cap. VI, pp. 79-80 [Os Pensadores, Nova Cultura, 1996]</span></div> </div><br />Leia Mais em: <a style="color: rgb(0, 51, 153);" href="http://www.genizahvirtual.com/2011/04/socrates-e-teologia-da-prosperidade.html#ixzz1KdUa86Em">http://www.genizahvirtual.com/2011/04/socrates-e-teologia-da-prosperidade.html#ixzz1KdUa86Em</a><br />Under Creative Commons License: <a style="color: rgb(0, 51, 153);" href="http://creativecommons.org/licenses/by-nc-sa/3.0">Attribution Non-Commercial Share Alike</a>Kalinehttp://www.blogger.com/profile/14955382617513017566noreply@blogger.com0tag:blogger.com,1999:blog-4676703883908843241.post-88009170510392699872011-04-26T10:32:00.001-03:002011-04-26T10:32:53.172-03:00“Mudança de sexo” para menino de 10 anos aprovada por juíza da Austrália<h3 class="post-title entry-title"><br /></h3> <div class="post-header"> </div> <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhaO16pxVu4V_-dOssJraKgE86-2Xd8RpsQdThSvFBSb1CdnT-GyX3xL3Y1nFh1u9_8mgaKG7duCc52ZXT9IxmsWvp5pr56jGy2B5pZkaQ1UO57Y15pP_-bI3Iz5lceSp7R-cPok75CsOg/s1600/280991.jpg"><img style="text-align: center; margin: 0px auto 10px; width: 320px; display: block; height: 213px;" id="BLOGGER_PHOTO_ID_5599834419386073586" alt="" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhaO16pxVu4V_-dOssJraKgE86-2Xd8RpsQdThSvFBSb1CdnT-GyX3xL3Y1nFh1u9_8mgaKG7duCc52ZXT9IxmsWvp5pr56jGy2B5pZkaQ1UO57Y15pP_-bI3Iz5lceSp7R-cPok75CsOg/s400/280991.jpg" border="0" /></a>A juíza da Vara da Infância e Juventude Linda Dessau, que tem um histórico de aprovar operações de “mudança de sexo” para crianças sexualmente confusas na Austrália, expediu ordem aprovando operações para um menino de 10 anos.<br /><br />O tribunal havia sido informado de que o menino, conhecido apenas como Jamie, vinha se vestindo como menina durante os dois anos passados, tinha recebido permissão de usar o banheiro das meninas na escola e estava “se apresentando como uma menina nova muito atraente com um longo cabelo loiro”.<br /><br />Um especialista médico disse que quando viu Jamie pela primeira vez em fevereiro de 2009, o menino “tinha uma aparência convincente de menina em todos os aspectos”, com exceção de seus órgãos sexuais.<br /><br />Os pais e médicos de Jamie disseram que temiam que o início precoce da puberdade pudesse levar à automutilação ou suicídio e apoiaram um requerimento urgente para que o menino recebesse uma operação de mudança sexual.<br /><br />A juíza Dessau concordou em aprovar imediatamente a operação quando o tribunal foi informado de que o menino de 10 anos estava experimentando uma puberdade acelerada e já tinha alcançado o desenvolvimento de um menino de 14 anos.<br /><br />“O rápido começo de sua puberdade masculina exigiu algumas decisões urgentes”, a juíza disse em sua decisão publicada em 15 de abril.<br /><br />“Os profissionais médicos estão unidos… Se Jamie tivesse de se tornar uma menina com uma voz profunda, pelos faciais, um pênis em crescimento, pelos corporais e os grandes membros de um homem, ela ficaria fundamentalmente angustiada com esses acontecimentos, ficando muito drasticamente em conflito com sua autoimagem e sua apresentação, e enfrentaria riscos muito significativos de questões comportamentais e automutilação”.<br /><br />A juíza Dessau também ordenou que o tribunal se reunisse novamente para examinar a “feminilização” de Jamie quando ele fizer 16 anos de idade, antes que se inicie a terapia de estrogênio da “fase dois”.<br /><br />Em dezembro do ano passado, a juíza Dessau aprovou outro “requerimento de emergência” feito pelos pais de um menino de 16 anos para a iniciação de um tratamento a base de drogas para tentar transformá-lo em menina.<br /><br />A juíza Dessau disse que o menino, “O”, era maduro o suficiente para saber o que queria e tinha o apoio de seus pais, seis especialistas e o advogado independente do menino, de acordo com uma reportagem do jornal Herald Sun.<br /><br />Em 2005, o mesmo tribunal “provocou indignação quando permitiu que uma menina de 13 anos chamada ‘Alex’, de uma família com problemas, começasse um tratamento hormonal para tentar se tornar um homem. No ano passo Alex, com a idade de 17 anos, recebeu permissão para fazer uma operação para amputar seus dois seios”, disse o Herald em sua reportagem, acrescentando, “Em outro caso, uma menina de 12 anos também recebeu permissão de tomar hormônios” para começar sua “cirurgia de reconstrução sexual”.<br /><br />Jim Wallace, diretor-executivo do Australian Christian Lobby (Lobby Cristão Australiano), diz que está “horrorizado” com a decisão da juíza Dessau que ordenou a terapia de mudança sexual para Jamie, que se tornaria a criança mais nova da Austrália a ser submetida a tal operação, conforme reportagem do jornal The Australian.<br /><br />Legalmente, a fase final da operação, remover o órgão sexual masculino usando cirurgia cosmética, só pode ocorrer quando o menino faz 18 anos. Se ele mudar de ideia antes da cirurgia, os efeitos do tratamento de hormônio poderiam ainda ser revertidos, disseram os médicos, embora os riscos envolvidos — tanto no tratamento quanto na reversão — não sejam muito bem conhecidos para alguém tão novo.<br /><br />Um importante psiquiatra dos EUA que conduziu uma investigação detalhada nos resultados de terapias de mudança sexual concluiu que a classe psiquiátrica estava colaborando com as doenças mentais ao diagnosticar o transexualismo como uma condição física legítima.<br /><br />“O melhor seria que nós psiquiatras… nos concentrássemos em tentar tratar suas mentes, não seus órgãos sexuais”, o Dr. Paul McHugh, professor de psiquiatria com distintos serviços universitários na Universidade Johns Hopkins, escreveu na revista “First Things”, em 2004.<br /><br />“Testemunhei muitos danos consequentes de operações de mudanças de sexo”, escreveu o Dr. McHugh, num artigo intitulado “Surgical Sex” (Sexo Cirúrgico). “As crianças transformadas de sua constituição masculina para papéis femininos sofreram angústia e tormento prolongados ao sentirem suas atitudes naturais. Seus pais geralmente viviam com sentimentos de culpa por causa de suas decisões — sentindo remorso com o que fizeram e de certo modo envergonhados com a mentira, tanto cirúrgica quanto social, que haviam imposto em seus meninos”.<br /><br /><br />Fonte: Julio Severo em seu BlogKalinehttp://www.blogger.com/profile/14955382617513017566noreply@blogger.com0tag:blogger.com,1999:blog-4676703883908843241.post-41548487645490860062011-04-18T09:17:00.002-03:002011-04-18T09:23:27.684-03:00Junta de Missões Nacionais - Convenção Batista Brasileira<h3 class="post-title entry-title"> Projeto missionário Cristolândia recebe destaque em programa católico </h3> <div class="post-header"> </div> <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg3AYBgSo1ppVDgVjIREF_SiwsBiWY_Na7YbND5d8oE0VGBt-yCEOsyt-q4qe-NzvIn_gS1MrcREsuHddPIO0ZmHuzNSWuMRIxsm_WfDBsMPeP-x_bw3iLZMSWehHxb4DBp7tyAInq7qY4/s1600/1813012_artigo.jpg"><img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 400px; height: 300px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg3AYBgSo1ppVDgVjIREF_SiwsBiWY_Na7YbND5d8oE0VGBt-yCEOsyt-q4qe-NzvIn_gS1MrcREsuHddPIO0ZmHuzNSWuMRIxsm_WfDBsMPeP-x_bw3iLZMSWehHxb4DBp7tyAInq7qY4/s400/1813012_artigo.jpg" alt="" id="BLOGGER_PHOTO_ID_5596883090761241938" border="0" /></a><br />O coordenador do projeto missionário Cristolândia, pastor Humberto Machado, foi ao programa Vida Melhor, da emissora católica Rede Vida, falar do trabalho de assistência a marginalizados da cracolândia paulista e do desafio de ampliar a ação em todo o país.<br /><br /><strong>A entrevista foi ao ar na tarde do dia 1° de abril e você pode conferir</strong>:<br />http://www.youtube.com/watch?v=2ZJhwjeoR-U&feature=player_embeddedKalinehttp://www.blogger.com/profile/14955382617513017566noreply@blogger.com0tag:blogger.com,1999:blog-4676703883908843241.post-50574839186182590352011-04-13T09:42:00.004-03:002011-04-13T09:58:54.526-03:00Terapia Comunitária( Atos dos Apóstolos), grupos pequenos.<a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgmHUJw2v1H-rjQZxBxzp647GRr5o0QEtpUxi31yFr-F76yxQxHYoQbEgQuFoSjIpLVGJfDszOULKkHvAX1JatJF53fypoQRTa_54xDEX1UgJchRmu9p4dNnYz6UMdg27Klnm9cUwNJ_ff0/s1600/Pessoas-Reunidas.jpg"><img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 400px; height: 316px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgmHUJw2v1H-rjQZxBxzp647GRr5o0QEtpUxi31yFr-F76yxQxHYoQbEgQuFoSjIpLVGJfDszOULKkHvAX1JatJF53fypoQRTa_54xDEX1UgJchRmu9p4dNnYz6UMdg27Klnm9cUwNJ_ff0/s400/Pessoas-Reunidas.jpg" alt="" id="BLOGGER_PHOTO_ID_5595050551815088610" border="0" /></a><br /><div style="text-align: justify;"><br />Estava essa semana assistindo um professor que muito tem aparecido na mídia acho que ele é pernambucano e tem título de doutor também, achei interessante ele vem se destacando com o tema terapia comunitária e não poderia deixar de falar sobre isso, quando tiver o nome dele irei publicar mais um post, mas a teoria dele é exatamente o que fazemos na igreja nos juntamos todas as semanas para conversar e fazer pedidos a Deus e agradecimentos pela semana, falamos de nossas dificuldades, e juntos compartilhamos tudo como está em Atos, na bíblia, onde os irmãos(a igreja) eram simpáticos aos olhos da sociedade, transbordavam alegria, por que a vida de Deus transbordava em suas vidas, o sobrenatural acontecia, crescia diariamente, então é o que chamamos hoje de células e na nossa igreja de pequenos grupos ou grupos pequenos, onde o amor deve prevalecer.<br />Concluo que ele deve ter se inspirado em algo, quem sabe descobrirei mas acredito que foi nas igreja evangélicas de hoje, por que é algo bem parecido, só que é claro nós estamos principalmente preocupados com a salvação das pessoas, muito mais além. Não menosprezando o trabalho desse professor.<br /></div>Kalinehttp://www.blogger.com/profile/14955382617513017566noreply@blogger.com0tag:blogger.com,1999:blog-4676703883908843241.post-42066715429184966212011-04-12T09:07:00.001-03:002011-04-12T09:07:44.149-03:00<h3 style="text-align: justify;" class="post-title entry-title"> Maioria dos líderes evangélicos dos EUA acredita que dízimo não é exigido pela Bíblia </h3><div style="text-align: justify;"> </div><div style="text-align: justify;" class="post-header"> </div><div style="text-align: justify;"> <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjJDcHgy1_SDoF8ClMpLhls3W-qeVTqgS41QE35wTpsPCA9CorZBb0BEeyEoQkm0H6uhmqTKAqWp2RP9aQcibnwy9b27WqwmFTCDk8u8W17JhR6TEvgihPiYLHfMZ-itxYH3Eh3S_T_Isw/s1600/dizimo.jpg"><img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 285px; height: 320px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjJDcHgy1_SDoF8ClMpLhls3W-qeVTqgS41QE35wTpsPCA9CorZBb0BEeyEoQkm0H6uhmqTKAqWp2RP9aQcibnwy9b27WqwmFTCDk8u8W17JhR6TEvgihPiYLHfMZ-itxYH3Eh3S_T_Isw/s400/dizimo.jpg" alt="" id="BLOGGER_PHOTO_ID_5594552800672440610" border="0" /></a>Uma pesquisa elaborada pela Associação Nacional de Evangélicos (NAE – sigla em inglês) revelou na quarta-feira, 5, que a maioria dos líderes evangélicos acredita que a Bíblia não exige que os Cristãos dizimem.<br /><br />No total, 58% dos entrevistados (membros do conselho de diretores da NAE) disse que não acha que dar 10 por cento da renda para a Igreja é mandatório pela Bíblia, enquanto 42% acham que sim.<br /><br />Provavelmente a forma como a pergunta foi elaborada pode ter interferido no resultado da pesquisa já que a questão era se o dízimo era ou não obrigatório. Por esse motivo que Dr. John Walton, professor do Antigo Testamento na Wheaton College, em Wheaton, Illinois, disse que não ficou surpreso com o resultado depois que viu a formulação da pergunta.<br /><br />Muitos dos líderes da NAE observaram em sua resposta que, embora o dízimo seja um modelo legal do Antigo Testamento, os Cristãos do Novo Testamento devem dar de sua generosidade. A maioria esmagadora, 95 % dos entrevistados disseram que dão pelo menos, 10 por cento de seus ganhos.<br /><br />Dr. Kurt Fredrickson, diretor do Programa Doctor of Ministry no Seminário Fuller, em Pasadena, Califórnia, apontou para John Wesley, fundador do movimento metodista, que deu muito de sua renda, e ganhou mais e manteve seu padrão de vida da mesma. Ele acabou dando cerca de 90 % de seu dinheiro e vivendo com 10 %.<br /><br />“É sobre como damos todo o nosso ser a Deus, o que inclui dinheiro, é claro, mas também o nosso tempo e os dons,” disse Frederickson, que foi pastor durante 24 anos.<br /><br />Ao contrário de quase todos os líderes da NAE que disseram que dizimaram pelo menos 10 por cento, Empty Tomb, Inc., relatou que os evangélicos ofertam às Igrejas apenas cerca de quatro por cento dos seus rendimentos. Entre todos os Cristãos, o percentual é ainda menor – apenas 2,43 por cento.<br /><br />Douglas LeBlanc, autor do Dízimo: Provai-me Nisto, Comentou: “O que me enlouquece é que se houvesse um mandamento mais explícito para dar o dízimo, acho que ainda haveria gente que diria: ‘Não somos escravos da lei depois de tudo.”<br /><br />“Os Cristãos americanos em particular, eu acho, nunca vão deixar de encontrar uma saída do dízimo, se eles não estão interessados.”<br /><br />O Presidente da NAE, Leith Anderson comentou no final da pesquisa que espera ver mais “generosidade, proporcionada, alegre e sacrificial entre os evangélicos americanos” nos próximos anos cada vez mais as Igrejas oferecem cursos financeiros e ensinam sobre mordomia.<br /><br /><br />Fonte: Christian Post</div>Kalinehttp://www.blogger.com/profile/14955382617513017566noreply@blogger.com1tag:blogger.com,1999:blog-4676703883908843241.post-56974615539498639812011-04-01T11:12:00.000-03:002011-04-01T11:13:58.850-03:00<h3 class="post-title entry-title"> No dia em que se consagra a mentira ... </h3> <div class="post-header"> </div> <span style="font-size: large;">... eu prefiro consagrar a verdade!</span><br /><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjrcRnAXlCyUMSBl36pNndjCH3k6qNNvHOcugiluvrNaOfSZCZi3CwDvjt76cCbo_q3YYQ2M_FtjCNN3jnwYw3lU0jDSMw3M_6T0O3YB9UO9T0U-Ph2mDYwjzgFMSyo75R8QQDBYO_OU6U/s1600/prison.jpg" style="margin-left: 1em; margin-right: 1em;"><img src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjrcRnAXlCyUMSBl36pNndjCH3k6qNNvHOcugiluvrNaOfSZCZi3CwDvjt76cCbo_q3YYQ2M_FtjCNN3jnwYw3lU0jDSMw3M_6T0O3YB9UO9T0U-Ph2mDYwjzgFMSyo75R8QQDBYO_OU6U/s320/prison.jpg" border="0" width="320" height="240" /></a></div><div style="text-align: center;"><b><a href="http://www.biblegateway.com/passage/?search=Joao%208:31-32&version=AA">"E conhecereis a verdade e a verdade vos libertará</a>. </b></div><div style="text-align: center;"><b><a href="http://www.biblegateway.com/passage/?search=Joao%2014:6&version=AA">Eu sou o Caminho, a Verdade e a Vida</a>."</b></div><div style="text-align: center;"><b>Jesus Cristo<br /></b>Fonte: http://coisasdemim.blogspot.com/2011/04/no-dia-em-que-se-consagra-mentira.html<b><br /></b><div style="text-align: justify;"><br /></div><b><br /></b> </div>Kalinehttp://www.blogger.com/profile/14955382617513017566noreply@blogger.com0