<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:georss='http://www.georss.org/georss' xmlns:gd='http://schemas.google.com/g/2005' xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-4478168678474595753</id><updated>2012-01-26T08:21:03.642-08:00</updated><category term='o corpo fala'/><category term='espaçhttp://www.blogger.com/img/blank.gifo kuan yin'/><category term='antitabagismo'/><category term='terapias complementares'/><category term='corpos físico'/><category term='argila'/><category term='espaço kuan yin'/><category term='glândula timo'/><category term='efeitos do cigarro dicas para parar de fumar'/><category term='sintomas'/><category term='acupuntura auricular'/><category term='consciência alimentar'/><category term='fronteiras'/><category term='anti-cancer'/><category term='auriculoterapia'/><category term='ato médico diga não'/><category term='alimentos'/><category term='doenças'/><category term='cromoterapia'/><category term='energia'/><category term='edward bach'/><category term='terapia'/><category term='geoterapia'/><category term='terapia auricular'/><category term='átomos'/><category term='a luz da vida'/><category term='coração'/><category term='terapias naturais'/><category term='luz'/><category term='cores'/><category term='saúde'/><category term='mapa astral'/><category term='cigarro diga não'/><category term='sandra baptista'/><category term='mental e espiritual'/><category term='alma'/><category term='astrologia'/><category term='florais de bach'/><category term='terapia floral'/><category term='cardíaco'/><category term='chakra'/><category term='câncer'/><category term='dr. david servan-schreiber'/><category term='terapeuta'/><title type='text'>Espaço Kuan Yin</title><subtitle type='html'>Um lugar para encontrar a saúde através das Terapias Naturais. Cursos e atendimentos.</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://www.terapiasecursos.com.br/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4478168678474595753/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://www.terapiasecursos.com.br/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><author><name>Sandra Baptista</name><uri>http://www.blogger.com/profile/15619965861401048931</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='28' src='http://1.bp.blogspot.com/-g5OZ1CjKunE/TuDa0e29JtI/AAAAAAAABcc/ZS2g3TJsmpA/s220/PICT0036.JPG'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>41</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-4478168678474595753.post-8634814800779641112</id><published>2012-01-16T09:01:00.000-08:00</published><updated>2012-01-16T09:37:37.253-08:00</updated><title type='text'>O que é meditação e como praticar?</title><content type='html'>&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div class="post-header" style="text-align: justify;"&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Meditar não é ficar com a mente vázia, sem pensar em nada. Meditar é familirizar a mente, de maneira constante e profunda, com um objeto virtuoso. A meditação cumpre muitas funções: supera problemas interiores, como aqueles criados pela raiva, inveja, apego e ignorância; controla nossa mente e acarreta paz interior; habilita-nos a cultivar intenções virtuosas. Praticando meditação, adquirimos em muitos níveis de realização espiritual e evoluímos para estados cada vez mais elevados, até que alcancemos o estado mais elevado que é budeidade.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Assista o vídeo:&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;iframe allowfullscreen="" frameborder="0" height="301" src="http://www.youtube.com/embed/Sj7d_8K4cc4" width="400"&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;1- meditação respiratória&lt;br /&gt;&lt;blockquote&gt;&lt;address&gt;O primeiro passo da meditação é parar com as distrações e tornar a mente clara e mais lúcida. Isso pode ser feito recorrendo-se à prática da meditação respiratória simples:&lt;/address&gt;&lt;/blockquote&gt;&lt;/div&gt;&lt;ul style="text-align: justify;"&gt;&lt;li&gt;Escolha um lugar tranqüilo para meditar e sente-se numa posição confortável. Você pode sentar-se na posição tradicional de pernas cruzadas ou em qualquer outra posição confortável. Se preferir, sente-se numa cadeira. O mais importante é manter as costas eretas para evitar que sua mente se torne sonolenta.&lt;/li&gt;&lt;li&gt;Mantenha              seus olhos parcialmente fechados e dirija sua atenção              para a respiração. &lt;/li&gt;&lt;li&gt;Respire              naturalmente, de preferência pelas narinas, sem tentar controlar              o ritmo.&lt;/li&gt;&lt;li&gt;Tente              se conscientizar da sensação que o ar provoca ao entrar              e sair pelas narinas.&lt;br /&gt;&lt;a name='more'&gt;&lt;/a&gt;&lt;br /&gt;Essa sensação é o objeto de sua meditação.&lt;br /&gt;&lt;br /&gt;                                                 &lt;/li&gt;&lt;li&gt;Tente              se concentrar na exclusão de todas as outras coisas.&lt;/li&gt;&lt;li&gt;Se você perceber que sua mente divagou e está seguindo seus pensamentos, imediatamente retome sua concentração na respiração.&lt;/li&gt;&lt;li&gt;Repita              isso tantas vezes quantas forem necessárias até que              a mente se acalme na respiração.&lt;/li&gt;&lt;li&gt;Se você praticar pacientemente dessa maneira, gradualmente seus pensamentos distrativos desaparecem e você sentirá um senso de paz interior e descanso, com a mente lúcida e tranqüila. Fique                nesse estado mental de calma por algum momento. &lt;br /&gt;              Ainda que a meditação respiratória seja somente um estágio preliminar da meditação, ela é poderosa. Podemos perceber desta prática que é possível experimentar paz interior e contentamento somente pelo controle da mente, sem depender de nenhuma condição externa.&lt;br /&gt;             Quando a turbulência de pensamentos distrativos desaparecem, e nossa mente torna-se tranqüila, uma profunda felicidade e satisfação naturalmente florescem do nosso interior. Este sentimento de satisfação e bem-estar nos auxilia nas ocupações e dificuldades quotidianas.&lt;br /&gt;              Muito do estresse e tensão que normalmente experimentamos provêm da nossa mente e muitos problemas que temos, incluindo males de saúde, são causados ou agravados por esse estresse. Apenas fazendo a meditação respiratória por dez ou quinze minutos por dia, seremos capazes de reduzir esse estresse.&lt;br /&gt;             Sentiremos uma calma, uma sensação de espaço na mente, e muitos de nosso problemas corriqueiros irão sumir. Situações difíceis se transformarão em situações fáceis de lidar, naturalmente nos sentiremos amados e bem dispostos em relação às outras pessoas, e nossos relacionamentos sociais gradualmente melhorarão.&lt;/li&gt;&lt;/ul&gt;&lt;div style="text-align: justify;"&gt;2- Meditação analítica&lt;br /&gt;&lt;br /&gt;Com mente limpa, calma e em paz passamos para a segunda etapa. Na meditação analítica, empreendemos um processo intencional de investigação, ou de reflexão, sobre um tema; analisando vários aspectos e examinando-o de vários pontos de vista. Usamos nossa imaginação e continua- lembrança e capacidade de raciocínio até que, como resultado da investigação sobre o tema, surja um sentimento ou pensamento especial, capaz de mudar nosso estado mental...então nesse ponto podemos entrar no terceira etapa e deixar que a meditação posicionada assuma o comando. Assim como o fogo gradulamente esmorce e temos de usar novamente o fole, também a meditação posicionada esmorece temos que de novo usar a analítica. Devemos sempre combinar esses dois tipos de meditação, pois uma boa meditação analitica resulta em uma boa posicionada e vice versa.&lt;br /&gt;&lt;br /&gt;A meditação analitica faz com que o tema surja com precisão e clareza a mente, e a meditação posicionada familiariza nossa mente com seu objeto, de modo que se tornem cada vez mais íntimos, até que ambos se misturem por completo.&lt;br /&gt;&lt;br /&gt;Texto retirado do blog &lt;a href="http://coracaodesabedoria.blogspot.com/2009/05/o-que-e-meditar-e-como-praticar.html"&gt;Coração de Sabedoria &lt;/a&gt;&lt;br /&gt;&lt;br /&gt;Tradução do vídeo por: &lt;a class="yt-uix-redirect-link" dir="ltr" href="http://www.melhorconsciencia.com.br/" rel="nofollow" target="_blank" title="http://www.melhorconsciencia.com.br/"&gt;http://www.melhorconsciencia.com.br/&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4478168678474595753-8634814800779641112?l=www.terapiasecursos.com.br' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://www.terapiasecursos.com.br/feeds/8634814800779641112/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=4478168678474595753&amp;postID=8634814800779641112&amp;isPopup=true' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4478168678474595753/posts/default/8634814800779641112'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4478168678474595753/posts/default/8634814800779641112'/><link rel='alternate' type='text/html' href='http://www.terapiasecursos.com.br/2012/01/o-que-e-meditacao-e-como-praticar.html' title='O que é meditação e como praticar?'/><author><name>Sandra Baptista</name><uri>http://www.blogger.com/profile/15619965861401048931</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='28' src='http://1.bp.blogspot.com/-g5OZ1CjKunE/TuDa0e29JtI/AAAAAAAABcc/ZS2g3TJsmpA/s220/PICT0036.JPG'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://img.youtube.com/vi/Sj7d_8K4cc4/default.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4478168678474595753.post-3115461894366254070</id><published>2012-01-02T06:44:00.000-08:00</published><updated>2012-01-02T07:03:40.868-08:00</updated><title type='text'>Dislexia - um transtorno da linguagem...</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://www.terapiasecursos.com.br/"&gt;&lt;img alt="" 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" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;... que até gênios, como Einstein, souberam contornar.&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;Albert Einstein, Alexander Graham Bell, Agatha Christie, Charles Darwin, Leonardo da Vinci, Napoleão Bonaparte, Plablo Picasso, Robin Williams, Thomas A. Edison, Tom Cruise, Vincent Van Gogh, Walt Disney, Woopy Goldberg, Winston Churchill... Você sabe o que estes nomes têm em comum, além da fama? Acertou, se respondeu que são todos disléxicos!&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Com este complicado nome, a dislexia nada mais é do que um transtorno da aprendizagem nas áreas da leitura, escrita e soletração, de origem genética e hereditária, que está presente entre 5 e 17% da população mundial (segundo estimativas da Associação Brasileira de Dislexia).&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Se diagnosticada e tratada logo nos primeiros anos de vida, a dislexia pode ser completamente curada. E, ao contrário do que muitos pensam, ela pode acometer pessoas de inteligência superior e persistir na vida adulta.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Mas, como saber se uma pessoa é disléxica?&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: justify;"&gt;&lt;a href="http://www.terapiasecursos.com.br/" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;br /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: justify;"&gt;&lt;a href="http://www.terapiasecursos.com.br/" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="160" src="http://2.bp.blogspot.com/-zX1N5KHac_g/TwG4ySAcszI/AAAAAAAABwE/zK4IHAQKnWU/s200/dislexia.jpg" width="200" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Os sintomas são variáveis e ocorrem em função dos diferentes graus do distúrbio. Contudo, tornam-se mais evidentes durante a fase da alfabetização. Entre as dificuldades mais comuns, estão: para ler, escrever e soletrar; para entender o texto escrito; para identificar os fonemas e associá-los às letras; com a matemática, sobretudo na assimilação de símbolos e decorar a tabuada; trocar as letras, invertendo, omitindo ou acrescentando letras e sílabas.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Outros sinais corriqueiros são confundir entre esquerda e direita; ter a letra feia; apresentar dificuldades para seguir indicações de caminhos e executar sequências de tarefas complexas; ter dificuldade em aprender uma segunda língua.&lt;br /&gt;&lt;br /&gt;&lt;u&gt;Haverá sempre:&lt;/u&gt;&lt;/div&gt;&lt;ul style="text-align: left;"&gt;&lt;li&gt;dificuldades com a linguagem e escrita ;&lt;/li&gt;&lt;li&gt;dificuldades em escrever;&lt;/li&gt;&lt;li&gt;dificuldades com a ortografia;&lt;/li&gt;&lt;li&gt;lentidão na aprendizagem da leitura; &lt;/li&gt;&lt;/ul&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Por sua complexidade, a dislexia deve ser diagnosticada por uma equipe multidisciplinar, para que seja confirmada ou excluída a sua existência. Assim que suspeitado do problema, seja pelo baixo rendimento escolar ou por sintomas isolados, que podem ser percebidos na escola ou mesmo em casa, deve-se procurar ajuda especializada. Esta ajuda inclui, na maior parte dos casos, psicólogos, fonoaudiólogos e psicopedagogos.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Quando a dislexia é diagnostícada, o correto encaminhamento profissional vai dirrecionar o tratamento mais adequado para cada caso, para que ele seja o mais eficiente possível. Conhecendo as causas das dificuldades, o potencial e as particularidades do indivíduo, o profissional pode utilizar a linha que achar mais conveniente.&amp;nbsp;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;a href="http://www.terapiasecursos.com.br/" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img alt="" border="0" height="200" 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" width="188" /&gt;&lt;/a&gt;&amp;nbsp;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Se um dos dois mais brilhantes disléxicos do mundo ganhou um prêmio Nobel e ficou imortalizados por suas descobertas, outros com certeza conseguirão "tirar de letra" o problema.&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;Uma dica interessante é &lt;a href="http://filmow.com/como-estrelas-na-terra-t9872/"&gt;Como Estrelas na Terra&lt;/a&gt;, um filme indiano. Como Estrelas na Terra relata, essencialmente, a história de vida de uma criança com dislexia. Retrata, de forma bastante clara e elucidativa, as emoções do disléxico e as reações familiares, assim como as consequências familiares e sociais.&lt;/div&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;span style="font-size: large;"&gt;&lt;span style="background-color: #d0e0e3; color: #38761d;"&gt;O dislexo não é deficiente. Ele é diferente!&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: right;"&gt;&lt;a href="http://www.terapiasecursos.com.br/"&gt;&lt;img border="0" height="400" src="http://4.bp.blogspot.com/-RoQ43G2eXW0/TwHByGE_tBI/AAAAAAAABw0/XcI4_mXHnck/s400/dislexiadica.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: right;"&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: right;"&gt;&lt;a href="http://www.terapiasecursos.com.br/"&gt;&lt;br /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;Fontes de pesquisa:&lt;/div&gt;&lt;div style="text-align: left;"&gt;http://www.dislexia.org.br/&lt;/div&gt;&lt;div style="text-align: left;"&gt;Texto de Andrea Manograsso - &lt;i&gt;publicado na Revista Giro nas Estradas jan/2009&lt;/i&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;Filme: Como Estrelas na Terra - http://filmow.com/como-estrelas-na-terra-t9872/&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4478168678474595753-3115461894366254070?l=www.terapiasecursos.com.br' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://www.terapiasecursos.com.br/feeds/3115461894366254070/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=4478168678474595753&amp;postID=3115461894366254070&amp;isPopup=true' title='2 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4478168678474595753/posts/default/3115461894366254070'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4478168678474595753/posts/default/3115461894366254070'/><link rel='alternate' type='text/html' href='http://www.terapiasecursos.com.br/2012/01/dislexia-um-transtorno-da-linguagem.html' title='Dislexia - um transtorno da linguagem...'/><author><name>Sandra Baptista</name><uri>http://www.blogger.com/profile/15619965861401048931</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='28' src='http://1.bp.blogspot.com/-g5OZ1CjKunE/TuDa0e29JtI/AAAAAAAABcc/ZS2g3TJsmpA/s220/PICT0036.JPG'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-zX1N5KHac_g/TwG4ySAcszI/AAAAAAAABwE/zK4IHAQKnWU/s72-c/dislexia.jpg' height='72' width='72'/><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4478168678474595753.post-5445426881284463086</id><published>2012-01-01T18:34:00.000-08:00</published><updated>2012-01-01T19:40:59.959-08:00</updated><title type='text'>A lição das Flores</title><content type='html'>&lt;div class="MsoNormal" style="mso-layout-grid-align: none; text-autospace: none;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://www.alicaodasflores.blogspot.com/"&gt;&lt;img border="0" height="320" src="http://4.bp.blogspot.com/-kUhxHg9HCG0/TwEWd3idY3I/AAAAAAAABuA/8wFsBtndX8g/s320/o-fundo-floresce-o-sol-thumb7148281.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;Os Florais de Bach, como todos já sabem, foram uma descoberta do médico inglês Dr. Edward Bach. São considerados pela OMS (Organização Mundial da Saúde) como remédios eficazes no tratamento de doenças emocionais.&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;br /&gt;Caminhando pelos campos entre as flores, Dr. Bach compreendeu que elas possuem as mesmas características da personalidade humana, porém vibram num estado de perfeição.&lt;br /&gt;Observando seus movimentos, ou seja, como elas crescem e florescem, percebeu a lição, que embora silenciosa, podem nos ensinar para atingirmos um estado de equilíbrio e de conexão com o Universo.&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;br /&gt;Dr. Bach soube viver como as flores, nos ensinando o amor através da Humildade, Simplicidade e Compaixão.&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;Para saber mais sobre essas flores do Dr. Bach, conheça nosso blog: &lt;a href="http://www.alicaodasflores.blogspot.com/"&gt;A lição das Flores&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4478168678474595753-5445426881284463086?l=www.terapiasecursos.com.br' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://www.terapiasecursos.com.br/feeds/5445426881284463086/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=4478168678474595753&amp;postID=5445426881284463086&amp;isPopup=true' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4478168678474595753/posts/default/5445426881284463086'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4478168678474595753/posts/default/5445426881284463086'/><link rel='alternate' type='text/html' href='http://www.terapiasecursos.com.br/2012/01/licao-das-flores.html' title='A lição das Flores'/><author><name>Sandra Baptista</name><uri>http://www.blogger.com/profile/15619965861401048931</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='28' src='http://1.bp.blogspot.com/-g5OZ1CjKunE/TuDa0e29JtI/AAAAAAAABcc/ZS2g3TJsmpA/s220/PICT0036.JPG'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-kUhxHg9HCG0/TwEWd3idY3I/AAAAAAAABuA/8wFsBtndX8g/s72-c/o-fundo-floresce-o-sol-thumb7148281.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4478168678474595753.post-4553469976168438859</id><published>2011-12-31T06:01:00.000-08:00</published><updated>2011-12-31T06:01:15.092-08:00</updated><title type='text'>Feliz Ano Novo!</title><content type='html'>&lt;h6 class="uiStreamMessage" data-ft="{&amp;quot;type&amp;quot;:1}" style="text-align: center;"&gt;&lt;span class="messageBody" data-ft="{&amp;quot;type&amp;quot;:3}"&gt;&lt;span style="font-size: small; font-weight: normal;"&gt;Feliz Ano Novo a todos os amigos que acompanham este site!&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/h6&gt;&lt;h6 class="uiStreamMessage" data-ft="{&amp;quot;type&amp;quot;:1}" style="text-align: center;"&gt;&lt;span class="messageBody" data-ft="{&amp;quot;type&amp;quot;:3}"&gt;&lt;span style="font-size: small; font-weight: normal;"&gt;Feliz Ano Novo a todos os seres vivos. Feliz Ano Novo a todos o Planeta!&lt;br /&gt; Mil beijos&lt;/span&gt;&lt;/span&gt;&lt;/h6&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://www.terapiasecursos.com.br/"&gt;&lt;img border="0" height="300" src="http://3.bp.blogspot.com/-qCzgP3sr09g/Tv8Vi6W753I/AAAAAAAABt0/EdjdQdMZ_4g/s400/Ano+Novo.jpg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h6 class="uiStreamMessage" data-ft="{&amp;quot;type&amp;quot;:1}" style="text-align: center;"&gt;&lt;span class="messageBody" data-ft="{&amp;quot;type&amp;quot;:3}"&gt;&lt;span style="font-size: small; font-weight: normal;"&gt;&amp;nbsp;&lt;/span&gt;&lt;span class="fcg"&gt; &lt;/span&gt;&lt;/span&gt;&lt;/h6&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4478168678474595753-4553469976168438859?l=www.terapiasecursos.com.br' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://www.terapiasecursos.com.br/feeds/4553469976168438859/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=4478168678474595753&amp;postID=4553469976168438859&amp;isPopup=true' title='2 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4478168678474595753/posts/default/4553469976168438859'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4478168678474595753/posts/default/4553469976168438859'/><link rel='alternate' type='text/html' href='http://www.terapiasecursos.com.br/2011/12/feliz-ano-novo.html' title='Feliz Ano Novo!'/><author><name>Sandra Baptista</name><uri>http://www.blogger.com/profile/15619965861401048931</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='28' src='http://1.bp.blogspot.com/-g5OZ1CjKunE/TuDa0e29JtI/AAAAAAAABcc/ZS2g3TJsmpA/s220/PICT0036.JPG'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-qCzgP3sr09g/Tv8Vi6W753I/AAAAAAAABt0/EdjdQdMZ_4g/s72-c/Ano+Novo.jpg' height='72' width='72'/><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4478168678474595753.post-5454803651330363298</id><published>2011-12-24T03:22:00.000-08:00</published><updated>2011-12-24T03:22:18.568-08:00</updated><title type='text'>Feliz Natal e um  Próspero Ano Novo!!!</title><content type='html'>&lt;div style="text-align: center;"&gt;Paz, Harmonia, Amor e Felicidade para todo o Planeta!&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://www.terapiasecursos.com.br/"&gt;&lt;img border="0" height="300" src="http://3.bp.blogspot.com/-HkiALixPBPA/TvW1wcaqvLI/AAAAAAAABnI/N_Ldk0M9VoM/s400/feliz+natal.jpg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4478168678474595753-5454803651330363298?l=www.terapiasecursos.com.br' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://www.terapiasecursos.com.br/feeds/5454803651330363298/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=4478168678474595753&amp;postID=5454803651330363298&amp;isPopup=true' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4478168678474595753/posts/default/5454803651330363298'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4478168678474595753/posts/default/5454803651330363298'/><link rel='alternate' type='text/html' href='http://www.terapiasecursos.com.br/2011/12/feliz-natal-e-um-prospero-ano-novo.html' title='Feliz Natal e um  Próspero Ano Novo!!!'/><author><name>Sandra Baptista</name><uri>http://www.blogger.com/profile/15619965861401048931</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='28' src='http://1.bp.blogspot.com/-g5OZ1CjKunE/TuDa0e29JtI/AAAAAAAABcc/ZS2g3TJsmpA/s220/PICT0036.JPG'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-HkiALixPBPA/TvW1wcaqvLI/AAAAAAAABnI/N_Ldk0M9VoM/s72-c/feliz+natal.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4478168678474595753.post-2718406746621441342</id><published>2011-12-21T15:34:00.000-08:00</published><updated>2011-12-22T04:29:51.286-08:00</updated><title type='text'>Astrologia</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://www.mandalastral.blogspot.com/"&gt;&lt;img border="0" height="240" src="http://2.bp.blogspot.com/-PQ4TOzfhelQ/TvJsR_80EEI/AAAAAAAABm4/rLNYev1z-so/s320/Slide1.JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="color: #000066; font-family: times new roman; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="color: #000066; font-family: times new roman; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="color: #000066; font-family: times new roman; text-align: justify;"&gt;&lt;span style="font-size: 100%;"&gt;Por muitos anos, durante a antiguidade, os homens acreditaram que a magia se misturava aos acontecimentos diários. Eles imaginavam que ela interferia nas colheitas, na confecção de armas e no afastamento das doenças.&lt;/span&gt;&lt;/div&gt;&lt;div face="times new roman" style="color: #000066; font-family: times new roman; text-align: justify;"&gt;&lt;/div&gt;&lt;div style="color: #000066; font-family: times new roman; text-align: justify;"&gt;&lt;span style="font-size: 100%;"&gt;Os sacerdotes antigos dedicavam seu tempo no estudo das estrelas e naquela época já podiam prever os eclipses. Por acreditar que o futuro estava ligado à posição dos astros, o povo acreditava fielmente que estes homens podiam também predizer o futuro.&lt;/span&gt;&lt;/div&gt;&lt;div face="times new roman" style="color: #000066; font-family: times new roman; text-align: justify;"&gt;&lt;/div&gt;&lt;div style="color: #000066; font-family: times new roman; text-align: justify;"&gt;&lt;span style="font-size: 100%;"&gt;Descobriu-se que ela já existia na Mesopotâmia trinta séculos antes da era cristã. No século VI a.c. atingiu a Índia e a China; na Grécia durante o período Helênico, quando foi transmitida aos romanos e aos árabes, chegando aos caldeus e os egípcios. Os egípcios, excelentes astrônomos e astrólogos, descobriram que a duração do ano era de 365 dias e ¼ e o dividiram em períodos de doze meses de trinta dias cada, com cinco dias excedentes.&lt;br /&gt;&lt;br /&gt;Foram os gregos que aperfeiçoaram a Astrologia dois séculos antes da nossa era, e nesse tempo já estudavam as cartas natais exatamente como fazemos hoje. No tempo de Carlos Magno, a Astrologia se espalhou por toda a Europa.&lt;/span&gt; &lt;/div&gt;&lt;div style="color: #000066; font-family: times new roman; text-align: justify;"&gt;&lt;/div&gt;&lt;div style="color: #000066; font-family: times new roman; text-align: justify;"&gt;&lt;span style="font-size: 100%;"&gt;O céu foi divido em doze partes e cada uma delas recebeu um signo em específico. Fazem parte do zodíaco: &lt;a href="http://www.mandalastral.blogspot.com/p/os-doze-signos.html"&gt;Áries (de 21/03 a 20/04), Touro (de 21/04 a 20/05), Gêmeos (de 21/05 a 20/06), Câncer (de 21/06 a 21/07), Leão (de 22/07 a 22/08), Virgem (de 23/08 a 22/09), Libra (de 23/09 a 22/10), Escorpião (de 23/10 a 22/11), Sagitário (de 22/11 a 21/12), Capricórnio (de 22/12 a 20/01), Aquário (de 21/01 a 19/02) e Peixes (20/02 a 20/03).&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="color: #000066; font-family: times new roman; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div face="times new roman" style="color: #000066; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;&lt;span style="line-height: 115%;"&gt;Hoje a Astrologia é mundialmente conhecida e, embora negada por uns, tem o respeito da maioria, sendo gradualmente despida de suas características de adivinhação, para ser considerada como um ramo de conhecimento respeitável tanto quanto a psicologia e a psicanálise&lt;/span&gt;&lt;span style="line-height: 115%;"&gt;.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;div face="times new roman" style="background-color: #d9ead3; color: #000066; text-align: justify;"&gt;&lt;/div&gt;&lt;div face="times new roman" style="color: #000066; text-align: center;"&gt;&lt;span style="font-size: small;"&gt;&lt;span style="line-height: 115%;"&gt;&lt;span style="background-color: #d9ead3; font-size: x-large;"&gt;Para saber mais, visite nosso blog: &lt;a href="http://www.mandalastral.blogspot.com/"&gt;Mandala Astral&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4478168678474595753-2718406746621441342?l=www.terapiasecursos.com.br' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://www.terapiasecursos.com.br/feeds/2718406746621441342/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=4478168678474595753&amp;postID=2718406746621441342&amp;isPopup=true' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4478168678474595753/posts/default/2718406746621441342'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4478168678474595753/posts/default/2718406746621441342'/><link rel='alternate' type='text/html' href='http://www.terapiasecursos.com.br/2011/12/astrologia.html' title='Astrologia'/><author><name>Sandra Baptista</name><uri>http://www.blogger.com/profile/15619965861401048931</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='28' src='http://1.bp.blogspot.com/-g5OZ1CjKunE/TuDa0e29JtI/AAAAAAAABcc/ZS2g3TJsmpA/s220/PICT0036.JPG'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-PQ4TOzfhelQ/TvJsR_80EEI/AAAAAAAABm4/rLNYev1z-so/s72-c/Slide1.JPG' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4478168678474595753.post-9069656741881599690</id><published>2011-12-16T05:07:00.000-08:00</published><updated>2011-12-22T04:41:38.083-08:00</updated><title type='text'>Qi Qong</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://www.espacokuanyin.blogspot.com/"&gt;&lt;img border="0" height="220" src="http://3.bp.blogspot.com/-Me7tkN8rk4s/TutCaiPk1mI/AAAAAAAABfg/GSMd3OYl1TM/s320/QiGong_at_ocean_pagoda_rev_cropped.187133639.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="color: #cc0000; text-align: center;"&gt;&lt;/div&gt;&lt;div style="color: #cc0000; text-align: center;"&gt;&lt;/div&gt;&lt;div style="color: #cc0000; text-align: center;"&gt;QI GONG&lt;br /&gt;- O Sorriso Interior –&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;A expressão Qi Gong (que se escreve também Chi Kung e de outras maneiras) evoca a idéia de um trabalho energético envolvendo o corpo, a mente e as emoções, isto é, o ser integral de um indivíduo. Por esse motivo, seu conceito vai muito para além do que convencionalmente se entende por “ginástica”, “educação física” ou “cultura do corpo”. Qi Gong está muito mais ligado à definição que os gregos antigos davam da palavra Paidéia, que originou o vocábulo pedagogia, isto é, “condução, orientação dos meninos para o fortalecimento e robustecimento do corpo, o domínio das emoções, o cultivo do intelecto e a elevação espiritual”. Tudo isto se encontra no Qi Gong.&lt;br /&gt;&lt;br /&gt;&lt;a name='more'&gt;&lt;/a&gt;Por meio de visualizações, emanações energéticas, meditação e de práticas corporais torna-se possível, gradualmente, dominarmos as pulsões, controlarmos as atitudes e elegermos uma conduta que nos readapte à Natureza, à qual pertencemos, mas da qual nos desviamos devido à artificialidade e à superficialidade, às quais nossa cultura consumista e demasiadamente materialista nos induz.&lt;br /&gt;Sob o ponto de vista da Medicina Tradicional Chinesa, Qi Gong é uma das cinco modalidades terapêuticas, conjugando-se à Dietoterapia, à Fitoterapia, às Massagens Tui Na e à Acupuntura (e Moxabustão), todas utilizadas com o objetivo de prevenir doenças ou curá-las, por meio do equilíbrio energético do corpo, da mente e das emoções.&lt;br /&gt;Ao contrário do que ocorre no Ocidente, em que são valorizadas a força física, a rapidez dos movimentos e a forma estética do corpo do atleta, o Qi Gong tende a ser uma prática interna, sem esforços musculares extremos, sem aceleração do ritmo cardíaco, sem elevação da pressão arterial, sem respirações forçadas e ofegantes.&lt;br /&gt;Existem vários estudos comprovando que a sobrecarga dos sistemas orgânicos, além de poder levar à conquista de medalhas e fama, também reduz significativamente o período de vida de uma pessoa. A oxigenação excessiva produz radicais livres, responsáveis pela degeneração celular e pelo conseqüente envelhecimento precoce. Em contrapartida, os praticantes de artes corporais orientais podem não possuir corpos tão exuberantes, mas adquirem a capacidade de mobilizar energias interiores, de modo a conseguirem empregá-las para seu bem-estar, sua saúde e longevidade. Eles conseguem, inclusive, interferir nos sistemas energéticos de outras pessoas, podendo auxiliar os debilitados e adoentados a recuperarem sua sanidade. Interferem também, quando o desejam, nos campos energéticos ambientais, ajudando a livrá-los de influências que os desarmonizam. Esta comparação não tem o objetivo de menosprezar ou depreciar a ginástica Ocidental, enquanto se exalta a Oriental. O bom-senso não consiste em suprimir alguma técnica, mas em promover a integração delas, reconhecendo-as como mútuas aliadas na tarefa de manutenção de vida saudável, agradável e equilibrada.&lt;br /&gt;Nenhuma prática corporal está isenta de contra-indicações, e o Qi Gong não se exclui da relação. Para todas elas existem precauções a serem tomadas. Por isso, o Qi Gong não é uma série exótica de exercícios mecânicos aleatórios, desenvolvidos para divertir o corpo e a mente; ele é um conjunto de procedimentos que envolvem consciência das relações corporais e energéticas, conjugação de movimentos sincronizados com respirações, tudo isto amparado por uma condição mental que propicia a compreensão de que o ser humano é um todo, do qual cada uma das partes ou funções deve ser considerada com cuidado e respeito. Não obstante, excetuando-se alguns casos especiais em que alguns exercícios não são recomendados (por exemplo: na gravidez não devem ser feitos movimentos de contração do períneo), a prática de Qi Gong é segura em todas as idades, para pessoas de ambos os sexos, sadias ou enfermas, esportistas ou sedentárias.&lt;br /&gt;O Mestre Yvez Réquéna, em sua obra À la decouverte du Qi Gong, compara a prática de Qi Gong à higiene diária, enfatizando: “uma vez que lavamos nosso corpo, não lavaremos também nossa energia? Qi Gong lava, limpa, depura a energia individual. É como dar-se um banho interior, um banho de luz”. Esse banho é capaz de dar a sensação de limpeza interior, proporcionando até mesmo aos órgãos sensoriais que se tornem mais perceptivos, mais envolvidos no mister de ampliação do ser pessoal, porque dá a capacidade de captar melhor o mundo e a energia do Universo. Essa capacidade, na maioria dos casos, jaz dormente em nosso interior, visto estarmos a maior parte do tempo voltados para coisas externas, como as preocupações com os meios de subsistência, a aquisição de bens materiais ou a conquista de poder sobre os outros e sobre a própria Natureza. Entretanto, há ainda mais para além daqueles benefícios. Complementa o mestre, na mesma parte da obra supracitada: “a mesma sensação de limpeza se reproduz sutilmente no coração e no cérebro, isto é, no plano das emoções, da atenção e da consciência”.&lt;br /&gt;Qi Gong está fundamentado na sabedoria taoísta, filosofia em que a Natureza é considerada dotada de suprema perfeição, no seio da qual agem forças opostas e complementares, indissociáveis e mutuamente dependentes: Yin e Yang. Por esse motivo, Qi Gong é um exercício de combinação de opostos: extensão e flexão; elevação e descenção; tensionamento e relaxamento; torção e retificação; abertura e fechamento; inspiração e expiração; etc. Assim, promove tudo aquilo que o corpo humano já é naturalmente apto a fazer. A diferença é que, para a prática de Qi Gong são necessárias “consciência” e “intenção”, os mesmos requisitos imprescindíveis para o aprendizado da “arte de viver”.&lt;br /&gt;A consciência de que viver é uma arte nos remete ao mundo que nos circunda, ao mesmo tempo em que nos faz trazê-lo para nosso interior, pois não somos distintos ou separados dele. Ao contrário, nós nos completamos. A capacidade de percepção do que nos rodeia é uma arte, que aprendemos com o próprio viver, e quanto mais aprimoramos nossa percepção, maior se torna nossa consciência de fazermos parte da totalidade do Universo.&lt;br /&gt;Qi Gong nos impulsiona a uma “atitude interna”, falando sobre maneira de respirar, sincronicidade dos movimentos, necessidade do concurso da consciência no decorrer da prática e na vida em geral, concentração e mentalização. Segundo seus propagadores, no ápice das Virtudes às quais nos leva o Qi Gong encontra-se o “Supremo Estado de Realização Energética” (Wu Ji), a “Energia Essencial”. Esse é o estado ao qual todo praticante de Qi Gong deve aspirar, no qual passa a não existir mais a impressão de que há “este sujeito aqui”, separado do que se encontra à sua volta, mas o senso de fazer-se um com o Todo, de emergir completamente no Ser.&lt;br /&gt;Para chegar nesse ponto de fusão do “eu” com o Universo, é necessário o aprendizado da Meditação, consistente basicamente num “entregar-se ao agora”, deixando de lado as ilusões que são tanto o passado quanto o futuro. “Este aqui” é o único momento que existe para toda e qualquer pessoa, para todo e qualquer ser; por isso, a mente em estado de meditação não se empenha em controlar coisa alguma, não se deprime por aquilo que não realizou ou perdeu, não se angustia pelo que pode vir a acontecer: apenas sente o fluxo da existência e o vive intensamente, agora. Apesar de possuirmos esse conhecimento intelectual, não há quem não tenha experimentado as dificuldades de atingir e manter-se em estado de meditação. Todos estamos cientes a respeito dos empecilhos encontrados na senda que nos leva à Iluminação. Existem inúmeros atrativos que nos convidam com enorme força, e acabamos por colocá-los antes das práticas internas, que ficam preteridas. Qualquer distração, por insignificante que seja, é suficiente para afastar-nos do Qi Gong. Em função de toda agitação em que nos encontramos envolvidos, nossa mente resulta inepta a concentrar-se. Nossos órgãos internos saltitam em ebulição, gerando descompensações em nosso campo energético. Pelos canais, a energia flui desordenadamente, ficando estagnada em certas partes, enquanto que outras regiões sofrem carência dela, já que a energia ali não consegue chegar. No combate a esse desequilíbrio nefasto, os sábios taoístas criaram, entre outros, o exercício do Sorriso Interior. Por meio do Sorriso, que nada tem a ver com uma risada descomprometida e debochada (bem ao contrário!), no mesmo momento é possível fazer a atenção voltar-se para o agora e para o interior, levando paz e tranqüilidade aos Órgãos, às Vísceras e a todos os sistemas constituintes do nosso corpo e do nosso ser integral. Com o Sorriso, harmonizam-se todos os aspectos do nosso “eu”, propiciando-nos um estado adequado à meditação. Quando chegamos a esse nível de consciência, podemos passar a contribuir na busca da excelência das condições de existência de todo o Universo, com o qual formamos a unidade já mencionada.&lt;br /&gt;Quando se fala em Sorriso Interior, imediatamente se tem a desconfiança de se lidar com uma “brincadeira”, e esse juízo não estará equivocado, pois existe aí uma brincadeira; porém, esse brincar é totalmente sério. Digamos que consiste em uma atividade lúdica. Pensemos por um momento nas crianças, quando brincam. Para elas, a brincadeira é algo bem sério. Quando estão brincando, essa atividade é um afazer que exige delas o seu empenho, e o fazem com paixão. A seriedade da criança não é aquela do adulto, domada pelos padrões impostos pela mente. A seriedade infantil é emotiva, emocionada, emocionante. Por isso, a criança fica envolvida, concentrada, como se meditasse: é o puro exercício do viver o agora. Para voltarmos, adultos que somos, a esse nível de consciência simples, desprendido, embora sério, basta-nos exercitarmos o Sorriso Interior.&lt;br /&gt;Mesmo que às vezes alguns mestres defendam o princípio de que a prática de Qi Gong deva ser abandonada quando a mente está dispersa e não há condições de concentração, minha experiência me leva a julgar que a persistência finalmente rompe o esquema mental em que nos envolvemos, e, em dado momento, a mente se rende; é nesse ponto que o Qi Gong atinge seu auge. E não podemos esquecer-nos de que somente os movimentos, executados de maneira mecânica, apesar de perfeita, não nos levarão a esse clímax. Faz-se necessário o concurso de um sério comprometimento, de um desejo interior de vencer a evasão da mente, quando ela peleja contra nossa intenção de atingirmos um estado concentrado e meditativo. Mas é conveniente observarmos que “lutar contra a mente” não parece ser uma estratégia recomendável, já que ela, a mente, quando dedicada à sua atividade de dispersar nossa atenção, nutre-se justamente desse combate. Enquanto ocorre o embate, ela, a mente dispersiva, vence, deixando-nos inconscientes. Por isso, é aconselhável que concentremos nossa atenção nos pensamentos compulsivos que passam por nossa mente, sem julgá-los, sem digladiarmos com eles, sem nos esforçarmos para evitá-los, mas apenas aceitando-os como uma condição momentânea. É preciso tomarmos a postura do “observador” (conforme nos instrui o Mestre Eckhart Tölle em seu livro O poder do Agora), que vê agir essa mente compulsiva, mas se põe de maneira isenta nessa experiência. Ter a lucidez de perceber que “sou a consciência que se observa” me dá poder sobre a mente dispersiva: já não é mais ela que me domina, mas eu é que estou atento a ela. Nesse momento, vivo meu agora. Esta é uma maneira de meditar.&lt;br /&gt;Em uma gravura contida na obra Cura Cósmica I: Chi Kung Cósmico, do Mestre Mantak Chia, contemplamos uma menina sorrindo para seus Órgãos e Vísceras, que sorriem de volta para ela, em uma brincadeira de intimidade da personagem consigo mesma. Ao sorrir, ela leva alegria e aceitação (isto é, Qi, energia) a eles. Esse é o fluxo energético do qual tanto se fala, a brincadeira “do” Qi e “com o” Qi, proporcionada pelo Qi Gong.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;(Texto adaptado de parte de Trabalho de Conclusão de Curso, intitulado Fundamentos da Prática do Qi Gong: 12 Virtudes, Meditação e Sorriso Interior, apresentado à banca examinadora do CIEFATO/EBRAMEC, em maio de 2007)&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;Ricardo Gonçalves&lt;br /&gt;(Mestre em Filosofia pela USP; com formação em: Artes Corporais Chinesas pelo CIEFATO/EBRAMEC; Reflexologia pelo Instituto Íntegra; Programação Neurolingüística pela Synapsis; Reiki por O Nosso Espaço; Florais de Bach pelo Espaço Kuan Yin)&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;Telefone: (11) 7459.7878&lt;br /&gt;e-mail: ricardoprofilo@yahoo.com.br&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4478168678474595753-9069656741881599690?l=www.terapiasecursos.com.br' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://www.terapiasecursos.com.br/feeds/9069656741881599690/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=4478168678474595753&amp;postID=9069656741881599690&amp;isPopup=true' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4478168678474595753/posts/default/9069656741881599690'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4478168678474595753/posts/default/9069656741881599690'/><link rel='alternate' type='text/html' href='http://www.terapiasecursos.com.br/2011/12/qi-qong.html' title='Qi Qong'/><author><name>Sandra Baptista</name><uri>http://www.blogger.com/profile/15619965861401048931</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='28' src='http://1.bp.blogspot.com/-g5OZ1CjKunE/TuDa0e29JtI/AAAAAAAABcc/ZS2g3TJsmpA/s220/PICT0036.JPG'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-Me7tkN8rk4s/TutCaiPk1mI/AAAAAAAABfg/GSMd3OYl1TM/s72-c/QiGong_at_ocean_pagoda_rev_cropped.187133639.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4478168678474595753.post-2613771903888851400</id><published>2011-12-11T16:29:00.000-08:00</published><updated>2011-12-11T16:31:06.657-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='câncer'/><category scheme='http://www.blogger.com/atom/ns#' term='anti-cancer'/><category scheme='http://www.blogger.com/atom/ns#' term='dr. david servan-schreiber'/><title type='text'>Não acorde o câncer que há em você!</title><content type='html'>&lt;div&gt;Entrevista, legendada em português, com o Dr.David Servan-Schreiber,&lt;br /&gt;autor do livro Anticâncer que vendeu mais de um milhão de exemplares em&lt;br /&gt;26 países.&lt;br /&gt;&lt;iframe src="http://www.youtube.com/embed/9AfuDVvhe4I" allowfullscreen="" frameborder="0" height="301" width="400"&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4478168678474595753-2613771903888851400?l=www.terapiasecursos.com.br' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://www.terapiasecursos.com.br/feeds/2613771903888851400/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=4478168678474595753&amp;postID=2613771903888851400&amp;isPopup=true' title='3 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4478168678474595753/posts/default/2613771903888851400'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4478168678474595753/posts/default/2613771903888851400'/><link rel='alternate' type='text/html' href='http://www.terapiasecursos.com.br/2011/12/nao-acorde-o-cancer-que-ha-em-voce.html' title='Não acorde o câncer que há em você!'/><author><name>Sandra Baptista</name><uri>http://www.blogger.com/profile/15619965861401048931</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='28' src='http://1.bp.blogspot.com/-g5OZ1CjKunE/TuDa0e29JtI/AAAAAAAABcc/ZS2g3TJsmpA/s220/PICT0036.JPG'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://img.youtube.com/vi/9AfuDVvhe4I/default.jpg' height='72' width='72'/><thr:total>3</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4478168678474595753.post-5843048972443974533</id><published>2011-11-07T08:16:00.000-08:00</published><updated>2011-11-07T08:24:53.771-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='sintomas'/><category scheme='http://www.blogger.com/atom/ns#' term='o corpo fala'/><category scheme='http://www.blogger.com/atom/ns#' term='doenças'/><title type='text'>O corpo se expressando em sua língua...</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://www.espacokuanyin.blogspot.com"&gt;&lt;img style="margin: 0px auto 10px; width: 266px; height: 400px; text-align: center; display: block; cursor: pointer;" id="BLOGGER_PHOTO_ID_5672289163344746082" alt="" src="http://1.bp.blogspot.com/-9JdhdPWMFzE/TrgE8OR2FmI/AAAAAAAABD4/6kyaotQdApk/s400/Corpo-de-mulher.jpg" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;div&gt;É o corpo, se expressando em sua língua, os sintomas:&lt;br /&gt;O resfriado escorre quando o corpo não chora.&lt;br /&gt;A dor de garganta entope quando não é possível comunicar as aflições.&lt;br /&gt;O estômago arde quando as raivas não conseguem sair.&lt;br /&gt;O diabetes invade quando a solidão dói.&lt;br /&gt;O corpo engorda quando a insatisfação aperta.&lt;br /&gt;A dor de cabeça deprime quando as duvidas aumentam.&lt;br /&gt;O coração desiste quando o sentido da vida parece terminar.&lt;br /&gt;A alergia aparece quando o perfeccionismo fica intolerável.&lt;br /&gt;As unhas quebram quando as defesas ficam ameaçadas.&lt;br /&gt;O peito aperta quando o orgulho escraviza.&lt;br /&gt;A pressão sobe quando o medo aprisiona.&lt;br /&gt;As neuroses paralisam quando a criança interna tiraniza.&lt;br /&gt;A febre esquenta quando as defesas detonam as fronteiras da imunidade.&lt;/div&gt;&lt;div&gt; &lt;/div&gt;&lt;div&gt; &lt;/div&gt;&lt;div&gt;(por Andrey Lima)&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4478168678474595753-5843048972443974533?l=www.terapiasecursos.com.br' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://www.terapiasecursos.com.br/feeds/5843048972443974533/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=4478168678474595753&amp;postID=5843048972443974533&amp;isPopup=true' title='2 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4478168678474595753/posts/default/5843048972443974533'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4478168678474595753/posts/default/5843048972443974533'/><link rel='alternate' type='text/html' href='http://www.terapiasecursos.com.br/2011/11/o-corpo-se-expressando-em-sua-lingua.html' title='O corpo se expressando em sua língua...'/><author><name>Sandra Baptista</name><uri>http://www.blogger.com/profile/15619965861401048931</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='28' src='http://1.bp.blogspot.com/-g5OZ1CjKunE/TuDa0e29JtI/AAAAAAAABcc/ZS2g3TJsmpA/s220/PICT0036.JPG'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-9JdhdPWMFzE/TrgE8OR2FmI/AAAAAAAABD4/6kyaotQdApk/s72-c/Corpo-de-mulher.jpg' height='72' width='72'/><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4478168678474595753.post-6525685735160485632</id><published>2011-08-10T12:40:00.000-07:00</published><updated>2012-01-09T12:35:24.098-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='florais de bach'/><category scheme='http://www.blogger.com/atom/ns#' term='edward bach'/><category scheme='http://www.blogger.com/atom/ns#' term='terapia floral'/><title type='text'>Florais de Bach</title><content type='html'>&lt;a href="http://www.floraisdodrbach.blogspot.com/"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5639318391244489538" src="http://3.bp.blogspot.com/-Rq_eFVFXst8/TkLiMs10g0I/AAAAAAAAAXs/wP8I5sLAqXY/s320/floresebach.jpg" style="display: block; height: 240px; margin: 0px auto 10px; text-align: center; width: 320px;" /&gt;&lt;/a&gt; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp; &lt;a href="http://www.floraisdodrbach.blogspot.com/"&gt;Dr.  Edward Bach&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="MsoNormal" style="color: #003333; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;Georgia&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;Problemas de saúde freqüentemente têm suas origens na mente; sentimentos que foram persistentemente reprimidos irão emergir, primeiro, como conflitos mentais e depois, como doença física.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="color: #003333; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;Georgia&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt; &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="color: #003333; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;Georgia&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;O Dr. Edward Bach (1886-1936), um médico inglês, depois de atuar como bacteriologista num hospital de Londres e de obter êxito profissional com suas vacinas orais, resolveu morar numa floresta de Gales, na Grã-Bretanha. Desanimado com o a medicina ortodoxa, lá descobriu que tinha uma sensibilidade tal que lhe permitia sentir as energias transmitadas pelas flores apenas tocando-as ou colocando na boca as gotas que o orvalho deixava sobre elas. Ao mesmo tempo constatou que, algumas flores eram capazes de corrigir nossa personalidade quando esta, se encontra em desequilíbrio causado por sentimentos negativos. Entre 1930 e 1934, o Dr. Bach identificou 38 flores silvestres, e escreveu os fundamentos da sua nova medicina.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="color: #003333; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;Georgia&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt; &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="color: #003333; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;Georgia&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;Verificou na prática a eficácia dos medicamentos florais e compreendeu a grande ajuda que poderiam dar à humanidade doente. O Dr. Bach dizia que o "medicamento deve atuar sobre as causas e não sobre os efeitos, corrigindo o desequilíbrio emocional no campo energético". Estes remédios atuam sobre a desarmonia profunda do paciente e, assim fazendo, formam a base para a recuperação dos sintomas físicos.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="color: #003333; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;Georgia&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt; &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="color: #003333; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;Georgia&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;Em setembro de 1936, proferiu uma palestra na Loja Maçônica de Walingfor, em que falava acerca dos florais, e citou que seria possível a qualquer pessoa com desejo de ajudar seus semelhantes fazer uso dos florais para aliviar as dores e os sofrimentos, e alguns poderiam até se devotar em tempo integral a essa forma de cura – como hoje existem os terapeutas florais. &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="color: #003333; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;Georgia&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt; &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="color: #003333; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;A Terapia Floral, foi reconhecida pela OMS (Organização Mundial de Saúde), em 1976.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="color: #003333; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;Georgia&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;Temos cursos e atendimentos!&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="color: #003333; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;Georgia&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt; &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="color: #003333; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;i&gt;&lt;span style="font-family: &amp;quot;Georgia&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;“A saúde é nossa herança, nosso direito. É a completa e total união entre a alma, mente e corpo, isto não é um ideal longínquo e difícil de alcançar, mas tão simples e natural que muitos de nós o negligenciamos”.&lt;br /&gt;Dr. Edward Bach 1930 &lt;/span&gt;&lt;/i&gt;&lt;span style="font-family: &amp;quot;Georgia&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="color: #003333; line-height: normal; text-align: justify;"&gt;&lt;i&gt;&lt;span style="font-size: 12pt;"&gt;(Fonte de Pesquisa - Os Remédios Florais do Dr. Bach - Ed. Pensamento)&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="color: #003333; line-height: normal; text-align: justify;"&gt;&lt;i&gt;&lt;span style="font-size: 12pt;"&gt;Sandra Baptista&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="color: #003333; line-height: normal; text-align: justify;"&gt;&lt;i&gt;&lt;span style="font-size: 12pt;"&gt;(011)8129-1471&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="color: #003333; line-height: normal; text-align: justify;"&gt;&lt;i&gt;&lt;span style="font-size: 12pt;"&gt;atendimento@terapiasecursos.com.br&lt;/span&gt;&lt;/i&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;span style="background-color: #d9ead3; color: blue; font-size: x-large;"&gt;Saiba mais sobre os florais, visitando nosso blog &lt;a href="http://www.floraisdodrbach.blogspot.com/"&gt;Florais de Bach&lt;/a&gt;&lt;/span&gt;&lt;i&gt;&lt;span style="font-size: 12pt;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="color: #003333; line-height: normal; text-align: justify;"&gt;&lt;i&gt;&lt;span style="font-family: &amp;quot;Georgia&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4478168678474595753-6525685735160485632?l=www.terapiasecursos.com.br' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://www.terapiasecursos.com.br/feeds/6525685735160485632/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=4478168678474595753&amp;postID=6525685735160485632&amp;isPopup=true' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4478168678474595753/posts/default/6525685735160485632'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4478168678474595753/posts/default/6525685735160485632'/><link rel='alternate' type='text/html' href='http://www.terapiasecursos.com.br/2011/08/florais-de-bach.html' title='Florais de Bach'/><author><name>Sandra Baptista</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://3.bp.blogspot.com/_pE7s5Cmh-7g/TCoHE9brzVI/AAAAAAAAAA4/lq7W1jHr6CY/S220/eu.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-Rq_eFVFXst8/TkLiMs10g0I/AAAAAAAAAXs/wP8I5sLAqXY/s72-c/floresebach.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4478168678474595753.post-2016618710060767887</id><published>2011-08-07T08:46:00.001-07:00</published><updated>2011-12-22T04:32:35.449-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='florais de bach'/><category scheme='http://www.blogger.com/atom/ns#' term='mapa astral'/><category scheme='http://www.blogger.com/atom/ns#' term='astrologia'/><title type='text'>Os Florais de Bach e a Astrologia</title><content type='html'>&lt;span style="font-family: georgia; font-size: 100%;"&gt;&lt;a href="http://floraisdodrbach.blogspot.com/p/florais-e-astrologia.html"&gt;&lt;img alt="" border="0" height="170" id="BLOGGER_PHOTO_ID_5638141120760649074" src="http://1.bp.blogspot.com/-WAqRWpxWqSg/Tj6zeih2FXI/AAAAAAAAAXc/ULJzdS92XJU/s200/astrologia1.jpg" style="display: block; height: 273px; margin: 0px auto 10px; text-align: center; width: 320px;" width="200" /&gt;&lt;/a&gt;&lt;/span&gt;&lt;a href="http://www.blogger.com/goog_235814462"&gt;&lt;span style="font-family: georgia; font-size: 100%;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/a&gt;  &lt;br /&gt;&lt;div align="center" class="MsoNormal" style="font-family: georgia; line-height: normal; text-align: center;"&gt;&lt;a href="http://www.terapiasecursos.com.br/p/florais-e-astrologia.html"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;"&gt;Os Florais de Bach e a Astrologia&lt;/span&gt;&lt;/a&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: georgia; line-height: normal; text-align: justify; text-indent: 35.4pt;"&gt;As &lt;span style="font-size: 100%;"&gt;&lt;a href="http://www.floraisdodrbach.blogspot.com/"&gt;Essências Florais de Bach&lt;/a&gt;&lt;/span&gt;, foram criadas pelo médico inglês, Dr. Edward Bach, por volta de 1930. Decepcionado com a medicina praticada em sua época, decidiu criar as essências, que tratariam não a doença, mas sim o doente. Essas essências, criadas a partir de flores silvestres e água solarizada, contribuem para o equilíbrio de nossa personalidade, trazendo-nos paz e harmonia.&lt;br /&gt;Essas essências não tem efeito colateral, foram reconhecidas pela OMS (Organização Mundial de Saúde) em 1976, como uma forma efetiva de busca do bem-estar.&lt;br /&gt;&lt;br /&gt;As essências florais, constituem um método simples e natural de cura, são baratos e não criam dependência. Não são antagônicos a nenhuma forma de tratamento médico, e podem ser usados sem problemas por qualquer pessoa.&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: georgia; line-height: normal; text-align: justify; text-indent: 35.4pt;"&gt;&lt;br /&gt;"A ação desses remédios é a de elevar nossas vibrações e abrir nossos canais para a recepção do nosso Eu Espiritual, além de encher nossas naturezas com a virtude que particularmente procuramos, para livrar-nos da imperferfeição que está causando o mal. [...]&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: georgia; line-height: normal; text-align: justify; text-indent: 35.4pt;"&gt;As essências podem elevar nossa natureza e aproximar-nos mais de nossas almas; e com isso trazer-nos paz e o alívio dos sofrimentos. Eles curam, naõ combatendo a doença mas inundando nossos corpos com as lindas vibrações da nossa Natureza mais elevada, na presença da qual a doença se desfaz como a neve derrete ao Sol.&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: georgia; line-height: normal; text-align: justify; text-indent: 35.4pt;"&gt;Os Remédios Florais de Bach, são usados para curar pela ação da essência do Remédio sobre o caráter, a personalidade e a mente do paciente.&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: georgia; line-height: normal; margin-left: 35.4pt; text-align: justify;"&gt;&lt;br /&gt;&lt;i style="mso-bidi-font-style: normal;"&gt;Não há cura real a menos que haja uma mudança de perspectiva, paz mental e alegria interior." Philip M. Cancellor&lt;/i&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: georgia; line-height: normal; margin-left: 35.4pt; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: georgia; text-align: justify; text-indent: 35.4pt;"&gt;&lt;span style="line-height: 115%;"&gt;O Remédio de Manutenção (RM), que é obtido astrologicamente, é um composto personalizado que atende às condições de personalidade, caráter e disposição, sendo diagnosticado por um exame do mapa do nascimento. Não é considerado um remédio de emergência, pois seu valor depende de uso constante e prolongado. O RM é um complemento inspirado na Astrologia para o indivíduo a quem é prescrito. É um antídoto pessoal que também pode ser considerado um remédio personalizado.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: georgia; text-align: justify; text-indent: 35.4pt;"&gt;&lt;span style="line-height: 115%;"&gt;Nesta abordagem, são analisados cuidadosamente, alguns elementos essenciais do mapa, responsáveis pela formação da personalidade, que estando equilibrada pelos Florais, possa brilhar em toda a sua essência de forma plena, facilitando ao indivíduo a enfrentar as dificuldades inerentes à vida, com mais coragem e serenidade. &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: georgia; text-align: justify; text-indent: 35.4pt;"&gt;&lt;span style="font-size: 100%; line-height: 115%;"&gt;Aquele que permite a realização de sua mais pura essência segue o seu caminho evolutivo de forma mais serena, alcançando a felicidade e levando a todos que estejam ao seu redor, uma confiança necessária para o cumprimento de sua missão. Iluminando-se acaba por iluminar a todos a sua volta.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: georgia; text-align: justify; text-indent: 35.4pt;"&gt;&lt;span style="font-size: 100%;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="background-color: #d9ead3; color: blue; font-family: georgia; text-align: center; text-indent: 35.4pt;"&gt;&lt;span style="font-size: x-large; line-height: 115%;"&gt;Leia mais sobre os&amp;nbsp; &lt;a href="http://www.terapiasecursos.com.br/p/florais-e-astrologia.html"&gt;Florais de Bach e a Astrologia&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="font-family: georgia; text-align: justify; text-indent: 35.4pt;"&gt;&lt;span style="line-height: 115%;"&gt; &lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4478168678474595753-2016618710060767887?l=www.terapiasecursos.com.br' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://www.terapiasecursos.com.br/feeds/2016618710060767887/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=4478168678474595753&amp;postID=2016618710060767887&amp;isPopup=true' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4478168678474595753/posts/default/2016618710060767887'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4478168678474595753/posts/default/2016618710060767887'/><link rel='alternate' type='text/html' href='http://www.terapiasecursos.com.br/2011/08/os-florais-de-bach-e-astrologia.html' title='Os Florais de Bach e a Astrologia'/><author><name>Sandra Baptista</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://3.bp.blogspot.com/_pE7s5Cmh-7g/TCoHE9brzVI/AAAAAAAAAA4/lq7W1jHr6CY/S220/eu.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-WAqRWpxWqSg/Tj6zeih2FXI/AAAAAAAAAXc/ULJzdS92XJU/s72-c/astrologia1.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4478168678474595753.post-6665741064259830960</id><published>2011-08-07T08:23:00.000-07:00</published><updated>2011-12-22T04:34:11.956-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='argila'/><category scheme='http://www.blogger.com/atom/ns#' term='espaçhttp://www.blogger.com/img/blank.gifo kuan yin'/><category scheme='http://www.blogger.com/atom/ns#' term='geoterapia'/><title type='text'>Geoterapia</title><content type='html'>&lt;div style="color: #134f5c; font-family: georgia; text-align: center;"&gt;&lt;span style="font-size: 100%;"&gt;&lt;a href="http://www.terapiasecursos.com.br/p/geoterapia.html"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5638135924807755074" src="http://1.bp.blogspot.com/-hoDdJhPGtmM/Tj6uwGGI5UI/AAAAAAAAAXE/l0sL-LTTmAU/s200/argila.jpg" style="height: 140px; width: 200px;" /&gt; Geoterapia&lt;/a&gt; Geoterapia&lt;/span&gt;&lt;/div&gt;&lt;div style="color: #134f5c; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="color: #134f5c; font-family: georgia; line-height: normal; margin-bottom: 0.0001pt; text-align: justify; text-indent: 35.4pt;"&gt;&lt;span style="font-size: 100%;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="color: #134f5c; font-family: georgia; line-height: normal; margin-bottom: 0.0001pt; text-align: justify; text-indent: 35.4pt;"&gt;A Geoterapia utiliza-se de argila, barro, pedras e cristais, como ferramentas reequilibrantes. &lt;/div&gt;&lt;div class="MsoNormal" style="color: #134f5c; font-family: georgia; line-height: normal; margin-bottom: 0.0001pt; text-align: justify; text-indent: 35.4pt;"&gt;Todos os antigos povos do oriente e do ocidente usavam a Geoterapia para amenizar e cuidar de desequilíbrios físicos e emocionais.&lt;/div&gt;&lt;div class="MsoNormal" style="color: #134f5c; font-family: georgia; line-height: normal; margin-bottom: 0.0001pt; text-align: justify; text-indent: 35.4pt;"&gt;As propriedades terapêuticas da Geoterapia  fundamentam-se no poder regenerador que tem a Terra. Universalmente, a terra é a matriz que concebe as fontes, os minerais, os metais, além de ser fonte de água e alimento. Nada mais natural, do que utilizá-la como tratamento reequilibrante. Assim, para haver saúde e bem-estar, o homem deve viver em harmonia com as leis da natureza.&lt;/div&gt;&lt;div class="MsoNormal" style="color: #134f5c; font-family: georgia; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="color: #134f5c; font-family: georgia; text-align: justify; text-indent: 35.4pt;"&gt;&lt;span style="line-height: 115%;"&gt;Alguns tipos de argila:&lt;/span&gt;&lt;/div&gt;&lt;ul style="color: #134f5c;"&gt;&lt;li&gt;&lt;span style="font-family: Wingdings; font-size: 100%;"&gt;&lt;span style="font: 7pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;ARGILA BRANCA – Reduz Rugas e sinais de expressão, espinhas e cravos, esfoliante suave – Pele seca e normal.&lt;/li&gt;&lt;/ul&gt;&lt;div style="color: #134f5c; font-family: georgia; margin-left: 36pt; text-align: justify;"&gt;&lt;/div&gt;&lt;ul style="color: #134f5c;"&gt;&lt;li&gt;&lt;span style="font-family: Wingdings; font-size: 100%;"&gt;&lt;span style="font: 7pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;ARGILA VERDE – regula a produção sebácea tem ação desintoxicante e adstringente, esfoliante suave – Pele oleosa.&lt;/li&gt;&lt;/ul&gt;&lt;div style="color: #134f5c; font-family: georgia; margin-left: 36pt; text-align: justify;"&gt;&lt;/div&gt;&lt;ul style="color: #134f5c;"&gt;&lt;li&gt;&lt;span style="font-family: Wingdings; font-size: 100%;"&gt;&lt;span style="font: 7pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;ARGILA VERMELHA – regula a micro circulação cutânea, sendo recomendada para peles sensíveis, com couperose (rubor permanente na face) e avermelhada e Psoríase.&lt;/li&gt;&lt;/ul&gt;&lt;ul style="color: #134f5c;"&gt;&lt;li&gt;&lt;span style="font-family: Wingdings; font-size: 100%;"&gt;&lt;span style="font: 7pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;ARGILA PRETA – Ativador da circulação, antiinflamatória, desintoxicante, esfoliadora suave eficaz contra acne e espinhas.&lt;/li&gt;&lt;/ul&gt;&lt;ul style="color: #134f5c;"&gt;&lt;li&gt;ARGILA ROSA – A argila rosa possui excelentes características queratolíticas que auxiliam a penetração de outros ingredientes adicionados à argila rosa. Contém também elementos firmantes e tônicos sendo útil no combate à flacidez do rosto e corpo. Indicada para peles desidratadas e delicadas, com rosáceas, peles cansadas e sem viço, peles maduras.&lt;/li&gt;&lt;/ul&gt;&lt;div style="color: #134f5c; font-family: georgia; margin-left: 36pt; text-align: justify;"&gt;&lt;/div&gt;&lt;ul style="color: #134f5c;"&gt;&lt;li&gt;&lt;span style="font-family: Wingdings; font-size: 100%;"&gt;&lt;span style="font: 7pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;ARGILA AMARELA – tem ótimo efeito tensor. Combate e retarda o envelhecimento cutâneo, nutre com seus sais minerais necessários para um tecido mais rígido e saudável sem deixá-lo ressecado é fungicida e bactericida ótimo para fazer higiene intima.&lt;/li&gt;&lt;/ul&gt;&lt;div class="MsoListParagraph" style="color: #134f5c; font-family: georgia; text-align: justify;"&gt;&lt;/div&gt;&lt;ul style="color: #134f5c;"&gt;&lt;li&gt;&lt;span style="font-size: 100%;"&gt;ARGILA CINZA – clareia as manchas, combate cravos e espinhas é excelente esfoliante, retarda o envelhecimento.&lt;/span&gt;&lt;/li&gt;&lt;/ul&gt;&lt;div style="background-color: #d9ead3; color: #134f5c; font-family: georgia; margin-left: 36pt; text-align: justify; text-indent: -18pt;"&gt;&lt;span style="font-size: 100%;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="background-color: #d9ead3; color: #134f5c; font-family: georgia; margin-left: 36pt; text-align: center; text-indent: -18pt;"&gt;&lt;span style="color: #666666; font-size: large;"&gt;Consulte nossa agenda de  cursos &lt;/span&gt;&lt;span style="font-size: large;"&gt;&lt;a href="http://www.programacaodecursos.blogspot.com/"&gt;aqui.&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4478168678474595753-6665741064259830960?l=www.terapiasecursos.com.br' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://www.terapiasecursos.com.br/feeds/6665741064259830960/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=4478168678474595753&amp;postID=6665741064259830960&amp;isPopup=true' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4478168678474595753/posts/default/6665741064259830960'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4478168678474595753/posts/default/6665741064259830960'/><link rel='alternate' type='text/html' href='http://www.terapiasecursos.com.br/2011/08/geoterapia.html' title='Geoterapia'/><author><name>Sandra Baptista</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://3.bp.blogspot.com/_pE7s5Cmh-7g/TCoHE9brzVI/AAAAAAAAAA4/lq7W1jHr6CY/S220/eu.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-hoDdJhPGtmM/Tj6uwGGI5UI/AAAAAAAAAXE/l0sL-LTTmAU/s72-c/argila.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4478168678474595753.post-208234183464910806</id><published>2011-08-07T08:15:00.000-07:00</published><updated>2011-12-22T04:35:38.164-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='a luz da vida'/><category scheme='http://www.blogger.com/atom/ns#' term='terapia'/><category scheme='http://www.blogger.com/atom/ns#' term='luz'/><category scheme='http://www.blogger.com/atom/ns#' term='cromoterapia'/><category scheme='http://www.blogger.com/atom/ns#' term='cores'/><title type='text'>Cromoterapia</title><content type='html'>&lt;a href="http://www.cromoterapia-aluzdavida.blogspot.com/"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5638134205471144946" src="http://3.bp.blogspot.com/-HfOeCNLMfP4/Tj6tMBEWO_I/AAAAAAAAAW0/_OfroEMCjoU/s320/gratidao.jpg" style="display: block; height: 190px; margin: 0px auto 10px; text-align: center; width: 320px;" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;div align="center" class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center;"&gt;&lt;span style="font-size: 12pt;"&gt;Cromo = &lt;span style="font-style: italic;"&gt;cor&lt;/span&gt;&lt;br /&gt;Terapia = &lt;span style="font-style: italic;"&gt;tratamento&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center;"&gt;&lt;span style="font-size: 12pt;"&gt;&lt;br /&gt;        Ou seja, cromoterapia é o tratamento natural baseado na utilização da luz e das cores.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;&lt;br /&gt;         Segundo Mary Anderson, a cor ocupa grande parte de nossas vidas. A natureza nos proporciona constantemente variados matizes. Um brilhante céu azul pode elevar nosso espirito e um céu escuro e nublado podem fazer-nos sentir deprimidos e desenergizados.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;&lt;br /&gt;          A radiação solar traz alegria a muitos de nós. Cada estação do ano tem diferentes tons. Não preciso falar deles, todos tivemos contato com esses fatos segundo nosso ponto de vista. Quando o céu está claro à noite e a lua é cheia, muita gente se sente influenciada, favorável ou desfavoravelmente por isto.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;&lt;br /&gt;           Tudo tem um certa frequência de vibração e isto se aplica a todos os órgãos do corpo humano. Se ocorre quaquer desvio da vibração normal, tem-se um índice de que o órgão não está funcionando adequadamente.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: 35.4pt;"&gt;&lt;span style="font-size: 12pt;"&gt;A tarefa do terapeuta é localizar as vibrações defeituosas do corpo e restaurá-las à saúde normal.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: 35.4pt;"&gt;&lt;span style="font-size: 12pt;"&gt;Fadiga, tensão, estresse, medo e todas emoções negativas são prejudiciais, perturbando as vibrações saudáveis.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: 35.4pt;"&gt;&lt;span style="font-size: 12pt;"&gt;A cor é uma vibração pura e quando usada na tonalidade certa e focalizada no lugar certo, pode corrigir o problema e reconduzir o corpo à saúde.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: 35.4pt;"&gt;&lt;span style="font-size: 12pt;"&gt;É considerada a terapia menos invasiva utilizada atualmente.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: justify; text-indent: 35.4pt;"&gt;&lt;span style="font-size: 12pt;"&gt;Bem vindo ao mundo da luz!!&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; text-align: center; text-indent: 35.4pt;"&gt;&lt;span style="font-size: 12pt;"&gt;&lt;span style="background-color: #d9ead3; font-size: x-large;"&gt;Visite nosso blog: &lt;a href="http://www.cromoterapia-aluzdavida.blogspot.com/"&gt;Cromoterapia-A luz da vida&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4478168678474595753-208234183464910806?l=www.terapiasecursos.com.br' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://www.terapiasecursos.com.br/feeds/208234183464910806/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=4478168678474595753&amp;postID=208234183464910806&amp;isPopup=true' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4478168678474595753/posts/default/208234183464910806'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4478168678474595753/posts/default/208234183464910806'/><link rel='alternate' type='text/html' href='http://www.terapiasecursos.com.br/2011/08/normal-0-21-false-false-false-pt-br-x.html' title='Cromoterapia'/><author><name>Sandra Baptista</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://3.bp.blogspot.com/_pE7s5Cmh-7g/TCoHE9brzVI/AAAAAAAAAA4/lq7W1jHr6CY/S220/eu.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-HfOeCNLMfP4/Tj6tMBEWO_I/AAAAAAAAAW0/_OfroEMCjoU/s72-c/gratidao.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4478168678474595753.post-2763811888235844363</id><published>2011-08-07T08:07:00.000-07:00</published><updated>2011-12-22T04:36:51.185-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='terapia auricular'/><category scheme='http://www.blogger.com/atom/ns#' term='auriculoterapia'/><category scheme='http://www.blogger.com/atom/ns#' term='acupuntura auricular'/><title type='text'>Auriculoterapia - Acupuntura Auricular</title><content type='html'>&lt;a href="http://www.terapiasecursos.com.br/p/chamamos-de-auriculoterapia-tecnica-de.html"&gt;&lt;img alt="" border="0" height="320" id="BLOGGER_PHOTO_ID_5638132450774842898" src="http://1.bp.blogspot.com/-BszodaaSfw8/Tj6rl4UJfhI/AAAAAAAAAWs/GNyzQNUEvU8/s320/auriculoacupuntura.JPG" style="float: left; height: 200px; margin: 0pt 10px 10px 0pt; width: 180px;" width="288" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; text-align: justify;"&gt;&lt;span style="color: black; font-family: Georgia,serif;"&gt;           Chamamos de Auriculoterapia à técnica de análise e        tratamento reflexológico por meio de estímulos no        pavilhão auricular. Estes estímulos podem ser com        sementes, cristais, agulhas, micro agulhas, etc...&lt;br /&gt;  &lt;br /&gt;              Sua origem data de milênios, tendo sido encontradas        pinturas egípcias descrevendo o seu uso como        anticoncepcional e para tratamento de ciatalgia, além de        citações em tratados chineses e persas; Hipócrates,        considerado o pai da medicina ocidental, detalhou a        analgesia para nevralgias odontológicas, faciais e        ciáticas.&lt;br /&gt;  &lt;br /&gt;               A Auriculoterapia é um tratamento excelente para        diversas manifestações patológicas, como por exemplo,        dores, bronquite, gastrite, stress, insônia, etc...&lt;br /&gt;  &lt;br /&gt;    &lt;i&gt;&lt;span style="font-size: x-small;"&gt;Fonte de consulta: http://www.auriculoterapia.com.br&lt;/span&gt;&lt;/i&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4478168678474595753-2763811888235844363?l=www.terapiasecursos.com.br' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://www.terapiasecursos.com.br/feeds/2763811888235844363/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=4478168678474595753&amp;postID=2763811888235844363&amp;isPopup=true' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4478168678474595753/posts/default/2763811888235844363'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4478168678474595753/posts/default/2763811888235844363'/><link rel='alternate' type='text/html' href='http://www.terapiasecursos.com.br/2011/08/auriculoterapia-acupuntura-auricular.html' title='Auriculoterapia - Acupuntura Auricular'/><author><name>Sandra Baptista</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://3.bp.blogspot.com/_pE7s5Cmh-7g/TCoHE9brzVI/AAAAAAAAAA4/lq7W1jHr6CY/S220/eu.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-BszodaaSfw8/Tj6rl4UJfhI/AAAAAAAAAWs/GNyzQNUEvU8/s72-c/auriculoacupuntura.JPG' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4478168678474595753.post-6488935979677517774</id><published>2011-08-07T07:59:00.000-07:00</published><updated>2011-12-29T03:37:41.551-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='terapias naturais'/><category scheme='http://www.blogger.com/atom/ns#' term='terapias complementares'/><category scheme='http://www.blogger.com/atom/ns#' term='mental e espiritual'/><category scheme='http://www.blogger.com/atom/ns#' term='corpos físico'/><title type='text'>O que são Terapias Naturais?</title><content type='html'>&lt;a href="http://www.programacaodecursos.blogspot.com/"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5638130344385479186" src="http://4.bp.blogspot.com/-16jU-TWxatY/Tj6prRZyghI/AAAAAAAAAWc/OaT5L7pkt4M/s400/1244473744978_bigPhoto_4.jpg" style="display: block; height: 244px; margin: 0px auto 10px; text-align: center; width: 253px;" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;&lt;span style="font-size: 14pt; line-height: 115%;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: 35.4pt;"&gt;&lt;b&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12pt;"&gt;Terapia complementar ou natural&lt;/span&gt;&lt;/b&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12pt;"&gt; é toda e qualquer forma de tratamento que difere dos meios tradicionais usados na medicina convencional tais como os remédios, cirurgias ou procedimentos invasivos considerados padrão para determinadas doenças, no tratamento e profilaxia destas quando diagnosticadas por um médico, baseadas num código internacional.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: 35.4pt;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12pt;"&gt;Embora se utilize o termo "alternativa", não se deve confundir com a &lt;/span&gt;&lt;a href="http://pt.wikipedia.org/wiki/Medicina" title="Medicina"&gt;&lt;span style="color: windowtext; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12pt;"&gt;medicina&lt;/span&gt;&lt;/a&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12pt;"&gt; tradicional, que trata e visa a cura da "doença" descrita, entretanto, o uso desta se deve exclusivamente para o tratamento da "pessoa" de maneira integral, isto é, sempre olhando os aspectos físicos e emocionais da mesma, e acima de tudo, respeitando suas concepções de vida e crenças pessoais. Para isso existem várias práticas tais como, Cromoterapia, Florais de Bach, Acupuntura, Geoterapia e muitas outras.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-margin-top-alt: auto; text-align: justify; text-indent: 35.4pt;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12pt;"&gt;No último século e principalmente nos últimos anos com a globalização tanto comercial como do conhecimento humano, tem sido revista a posição da medicina convencional como a "única" mantenedora e regeneradora da saúde do ser-humano, trazendo benefícios para um número incalculável de pessoas ao redor do mundo que fazem uso da Terapia Alternativa, como muitas pesquisas científicas tem demonstrado.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-margin-top-alt: auto; text-align: justify; text-indent: 35.4pt;"&gt;&lt;span style="font-size: 12pt;"&gt;Terapia Natural é a forma natural de permanecer saudável ou atenuar e restabelecer a saúde do ser humano através da natureza, reformulando hábitos alimentares, desintoxicando o organismo e restabelecendo seu funcionamento.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-margin-top-alt: auto; text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;&lt;br /&gt;             Estas terapias são aplicadas no Oriente desde os primórdios dos tempos , atuando nos campos: físico, mental e emocional; podendo se estender ao ambiente.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Conheça nossos cursos, visitando nossa página! Para saber mais, &lt;a href="http://www.programacaodecursos.blogspot.com/"&gt;clique aqui!!! &lt;/a&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4478168678474595753-6488935979677517774?l=www.terapiasecursos.com.br' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://www.terapiasecursos.com.br/feeds/6488935979677517774/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=4478168678474595753&amp;postID=6488935979677517774&amp;isPopup=true' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4478168678474595753/posts/default/6488935979677517774'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4478168678474595753/posts/default/6488935979677517774'/><link rel='alternate' type='text/html' href='http://www.terapiasecursos.com.br/2011/08/o-que-sao-terapias-naturais.html' title='O que são Terapias Naturais?'/><author><name>Sandra Baptista</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://3.bp.blogspot.com/_pE7s5Cmh-7g/TCoHE9brzVI/AAAAAAAAAA4/lq7W1jHr6CY/S220/eu.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-16jU-TWxatY/Tj6prRZyghI/AAAAAAAAAWc/OaT5L7pkt4M/s72-c/1244473744978_bigPhoto_4.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4478168678474595753.post-7955071514859346203</id><published>2011-05-01T05:42:00.000-07:00</published><updated>2011-05-01T05:46:30.351-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='alimentos'/><category scheme='http://www.blogger.com/atom/ns#' term='consciência alimentar'/><title type='text'>os dez piores alimentos para o Ser Humano</title><content type='html'>&lt;div style="text-align: justify;"&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://www.espacokuanyin.blogspot.com"&gt;&lt;img style="float: left; margin: 0pt 10px 10px 0pt; cursor: pointer; width: 189px; height: 300px;" src="http://1.bp.blogspot.com/-7g9DdBNhNO8/Tb1VeNBZHvI/AAAAAAAAASI/F8gcwCW0v1k/s320/alimentos.jpg" alt="" id="BLOGGER_PHOTO_ID_5601727488898703090" border="0" /&gt;&lt;/a&gt;&lt;strong&gt;10º lugar:&lt;/strong&gt; &lt;strong&gt;Sorvete.&lt;/strong&gt;  Apesar de existirem versões mais saudáveis que os tradicionais sorvetes  industrializados, esse alimento geralmente possui altos níveis de  açúcar e gorduras trans, além de corantes e de saborizantes artificiais,  muitos dos quais possuem neurotoxinas – substâncias químicas que podem  causar danos no cérebro e no sistema nervoso.&lt;/div&gt;&lt;div style="text-align: justify;"&gt; &lt;/div&gt;&lt;p style="text-align: justify;"&gt;&lt;strong&gt;9º lugar:&lt;/strong&gt; &lt;strong&gt;Salgadinho de milho.&lt;/strong&gt;  Desde o surgimento dos alimentos transgênicos, a maior parte do milho  que comemos é um “Frankenfood”, ou “comida Frankenstein”. Ela aponta que  esse alimento pode causar flutuação dos níveis de açúcar no sangue,  levando a mudanças no humor ganho de peso e irritabilidade, entre outros  sintomas. Além disso, a maior parte desses salgadinhos é frita em óleo,  que vira ranço e está ligado a processos inflamatórios.&lt;/p&gt;&lt;div style="text-align: justify;"&gt; &lt;/div&gt;&lt;p style="text-align: justify;"&gt;&lt;strong&gt;8º lugar:&lt;/strong&gt; &lt;strong&gt;Pizza.&lt;/strong&gt; Nem todas as  pizzas são ruins para a saúde, mas a maioria das que são vendidas  congeladas em supermercados está cheia de condicionadores de massa  artificiais e conservantes. Feitas com farinha branca, essas pizzas são  absorvidas pelo organismo e transformadas em açúcar puro, causando  aumento de peso e desequilíbrio dos níveis de glicose no sangue.&lt;/p&gt;&lt;div style="text-align: justify;"&gt; &lt;/div&gt;&lt;p style="text-align: justify;"&gt;&lt;strong&gt;7º lugar:&lt;/strong&gt; &lt;strong&gt;Batatas fritas.&lt;/strong&gt; Contêm  não apenas gorduras trans, que já foram relacionadas a uma longa lista  de doenças, mas também uma das mais potentes substâncias cancerígenas  presentes em alimentos: a acrilamida, que é formada quando batatas  brancas são aquecidas em altas temperaturas. Além disso, a maioria dos  óleos utilizados para fritar as batatas se torna rançosa na presença do  oxigênio ou em altas temperaturas, gerando alimentos que podem causar  inflamações no corpo e agravar problemas cardíacos, câncer e artrite.&lt;/p&gt;&lt;div style="text-align: justify;"&gt; &lt;/div&gt;&lt;p style="text-align: justify;"&gt;&lt;strong&gt;6º lugar: Salgadinhos de batata.&lt;/strong&gt; Além de causarem  todos os danos das batatas fritas comuns e não trazerem nenhum benefício  nutricional, esses salgadinhos contêm níveis mais altos de acrilamida,  que também é cancerígena.&lt;/p&gt;&lt;div style="text-align: justify;"&gt; &lt;/div&gt;&lt;p style="text-align: justify;"&gt;&lt;strong&gt;5º lugar:&lt;/strong&gt; &lt;strong&gt;Bacon.&lt;/strong&gt; O consumo diário  de carnes processadas, como bacon, pode aumentar o risco de doenças  cardíacas em 42% e de diabetes em 19%. Um estudo da Universidade de  Columbia, nos Estados Unidos, descobriu ainda que comer 14 porções de  bacon por mês pode danificar a função pulmonar e aumentar o risco de  doenças ligadas ao órgão.&lt;/p&gt;&lt;div style="text-align: justify;"&gt; &lt;/div&gt;&lt;p style="text-align: justify;"&gt;&lt;strong&gt;4º lugar:&lt;/strong&gt; &lt;strong&gt;Cachorro-quente.&lt;/strong&gt; Michelle  cita um estudo da Universidade do Havaí, também nos EUA, que mostrou  que o consumo de cachorros-quentes e outras carnes processadas pode  aumentar o risco de câncer de pâncreas em 67%. Um ingrediente encontrado  tanto no cachorro-quente quanto no bacon é o nitrito de sódio, uma  substância cancerígena relacionada a doenças como leucemia em crianças e  tumores cerebrais em bebês. Outros estudos apontam que a substância  pode desencadear câncer colorretal.&lt;/p&gt;&lt;div style="text-align: justify;"&gt; &lt;/div&gt;&lt;p style="text-align: justify;"&gt;&lt;strong&gt;3º lugar:&lt;/strong&gt; &lt;strong&gt;Donuts (rosquinhas fritas).&lt;/strong&gt;  Entre 35% e 40% da composição dos donuts é de gorduras trans – o pior  tipo de gordura que você pode ingerir. Essas substâncias estão  relacionadas a doenças cardíacas e cerebrais, além de câncer. Para  completar, esses alimentos são repletos de açúcar, condicionadores de  massa artificiais e aditivos alimentares, e contêm, em média, 300  calorias cada.&lt;/p&gt;&lt;div style="text-align: justify;"&gt; &lt;/div&gt;&lt;p style="text-align: justify;"&gt;&lt;strong&gt;2º lugar:&lt;/strong&gt; &lt;strong&gt;Refrigerante.&lt;/strong&gt; De acordo  com uma pesquisa do Dr. Joseph Mercola (www.mercola.com), uma lata de  refrigerante possui em média 10 colheres de chá de açúcar, 150 calorias,  entre 30 e 55 mg de cafeína, além de estar repleta de corantes  artificiais e sulfitos. Além disso, essa bebida é extremamente ácida,  sendo necessários 30 copos de água para neutralizar essa acidez, que  pode ser muito perigosa para os rins. Para completar, os ossos funcionam  como uma reserva de minerais, como o cálcio, que são despejados no  sangue para ajudar a neutralizar a acidez causada pelo refrigerante,  enfraquecendo os ossos e podendo levar a doenças como osteoporose,  obesidade, cáries e doenças cardíacas.&lt;/p&gt;&lt;div style="text-align: justify;"&gt; &lt;/div&gt;&lt;p style="text-align: justify;"&gt;&lt;strong&gt;1º lugar:&lt;/strong&gt; &lt;strong&gt;Refrigerante Diet.&lt;/strong&gt; É o  pior alimento de todos os tempos. Além de possuir todos os problemas dos  refrigerantes tradicionais, as versões diet contêm aspartame, que agora  é chamado de AminoSweet. De acordo com uma pesquisa de Lynne Melcombe,  essa substância está relacionada a uma lista de doenças, como ataques de  ansiedade, compulsão alimentar e por açúcar, defeitos de nascimento,  cegueira, tumores cerebrais, dor torácica, depressão, tonturas,  epilepsia, fadiga, dores de cabeça e enxaquecas, perda auditiva,  palpitações cardíacas, hiperatividade, insônia, dor nas articulações,  dificuldade de aprendizagem, TPM, cãibras musculares, problemas  reprodutivos e até mesmo a morte. Os efeitos do aspartame podem ser  confundidos com a doença de Alzheimer, síndrome de fadiga crônica,  epilepsia, vírus de Epstein-Barr, doença de Huntington, hipotireoidismo,  doença de Lou Gehrig, síndrome de Lyme, doença de Ménière, esclerose  múltipla, e pós-pólio.&lt;br /&gt;&lt;/p&gt;&lt;br /&gt;&lt;p style="text-align: justify;"&gt;&lt;em&gt;Pela nutricionista Michel Schoffro Cook&lt;/em&gt; - &lt;em&gt;&lt;a href="http://www.drmichellecook.com/"&gt;www.drmichellecook.com&lt;/a&gt;&lt;/em&gt;&lt;/p&gt;&lt;p style="text-align: justify;"&gt;via: &lt;a href="http://amirelaouar.com/2011/04/29/os-10-piores-alimentos-para-o-ser-humano/"&gt;http://amirelaouar.com/2011/04/29/os-10-piores-alimentos-para-o-ser-humano/&lt;/a&gt;&lt;br /&gt;&lt;em&gt;&lt;/em&gt;&lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4478168678474595753-7955071514859346203?l=www.terapiasecursos.com.br' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://www.terapiasecursos.com.br/feeds/7955071514859346203/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=4478168678474595753&amp;postID=7955071514859346203&amp;isPopup=true' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4478168678474595753/posts/default/7955071514859346203'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4478168678474595753/posts/default/7955071514859346203'/><link rel='alternate' type='text/html' href='http://www.terapiasecursos.com.br/2011/05/os-dez-piores-alimentos-para-o-ser.html' title='os dez piores alimentos para o Ser Humano'/><author><name>Sandra Baptista</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://3.bp.blogspot.com/_pE7s5Cmh-7g/TCoHE9brzVI/AAAAAAAAAA4/lq7W1jHr6CY/S220/eu.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-7g9DdBNhNO8/Tb1VeNBZHvI/AAAAAAAAASI/F8gcwCW0v1k/s72-c/alimentos.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4478168678474595753.post-4443957371717660351</id><published>2011-04-17T19:00:00.001-07:00</published><updated>2011-04-17T19:00:32.712-07:00</updated><title type='text'>TV Sandra Baptista</title><content type='html'>&lt;object width="424" height="318"&gt;&lt;param name="movie" value="http://embed.tivio.tv/?flashVars2=fb0jExMTA&amp;amp;tipo=3"&gt;&lt;param name="allowFullScreen" value="true"&gt;&lt;param name="allowscriptaccess" value="always"&gt;&lt;param name="scale" value="noorder"&gt;&lt;embed src="http://embed.tivio.tv/?flashVars2=fb0jExMTA&amp;amp;tipo=3" type="application/x-shockwave-flash" scale="noorder" allowscriptaccess="always" allowfullscreen="true" width="424" height="318"&gt;&lt;/embed&gt;&lt;/object&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4478168678474595753-4443957371717660351?l=www.terapiasecursos.com.br' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://www.terapiasecursos.com.br/feeds/4443957371717660351/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=4478168678474595753&amp;postID=4443957371717660351&amp;isPopup=true' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4478168678474595753/posts/default/4443957371717660351'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4478168678474595753/posts/default/4443957371717660351'/><link rel='alternate' type='text/html' href='http://www.terapiasecursos.com.br/2011/04/tv-sandra-baptista_17.html' title='TV Sandra Baptista'/><author><name>Sandra Baptista</name><uri>http://www.blogger.com/profile/15619965861401048931</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='28' src='http://1.bp.blogspot.com/-g5OZ1CjKunE/TuDa0e29JtI/AAAAAAAABcc/ZS2g3TJsmpA/s220/PICT0036.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4478168678474595753.post-1519197601834441377</id><published>2011-02-24T03:38:00.000-08:00</published><updated>2011-02-24T03:42:04.358-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='átomos'/><category scheme='http://www.blogger.com/atom/ns#' term='energia'/><title type='text'>Tudo é energia</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://www.espacokuanyin.blogspot.com/"&gt;&lt;img style="float: left; margin: 0pt 10px 10px 0pt; cursor: pointer; width: 400px; height: 300px;" src="http://2.bp.blogspot.com/-94_VwGugGvY/TWZDm44efJI/AAAAAAAAA_g/8EniFRhUXz0/s400/energia.jpg" alt="" id="BLOGGER_PHOTO_ID_5577219523928292498" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;div style="text-align: justify;" class="MsoNoSpacing" face="Georgia,&amp;quot;"&gt; O título deste artigo diz uma obviedade para quem entendeu minimamente a teoria da relatividade de Einstein pela qual se afirma ser matéria e energia equivalentes. Matéria é energia altamente condensada que pode ser liberada como o mostrou, lamentavelmente, a bomba atômica. O caminho da ciência percorreu, mais ou menos, o seguinte percurso: da matéria chegou ao átomo, do átomo, às partículas subatômicas, das partículas subatômicas,  aos “pacotes de onda” energética, dos pacotes de onda, às supercordas vibratórias, em 11 dimensões ou mais, representadas como música e cor. Assim um elétron vibra mais ou menos quinhentos trilhões de vezes por segundo. Vibração produz som e cor. O universo seria, pois, uma sinfonia de sons e cores. Das supercordas chegou-se, por fim, à energia de fundo, ao vácuo quântico. Neste contexto, sempre lembro uma frase dita por W.Heisenberg, um dos pais da mecânica quântica, num semestre que deu na Universidade de Munique em 1968, que me foi dado seguir e que ainda me  soa aos ouvidos: “O universo não é feito por coisas, mas por redes  de energia vibracional, emergindo de algo ainda mais profundo e sutil”. Portanto, a matéria perdeu seu foco central em favor da energia que se organiza em campos e redes.&lt;/div&gt;&lt;div&gt; &lt;/div&gt;&lt;div class="MsoNoSpacing" face="Georgia,&amp;quot;" style=""&gt; Que é esse ”algo mais profundo e sutil” de onde tudo emerge? Os físicos quânticos e astrofísicos chamaram de “energia de fundo” ou “vácuo quântico”, expressão inadequada porque diz o contrário do que a palavra “vazio” significa. O vácuo representa a plenitude de todas as possíveis energias e suas eventuais densificações nos seres. Dai se preferir hoje a expressão pregnant void “o vácuo prenhe” ou a “fonte originária de todo o ser”. Não é algo que possa ser representado nas categorias convencionais de espaço-tempo, pois é algo anterior a tudo o que existe anterior ao espaço-tempo e às quatro energias fundamentais, a gravitacional, a eletromagnética, a nuclear fraca e forte. Astrofísicos imaginam-no como uma espécie de vasto oceano, sem margens, ilimitado, inefável,  indescritível e misterioso no qual, como num útero infinito, estão hospedadas todas as possibilidades e virtualidades de ser. De lá emergiu, sem que possamos saber porquê e como, aquele pontozinho extremamente prenhe de energia, inimaginavelmente quente que depois explodiu (big bang) dando origem ao nosso universo. Nada impede que daquela energia de fundo tenham surgido outros pontos, gestando também outras singularidades e outros universos paralelos ou em outra dimensão.&lt;/div&gt;&lt;div style="text-align: justify;"&gt; &lt;/div&gt;&lt;div class="MsoNoSpacing" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; text-align: justify;"&gt; Com o surgimento do universo, irrompeu simultaneamente o espaço-tempo. O tempo é o movimento da flutuação das energias e da expansão da matéria. O espaço não é o vazio estático dentro do qual tudo acontece, mas aquele processo continuamente aberto que permite as redes de energia e os seres se manifestarem. A estabilidade da matéria pressupõe a presença de uma poderosíssima energia subjacente que a mantém neste estado. Na verdade, nós percebemos a matéria como algo sólido porque as vibrações da energia são tão rápidas que não alcançamos percebê-las com os sentidos corporais. Mas para isso nos ajuda a física quântica, exatamente porque se ocupa das partículas e das redes de energia, que nos rasgam  esta visão diferente da realidade. A energia é e está em tudo. Sem energia nada poderia subsistir. Como seres conscientes e espirituais, somos uma realização complexíssima, sutil e extremamente interativa de energia. Que é essa energia de fundo que se manifesta sob tantas formas? Não há nenhuma teoria científica que a defina. De mais a mais, precisamos da energia para definir a energia. Não há como escapar desta redundância, notada já por Max Planck.&lt;/div&gt;&lt;div style="text-align: justify;"&gt; &lt;/div&gt;&lt;div class="MsoNoSpacing" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; text-align: justify;"&gt; Esta Energia talvez constitua a melhor metáfora daquilo que significa Deus, cujos nomes variam, mas que sinalizam sempre  a mesma Energia subjacente. Já o Tao Te Ching (§ 4) dizia o mesmo do Tao: &lt;span&gt; &lt;/span&gt;”o Tao é um vazio em turbilhão, sempre em ação e inexaurível. É um abismo insondável, origem de todas as coisas  e unifica o mundo”.&lt;/div&gt;&lt;div style="text-align: justify;"&gt; &lt;/div&gt;&lt;div class="MsoNoSpacing" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; text-align: justify;"&gt; A singularidade do ser humano é poder entrar em contato consciente com esta Energia. Ele pode invocá-la, acolhê-la e percebê-la  na forma de vida, de irradiação e de entusiasmo.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt; &lt;/div&gt;&lt;div class="MsoNoSpacing" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; text-align: justify;"&gt; &lt;span style="font-style: italic;"&gt;Leonardo Boff com Mark Hathaway é autor de The Tao of Liberation. N.York(2010)&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify; font-style: italic;"&gt; &lt;/div&gt;&lt;div class="MsoNoSpacing" style="font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; text-align: justify; font-style: italic;"&gt; Fonte: http://amaivos.uol.com.br&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4478168678474595753-1519197601834441377?l=www.terapiasecursos.com.br' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://www.terapiasecursos.com.br/feeds/1519197601834441377/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=4478168678474595753&amp;postID=1519197601834441377&amp;isPopup=true' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4478168678474595753/posts/default/1519197601834441377'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4478168678474595753/posts/default/1519197601834441377'/><link rel='alternate' type='text/html' href='http://www.terapiasecursos.com.br/2011/02/tudo-e-energia.html' title='Tudo é energia'/><author><name>Sandra Baptista</name><uri>http://www.blogger.com/profile/15619965861401048931</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='28' src='http://1.bp.blogspot.com/-g5OZ1CjKunE/TuDa0e29JtI/AAAAAAAABcc/ZS2g3TJsmpA/s220/PICT0036.JPG'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-94_VwGugGvY/TWZDm44efJI/AAAAAAAAA_g/8EniFRhUXz0/s72-c/energia.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4478168678474595753.post-2106586751614998659</id><published>2011-01-25T03:29:00.000-08:00</published><updated>2011-12-17T06:34:49.558-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='cardíaco'/><category scheme='http://www.blogger.com/atom/ns#' term='chakra'/><category scheme='http://www.blogger.com/atom/ns#' term='coração'/><category scheme='http://www.blogger.com/atom/ns#' term='glândula timo'/><title type='text'>A Glândula Timo</title><content type='html'>&lt;div style="text-align: center;"&gt;&lt;a href="http://www.espacokuanyin.blogspot.com/"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5566084730703160050" src="http://4.bp.blogspot.com/_pE7s5Cmh-7g/TT60kntJovI/AAAAAAAAANw/2J5l_1wMzAE/s400/timo.jpg" style="cursor: pointer; height: 300px; width: 276px;" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;table border="0" cellpadding="0" cellspacing="0" class="MsoNormalTable"&gt;  &lt;tbody&gt;&lt;tr&gt;   &lt;td style="padding: 0cm;" valign="top"&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"&gt;&lt;b&gt;&lt;span style="font-family: &amp;quot;; font-size: 12pt;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;span style="font-family: &amp;quot;; font-size: 12pt;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"&gt;&lt;span style="font-family: &amp;quot;; font-size: 12pt;"&gt; &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"&gt;&lt;span style="font-family: &amp;quot;; font-size: 12pt;"&gt; &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"&gt;&lt;span style="font-family: &amp;quot;; font-size: 12pt;"&gt; &lt;/span&gt;&lt;span style="font-family: &amp;quot;; font-size: 12pt;"&gt; &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"&gt;&lt;span style="font-family: &amp;quot;; font-size: 12pt;"&gt;No meio   do peito, bem atrás do osso onde a gente toca quando diz "eu", fica   uma pequena glândula chamada timo.&lt;br /&gt;Seu nome em grego, thýmos significa: energia vital.&lt;br /&gt;Precisa dizer mais?&lt;br /&gt;Precisa, porque o timo continua sendo um ilustre desconhecido.&lt;br /&gt;Ele cresce quando estamos contentes, encolhe pela metade quando estressamos e   mais ainda quando adoecemos.&lt;br /&gt;Essa característica iludiu durante muito tempo a medicina, que só conhecia   através de autópsias e sempre o encontrava encolhidinho.&lt;br /&gt;Supunha-se que atrofiava e parava de trabalhar na adolescência, tanto que   durante décadas os médicos americanos bombardeavam timos adultos   perfeitamente saudáveis com megadoses de raios X achando que seu "tamanho   anormal" poderiam causar problemas.&lt;br /&gt;Mais tarde a ciência demonstrou que, mesmo encolhendo após a infância,   continua totalmente ativo;é um dos pilares do sistema imunológico, junto com   as glândulas adrenais e a espinha dorsal, e está diretamente ligado aos   sentidos,à consciência e à linguagem.&lt;br /&gt;Como uma central telefônica por onde passam todas as ligações, faz conexões   para fora e para dentro.&lt;br /&gt;Se somos invadidos por micróbios ou toxinas, reage produzindo células de   defesa na mesma hora.&lt;br /&gt;Mas também é muito sensível a imagens, cores, luzes, cheiros, sabores,   gestos, toques, sons, palavras, pensamentos.&lt;br /&gt;Amor e ódio o afetam profundamente.&lt;br /&gt;Idéias negativas têm mais poder sobre ele do que vírus ou bactérias.&lt;br /&gt;Já que não existem em forma concreta, o timo fica tentando reagir e   enfraquece, abrindo brechas para sintomas de baixa imunidade, como herpes.&lt;br /&gt;Em compensação, idéias positivas conseguem dele uma ativação geral em todos   os poderes, lembrando a fé que remove montanhas.&lt;br /&gt;O teste do pensamento:&lt;br /&gt;Um teste simples pode demonstrar essa conexão.&lt;br /&gt;Feche os dedos polegar e indicador na posição de o.k, aperte com força e peça   para alguém tentar abri-los enquanto você pensa " estou feliz".&lt;br /&gt;Depois repita pensando " estou infeliz".&lt;br /&gt;A maioria das pessoas conserva a força nos dedos com a idéia feliz e   enfraquece quando pensa infeliz. ( Substitua os pensamentos por uma bela sopa   de legumes ou um lindo sorvete de chocolate para ver o que acontece...)&lt;br /&gt;Esse mesmo teste serve para lidar com situações bem mais complexas.&lt;br /&gt;Por exemplo, quando o médico precisa de um diagnóstico diferencial, seu   paciente tem sintomas no fígado que tanto podem significar câncer quanto   abscessos causados por amebas. Usando lâminas com amostras, ou mesmo   representações gráficas de uma e outra hipótese, testa a força muscular do   paciente quando em contato com elas e chega ao resultado.&lt;br /&gt;As reações são consideradas respostas do timo e o método, que tem sido   demonstrado em congressos científicos ao redor do mundo, já é ensinado na   Universidade de São Paulo (USP) a médicos acupunturistas.&lt;br /&gt;O detalhe curioso é que o timo fica encostadinho no coração, que acaba   ganhando todos os créditos em relação a sentimentos, emoções, decisões, jeito   de falar, jeito de escutar, estado de espírito..."&lt;br /&gt;Fiquei de coração apertadinho" , por exemplo, revela uma situação real   do timo, que só por reflexo envolve o coração.&lt;br /&gt;O próprio chacra cardíaco, fonte energética de união e compaixão, tem mais a   ver com o timo do que com o coração - e é nesse chacra que, segundo os   ensinamentos budistas, se dá a passagem do estágio animal para o estágio   humano.&lt;br /&gt;"Lindo!", você pode estar pensando, "mas e daí?".&lt;br /&gt;Daí que, se você quiser, pode exercitar o timo para aumentar sua produção de   bem estar e felicidade.&lt;br /&gt;Como?&lt;br /&gt;&lt;br /&gt;Pela manhã, ao levantar, ou à noite, antes de dormir.&lt;br /&gt;1. Fique de pé, os joelhos levemente dobrados. A distância entre os pés deve   ser a mesma dos ombros.&lt;br /&gt;Ponha o peso do corpo sobre os dedos e não sobre o calcanhar, e mantenha toda   a musculatura bem relaxada.&lt;br /&gt;2. Feche qualquer uma das mãos e comece a dar pancadinhas contínuas com os   nós dos dedos no centro do peito, marcando o ritmo assim: uma forte e duas   fracas.&lt;br /&gt;Continue entre três e cinco minutos, respirando calmamente, enquanto observa   a vibração produzida em toda a região torácica.&lt;br /&gt;O exercício estará atraindo sangue e energia para o timo, fazendo-o crescer   em vitalidade e beneficiando também pulmões, coração, brônquios e garganta.&lt;br /&gt;Ou seja, enchendo o peito de algo que já era seu e só estava esperando um   olhar de reconhecimento para se transformar em coragem, calma, nutrição   emocional, abraço.Ótimo, Intimo, Cheio de estímulo.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"&gt;&lt;i&gt;&lt;span style="font-family: &amp;quot;; font-size: 12pt;"&gt;(autor desconhecido)&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 12pt;"&gt;&lt;span style="font-family: &amp;quot;; font-size: 12pt;"&gt; &lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-family: &amp;quot;; font-size: 12pt; line-height: 115%;"&gt;&lt;br /&gt;&lt;span style="color: black;"&gt;&lt;span style="font-style: italic;"&gt;Contribuição&lt;/span&gt;&lt;br /&gt;&lt;span style="font-style: italic;"&gt;Daniela Schiavinatto &lt;/span&gt;&lt;br /&gt;&lt;span style="font-style: italic;"&gt;Terapeuta Complementar&lt;/span&gt;&lt;br /&gt;&lt;a href="http://www.blogger.com/www.lakshimiterapias.com.br"&gt;&lt;span style="font-style: italic;"&gt;www.lakshimiterapias.com.br&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-family: &amp;quot;; font-size: 12pt; line-height: 115%;"&gt;&lt;span style="color: black;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4478168678474595753-2106586751614998659?l=www.terapiasecursos.com.br' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://www.terapiasecursos.com.br/feeds/2106586751614998659/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=4478168678474595753&amp;postID=2106586751614998659&amp;isPopup=true' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4478168678474595753/posts/default/2106586751614998659'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4478168678474595753/posts/default/2106586751614998659'/><link rel='alternate' type='text/html' href='http://www.terapiasecursos.com.br/2011/01/glandula-timo.html' title='A Glândula Timo'/><author><name>Sandra Baptista</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://3.bp.blogspot.com/_pE7s5Cmh-7g/TCoHE9brzVI/AAAAAAAAAA4/lq7W1jHr6CY/S220/eu.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/_pE7s5Cmh-7g/TT60kntJovI/AAAAAAAAANw/2J5l_1wMzAE/s72-c/timo.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4478168678474595753.post-4774513741297423458</id><published>2010-06-25T08:33:00.000-07:00</published><updated>2011-12-21T15:57:07.269-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='espaço kuan yin'/><category scheme='http://www.blogger.com/atom/ns#' term='alma'/><category scheme='http://www.blogger.com/atom/ns#' term='sandra baptista'/><category scheme='http://www.blogger.com/atom/ns#' term='fronteiras'/><title type='text'>Ultrapassando as limitações da mente</title><content type='html'>&lt;a href="http://www.florespraalma.blogspot.com/"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5486735953124719186" src="http://2.bp.blogspot.com/_TNxhE9ykmps/TCTNR4Zc-lI/AAAAAAAAA6E/uAmqDZ8fccY/s320/cromoterapia-cores-2.jpg" style="display: block; height: 156px; margin: 0px auto 10px; text-align: center; width: 320px;" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href="http://4.bp.blogspot.com/_TNxhE9ykmps/TCTMvMBdffI/AAAAAAAAA58/MM-hWq7zGOE/s1600/cromoterapia-cores-2.jpg"&gt;&lt;br /&gt;&lt;/a&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;Quando consigo ultrapassar as fronteiras da minha mente empobrecida pelos  conceitos limitados do mundo, olho a vida com os olhos da minha alma, e percebo  assim, que o Universo não tem início, nem meio, nem fim...&lt;/div&gt;&lt;div&gt;&lt;/div&gt;Uma vez deposta essa fronteira da limitação dos meus  sentidos, posso ouvir o som da vida pulsando no coração do outro, que por muitas  vezes está escondido sob a máscara da conveniência social.&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;Calmamente, posso me aproximar de um outro ser,  percebendo que nele também existe um Universo imerso em sua alma, onde me vejo  nos seus olhos e sinto meu coração pulsar no mesmo ritmo que o dele.&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;A vida se torna mais colorida.&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;A música se faz. O som é criado pelas linhas da harmonia,  que só pode existir quando todos os limites são ultrapassados e deixam de ter um  sentido temporal.&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;O tempo, fronteira do medo, deixa de existir.&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;Essa é a linguagem da alma. Uma linguagem de liberdade,  de luz e de amor, que não conhece distância, nem raça, nem cor e nem credo, mas  que vê o princípio em tudo e o todo sendo um só.&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;A alma não conhece fronteiras. para ela não existe o  limite, pois seu sentido de existência, o amor, é tão infinito quanto o próprio  Universo.&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;span style="font-family: Script MT Bold; font-size: small;"&gt;por Sandra  Baptista&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-family: Script MT Bold; font-size: small;"&gt;&lt;span style="font-size: large;"&gt;Deseja pensar um pouco além das coisas do cotidiano? Visite nosso blog: &lt;a href="http://florespraalma.blogspot.com/"&gt;Flores para Alma &lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4478168678474595753-4774513741297423458?l=www.terapiasecursos.com.br' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://www.terapiasecursos.com.br/feeds/4774513741297423458/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=4478168678474595753&amp;postID=4774513741297423458&amp;isPopup=true' title='1 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4478168678474595753/posts/default/4774513741297423458'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4478168678474595753/posts/default/4774513741297423458'/><link rel='alternate' type='text/html' href='http://www.terapiasecursos.com.br/2010/06/quando-consigo-ultrapassar-as.html' title='Ultrapassando as limitações da mente'/><author><name>Sandra Baptista</name><uri>http://www.blogger.com/profile/15619965861401048931</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='28' src='http://1.bp.blogspot.com/-g5OZ1CjKunE/TuDa0e29JtI/AAAAAAAABcc/ZS2g3TJsmpA/s220/PICT0036.JPG'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/_TNxhE9ykmps/TCTNR4Zc-lI/AAAAAAAAA6E/uAmqDZ8fccY/s72-c/cromoterapia-cores-2.jpg' height='72' width='72'/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4478168678474595753.post-8080716482666096506</id><published>2010-01-17T05:40:00.001-08:00</published><updated>2011-12-29T04:28:36.966-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='efeitos do cigarro dicas para parar de fumar'/><category scheme='http://www.blogger.com/atom/ns#' term='cigarro diga não'/><category scheme='http://www.blogger.com/atom/ns#' term='antitabagismo'/><title type='text'>Desmascarando o Cigarro</title><content type='html'>&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://www.espacokuanyin.blogspot.com/"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5427724113091164834" src="http://2.bp.blogspot.com/_TNxhE9ykmps/S1MmUtOe-qI/AAAAAAAAAys/_YuSKubL--U/s400/tabaco.bmp" style="cursor: pointer; height: 216px; width: 250px;" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="text-decoration: underline;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: arial; text-align: center;"&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-size: 100%;"&gt;O Alcatrão é um composto de mais de 40 substâncias comprovadamente cancerígenas, formado à partir da combustão dos derivados do tabaco. Entre elas o arsênio, níquel, benzopireno, cádmio, resíduos de agrotóxicos, substâncias radioativas, como o Polônio 210, acetona, naftalina e até fósforo P4/P6, substâncias usadas para veneno de rato.&lt;br /&gt;O monóxido de carbono tem afinidades com a hemoglobina (HB) presentes nos glóbulos vermelhos do sangue, que transportam para todos os órgãos do corpo. A ligação do CO com a hemoglobina formam o composto chamado carboxihemoglobina, que dificulta a oxigenação do sangue, privando alguns órgãos do oxigênio e causando doenças como a arterosclerose.&lt;br /&gt;A nicotina é considerada pela Organização Mundia de Saúde (OMS) uma droga psicoativa que causa dependência.  A nicotina age no sistema nervoso central como a cocaína, com uma diferença: chega em torno de 9 segundos ao cérebro.&lt;br /&gt;Por isso, o tabagismo é classificado como doença estando inserido no Código Internacional de Doenças (CID-10) no grupo de transtornos mentais e de comportamento devido ao uso de substâncias psicoativa. Além disso, a nicotina aumenta a liberação de catecolaminas,  causando &lt;/span&gt;&lt;link href="file:///C:%5CDOCUME%7E1%5CADMINI%7E1%5CCONFIG%7E1%5CTemp%5Cmsohtmlclip1%5C01%5Cclip_filelist.xml" rel="File-List"&gt;&lt;/link&gt;&lt;link href="file:///C:%5CDOCUME%7E1%5CADMINI%7E1%5CCONFIG%7E1%5CTemp%5Cmsohtmlclip1%5C01%5Cclip_themedata.thmx" rel="themeData"&gt;&lt;/link&gt;&lt;link href="file:///C:%5CDOCUME%7E1%5CADMINI%7E1%5CCONFIG%7E1%5CTemp%5Cmsohtmlclip1%5C01%5Cclip_colorschememapping.xml" rel="colorSchemeMapping"&gt;&lt;/link&gt;&lt;style&gt; &lt;!--  /* Font Definitions */  @font-face  {font-family:"Cambria Math";  panose-1:2 4 5 3 5 4 6 3 2 4;  mso-font-charset:0;  mso-generic-font-family:roman;  mso-font-pitch:variable;  mso-font-signature:-1610611985 1107304683 0 0 159 0;} @font-face  {font-family:Calibri;  panose-1:2 15 5 2 2 2 4 3 2 4;  mso-font-charset:0;  mso-generic-font-family:swiss;  mso-font-pitch:variable;  mso-font-signature:-1610611985 1073750139 0 0 159 0;}  /* Style Definitions */  p.MsoNormal, li.MsoNormal, div.MsoNormal  {mso-style-unhide:no;  mso-style-qformat:yes;  mso-style-parent:"";  margin-top:0cm;  margin-right:0cm;  margin-bottom:10.0pt;  margin-left:0cm;  line-height:115%;  mso-pagination:widow-orphan;  font-size:11.0pt;  font-family:"Calibri","sans-serif";  mso-ascii-font-family:Calibri;  mso-ascii-theme-font:minor-latin;  mso-fareast-font-family:Calibri;  mso-fareast-theme-font:minor-latin;  mso-hansi-font-family:Calibri;  mso-hansi-theme-font:minor-latin;  mso-bidi-font-family:"Ti
