<?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-400132380264729625</id><updated>2011-11-27T21:30:09.905-02:00</updated><category term='autoajuda'/><category term='mudança'/><category term='interior'/><category term='coragem'/><category term='força'/><category term='Amigos'/><category term='Afirmação Positiva'/><category term='Amor'/><category term='incentivo'/><category term='Gentileza'/><category term='escolhas'/><title type='text'>Concentra+Ação=Atitude!</title><subtitle type='html'>"Ninguém ensina sem aprender,e nem aprende sem ensinar..."</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://blogdaconcentracao.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/400132380264729625/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://blogdaconcentracao.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><author><name>Juh</name><uri>http://www.blogger.com/profile/05511718375591899949</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='30' src='http://2.bp.blogspot.com/-0Qm3fWXs7c0/TYy2okn5G6I/AAAAAAAAATA/AMfXVlCs4LU/s220/162653_189727057710838_100000206358253_785299_7698050_n.jpg'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>10</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-400132380264729625.post-7854330470335903708</id><published>2011-05-31T10:49:00.005-03:00</published><updated>2011-05-31T11:01:12.018-03:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Amor'/><category scheme='http://www.blogger.com/atom/ns#' term='incentivo'/><category scheme='http://www.blogger.com/atom/ns#' term='força'/><category scheme='http://www.blogger.com/atom/ns#' term='autoajuda'/><title type='text'>Auto-Amor!!</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-GaN-CYpckx0/TeTttoBf8nI/AAAAAAAAAkQ/1gcr88q2RdE/s1600/auto-estima+II.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="292" src="http://4.bp.blogspot.com/-GaN-CYpckx0/TeTttoBf8nI/AAAAAAAAAkQ/1gcr88q2RdE/s320/auto-estima+II.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt;"&gt;O mais ingênuo ato de amor a si consiste na tarefa de fazer brilhar a luz&lt;/span&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt; line-height: 115%;"&gt; que há em nós.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt;"&gt;Quando não nos amamos, queremos agradar mais aos outros que a nós,mendigamos o amor alheio, já que nos julgamos insuficientes ou incapazes de nos querer bem.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt;"&gt;A palavra educação vem do latim educare ou educere. Provérbio:e.Verbo: ducare,ducere.&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt;"&gt; &lt;b&gt;&lt;span style="color: #660000;"&gt;Seu significado é trazer à luz uma idéia, levar para fora, fazer sair, extrair.&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt;"&gt;Aceitar-se é confundido com passividade, irresponsabilidade.&amp;nbsp;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt;"&gt;O conceito é exatamente o inverso, pois quando eu aceito as coisas como são,resgato minha força e poder transformador.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt;"&gt;O auto-amor é um aprendizado de longa duração,é uma lição para a eternidade.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt;"&gt;Que habilidades emocionais temos que desenvolver para o auto-amor?&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt;"&gt;*Responsabilidade – &lt;b&gt;&lt;span style="color: #660000;"&gt;Somos os únicos responsáveis pelos nossos sentimentos.&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt;"&gt;*Ética para conosco – &lt;b&gt;&lt;span style="color: #660000;"&gt;Somos tratados como nos tratamos&lt;/span&gt;&lt;/b&gt;. Como sermos merecedores de amor do outro, se não recebemos nem o nosso próprio?&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt;"&gt;*Domínio de si –&lt;b&gt;&lt;span style="color: #660000;"&gt; Educar sentimentos é tomar posse de nós próprios.&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt;"&gt;*Aceitação – &lt;b&gt;&lt;span style="color: #660000;"&gt;Só existe amor a si através de uma relação pacífica com a sombra.&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt;"&gt;*Renovação do sistema de crenças – Superar os preconceitos,julgamentos formulados a partir do sistema de crenças desenvolvidas com base na opinião alheia desde a infância.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt;"&gt;*Ação no bem – Integração em projetos solidários. A aquisição de valor pessoal e convivência com a dor alheia trazem gratidão, estima pelas vivências pessoais. Cuidando bem de nós próprios, somos, simultaneamente, levados a estender ao próximo o tratamento que aplicamos a nós, independente de sermos amados,passamos a experimentar mais alegria em amar. &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt;"&gt;*Assertividade – Diálogo interno. Uma negociação íntima para zelar pelos limites do interesse pessoal.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt;"&gt;*Florescer a singularidade – O maior sinal de maturidade. Estamos muito afastados do que verdadeiramente somos.&lt;/span&gt;&lt;/div&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt;"&gt;*Construção da autonomia – Autonomia é capacidade de sustentar sentimentos nobres acerca de nós próprios.&lt;/span&gt;&lt;br /&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt;"&gt;*Identificação das intenções – aprender a reconhecer o que queremos, qual nossa busca na vida. Quase sempre somos treinados a saber o que não queremos.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"&gt;&lt;br /&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt;"&gt;Auto-amor é um aprendizado,uma reeducação – Construir um novo olhar sobre si, desenvolver sentimentos elevados em relação a nós.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt;"&gt;Ouvir a alma é aprender a discernir entre sentimentos e o conjunto variado de manifestações íntimas do ser.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt;"&gt;Amar-se não significa laborar por privilégios e vantagens pessoais, mas o modo como convivemos conosco. Resume-se, basicamente, como tratamos a nós próprios.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt;"&gt; A relação que estabelecemos como nosso mundo íntimo. Sobretudo, o respeito que exercemos àquilo que sentimos.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;"&gt;&lt;br /&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt;"&gt;Se nós não nos aceitamos, magoamos a nós mesmos, por isso o auto-amor é também autoperdão.&amp;nbsp;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt;"&gt;Perdoar é ter uma atitude de compaixão que nos distancie dos julgamentos e&lt;/span&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt; line-height: 115%;"&gt; críticas severas e inflexíveis.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt;"&gt;Quando não amamos a nós mesmos, vivemos à mercê da influência dos palpites e reprimendas.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt;"&gt;A aprovação alheia é mais importante que a aprovação interior.&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt;"&gt; Nessa situação escasseiam estima e confiança a si próprio, que impossibilitam a expressão da condição&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt;"&gt;particular.&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt;"&gt; Assim sentimo-nos prisioneiros adotando máscaras com as quais procuramos&lt;/span&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt; line-height: 115%;"&gt; evitar a rejeição social, fazendo-nos infelizes e revoltados.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt;"&gt;Quem se ama, imuniza-se contra as mágoas, guarda serenidade perante acusações,desapega-se da exterioridade como condição para o bem-estar, foca as soluções e valores,cultiva indulgências com o semelhante,tem prazer de viver e colabora espontaneamente&lt;/span&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt; line-height: 115%;"&gt; com o bem de todos e de tudo.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt;"&gt;Somos todos interdependentes,precisamos uns dos outros, mas não a ponto de depositar em algo ou alguém a responsabilidade de nos fazer felizes ou determinar nossas&lt;/span&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt; line-height: 115%;"&gt; escolhas.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="color: #660000; line-height: normal; margin-bottom: 0cm;"&gt;&lt;br /&gt;&lt;b&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt;"&gt;A atitude de autonomia pode ser sintetizada na frase: Entrego-me a mim mesmo e respondo por mim. Seu princípio básico é: somente eu posso dizer o que quero e interpretar&lt;/span&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt; line-height: 115%;"&gt; através dos meus sentimentos o que realmente preciso para crescer.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="color: #660000;"&gt;&lt;b&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt; line-height: 115%;"&gt;E este é o verdadeiro exercício do auto-amor: aprender a ouvir a voz do seu coração, pois ele sabe exatamente do que você, como indivíduo e ser humano, precisa para ser feliz e fazer as pessoas à sua volta felizes, amar e ser amado, genuinamente.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;br /&gt;&lt;b&gt;Trechos do livro:Escutando os sentimentos-&amp;gt;A Atitude de amar-nos como merecemos&lt;/b&gt;&lt;br /&gt;&lt;b&gt;Ermance Dufaux&lt;/b&gt;&lt;br /&gt;&lt;br /&gt;Que cada de um nós,possa a qualquer momento da vida,parar,silenciar a mente e escutar os sentimentos.&lt;br /&gt;Mesmo aqueles que ficam escondidinhos,que muitas vezes sequer sabemos que estão ali.&lt;br /&gt;Que possamos ter atitudes de auto-amor,valorizando e deixando brilhar nossa luz interior.&lt;br /&gt;Sempre há tempo!&lt;br /&gt;Omnia Vincit,O Amor vence tudo!&lt;br /&gt;Bejuhs com carinho&lt;br /&gt;Juh ;)&amp;nbsp; &lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&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/400132380264729625-7854330470335903708?l=blogdaconcentracao.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://blogdaconcentracao.blogspot.com/feeds/7854330470335903708/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://blogdaconcentracao.blogspot.com/2011/05/auto-amor.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/400132380264729625/posts/default/7854330470335903708'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/400132380264729625/posts/default/7854330470335903708'/><link rel='alternate' type='text/html' href='http://blogdaconcentracao.blogspot.com/2011/05/auto-amor.html' title='Auto-Amor!!'/><author><name>Juh</name><uri>http://www.blogger.com/profile/05511718375591899949</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='30' src='http://2.bp.blogspot.com/-0Qm3fWXs7c0/TYy2okn5G6I/AAAAAAAAATA/AMfXVlCs4LU/s220/162653_189727057710838_100000206358253_785299_7698050_n.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-GaN-CYpckx0/TeTttoBf8nI/AAAAAAAAAkQ/1gcr88q2RdE/s72-c/auto-estima+II.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-400132380264729625.post-5223866620599886642</id><published>2011-05-26T14:26:00.002-03:00</published><updated>2011-05-26T14:30:13.436-03:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='mudança'/><category scheme='http://www.blogger.com/atom/ns#' term='escolhas'/><category scheme='http://www.blogger.com/atom/ns#' term='coragem'/><category scheme='http://www.blogger.com/atom/ns#' term='Amigos'/><title type='text'>Deixando para trás os problemas...</title><content type='html'>&lt;div class="MsoNormal"&gt;"Um exame rápido e honesto dos nossos sentimentos muitas vezes é o que basta pra nos lembrarmos que é possível ficar com a mente livre de conflitos e preocupações.  &lt;/div&gt;&lt;div class="MsoNormal"&gt;Normalmente,é preciso bem mais do que isto,mas ficamos tão presos a nossos sentimentos de correção, de certeza,de irritação,cinismo e afins,que esquecemos que podemos sentir de modo diferente.&lt;/div&gt;&lt;div class="MsoNormal"&gt;Essa “prisão emocional”que nós mesmo criamos nos leva a perder inteiramente a fé no amor duradouro,no comprometimento e na paz.&lt;/div&gt;&lt;div class="MsoNormal"&gt;No início,o desprendimento parece uma tarefa temerária,até impossível.&lt;/div&gt;&lt;div class="MsoNormal"&gt;A sensação é de que passamos de uma problema para outro, e assim sucessivamente.&lt;/div&gt;&lt;div class="MsoNormal"&gt;Preste atenção no seu dia-a-dia: É um problema atrás do outro, do qual obviamente desejaríamos nos livrar, mas raramente conseguimos.&lt;/div&gt;&lt;div class="MsoNormal"&gt;As dificuldades são tão importantes para a vida das pessoas que acabamos definindo os que nos rodeiam a partir de seus problemas.&lt;/div&gt;&lt;div class="MsoNormal"&gt;Preste atenção quando estiver conversando com os amigos sobre alguém do grupo que não está presente.&lt;/div&gt;&lt;div class="MsoNormal"&gt;Quer de modo positivo,quer negativo,os problemas dessa pessoa serão realçados.&lt;/div&gt;&lt;div class="MsoNormal"&gt;Isso também acontece com a nossa auto-imagem. Temos a tendência a pensar em nós,até mesmo no significado da vida,do ponto de vista das dificuldades que encontramos.&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="color: black;"&gt;&lt;b&gt;Os problemas nos atingem na medida da nossa preocupação. A chave para se alcançar a fluidez, o repouso e a liberdade interior não é a eliminação de todas as dificuldades externas, mas sim o desapego ao padrão de reação a essas dificuldades.&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="color: black;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;Copiar uma abordagem infantil da felicidade não é se comportar com uma criança,mas sim ver o mundo como as crianças vêem.&lt;/div&gt;&lt;div class="MsoNormal"&gt;É abandonar as percepções estreitas e as respostas prontas.&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="color: black;"&gt;&lt;b&gt;Transformar-se numa “criança”é abrir mão da responsabilidade de julgar e de estar certo em todos os momentos.Isso elimina os bloqueios e permite a ampliação de nossa capacidade de apreciar qualquer coisa ou,pelo menos,de estarmos serenos e em paz.&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="color: black;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style="color: black;"&gt;  &lt;/span&gt;&lt;br /&gt;&lt;div class="MsoNormal" style="color: black;"&gt;&lt;b&gt;Existem 3 coisas que você precisa abrir mão:Julgar,controlar e ser o dono da verdade.Livre-se das 3,e você terá a mente íntegra e vibrante de uma criança."&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="color: black;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="color: black;"&gt;&lt;b&gt;Trechos do livro:Não leve a vida tão a sério -Hugh Prather. &lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="color: black;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="color: #073763;"&gt;&lt;b&gt;É preciso aceitar e admitir sem restrições que as pessoas à nossa volta são o que são e que estamos ali com elas para o que der e vier.&lt;/b&gt;&lt;/div&gt;&lt;b&gt;&lt;span style="color: #073763;"&gt;  &lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&lt;div class="MsoNormal" style="color: #073763;"&gt;&lt;b&gt;E muitas vezes que precisamos estar com elas,mesmo com todas as dificuldades porque precisamos aprender algo.&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="color: #073763;"&gt;&lt;b&gt;É admitir que nossas opiniões a respeito delas,não irão transformá-las.&lt;/b&gt;&lt;/div&gt;&lt;b&gt;&lt;span style="color: #073763;"&gt;  &lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&lt;div class="MsoNormal" style="color: #073763;"&gt;&lt;b&gt;Pensar ao contrário,é gerar frustação.&lt;/b&gt;&lt;/div&gt;&lt;b&gt;&lt;span style="color: #073763;"&gt;  &lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&lt;div class="MsoNormal" style="color: #073763;"&gt;&lt;b&gt;Certa vez,li em algum livro(não me lembro qual) que dizia mais ou menos assim:As pessoas que mais encontramos algum tipo de dificuldade de convivência são as que mais precisamos conviver.&lt;/b&gt;&lt;/div&gt;&lt;b&gt;&lt;span style="color: #073763;"&gt;  &lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&lt;div class="MsoNormal" style="color: #073763;"&gt;&lt;b&gt;E são exatamente essas “diferenças” que as enriquecem,as pessoas que julgamos ser as mais diferentes de nós,são as que mais nos acrescentam.&lt;/b&gt;&lt;/div&gt;&lt;b&gt;&lt;span style="color: #073763;"&gt;  &lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&lt;div class="MsoNormal" style="color: #073763;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="color: #073763;"&gt;&lt;b&gt;O natural é atrairmos semelhantes,mas até nos opostos,o aprendizado é válido e importante.&lt;/b&gt;&lt;/div&gt;&lt;b&gt;&lt;span style="color: #073763;"&gt;  &lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&lt;div class="MsoNormal" style="color: #073763;"&gt;&lt;b&gt;Cada pessoa que passa na nossa vida é de um jeito,e o que temos que fazer é absorver o que essa pessoa tem de melhor,cientes de que elas não vão mudar porque julgamos que ela precise mudar ou melhorar &amp;nbsp;nisso ou naquilo.&lt;/b&gt;&lt;/div&gt;&lt;b&gt;&lt;span style="color: #073763;"&gt;  &lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&lt;div class="MsoNormal" style="color: #073763;"&gt;&lt;b&gt;Cada um só muda quando percebe que seu padrão de comportamento precisa ser avaliado,essa descoberta é pessoal,e pode levar mais ou menos tempo.&lt;/b&gt;&lt;/div&gt;&lt;b&gt;&lt;span style="color: #073763;"&gt;  &lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&lt;div class="MsoNormal" style="color: #073763;"&gt;&lt;b&gt;E na maioria das vezes essa “mudança” pode ser encarada como dolorosa,mas dependendo do ponto de vista pode parecer desafiadora,pode parecer se redescobrir,se analisar,e pode sim ser um recomeço de vida.&lt;/b&gt;&lt;/div&gt;&lt;b&gt;&lt;span style="color: #073763;"&gt;  &lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&lt;div class="MsoNormal" style="color: #073763;"&gt;&lt;b&gt;Muitas vezes é um processo doloroso pois as pessoas criam vícios de comportamentos,e agem tanto no automatismo,que é como se esse comportamento adotado por anos fosse para elas “normal”.&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="color: #073763;"&gt;&lt;b&gt;Tem suas percepções e convicções tão arraigadas que se despojar desses escudos é como se sentissem desprotegidas.&lt;/b&gt;&lt;/div&gt;&lt;b&gt;&lt;span style="color: #073763;"&gt;  &lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&lt;div class="MsoNormal" style="color: #073763;"&gt;&lt;b&gt;É preciso coragem para se olhar como num espelho,sem máscaras e descobrir quem realmente somos,é preciso atitude para se disponibilizar a aparar as arestas do comportamento.&lt;/b&gt;&lt;/div&gt;&lt;b&gt;&lt;span style="color: #073763;"&gt;  &lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&lt;div class="MsoNormal" style="color: #073763;"&gt;&lt;b&gt;E mais do que isso,é preciso aprender a respeitar o tempo de cada um.&lt;/b&gt;&lt;/div&gt;&lt;b&gt;&lt;span style="color: #073763;"&gt;  &lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&lt;div class="MsoNormal" style="color: #073763;"&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/div&gt;&lt;b&gt;&lt;span style="color: #073763;"&gt;  &lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&lt;div class="MsoNormal" style="color: #073763;"&gt;&lt;b&gt;Existe uma frase conhecida,que também desconheço a autoria que diz assim:&lt;/b&gt;&lt;/div&gt;&lt;b&gt;&lt;span style="color: #073763;"&gt;  &lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&lt;div class="MsoNormal" style="color: #073763;"&gt;&lt;b&gt;“Quero ser feliz ou quero ter razão?”&lt;/b&gt;&lt;/div&gt;&lt;b&gt;&lt;span style="color: #073763;"&gt;  &lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&lt;div class="MsoNormal" style="color: #073763;"&gt;&lt;b&gt;É preciso optar por ser feliz,porque a razão vem do ponto de vista de cada um.&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="color: #073763;"&gt;&lt;b&gt;Hoje percebo que minha cabeça mudou,a pouco mais de 1 ano,crenças que mantinha firmes dentro de mim foram dando lugar a novas,aprendo tanto diariamente com pessoas,com livros e situações.&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="color: #073763;"&gt;&lt;b&gt;E essa descoberta foi tao gratificante que por isso decidi "reformar"esse espaço.&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="color: #073763;"&gt;&lt;b&gt;Espero verdadeiramente que esse cantinho de uma forma ou de outra sirva pra dar força,pra compartilhar coisas legais e que juntos possamos aprender cada dia mais...&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="color: #073763;"&gt;&lt;b&gt;Bejuhs com carinho&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="color: #073763;"&gt;&lt;b&gt;Juh ;) &lt;/b&gt;&lt;/div&gt;&lt;b&gt;&lt;span style="color: #073763;"&gt;&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&lt;div class="MsoNormal" style="color: #073763;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;b&gt;&lt;span style="color: #073763;"&gt;  &lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&lt;div class="MsoNormal" style="color: #073763;"&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/400132380264729625-5223866620599886642?l=blogdaconcentracao.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://blogdaconcentracao.blogspot.com/feeds/5223866620599886642/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://blogdaconcentracao.blogspot.com/2011/05/deixando-para-tras-os-problemas.html#comment-form' title='2 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/400132380264729625/posts/default/5223866620599886642'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/400132380264729625/posts/default/5223866620599886642'/><link rel='alternate' type='text/html' href='http://blogdaconcentracao.blogspot.com/2011/05/deixando-para-tras-os-problemas.html' title='Deixando para trás os problemas...'/><author><name>Juh</name><uri>http://www.blogger.com/profile/05511718375591899949</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='30' src='http://2.bp.blogspot.com/-0Qm3fWXs7c0/TYy2okn5G6I/AAAAAAAAATA/AMfXVlCs4LU/s220/162653_189727057710838_100000206358253_785299_7698050_n.jpg'/></author><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-400132380264729625.post-467098891919579431</id><published>2011-05-25T12:56:00.001-03:00</published><updated>2011-05-25T12:59:23.187-03:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='incentivo'/><category scheme='http://www.blogger.com/atom/ns#' term='autoajuda'/><title type='text'>Não leve a vida tao a sério</title><content type='html'>&lt;div class="MsoNormal" style="color: #073763;"&gt;&lt;b&gt;&lt;span lang="EN-US"&gt;O Rio e o Leão&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;Depois de uma grande enchente,o leão viu-se cercado por um rio e ficou sem saber como sair dali.&lt;/div&gt;&lt;div class="MsoNormal"&gt;Nada não era de sua natureza,mas só lhe restavam duas opções:&lt;/div&gt;&lt;div class="MsoNormal"&gt;Atravessar o rio ou morrer.&lt;/div&gt;&lt;div class="MsoNormal"&gt;O leão urrou,mergulhou na água,quase se afogou,mas não conseguiu atravessar.Exausto,deitou para descansar.&lt;/div&gt;&lt;div class="MsoNormal"&gt;Foi quando escutou o rio dizer:&lt;/div&gt;&lt;div class="MsoNormal"&gt;-&lt;b&gt;&lt;span style="color: #073763;"&gt;Jamais lute com o que não está presente.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;Cautelosamente,o animal olhou em volta e perguntou:&lt;/div&gt;&lt;div class="MsoNormal"&gt;-O que não está aqui?&lt;/div&gt;&lt;div class="MsoNormal"&gt;-O seu inimigo não está aqui- respondeu o rio. &lt;/div&gt;&lt;div class="MsoNormal"&gt;-Assim como você é um leão,eu sou apenas um rio.&lt;/div&gt;&lt;div class="MsoNormal"&gt;Ao ouvir isso,o leão,muito sereno,começou a estudar as características do rio.Logo identificou um certo ponto em que a correnteza empurrava para a margem e,entrando na água,conseguiu boiar até o outro lado.&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="color: #073763;"&gt;&lt;b&gt;Primeiros passos rumo ao desprendimento&lt;/b&gt;&lt;/div&gt;&lt;b&gt;  &lt;/b&gt;&lt;br /&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;Na natureza humana,todos buscamos a simplicidade e a verdade.&lt;/div&gt;&lt;div class="MsoNormal"&gt;Mas as mensagens que recebemos nos impelem à guerra:"Fique ressentido com o passado","Seja ansioso em relação ao futuro". “tenha apetite pelo que você não vê"."Sinta insatisfação com o que vê","Sinta culpa", "Seja correto","Esquente a cabeça".&lt;/div&gt;&lt;div class="MsoNormal"&gt;No mundo animal,não há necessidade de consquistar mais do que se tem.&lt;/div&gt;&lt;div class="MsoNormal"&gt;A simplicidade da chuva,a luz de uma estrela,a leveza de um pássaro,a persistência de uma formiga. &lt;br /&gt;Tudo isto simplesmente é.&lt;/div&gt;&lt;div class="MsoNormal"&gt;Tudo é uma questão de ponto de vista.Afinal,cuecas espalhadas no chão podem acabar com um casamento...mas,aos olhos dos cachorros,elas não seriam motivo para brigada,e sim para brincadeiras.&lt;/div&gt;&lt;div class="MsoNormal"&gt;A maioria dos animais desfruta uma enorme liberdade e pureza,características que,acredito,nós também&amp;nbsp; podemos experimentar.&lt;/div&gt;&lt;div class="MsoNormal"&gt;Basta relaxar a mente e aos poucos,reaprender a desfrutrar a integridade,felicidade e simplicidade perdidas.&lt;/div&gt;&lt;div class="MsoNormal"&gt;Muitas vezes rejeitamos as pessoas que estão em nossas vidas,não sabemos se as queremos ao nosso lado,desejamos estar com outras pessoas,imaginamos se e até quando esse relacionamento vai durar,e por ai vai.&lt;/div&gt;&lt;div class="MsoNormal"&gt;O resultado dessas inquietações é que, quando nos preocupamos com o que queremos ou não de alguém ou com o que aprovamos ou não dessa pessoa,deixamos de ver sua bondade,sua astúcia,sua delicadeza,sua tristeza ou seja lá o que for que ela tenha a oferecer.Isso complica desnecessariamente as nossas vidas e bloqueia a alegria de viver e a paz de espírito.&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="color: #073763;"&gt;&lt;b&gt;"Uma mente tranqüila,vê o que está aqui.Uma mente ocupada vê o que não está aqui.&lt;/b&gt;&lt;/div&gt;&lt;b&gt;&lt;span style="color: #073763;"&gt;  &lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&lt;div class="MsoNormal" style="color: #073763;"&gt;&lt;b&gt;Aquele que está presente,é nada mais,nada menos,do que aquele que está presente.&lt;/b&gt;&lt;/div&gt;&lt;b&gt;&lt;span style="color: #073763;"&gt;  &lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&lt;div class="MsoNormal" style="color: #073763;"&gt;&lt;b&gt;Portanto,você pode pensar o que quiser sobre as pessoas,mas saiba que isso não vai transformá-las."&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;Esses são trechos do livro que estou lendo:&lt;b&gt;&lt;span style="color: #073763;"&gt; "Não leve a vida tão a sério"&lt;/span&gt;&lt;/b&gt; - Pequenas mudanças para você se livrar de grandes problemas-Hugh Prather&amp;nbsp;&lt;/div&gt;&lt;div class="MsoNormal"&gt;Como disse,tudo que é bom merece ser compartilhado.&lt;/div&gt;&lt;div class="MsoNormal"&gt;Ao longo dos dias vou citar os melhores trechos.&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;img alt="" height="320" 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width="320" /&gt;&lt;br /&gt;&lt;div class="MsoNormal"&gt;Um dia iluminado pra todos &lt;/div&gt;&lt;div class="MsoNormal"&gt;Bejuhs ;) &lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/400132380264729625-467098891919579431?l=blogdaconcentracao.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://blogdaconcentracao.blogspot.com/feeds/467098891919579431/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://blogdaconcentracao.blogspot.com/2011/05/nao-leve-vida-tao-serio.html#comment-form' title='1 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/400132380264729625/posts/default/467098891919579431'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/400132380264729625/posts/default/467098891919579431'/><link rel='alternate' type='text/html' href='http://blogdaconcentracao.blogspot.com/2011/05/nao-leve-vida-tao-serio.html' title='Não leve a vida tao a sério'/><author><name>Juh</name><uri>http://www.blogger.com/profile/05511718375591899949</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='30' src='http://2.bp.blogspot.com/-0Qm3fWXs7c0/TYy2okn5G6I/AAAAAAAAATA/AMfXVlCs4LU/s220/162653_189727057710838_100000206358253_785299_7698050_n.jpg'/></author><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-400132380264729625.post-5114168907291495980</id><published>2011-05-23T10:06:00.000-03:00</published><updated>2011-05-23T10:06:21.545-03:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Amor'/><category scheme='http://www.blogger.com/atom/ns#' term='incentivo'/><category scheme='http://www.blogger.com/atom/ns#' term='força'/><title type='text'>Apaixone-se!!</title><content type='html'>&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  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Priority="70" SemiHidden="false"   UnhideWhenUsed="false" Name="Dark List Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful List Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/&gt;   &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Shading Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"   UnhideWhenUsed="false" Name="Light List Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Grid Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"   UnhideWhenUsed="false" Name="Dark List Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful List Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Shading Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"   UnhideWhenUsed="false" Name="Light List Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Grid Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="65" 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SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"   UnhideWhenUsed="false" Name="Dark List Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful List Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="19" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/&gt;   &lt;w:LsdException Locked="false" Priority="21" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/&gt;   &lt;w:LsdException Locked="false" Priority="31" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/&gt;   &lt;w:LsdException Locked="false" Priority="32" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/&gt;   &lt;w:LsdException Locked="false" Priority="33" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Book Title"/&gt;   &lt;w:LsdException Locked="false" Priority="37" Name="Bibliography"/&gt;   &lt;w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/&gt;  &lt;/w:LatentStyles&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt; &lt;style&gt; /* Style Definitions */ table.MsoNormalTable {mso-style-name:"Table Normal"; mso-tstyle-rowband-size:0; mso-tstyle-colband-size:0; mso-style-noshow:yes; mso-style-priority:99; mso-style-qformat:yes; mso-style-parent:""; mso-padding-alt:0cm 5.4pt 0cm 5.4pt; mso-para-margin-top:0cm; mso-para-margin-right:0cm; mso-para-margin-bottom:10.0pt; mso-para-margin-left:0cm; line-height:115%; mso-pagination:widow-orphan; font-size:11.0pt; font-family:"Calibri","sans-serif"; mso-ascii-font-family:Calibri; mso-ascii-theme-font:minor-latin; mso-fareast-font-family:"Times New Roman"; mso-fareast-theme-font:minor-fareast; mso-hansi-font-family:Calibri; mso-hansi-theme-font:minor-latin;}&lt;/style&gt; &lt;![endif]--&gt;  &lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&amp;nbsp;&lt;b&gt;&lt;span style="color: #990000;"&gt;Recebi esse texto nos comentários,desconheço a autoria,mas achei excelente pra começar bem a semana.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; color: #990000; text-align: center;"&gt;&lt;b&gt;Quem me mandou,foi uma pessoa que costumo chamar de "Poderosa"...rsrs&lt;/b&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; color: #990000; text-align: center;"&gt;&lt;b&gt;Pelo "poder"que ela tem de contagiar as pessoas a sua volta,pela sua alegria,pela sua força,e alto astral...&lt;/b&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; color: #990000; text-align: center;"&gt;&lt;b&gt;O que aprendi com ela?Aprendi a sorrir mais,aprendi que o astral contagia aqueles que estão a nossa volta,que um sorriso transforma qualquer momento,aprendi que amizade é igual casamento:Na alegria e na tristeza,na saúde e na doença,na riqueza e na pobreza.&lt;/b&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;b&gt;&lt;span style="color: #990000;"&gt;Agradeço pelo texto,Rô!!Obrigada não somente pelo texto,mas por estar presente em minha vida... &lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; 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://2.bp.blogspot.com/-BO3SFocFVgY/TdpZQK4u2iI/AAAAAAAAAkM/txGK6JQ-KGA/s1600/4508848.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="211" src="http://2.bp.blogspot.com/-BO3SFocFVgY/TdpZQK4u2iI/AAAAAAAAAkM/txGK6JQ-KGA/s320/4508848.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&amp;nbsp;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;b&gt;&lt;span style="color: #990000;"&gt;APAIXONE-SE&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&amp;nbsp;&lt;/div&gt;Apaixone-se definitivamente pelo seu sonho; o sonho de ninguém deve ser mais apaixonante que o seu!&lt;br /&gt;Apaixone-se pelo seu talento, mesmo que seu senso crítico insista para você escolher realizar outras coisas...&lt;div class="MsoNormal"&gt;Apaixone-se pela viagem... mais pela viagem do que pela chegada ao destino, a primeira opção é mais garantida.&lt;br /&gt;Apaixone-se pelo seu corpo...mesmo que ele esteja fora de forma, pois de "qualquer forma" ele é a única coisa que você realmente possui.&lt;/div&gt;Desapaixone-se de seus medos... Eles minam sua alegria de viver. &lt;div class="MsoNormal"&gt;&lt;br /&gt;Apaixone-se pelas suas memórias...todas são deliciosas e ninguém pode tirá-las de ti,além de serem excelentes fontes de inspiração nos momentos de dor.&amp;nbsp;&lt;/div&gt;Apaixone-se por aquelas besteiras saudáveis que passam por sua mente  entre um e outro momento de estresse; eles ajudam a sobreviver. &lt;div class="MsoNormal"&gt;&lt;br /&gt;Apaixone-se pelas pessoas que estão ao seu lado pois, na caminhada do dia-a-dia, &lt;br /&gt;a pessoa certa é aquela que está definitivamente ao seu lado.&lt;br /&gt;&lt;br /&gt;Apaixone-se pelo sol...ele é fiel, gratuito, absolutamente disponível e, te inunda de prazer.&lt;br /&gt;Apaixone-se por alguém...não espere alguém apaixonar-se por você só por garantia e segurança.&lt;br /&gt;Apaixone-se pelo seu projeto de vida...&lt;b&gt;&lt;span style="color: #990000;"&gt;Acredite&lt;/span&gt;&lt;/b&gt;! A vida é única e só a ti pertence.&lt;br /&gt;Apaixone-se pela dança da vida...que está sempre em movimento dentro da gente, mas que por defesa teimamos por aprisioná-la. &lt;br /&gt;Apaixone-se mais pelo significado das coisas que você conquistar do que pelo seu valor material. &lt;br /&gt;Apaixone-se por suas idéias...mesmo que venha julgar que elas para nada servem.&lt;br /&gt;Apaixone-se por seus pontos fortes... mesmo que os pontos fracos insistam em ficar em alto relevo no seu cérebro. &lt;br /&gt;&lt;br /&gt;Apaixone-se pela idéia...de ser verdadeiramente feliz; a felicidade encontra-se de sobra nas prateleiras de seus recursos interiores.&lt;br /&gt;Apaixone-se pela música...que você pode ser para alguém...&lt;br /&gt;Apaixone-se pelo fato de ser humano! &lt;br /&gt;Apaixone-se definitivamente por você! &lt;br /&gt;Apaixone-se por alguém...O amor e a paixão nos fortalece, eleva a nossa auto-estima, a nossa vontade de viver e a de ser muito mais feliz.&lt;/div&gt;&lt;b&gt;&lt;span style="color: #990000;"&gt;O poder de decisão só pertence a você&lt;/span&gt;&lt;span style="color: #990000;"&gt;!&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/400132380264729625-5114168907291495980?l=blogdaconcentracao.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://blogdaconcentracao.blogspot.com/feeds/5114168907291495980/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://blogdaconcentracao.blogspot.com/2011/05/apaixone-se.html#comment-form' title='3 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/400132380264729625/posts/default/5114168907291495980'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/400132380264729625/posts/default/5114168907291495980'/><link rel='alternate' type='text/html' href='http://blogdaconcentracao.blogspot.com/2011/05/apaixone-se.html' title='Apaixone-se!!'/><author><name>Juh</name><uri>http://www.blogger.com/profile/05511718375591899949</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='30' src='http://2.bp.blogspot.com/-0Qm3fWXs7c0/TYy2okn5G6I/AAAAAAAAATA/AMfXVlCs4LU/s220/162653_189727057710838_100000206358253_785299_7698050_n.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-BO3SFocFVgY/TdpZQK4u2iI/AAAAAAAAAkM/txGK6JQ-KGA/s72-c/4508848.jpg' height='72' width='72'/><thr:total>3</thr:total></entry><entry><id>tag:blogger.com,1999:blog-400132380264729625.post-8253979532290260446</id><published>2011-05-22T16:33:00.000-03:00</published><updated>2011-05-22T16:33:40.997-03:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='escolhas'/><category scheme='http://www.blogger.com/atom/ns#' term='incentivo'/><category scheme='http://www.blogger.com/atom/ns#' term='coragem'/><title type='text'>Tempos,caminhos e encruzilhadas</title><content type='html'>&lt;div style="color: blue;"&gt;&lt;b&gt;Esse texto foi um "presente"de uma pessoa muito especial,uma pessoa que eu aprendo muito todos os dias,e que sei também que vai ajudar muitas pessoas que assim como eu,ao ler precisava desse "incentivo".&lt;/b&gt;&lt;/div&gt;&lt;div style="color: blue;"&gt;&lt;b&gt;O que é bom,merece e precisa ser compartilhado e difundido.&lt;/b&gt;&lt;/div&gt;&lt;div style="color: blue;"&gt;&lt;b&gt;A você,Lelê:Muito Obrigada pelo texto e por fazer parte da nossa história...&lt;/b&gt;&lt;/div&gt;&lt;div style="color: blue;"&gt;&lt;b&gt;Que possamos continuar por muitos e muitos anos nos ajudando,nos amparando e aplaudindo nossas vitórias,que tenho certeza,que serão muitas.&lt;/b&gt;&lt;/div&gt;&lt;div style="color: blue;"&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-Ti050bwzePs/TdliiyKazzI/AAAAAAAAAkI/9RLXskYNSt8/s1600/1296266448Tkw3Qj.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://4.bp.blogspot.com/-Ti050bwzePs/TdliiyKazzI/AAAAAAAAAkI/9RLXskYNSt8/s320/1296266448Tkw3Qj.jpg" width="320" /&gt;&amp;nbsp;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;blockquote&gt;&lt;b&gt;&lt;span style="color: blue;"&gt;Ninguém é o mesmo de um segundo atrás.. mas, curiosamente, jamais deixamos de ser a mesma essência (Max Porto)&lt;/span&gt;&lt;/b&gt;&lt;/blockquote&gt;&lt;br /&gt;E o que nos torna tão diferentes e tão iguais a nós mesmos são os caminhos que resolvemos seguir... nossas escolhas. &lt;br /&gt;&lt;br /&gt;Escolher é difícil.. principalmente quando vários caminhos se abrem à nossa frente.&lt;br /&gt;&lt;br /&gt;Duas grandes dificuldades envolvem o processo de escolher: A primeira é  abdicar de todas as outras opções (viver eternamente com a "maldição do  se".. e se eu tivesse feito outra escolha?);&lt;br /&gt;&lt;br /&gt;A segunda é assumir todas as consequências da escolha feita. Poucas  pessoas têm em mente que a responsabilidade das nossas escolhas é  toda  nossa.. não adianta tentar jogá-la nos ombros dos outros. E vivem  num  eterno processo de auto-vitimização.. culpam as circunstâncias, o   mundo, o outro.. distorcem a realidade para aliviarem a própria  consciência.. mas ela está lá nos dizendo.. foi você quem escolheu!!!&lt;br /&gt;&lt;br /&gt;Temos visto isso todos os dias, não é?&amp;nbsp; &lt;br /&gt;&lt;br /&gt;Talvez seja essa a razão por que as pessoas resistem tanto a escolher...  medo de errar... e de ter que assumir seus próprios erros.&lt;br /&gt;&lt;br /&gt;Mas, para aquele que não teme assumir as responsabilidades por suas  decisões.. aconteça o que for.. ah.. para esse, a vida reserva muitas  bênçãos. Isso não significa, em hipótese alguma, a inexistência de dor..  o processo é doloroso, principalmente quando nos damos conta de que  fizemos escolhas erradas... mas, a longo prazo, esta dor se transforma  em maturidade, sabedoria, paz de consciência e a gostosa sensação de que  se é dono da própria vida. E o principal é que vamos aprendendo a  acertar cada vez mais em nossas escolhas.&lt;br /&gt;&lt;br /&gt;Existe uma encruzilhada em sua frente? Busque a coragem de decidir seu  caminho.. não se deixe à deriva.. tome o leme da sua vida e rume para a  direção dos seus sonhos mais acalentados.. almeje as estrelas.. &lt;b&gt;&lt;span style="color: blue;"&gt;ACREDITE!!!&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&lt;br /&gt;Arrebanhe motivos, pense e repense as consequências, leve em  consideração não só seus interesses, mas o bem dos outros, arregimente  toda a sua FÉ... e decida!! Decidindo, siga adiante, de cabeça erguida, &lt;b&gt;&lt;span style="color: blue;"&gt;NÃO OLHE PARA TRÁS&lt;/span&gt;&lt;/b&gt;..&lt;br /&gt;&lt;br /&gt;Faça o necessário, faça o possível.. tente o impossível.. e se assim  mesmo não der certo, você terá crescido, aprendido, amadurecido, terá  maiores chances de acertar na próxima vez... &lt;br /&gt;&lt;br /&gt;E se der certo??? Serás vitorioso, campeão, exemplo de superação...  farás a diferença na vida das outras pessoas.. e tenho certeza de que  serás FELIZ!&lt;br /&gt;E eu estarei aqui.. aplaudindo, torcendo, incentivando.. &lt;b&gt;&lt;span style="color: blue;"&gt;Você merece ser feliz.. tente.. ESCOLHA!&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Beijos da Lelê&lt;br /&gt;&lt;br /&gt;&lt;a href="http://maxlicias.blogspot.com/2011/05/tempos-caminhos-e-encruzilhadas.html?showComment=1306090950515#c8433202117381669234"&gt;http://maxlicias.blogspot.com/2011/05/tempos-caminhos-e-encruzilhadas.html?showComment=1306090950515#c8433202117381669234&lt;/a&gt;&lt;br /&gt;Créditos:Eleonora Kira&lt;br /&gt;http://twitter.com/#!/MP_Eleonora&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/400132380264729625-8253979532290260446?l=blogdaconcentracao.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://blogdaconcentracao.blogspot.com/feeds/8253979532290260446/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://blogdaconcentracao.blogspot.com/2011/05/temposcaminhos-e-encruzilhadas.html#comment-form' title='5 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/400132380264729625/posts/default/8253979532290260446'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/400132380264729625/posts/default/8253979532290260446'/><link rel='alternate' type='text/html' href='http://blogdaconcentracao.blogspot.com/2011/05/temposcaminhos-e-encruzilhadas.html' title='Tempos,caminhos e encruzilhadas'/><author><name>Juh</name><uri>http://www.blogger.com/profile/05511718375591899949</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='30' src='http://2.bp.blogspot.com/-0Qm3fWXs7c0/TYy2okn5G6I/AAAAAAAAATA/AMfXVlCs4LU/s220/162653_189727057710838_100000206358253_785299_7698050_n.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-Ti050bwzePs/TdliiyKazzI/AAAAAAAAAkI/9RLXskYNSt8/s72-c/1296266448Tkw3Qj.jpg' height='72' width='72'/><thr:total>5</thr:total></entry><entry><id>tag:blogger.com,1999:blog-400132380264729625.post-8626037459368799948</id><published>2011-05-22T02:47:00.000-03:00</published><updated>2011-05-22T02:47:13.988-03:00</updated><title type='text'>Insônia</title><content type='html'>&lt;a href="http://www.palavrasdeosho.com/2009/06/insonia.html"&gt;Insônia&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/400132380264729625-8626037459368799948?l=blogdaconcentracao.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='related' href='http://www.palavrasdeosho.com/2009/06/insonia.html' title='Insônia'/><link rel='replies' type='application/atom+xml' href='http://blogdaconcentracao.blogspot.com/feeds/8626037459368799948/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://blogdaconcentracao.blogspot.com/2011/05/insonia.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/400132380264729625/posts/default/8626037459368799948'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/400132380264729625/posts/default/8626037459368799948'/><link rel='alternate' type='text/html' href='http://blogdaconcentracao.blogspot.com/2011/05/insonia.html' title='Insônia'/><author><name>Juh</name><uri>http://www.blogger.com/profile/05511718375591899949</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='30' src='http://2.bp.blogspot.com/-0Qm3fWXs7c0/TYy2okn5G6I/AAAAAAAAATA/AMfXVlCs4LU/s220/162653_189727057710838_100000206358253_785299_7698050_n.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-400132380264729625.post-2154300071465397586</id><published>2011-05-01T23:36:00.000-03:00</published><updated>2011-05-01T23:36:52.208-03:00</updated><title type='text'>A cor do silêncio</title><content type='html'>&lt;a href="http://www.palavrasdeosho.com/2010/05/cor-do-silencio.html"&gt;A cor do silêncio&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/400132380264729625-2154300071465397586?l=blogdaconcentracao.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='related' href='http://www.palavrasdeosho.com/2010/05/cor-do-silencio.html' title='A cor do silêncio'/><link rel='replies' type='application/atom+xml' href='http://blogdaconcentracao.blogspot.com/feeds/2154300071465397586/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://blogdaconcentracao.blogspot.com/2011/05/cor-do-silencio.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/400132380264729625/posts/default/2154300071465397586'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/400132380264729625/posts/default/2154300071465397586'/><link rel='alternate' type='text/html' href='http://blogdaconcentracao.blogspot.com/2011/05/cor-do-silencio.html' title='A cor do silêncio'/><author><name>Juh</name><uri>http://www.blogger.com/profile/05511718375591899949</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='30' src='http://2.bp.blogspot.com/-0Qm3fWXs7c0/TYy2okn5G6I/AAAAAAAAATA/AMfXVlCs4LU/s220/162653_189727057710838_100000206358253_785299_7698050_n.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-400132380264729625.post-3155488296451089880</id><published>2011-05-01T23:34:00.000-03:00</published><updated>2011-05-01T23:34:31.193-03:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Amigos'/><title type='text'>Amigos</title><content type='html'>&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:WordDocument&gt;   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UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/&gt;   &lt;w:LsdException Locked="false" Priority="33" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Book Title"/&gt;   &lt;w:LsdException Locked="false" Priority="37" Name="Bibliography"/&gt;   &lt;w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/&gt;  &lt;/w:LatentStyles&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt; &lt;style&gt; /* Style Definitions */ table.MsoNormalTable {mso-style-name:"Table Normal"; mso-tstyle-rowband-size:0; mso-tstyle-colband-size:0; mso-style-noshow:yes; mso-style-priority:99; mso-style-qformat:yes; mso-style-parent:""; mso-padding-alt:0cm 5.4pt 0cm 5.4pt; mso-para-margin-top:0cm; mso-para-margin-right:0cm; mso-para-margin-bottom:10.0pt; mso-para-margin-left:0cm; line-height:115%; mso-pagination:widow-orphan; font-size:11.0pt; font-family:"Calibri","sans-serif"; mso-ascii-font-family:Calibri; mso-ascii-theme-font:minor-latin; mso-fareast-font-family:"Times New Roman"; mso-fareast-theme-font:minor-fareast; mso-hansi-font-family:Calibri; mso-hansi-theme-font:minor-latin;}&lt;/style&gt; &lt;![endif]--&gt;  &lt;br /&gt;&lt;div class="MsoNormal"&gt;&lt;b&gt;Escolho meus amigos não pela pele ou outro arquétipo qualquer, mas pela pupila. &lt;br /&gt;Tem que ter brilho questionador e tonalidade inquietante. &lt;br /&gt;&lt;br /&gt;A mim não interessam os bons de espírito nem os maus de hábitos. &lt;/b&gt; &lt;b&gt;&lt;br /&gt;Fico com aqueles que fazem de mim louco e santo. &lt;br /&gt;Deles não quero resposta, quero meu avesso. &lt;br /&gt;&lt;br /&gt;Que me tragam dúvidas e angústias e agüentem o que há de pior em mim. &lt;/b&gt; &lt;b&gt;&lt;br /&gt;Para isso, só sendo louco. &lt;br /&gt;Quero os santos, para que não duvidem das diferenças e peçam perdão pelas injustiças. &lt;br /&gt;&lt;br /&gt;Escolho meus amigos pela alma lavada e pela cara exposta. &lt;/b&gt; &lt;b&gt;&lt;br /&gt;Não quero só o ombro e o colo, quero também sua maior alegria. &lt;br /&gt;Amigo que não ri junto, não sabe sofrer junto. &lt;br /&gt;&lt;br /&gt;Meus amigos são todos assim: metade bobeira, metade seriedade. &lt;/b&gt; &lt;b&gt;&lt;br /&gt;Não quero risos previsíveis, nem choros piedosos. &lt;br /&gt;Quero amigos sérios, daqueles que fazem da realidade sua fonte de aprendizagem, mas lutam para que a fantasia não desapareça. &lt;br /&gt;&lt;br /&gt;Não quero amigos adultos nem chatos. &lt;/b&gt; &lt;b&gt;&lt;br /&gt;Quero-os metade infância e outra metade velhice! &lt;br /&gt;Crianças, para que não esqueçam o valor do vento no rosto; e velhos, para que nunca tenham pressa. &lt;br /&gt;&lt;br /&gt;Tenho amigos para saber quem eu sou. &lt;/b&gt; &lt;b&gt;&lt;br /&gt;Pois os vendo loucos e santos, bobos e sérios, crianças e velhos, nunca me esquecerei de que "normalidade" é uma ilusão imbecil e estéril.&lt;br /&gt;&lt;br /&gt;&lt;i&gt;Oscar Wilde&lt;/i&gt;&lt;/b&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://4.bp.blogspot.com/-D33tIWctwdA/Tb4X9feD8hI/AAAAAAAAAj8/-1rp8mlc9mQ/s1600/m%25C3%25A3os+dadas.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="235" src="http://4.bp.blogspot.com/-D33tIWctwdA/Tb4X9feD8hI/AAAAAAAAAj8/-1rp8mlc9mQ/s320/m%25C3%25A3os+dadas.JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;b&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;/b&gt;  &lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/400132380264729625-3155488296451089880?l=blogdaconcentracao.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://blogdaconcentracao.blogspot.com/feeds/3155488296451089880/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://blogdaconcentracao.blogspot.com/2011/05/amigos.html#comment-form' title='1 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/400132380264729625/posts/default/3155488296451089880'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/400132380264729625/posts/default/3155488296451089880'/><link rel='alternate' type='text/html' href='http://blogdaconcentracao.blogspot.com/2011/05/amigos.html' title='Amigos'/><author><name>Juh</name><uri>http://www.blogger.com/profile/05511718375591899949</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='30' src='http://2.bp.blogspot.com/-0Qm3fWXs7c0/TYy2okn5G6I/AAAAAAAAATA/AMfXVlCs4LU/s220/162653_189727057710838_100000206358253_785299_7698050_n.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-D33tIWctwdA/Tb4X9feD8hI/AAAAAAAAAj8/-1rp8mlc9mQ/s72-c/m%25C3%25A3os+dadas.JPG' height='72' width='72'/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-400132380264729625.post-1770369202511382808</id><published>2011-04-18T01:15:00.001-03:00</published><updated>2011-04-19T16:53:41.159-03:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='mudança'/><category scheme='http://www.blogger.com/atom/ns#' term='interior'/><category scheme='http://www.blogger.com/atom/ns#' term='Afirmação Positiva'/><title type='text'>Dia Da Afirmação Positiva...</title><content type='html'>&lt;b&gt;Se queremos mudar algo em nossa vida,devemos iniciar pela mente,mudar o pensamento,que é a causa,para sentir a mudança na esfera exterior.&lt;/b&gt;&lt;br /&gt;&lt;b&gt;Se você for realizar uma prova com pensamentos negativos,o desempenho será um fracasso.&lt;/b&gt;&lt;br /&gt;&lt;b&gt;Se tiver pensamentos de mágoa,raiva,culpa,sua saúde acusará o desequilíbrio da mente.&lt;/b&gt;&lt;br /&gt;&lt;b&gt;Se você pensa que nasceu para sofrer,sua vida será sofrimento.&lt;/b&gt;&lt;br /&gt;&lt;b&gt;Tudo está em nós,tudo principia em nós,por isso,qualquer mudança real só pode iniciar em nós mesmos.&lt;/b&gt;&lt;br /&gt;&lt;b&gt;Temos o hábito de ficar contando e recontando nossos problemas.&lt;/b&gt;&lt;br /&gt;&lt;b&gt;Quanto mais falamos no problema,mais ele aumentará.&lt;/b&gt;&lt;br /&gt;&lt;b&gt;Quanto mais nos fixamos na dificuldade,mas ela crescerá.&lt;/b&gt;&lt;br /&gt;&lt;b&gt;É como o fermento do bolo,que o faz crescer.&lt;/b&gt;&lt;br /&gt;&lt;b&gt;Elimina,do teu vocabulário,as frases pessimistas habituais,substituindo-as por equivalentes ideais.&lt;/b&gt;&lt;br /&gt;&lt;b&gt;Não digas:"Não posso"..."Não suporto mais"..."desisto"...&lt;/b&gt;&lt;br /&gt;&lt;b&gt;Faz uma mudança de paisagem mental e corrige-a por outras:&lt;/b&gt;&lt;br /&gt;&lt;b&gt;"Tudo posso,quando quero!!"&lt;/b&gt;&lt;br /&gt;&lt;b&gt;As coisas que estão ocorrendo em nossa vida refletem o nosso estado interior, o nosso mundo...&lt;/b&gt;&lt;br /&gt;&lt;b&gt;A chave está ai dentro...&lt;/b&gt;&lt;br /&gt;&lt;b&gt;A mudança começa em você e com você...&lt;/b&gt;&lt;br /&gt;&lt;br /&gt;&lt;b&gt;"Se você quer transformar o mundo,experimente primeiro promover o seu aperfeiçoamento pessoal,e realizar inovações no seu próprio interior..."&amp;nbsp;&lt;/b&gt;&lt;br /&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;br /&gt;*&lt;i&gt;&lt;b&gt;AFIRM / AÇÃO&lt;/b&gt;&lt;/i&gt;. &lt;b&gt;Afirmar é o mesmo que certificar, declarar com firmeza, ou ainda manifestar-se ou produzir exteriormente e é aqui que entra a segunda forma da palavra,  pois algo só pode ser produzido exteriormente quando acionamos ou  agimos.&lt;/b&gt;&lt;br /&gt;&lt;b&gt;AFIRMAÇÃO é o ato de produzir ou manifestar algo na  vida de quem afirma, porém, isso só ocorre quando se aciona o que  afirmou.&lt;/b&gt;&lt;br /&gt;&lt;br /&gt;&lt;b&gt;"Tente mover o mundo - o primeiro passo será mover a si mesmo." Platão&lt;/b&gt;&lt;div style="background-color: transparent; border: medium none; color: black; overflow: hidden; text-align: left; text-decoration: none;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="background-color: transparent; border: medium none; color: black; overflow: hidden; text-align: left; text-decoration: none;"&gt;&lt;b&gt;- Trechos do livro:"Pro dia nascer Feliz"&lt;/b&gt;&lt;/div&gt;&lt;div style="background-color: transparent; border: medium none; color: black; overflow: hidden; text-align: left; text-decoration: none;"&gt;&lt;/div&gt;&lt;div style="background-color: transparent; border: medium none; color: black; overflow: hidden; text-align: left; text-decoration: none;"&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-L4sf7pzMUiw/Tau66UnowwI/AAAAAAAAAg0/yNsNPTl1wtA/s1600/felicidade2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" src="http://1.bp.blogspot.com/-L4sf7pzMUiw/Tau66UnowwI/AAAAAAAAAg0/yNsNPTl1wtA/s320/felicidade2.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="background-color: transparent; border: medium none; color: black; overflow: hidden; text-align: left; text-decoration: none;"&gt;&lt;/div&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/400132380264729625-1770369202511382808?l=blogdaconcentracao.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://blogdaconcentracao.blogspot.com/feeds/1770369202511382808/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://blogdaconcentracao.blogspot.com/2011/04/dia-da-afirmacao-positiva.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/400132380264729625/posts/default/1770369202511382808'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/400132380264729625/posts/default/1770369202511382808'/><link rel='alternate' type='text/html' href='http://blogdaconcentracao.blogspot.com/2011/04/dia-da-afirmacao-positiva.html' title='Dia Da Afirmação Positiva...'/><author><name>Juh</name><uri>http://www.blogger.com/profile/05511718375591899949</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='30' src='http://2.bp.blogspot.com/-0Qm3fWXs7c0/TYy2okn5G6I/AAAAAAAAATA/AMfXVlCs4LU/s220/162653_189727057710838_100000206358253_785299_7698050_n.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-L4sf7pzMUiw/Tau66UnowwI/AAAAAAAAAg0/yNsNPTl1wtA/s72-c/felicidade2.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-400132380264729625.post-6679367832061090272</id><published>2011-04-17T14:02:00.001-03:00</published><updated>2011-04-17T20:20:51.292-03:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Gentileza'/><title type='text'>A gentileza é uma qualidade divina</title><content type='html'>&lt;a href="http://www.palavrasdeosho.com/2011/04/gentileza-e-uma-qualidade-divina.html"&gt;A gentileza é uma qualidade divina&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/400132380264729625-6679367832061090272?l=blogdaconcentracao.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='related' href='http://www.palavrasdeosho.com/2011/04/gentileza-e-uma-qualidade-divina.html' title='A gentileza é uma qualidade divina'/><link rel='replies' type='application/atom+xml' href='http://blogdaconcentracao.blogspot.com/feeds/6679367832061090272/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://blogdaconcentracao.blogspot.com/2011/04/gentileza-e-uma-qualidade-divina.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/400132380264729625/posts/default/6679367832061090272'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/400132380264729625/posts/default/6679367832061090272'/><link rel='alternate' type='text/html' href='http://blogdaconcentracao.blogspot.com/2011/04/gentileza-e-uma-qualidade-divina.html' title='A gentileza é uma qualidade divina'/><author><name>Juh</name><uri>http://www.blogger.com/profile/05511718375591899949</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='30' src='http://2.bp.blogspot.com/-0Qm3fWXs7c0/TYy2okn5G6I/AAAAAAAAATA/AMfXVlCs4LU/s220/162653_189727057710838_100000206358253_785299_7698050_n.jpg'/></author><thr:total>0</thr:total></entry></feed>
