<?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-3585890176427379323</id><updated>2012-02-26T06:24:53.108-08:00</updated><category term='Seminarios'/><category term='Libros'/><category term='Libro Ansiedad y Ataques de Pánico'/><category term='Auto Liberación'/><category term='Muerte'/><category term='Trascendencia'/><category term='Salud Mental'/><category term='Mantras'/><category term='Medicina'/><category term='La Meditación'/><category term='Dzogchen'/><category term='Estrés'/><category term='Libro Vida y Muerte'/><category term='Yoga'/><category term='Cerebro-Mente'/><category term='Cantos'/><category term='Ciencia'/><category term='Programas'/><category term='Bondad'/><category term='Pánico'/><category term='Felicidad'/><category term='Ansiedad'/><category term='Risa'/><category term='Pureza'/><category term='Calentamiento global'/><category term='Vacuidad'/><category term='Inteligencia Emocional'/><category term='Retiros'/><category term='Clown meditando'/><category term='Actividades'/><category term='Concentración'/><category term='Budismo'/><category term='Sabiduría'/><category term='Dolor'/><category term='Vipassana'/><title type='text'>meditación perú</title><subtitle type='html'>El Instituto Peruano de Estudios Budistas -en Lima 
www.perubudismo.org/ es una organización sin fines de lucro que se propone transmitir una comprensión y una experiencia de la plenitud en la vida contemporánea, integrando la esencia de las enseñanzas tradicionales a la cultura occidental. Correo: 
kunzan@hotmail.com</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://meditacionperu.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3585890176427379323/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://meditacionperu.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><author><name>Juan Jose Bustamante</name><uri>http://www.blogger.com/profile/05606427216418070905</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>74</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-3585890176427379323.post-39390730172939882</id><published>2012-02-26T06:22:00.002-08:00</published><updated>2012-02-26T06:24:53.116-08:00</updated><title type='text'>Duele pero no daña –Se disuelve como escritura en el agua</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;br /&gt;&lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;&lt;span style="font-size: large;"&gt;&lt;span lang="ES" style="color: #009900;"&gt;Seminario yMeditaciones guiadas &lt;/span&gt;&lt;span lang="ES-TRAD"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;&lt;span style="font-size: small;"&gt;&lt;span lang="ES" style="color: #009900;"&gt;&lt;span style="font-size: large;"&gt;para el bienestar mental y emociona&lt;/span&gt;l&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;&lt;span style="font-size: small;"&gt;&lt;span lang="ES-TRAD"&gt;&amp;nbsp;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;&lt;span style="font-size: small;"&gt;&lt;span lang="ES-TRAD"&gt;Sobre el texto &lt;/span&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;span lang="ES-TRAD"&gt;del mismo título &lt;/span&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;span lang="ES-TRAD"&gt;más abajo&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: small;"&gt;&lt;span lang="ES-TRAD"&gt;&lt;b&gt; &lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style="font-size: small;"&gt;&lt;span lang="ES-TRAD" style="color: black;"&gt; &lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;&lt;span style="font-size: small;"&gt;&lt;span lang="ES-TRAD" style="color: black;"&gt;COMPRUEBAQUE TODO LO QUE SURGE COMO DOLOR Y MALESTAR&lt;br /&gt;SE DISUELVE EN LA MENTE SIN DEJAR HUELLA&lt;/span&gt;&lt;span lang="ES-TRAD"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;&lt;span style="font-size: small;"&gt;&lt;span lang="ES-TRAD"&gt;&lt;b&gt;Miércoles del 29 de Febrero al 21 Marzo 7 a 9pm / &lt;/b&gt;&lt;/span&gt;&lt;span lang="ES-TRAD"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;&lt;span style="font-size: small;"&gt;&lt;b&gt;&lt;span lang="ES-TRAD"&gt;Sábados del 3 al 24 de Marzo 10.30 a12.30&amp;nbsp;del día, &lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;&lt;span style="font-size: small;"&gt;&lt;b&gt;&lt;span lang="ES-TRAD"&gt;Donación S/. 100&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;&lt;span style="font-size: small;"&gt;&lt;span lang="ES-TRAD" style="color: #2a2a2a;"&gt;Síguenos también en Twitter:@PazEnLaMente&lt;/span&gt;&lt;span lang="ES-TRAD"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="background: none repeat scroll 0% 0% white; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="background: none repeat scroll 0% 0% white; text-align: center;"&gt;&lt;span style="font-size: small;"&gt;&lt;span lang="ES-TRAD"&gt;P&lt;/span&gt;&lt;span lang="ES"&gt;or Juan José Bustamante, &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="background: none repeat scroll 0% 0% white; text-align: center;"&gt;&lt;span style="font-size: small;"&gt;&lt;span lang="ES"&gt;Profesor de Budismo de laUniversidad Católica &lt;/span&gt;&lt;span lang="ES-TRAD"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="background: none repeat scroll 0% 0% white; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="background: none repeat scroll 0% 0% white; text-align: center;"&gt;&lt;span style="font-size: small;"&gt;&lt;span lang="ES"&gt;En Calle Enrique Palacios1125-C, Miraflores, &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="background: none repeat scroll 0% 0% white; text-align: center;"&gt;&lt;span style="font-size: small;"&gt;&lt;span lang="ES"&gt;Instituto Peruano deEstudios Budistas, &lt;/span&gt;&lt;span lang="ES-TRAD"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="background: none repeat scroll 0% 0% white; text-align: center;"&gt;&lt;span style="font-size: small;"&gt;&lt;span lang="ES"&gt;(altura 10 de Av. Pardo),&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="background: none repeat scroll 0% 0% white; text-align: center;"&gt;&lt;span style="font-size: small;"&gt;&lt;span lang="ES"&gt;Estacionamiento vigiladoCalle Chacaltana cdra. 2&lt;/span&gt;&lt;span lang="ES-TRAD"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;&lt;span style="font-size: small;"&gt;&lt;span lang="ES"&gt;Tlfs. 4455003 y 999467542&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span style="font-size: small;"&gt;&lt;span lang="ES" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;;"&gt;Ver más información en &lt;a href="http://www.perubudismo.org/"&gt;www.perubudismo.org&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3585890176427379323-39390730172939882?l=meditacionperu.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3585890176427379323/posts/default/39390730172939882'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3585890176427379323/posts/default/39390730172939882'/><link rel='alternate' type='text/html' href='http://meditacionperu.blogspot.com/2012/02/duele-pero-no-dana-se-disuelve-como_26.html' title='Duele pero no daña –Se disuelve como escritura en el agua'/><author><name>Juan Jose Bustamante</name><uri>http://www.blogger.com/profile/05606427216418070905</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-3585890176427379323.post-1437191467783855965</id><published>2012-02-26T06:09:00.000-08:00</published><updated>2012-02-26T06:12:03.875-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Auto Liberación'/><category scheme='http://www.blogger.com/atom/ns#' term='Dolor'/><category scheme='http://www.blogger.com/atom/ns#' term='Dzogchen'/><title type='text'>DUELE PERO NO DAÑA: SE DISUELVE COMO ESCRITURA EN EL AGUA</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-T335TVg2oXA/T0o8XJOiQ7I/AAAAAAAAAFI/LIwSvCDpMfA/s1600/Escritura+en+el+agua-+writ-in-water.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://2.bp.blogspot.com/-T335TVg2oXA/T0o8XJOiQ7I/AAAAAAAAAFI/LIwSvCDpMfA/s320/Escritura+en+el+agua-+writ-in-water.jpg" width="224" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;&lt;span style="font-size: large;"&gt;&lt;span lang="ES-TRAD"&gt;"Comose disuelve un dibujo en el agua &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;&lt;span style="font-size: large;"&gt;&lt;span lang="ES-TRAD"&gt;elpensamiento se disuelve al ser reconocido&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;&lt;span style="font-size: large;"&gt;&lt;span lang="ES-TRAD"&gt;comola mente libre y plena no dual"&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;&lt;span style="font-size: large;"&gt;&lt;span lang="ES-TRAD"&gt;PatrulRinpoché&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;&lt;span style="font-size: large;"&gt;E&lt;span lang="ES-TRAD"&gt;l tercer preceptodel maestro Garab Dorje: Integrar la práctica en la vida diaria&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-size: large;"&gt;&lt;span lang="ES-TRAD"&gt;Con confianzaimplícita, usa el proceso de la auto-liberación, la enseñanza especial de lasenseñanzas sobre tu Gran Perfección, el Dzogchén, diferente a otras técnicas,como la mente en descanso, la transformación, etc., que no siempre puedendominar los impulsos del deseo y la cólera, ni pueden detener el flujo de losimpulsos producidos por nuestros actos, el karma.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;table border="0" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; margin-left: -1.55pt;"&gt; &lt;tbody&gt;&lt;tr style="height: 38.5pt;"&gt;  &lt;td style="height: 38.5pt; padding: 0cm 3.5pt; width: 433pt;" valign="top" width="866"&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-size: large;"&gt;&lt;span lang="ES-TRAD"&gt;Se trata del dejar  que lo que surge en la mente se auto-libere en la verdadera naturaleza de tu  propia mente tal como ya es ahora, espaciosa, inteligente y cálida, el  Dharmakaya.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&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-size: large;"&gt;&lt;span lang="ES-TRAD"&gt;Intuye laconsciencia no dual en todo lo que surja. Todo se disuelve en la faz originalde la mente, en esa consciencia plena que has conocido mediante la apertura, y sobrela cual debido a tu propia experiencia ya no tienes más dudas.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-size: large;"&gt;&lt;b&gt;&lt;span lang="ES-TRAD"&gt;Ningún Namtok nos engaña&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-size: large;"&gt;&lt;span lang="ES-TRAD"&gt;Nam-tok se lellama en idioma tibetano a cualquier pensamiento o forma que surja en la mente,ya &amp;nbsp;sea un deseo apasionado y violento a unobjeto de apego, o una feroz aversión a un objeto de repugnancia, o sensacionesplacenteras, por ejemplo &amp;nbsp;riquezas,placer sensorial, o incluso también sensaciones de dolor, como enfermedades o &amp;nbsp;pérdidas. O recuerdos de la memoria, o pensamientosgroseros o sutiles. Incluso los pensamientos fortuitos, causados por losinconscientes procesos mentales.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-size: large;"&gt;&lt;span lang="ES-TRAD"&gt;Todo lo queocurre es la creatividad del conocer de la Consciencia, su libre despliegue.Siendo pura, inteligente e ilimitada, todo lo que ella cree será puro, claro ysin trabas.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;table border="0" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; margin-left: 1.45pt;"&gt; &lt;tbody&gt;&lt;tr style="height: 30.5pt;"&gt;  &lt;td style="height: 30.5pt; padding: 0cm 3.5pt; width: 404pt;" valign="top" width="808"&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-size: large;"&gt;&lt;span lang="ES-TRAD"&gt;Lo esencial es  observar su liberación, observar como todas las formas mentales se disuelven  en la mente espaciosa, inteligente y cálida, después de surgir y aparecer en  la mente. Y no queda residuo en la Mente. De esa manera no deja huella de lo  que ha surgido en la mente. No se genera un efecto, o karma.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&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-size: large;"&gt;&lt;span lang="ES-TRAD"&gt;Ningúnpensamiento llegará a asumirse inconscientemente como la realidad, ni siquiera‘confirmará’ la realidad. Lo que llamamos La ‘REALIDAD’ no nos engañará más. Nohabrán ideas fijas en el intelecto.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-size: large;"&gt;&lt;span lang="ES-TRAD"&gt;“Espontáneamentese disuelven sin dejar huella, Ah la la! (expresión de gozo)”&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-size: large;"&gt;&lt;span lang="ES-TRAD"&gt;Al reconocer laesencia de todo lo que surja en la mente, el pensamiento es liberado por símismo, se auto libera, se auto disuelve, regresa a la base de donde surgió. &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-size: large;"&gt;&lt;span lang="ES-TRAD"&gt;¿Cuál es su esencia?Es sin esencia inherente, es tan sólo energía que surge espontáneamente de labase espaciosa y libre de la mente, sin crear ninguna verdadera limitación, tansólo creando impresiones ilusorias de acuerdo a nuestra visión dualista,construida por nuestras propias acciones y pensamientos (karma). Contempla relajadamenteesa esencia desnuda en el momento en que se reconozca que ha surgido una formamental o namtok. Entonces la actividad engañosa de la mente se habrá detenido.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-size: large;"&gt;&lt;span lang="ES-TRAD"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-size: large;"&gt;&lt;span lang="ES-TRAD"&gt;“No sólo sereconoce el Nam-tok, sino que se &lt;i&gt;&lt;u&gt;ve&lt;/u&gt;&lt;/i&gt;como se &lt;i&gt;auto-libera&lt;/i&gt;.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-size: large;"&gt;&lt;span lang="ES-TRAD"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;i&gt;¡Ahoralo ves, ahora no lo ves!”&lt;/i&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-size: large;"&gt;&lt;b&gt;&lt;span lang="ES-TRAD"&gt;Como se disuelve un dibujo en el agua&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-size: large;"&gt;&lt;span lang="ES-TRAD"&gt;El pensamientose disuelve al ser reconocido, inmediatamente, porque uno se ha familiarizado &lt;u&gt;antes&lt;/u&gt;con la Consciencia no-dual misma. Descansas en ese reconocimiento, te mantienesabsorto en él. &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-size: large;"&gt;&lt;span lang="ES-TRAD"&gt;Sólo hay un ininterrumpidoy espontáneo surgir y auto-liberarse.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-size: large;"&gt;&lt;b&gt;&lt;span lang="ES-TRAD"&gt;No interfieras con nada que surja en la mente&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-size: large;"&gt;&lt;span lang="ES-TRAD"&gt;Permite quecualquier cosa surja como quiera, por ejemplo violentamente, plácidamente,celosamente, orgullosamente, etc. Los llamados Cinco Venenos (ignorancia,apego, cólera, orgullo y envidia) cargan con poder y resplandor la práctica,nos proporcionan el material para poder reconocer la fuente de la cual surgen,saber de qué están hechos, y en dónde terminan cuando se disuelven y regresan asu fuente. Todo se disuelve en su pura naturaleza&amp;nbsp; que estás reconociendo.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-size: large;"&gt;&lt;span lang="ES-TRAD"&gt;Si no la estásreconociendo, mejor reconócela. Y si aún no puedes, sigue mientras tanto uncamino de &amp;nbsp;renuncia, debido a que creesque algo es inherentemente malo.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-size: large;"&gt;&lt;span lang="ES-TRAD"&gt;Toda formamental o namtok potencia y actualiza de esta forma el conocimiento de lanaturaleza espaciosa, inteligente y cálida de la mente, el Dharmakaya. Te lorecuerda, lo hace presente.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-size: large;"&gt;&lt;span lang="ES-TRAD"&gt;Todo alimenta ellibre y desnudo conocimiento y la experiencia de la ausencia de esenciainherente de los fenómenos, la vacuidad.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-size: large;"&gt;&lt;span lang="ES-TRAD"&gt;Todo esobservado sin aceptación ni rechazo, sin conceptos (‘desnudo’ de ellos). Laconceptualización lleva a una visión dual, favorece la visión que se apega orechaza, de lo &amp;nbsp;absolutamente malo o bueno.No juzgues “esto ‘debería’ ser así...”, etc.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-size: large;"&gt;&lt;b&gt;&lt;span lang="ES-TRAD"&gt;La ‘presencia’ o Contemplación&lt;/span&gt;&lt;/b&gt;&lt;span lang="ES-TRAD"&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-size: large;"&gt;&lt;span lang="ES-TRAD"&gt;La contemplaciónes diferente de Meditación, en la cual estamos creando causas para obtenerefectos. En la contemplación tan sólo se reconoce que cuando la conscienciano-dual está presente, todo se auto-libera, &lt;i&gt;sinesfuerzo&lt;/i&gt;, como escritura en el agua. Porque todo surge del plenum de lapureza primordial. Lo que surge de ella no puede ser otra cosa que ella misma,como el juego libre de esa base.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-size: large;"&gt;&lt;span lang="ES-TRAD"&gt;Todo lo quesurja y se mueva en la mente es la creatividad de su inteligencia pura,&amp;nbsp; (“&lt;i&gt;loves&lt;/i&gt;…”). Ves que todo es vacío en su naturaleza original. Hay que llegar aestar convencidos de esto no por conceptualización sino por verificación yexperiencia.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-size: large;"&gt;&lt;b&gt;&lt;span lang="ES-TRAD"&gt;El dolor sigue surgiendo pero no hace daño&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-size: large;"&gt;&lt;span lang="ES-TRAD"&gt;Las cosas surgenigual que en el pasado, pero sin dejar huella... (“&lt;i&gt;ya no lo ves&lt;/i&gt;…”). Surge sufrimiento, cólera, depresión, etc. asícomo goces y penas, esperanzas y temores. Surge inhibición e indulgencia,afirmación y negación. Igual que en los no practicantes de esta visión, compulsivamente.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-size: large;"&gt;&lt;span lang="ES-TRAD"&gt;Pero ya no teengañan, se auto disuelven. No crean karma, no condicionan. No generansufrimiento.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-size: large;"&gt;&lt;span lang="ES-TRAD"&gt;Traducido yeditado por Juan José Bustamante a partir del texto “The Golden Letters, The Three&lt;/span&gt;&lt;span lang="ES-TRAD"&gt; Statements of Garab Dorje”, por John Myrdhin Reynolds&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3585890176427379323-1437191467783855965?l=meditacionperu.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3585890176427379323/posts/default/1437191467783855965'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3585890176427379323/posts/default/1437191467783855965'/><link rel='alternate' type='text/html' href='http://meditacionperu.blogspot.com/2012/02/duele-pero-no-dana-se-disuelve-como.html' title='DUELE PERO NO DAÑA: SE DISUELVE COMO ESCRITURA EN EL AGUA'/><author><name>Juan Jose Bustamante</name><uri>http://www.blogger.com/profile/05606427216418070905</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-T335TVg2oXA/T0o8XJOiQ7I/AAAAAAAAAFI/LIwSvCDpMfA/s72-c/Escritura+en+el+agua-+writ-in-water.jpg' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-3585890176427379323.post-4370336586809006060</id><published>2012-02-24T08:51:00.004-08:00</published><updated>2012-02-24T08:51:59.649-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='La Meditación'/><title type='text'>Meditación de Un Momento</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-nW0kdAlZlC8/T0e_22pu9yI/AAAAAAAAAFA/0p4x5KMCO4M/s1600/One+Moment+Meditation.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" src="http://3.bp.blogspot.com/-nW0kdAlZlC8/T0e_22pu9yI/AAAAAAAAAFA/0p4x5KMCO4M/s320/One+Moment+Meditation.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;Interesante video que explica como meditar en tan sólo un momento&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;&lt;a href="http://www.youtube.com/watch?v=7evHksiT1OQ&amp;amp;feature=share"&gt;http://www.youtube.com/watch?v=7evHksiT1OQ&amp;amp;feature=share&lt;/a&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;Este video está basado en el libro One Moment Meditation de Martin Boroson.&lt;/span&gt;&lt;a class="yt-uix-redirect-link" dir="ltr" href="http://onemomentmeditation.com/" rel="nofollow" target="_blank" title="http://onemomentmeditation.com/"&gt;&lt;/a&gt; &lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3585890176427379323-4370336586809006060?l=meditacionperu.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3585890176427379323/posts/default/4370336586809006060'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3585890176427379323/posts/default/4370336586809006060'/><link rel='alternate' type='text/html' href='http://meditacionperu.blogspot.com/2012/02/meditacion-de-un-momento.html' title='Meditación de Un Momento'/><author><name>Juan Jose Bustamante</name><uri>http://www.blogger.com/profile/05606427216418070905</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-nW0kdAlZlC8/T0e_22pu9yI/AAAAAAAAAFA/0p4x5KMCO4M/s72-c/One+Moment+Meditation.jpg' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-3585890176427379323.post-7714118971465540347</id><published>2012-02-23T21:18:00.000-08:00</published><updated>2012-02-24T10:16:19.978-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Vacuidad'/><title type='text'>La Vacuidad de los fenómenos, por Nagarjuna, el filósofo más grande del Budismo</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-a2ngCJvWB7k/T0cahUTNujI/AAAAAAAAAE4/iP7ncB3CrCE/s1600/Nagarjuna.bmp" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://3.bp.blogspot.com/-a2ngCJvWB7k/T0cahUTNujI/AAAAAAAAAE4/iP7ncB3CrCE/s320/Nagarjuna.bmp" width="244" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;span style="font-size: large;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;La Vacuidad de los fenómenos explica uno de los 4 sellos del Budismo, que afirma que en todo lo que hay no hay un sí mismo (anatta). Los fenómenos no tienen un ser que les sea propio. Ni las cosas ni el mismo yo tienen un ser absoluto e inmutable, su ser es relativo y mutable, cambiante.&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;&lt;div class="text_exposed_root text_exposed" id="id_4f47195393bfa6662258143"&gt;&lt;span style="font-size: large;"&gt;&lt;span class="text_exposed_show"&gt;La Vacuidad no es la nada. Es la plenitud de potencialidades. Todo está en potencia en el espacio creativo de la Vacuidad. Podriamos decir que es una Vacuidad-Plenitud.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;&lt;span class="text_exposed_show"&gt;Cuando se explica el llamado 'Vacío', siempre es bueno decir vacío de qué. Los fenómenos son todos ellos compuestos (de componentes) y por ello carecen (están vacíos) de una realidad o existencia inherente, intrínseca, absoluta. Su realidad es tan sólo aparente y provisional, les es 'prestada' por sus componentes, los cuales a su vez son otros tantos fenómenos compuestos, y así sucesivamente.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;&lt;span class="text_exposed_show"&gt;Los fenómenos no son independientes ni absolutos, son dependientes de sus componentes, y de las limitaciones de sus componentes, y éstos de sus propios componentes, y así sucesivamente.&lt;br /&gt; &lt;br /&gt; &lt;/span&gt;&lt;/span&gt;&lt;span style="font-size: large;"&gt;&lt;span class="text_exposed_show"&gt;El objetivo de la metodología de Nagarjuna era el rechazo de los puntos de vista extremos, y transmitir las enseñanzas del Buda como el camino del medio. Especialmente se servia para esto de una explicación detallada del concepto de la vacuidad (śūnyatā, pronunciado shunyata) que esta directamente relacionado con el concepto de interdependencia mutua (skrt. pratītyasamutpāda).&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;&lt;span class="text_exposed_show"&gt; &lt;br /&gt; Para explicar “sunyata” con argumentos lógicos, Nagarjuna expone a los fenómenos a un análisis profundo. Solamente porque los fenómenos son vacíos, estos pueden surgir o desvanecerse, argumenta Nagarjuna. Es decir que surgen o se desvanecen en la mente que los conoce o percibe. Basta meditar para conmprobarlo. Así es que surgen y se disuelven los malestares, el dolor, el sufrimiento, y todos los demás fenómenos percibidos en la mente, sean materiales o pensados.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;&lt;span class="text_exposed_show"&gt;Y sólo porque los fenómenos son vacíos, el sufrimiento puede ser superado por medio de las cuatro venerables y nobles verdades y el andar sobre el camino óctuple se hace posible. Si los fenómenos no fuesen vacíos no habría desarrollo y el mundo seria estático, sin cambio, algo así como “congelado hasta la eternidad”. Es decir que si los fenómenos tuvieran realidad absoluta siempre serían igual, sin cambiar, sólo habría los fenómenos "que ya hay".&amp;nbsp; Pero tomando en cuenta la impermanencia del mundo y la constante aparición de nuevas combinaciones y hasta nuevos fenómenos está claro que esto no puede ser verídico. En ningún sitio hay algo que sea permanente. Y por eso, concluye Nagarjuna, no hay en ningún sitio algo que no sea vacío de una esencia y existencia absoluta.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="text_exposed_root text_exposed" id="id_4f47195393bfa6662258143"&gt;&lt;span style="font-size: large;"&gt;&lt;span class="text_exposed_show"&gt;&lt;br /&gt; Siendo así, todas las cosas son sin ser propio (nairātmya), sin entidad propia (asvabhāva) y vacíos (śūnya), dado que por su dependencia de factores condicionantes no disponen de una existencia propia (svabhāva).&lt;br /&gt; &lt;br /&gt; Para Nagarjuna el mundo justamente por esta falta de existencia propia, no puede ser un mundo del ser sino de un cambio continuo. Las cosas no son, sino que ocurren, como una melodía que no es otra cosa que una combinación de tonos. Las cosas no ingresan tal cual y absolutamente a la existencia, dado que su nacimiento depende de circunstancias y esta dependencia hace imposible encontrar una primera causa, una raíz palpable. Se pierde en la infinita tela de la interdependencia. Los fenómenos no existen eternamente, no vienen de la nada para después volver a la misma nada de donde han venido, sino que se van produciendo por causas y condiciones sucesivas, causadas por el karma. Debido a su condición de vacíos, no se puede afirmar ni negar nada absoluto de ellos, ni que los fenómenos no existen ni son no-existentes.&lt;br /&gt; &lt;br /&gt; Sólo el que no ha experimentado la sabiduría de la vacuidad universal se apega a la diferencia entre lo relativo y lo absoluto y con eso crea una diferencia o límite o frontera entre Samsara (el sufrimiento) y Nirvana (la extinción del sufrimiento), que no existe. Dado que la vacuidad significa liberación, todos los seres, al estar vacíos o carentes de una existencia inherente (que los condicione absolutamente) se encuentran siempre en un estado de libertad, pero lamentablemente no se dan cuenta de ello. Solo hace falta darse cuenta de esta condición esencial que está libre de diferencias, extremos y limitaciones. Consciencia. Pero Nagarjuna también recuerda que comprender este hecho no es un proceso tan sólo intelectual ni depende de la voluntad o de la persona, y no es por tanto algo que se pueda querer poseer u obtener.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="text_exposed_root text_exposed" id="id_4f47195393bfa6662258143"&gt;&lt;span style="font-size: large;"&gt;&lt;span class="text_exposed_show"&gt;&lt;br /&gt; Pero las enseñanzas de Nagarjuna no cesan ahí, afirmando que incluso el pensar que la liberación resulte por medio de la aniquilación del Karma y de los apegos, es en si también solo una diferenciación que proviene del desarrollo de conceptos, que le estarían dando realidad o solidez a los conceptos, pero que este desarrollo meramente conceptual es aniquilado por la vacuidad y la experiencia de la vacuidad. Dado que la vacuidad no es algo que está detrás de la verdad sino que es la verdad misma, todo concepto y desarrollo de concepto queda nulo.&lt;br /&gt; &lt;br /&gt; Nagarjuna también reconoció que es imprescindible ser muy cauto con el concepto de la vacuidad dado que se trata más que nada de un método para explicar la verdad, no es una "cosa" en sí misma:&lt;br /&gt; &lt;br /&gt; “Shunyata, la vacuidad, fue enseñada por los budas como un rechazo a cualquier concepto. Aquellos para los cuales Shunyata es un concepto, se les declara incurables”.&lt;br /&gt; &lt;br /&gt; Si se llega al punto en el cual shunyata haya cumplido su papel y ha abierto los ojos a una visión mas profunda, debe ser abandonada, como una barca que a uno lo ha llevado a la otra orilla y que no se necesita más. Por lo que Nagarjuna dice:&lt;br /&gt; &lt;br /&gt; "No se debe decir 'vacío', ni 'no-vacio', tampoco 'los dos a la vez' ni tampoco “ninguno de los dos”. Pero para la comprensión se puede hablar así”.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;Nagarjuna debe haber nacido en el primero o segundo siglo DC en India, en la región Vidharba en el estado hoy en día llamado Maharashtra. Se dice que fundó un monasterio en Andra Pradesh donde transmitió sus enseñanzas. Estas enseñanzas se encuentran en los 27 capítulos de las “Estrofas sobre las enseñanzas básicas del camino del medio” (Mūlamādhyamakakārikā).&lt;br /&gt;&lt;br /&gt; Nagarjuna consideraba su postura como una vuelta hacia la ens&lt;/span&gt;&lt;span style="font-size: large;"&gt;&lt;span class="text_exposed_show"&gt;eñanza central del Buda, por lo cual no se le puede considerar fundador de una nueva escuela o fundador del Mahayana pero si uno de los maestros budistas indios de más importancia para esta tradición.&lt;/span&gt;&lt;/span&gt;&lt;span style="font-size: large;"&gt;&lt;span class="text_exposed_show"&gt; &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3585890176427379323-7714118971465540347?l=meditacionperu.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3585890176427379323/posts/default/7714118971465540347'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3585890176427379323/posts/default/7714118971465540347'/><link rel='alternate' type='text/html' href='http://meditacionperu.blogspot.com/2012/02/la-vacuidad-de-los-fenomenos-por.html' title='La Vacuidad de los fenómenos, por Nagarjuna, el filósofo más grande del Budismo'/><author><name>Juan Jose Bustamante</name><uri>http://www.blogger.com/profile/05606427216418070905</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-a2ngCJvWB7k/T0cahUTNujI/AAAAAAAAAE4/iP7ncB3CrCE/s72-c/Nagarjuna.bmp' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-3585890176427379323.post-4935792111773163781</id><published>2012-02-22T09:40:00.002-08:00</published><updated>2012-02-22T09:41:16.714-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Cerebro-Mente'/><title type='text'>Mi derrame cerebral me llevó a una comprensión espiritual</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-BD-39cspFJM/T0UoOX8I6zI/AAAAAAAAAEw/1UmFBzth4kQ/s1600/Cerebro+y+Dra+Jill+Bolte+Taylor+-+Ver+conferencia+TED.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://3.bp.blogspot.com/-BD-39cspFJM/T0UoOX8I6zI/AAAAAAAAAEw/1UmFBzth4kQ/s1600/Cerebro+y+Dra+Jill+Bolte+Taylor+-+Ver+conferencia+TED.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;Dra. Jill Bolte Taylor, neuroanatomista y profesora en Harvard dedicada al estudio de enfermedades mentales. Un día amaneció con una embolia cerebral en donde tuvo la oportunidad de estudiar en sí misma los efectos de un derrame en la parte izquierda de su cerebro. Se dio cuenta que puede tenerse un atisbo del Nirvana con el hemisferio derecho del cerebro que siempre está presente en todos nosotros.&amp;nbsp;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;Ver el video subtitulado en&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;&lt;a href="http://www.ted.com/talks/lang/en/jill_bolte_taylor_s_powerful_stroke_of_insight.html"&gt;http://www.ted.com/talks/lang/en/jill_bolte_taylor_s_powerful_stroke_of_insight.html&lt;/a&gt;&amp;nbsp;&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/3585890176427379323-4935792111773163781?l=meditacionperu.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3585890176427379323/posts/default/4935792111773163781'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3585890176427379323/posts/default/4935792111773163781'/><link rel='alternate' type='text/html' href='http://meditacionperu.blogspot.com/2012/02/mi-derrame-cerebral-me-llevo-una.html' title='Mi derrame cerebral me llevó a una comprensión espiritual'/><author><name>Juan Jose Bustamante</name><uri>http://www.blogger.com/profile/05606427216418070905</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-BD-39cspFJM/T0UoOX8I6zI/AAAAAAAAAEw/1UmFBzth4kQ/s72-c/Cerebro+y+Dra+Jill+Bolte+Taylor+-+Ver+conferencia+TED.jpg' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-3585890176427379323.post-8959454326268049831</id><published>2012-02-21T20:43:00.000-08:00</published><updated>2012-02-21T20:43:03.573-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Cerebro-Mente'/><category scheme='http://www.blogger.com/atom/ns#' term='Libros'/><title type='text'>La Vida Emocional de su Cerebro</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-aauzYEX7FI8/T0RyF7mEu2I/AAAAAAAAAEo/PqhUBoRzyM0/s1600/cerebro-+Hemisferios.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" src="http://3.bp.blogspot.com/-aauzYEX7FI8/T0RyF7mEu2I/AAAAAAAAAEo/PqhUBoRzyM0/s320/cerebro-+Hemisferios.png" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="ecxMsoNormal" style="font-family: verdana, helvetica, sans-serif;"&gt;&lt;b&gt;&lt;span lang="ES-UY" style="font-family: Verdana; font-size: 10.0pt;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="ecxMsoNormal" style="font-family: verdana,helvetica,sans-serif;"&gt;&lt;b&gt;&lt;span lang="ES-UY" style="font-family: Verdana; font-size: 10pt;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="ecxMsoNormal" style="font-family: verdana,helvetica,sans-serif;"&gt;&lt;b&gt;&lt;span lang="ES-UY" style="font-family: Verdana; font-size: 10pt;"&gt;Madison Magazine&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="ecxMsoNormal" style="font-family: verdana, helvetica, sans-serif;"&gt;&lt;i&gt;&lt;span lang="ES-UY" style="font-family: Verdana; font-size: 10.0pt;"&gt;Por Jenifer Winiger&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;div class="ecxMsoNormal" style="font-family: verdana, helvetica, sans-serif;"&gt;&lt;span lang="ES-UY" style="font-family: Verdana; font-size: 10.0pt;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div style="background-color: white; font-family: verdana,helvetica,sans-serif;"&gt;&lt;span style="font-size: large;"&gt;&lt;span lang="ES" style="font-family: Verdana;"&gt;El nuevo libro de Richard Davidson en coautoría con Sharon Begley &lt;b&gt;The Emotional Life of your Brain &lt;/b&gt;(&lt;/span&gt;&lt;span lang="ES" style="font-family: Verdana;"&gt;La Vida&lt;/span&gt;&lt;span lang="ES" style="font-family: Verdana;"&gt; Emocional&lt;/span&gt;&lt;span lang="ES" style="font-family: Verdana;"&gt; de su Cerebro) esalucinante. &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="background-color: white; font-family: verdana,helvetica,sans-serif;"&gt;&lt;span style="font-size: large;"&gt;&lt;span lang="ES" style="font-family: Verdana;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="background-color: white; font-family: verdana,helvetica,sans-serif;"&gt;&lt;span style="font-size: large;"&gt;&lt;span lang="ES" style="font-family: Verdana;"&gt;Este consumado científico escribe un libro instructivo e informativobasado en la ciencia –toneladas de ciencia- del cerebro que se lee como unanovela de misterio/manual práctico de cómo cambiar nuestras reaccionesemocionales hacia nuestro mundo. Sería una gran película.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="background-color: white; font-family: verdana,helvetica,sans-serif;"&gt;&lt;span style="font-size: large;"&gt;&lt;span lang="ES" style="font-family: Verdana;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="background-color: white; font-family: verdana,helvetica,sans-serif;"&gt;&lt;span style="font-size: large;"&gt;&lt;span lang="ES" style="font-family: Verdana;"&gt;El autor, un prodigio que ganó su doctorado en Harvard a la edad de 24años, ha tenido toda su vida apetito no solo por entender cómo funciona elcerebro humano, sino además cómo es, en parte, responsable por las emocioneshumanas. &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="background-color: white; font-family: verdana,helvetica,sans-serif;"&gt;&lt;span style="font-size: large;"&gt;&lt;span lang="ES" style="font-family: Verdana;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="background-color: white; font-family: verdana,helvetica,sans-serif;"&gt;&lt;span style="font-size: large;"&gt;&lt;span lang="ES" style="font-family: Verdana;"&gt;Con la ayuda de la creación relativamente reciente de los equiposelectrónicos sofisticados, como la resonancia magnética (MRI, por sus siglas eninglés) Davidson ha identificado un continuo de seis dimensiones diferentes dela emoción humana, asignando sus orígenes a las áreas específicas de los circuitosen nuestros cerebros. Él proporciona herramientas de evaluación para examinarnuestras propias tendencias internas emocionales, e instrucciones de cómocambiar físicamente nuestros sentimientos. &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="background-color: white; font-family: verdana,helvetica,sans-serif;"&gt;&lt;span style="font-size: large;"&gt;&lt;span lang="ES" style="font-family: Verdana;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="background-color: white; font-family: verdana,helvetica,sans-serif;"&gt;&lt;span style="font-size: large;"&gt;&lt;span lang="ES" style="font-family: Verdana;"&gt;La heroína del libro es la meditación, con apoyo de gente como RamDass y el propio Dalai Lama. El elenco es de miles, incluyendo monjestibetanos, niños, adolescentes, estudiantes graduados y otros que aceptaronparticipar en los estudios de investigación de Davidson. Su enfoque de no dejarpiedra sin remover, ha llevado la neuroplasticidad -la habilidad del cerebro decambiar su estructura y patrones de actividad- a la vanguardia de la psicologíade hoy. &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="background-color: white; font-family: verdana,helvetica,sans-serif;"&gt;&lt;span style="font-size: large;"&gt;&lt;span lang="ES" style="font-family: Verdana;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style="font-size: large;"&gt;&lt;span lang="ES" style="font-family: Verdana;"&gt;El libro es escrito por gente laica, y está salpicado por el humor yla compasión de Davidson. Es un “no se puede dejar de leer”, y se va adisfrutar mucho el final.&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/3585890176427379323-8959454326268049831?l=meditacionperu.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3585890176427379323/posts/default/8959454326268049831'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3585890176427379323/posts/default/8959454326268049831'/><link rel='alternate' type='text/html' href='http://meditacionperu.blogspot.com/2012/02/la-vida-emocional-de-su-cerebro.html' title='La Vida Emocional de su Cerebro'/><author><name>Juan Jose Bustamante</name><uri>http://www.blogger.com/profile/05606427216418070905</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-aauzYEX7FI8/T0RyF7mEu2I/AAAAAAAAAEo/PqhUBoRzyM0/s72-c/cerebro-+Hemisferios.png' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-3585890176427379323.post-3896616409508851042</id><published>2012-02-18T06:59:00.001-08:00</published><updated>2012-02-18T07:01:42.360-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Vipassana'/><category scheme='http://www.blogger.com/atom/ns#' term='Concentración'/><category scheme='http://www.blogger.com/atom/ns#' term='La Meditación'/><title type='text'>Meditación de Atención Plena y Concentración</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-YlujjH4Ihh8/Tz-8xpGG0NI/AAAAAAAAAEg/plOOlw195zk/s1600/Meditacion+Caminando.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://3.bp.blogspot.com/-YlujjH4Ihh8/Tz-8xpGG0NI/AAAAAAAAAEg/plOOlw195zk/s320/Meditacion+Caminando.jpg" width="213" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"&gt;&lt;span lang="ES" style="font-family: &amp;quot;Cambria&amp;quot;,&amp;quot;serif&amp;quot;;"&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;"&gt;&lt;i style="mso-bidi-font-style: normal;"&gt;&lt;span lang="ES" style="font-family: &amp;quot;Cambria&amp;quot;,&amp;quot;serif&amp;quot;;"&gt;Artículo aparecido eninglés en la revista Tricycle, Winter 2002 como ‘A Refuge into Being. Q &amp;amp; Ain meditation’ . Por Martine Batchelor, autora de “La Meditación para la vida”,&amp;nbsp;fue una monja Zen en Corea por diez años, y ahora es casada y enseñameditación.&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal;"&gt;&lt;span lang="ES" style="font-family: &amp;quot;Cambria&amp;quot;,&amp;quot;serif&amp;quot;; font-size: large;"&gt;Cuando se medite sobre un objeto específico, como la respiración, eseobjeto ayudará a desarrollar la concentración, y la concentración permitirácultivar una mente tranquila y espaciosa. Pero se debe tener cuidado de noenfocar la atención demasiado en el objeto, ya que esto puede limitar lapráctica. Se debe mantener su enfoque principal en el objeto de meditación,pero tratar de hacerlo con una conciencia muy abierta. Cuando se atienda a larespiración, por ejemplo, permitirse ser también consciente de lo que estásucediendo en y alrededor de uno. Ser consciente de los sonidos, lospensamientos, sensaciones, sentimientos, pero sin quedarse fijado en ellos, sinaferrar nada, ni rechazar ninguna de estas cosas.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal;"&gt;&lt;span style="font-size: large;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal;"&gt;&lt;span lang="ES" style="font-family: &amp;quot;Cambria&amp;quot;,&amp;quot;serif&amp;quot;; font-size: large;"&gt;Cuando se medita sin un objeto específico, se está tratando de estar altanto de todo lo sucede &amp;nbsp;en ese momento,sin fijación. Simplemente se nota lo que surja, en el mundo o en la mente, con unaconciencia que no discrimina. Esta práctica de conciencia abierta puede ayudara ser tranquilo y espacioso, sin embargo, se debe tener cuidado de no llegar aensoñar. Hay que estar alerta, quieto, y presente. Esto requiere de energía,dedicación y confianza en la práctica y en la propia naturaleza despierta, o ‘naturalezade buda’ en ese momento.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal;"&gt;&lt;span style="font-size: large;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal;"&gt;&lt;span lang="ES" style="font-family: &amp;quot;Cambria&amp;quot;,&amp;quot;serif&amp;quot;; font-size: large;"&gt;También se debe tener cuidado de no identificar la meditaciónexclusivamente con la concentración [que busca sólo calmar la mente, llamadameditación &lt;i&gt;Shamatha&lt;/i&gt;]. También esesencial cultivar la investigación o meditación analítica [no se trata de unanálisis racional sino por una observación aguda y penetrante de los fenómenos,en silencio interior. También se le llama meditación&amp;nbsp; de Atención Plena, &lt;i&gt;Vipasyana (o Vipassana)&lt;/i&gt; o &lt;i&gt;Lhagthong&lt;/i&gt;].Esta es la meditación que se apoya en aquella cualidad de la mente que observay ve clara y directamente [sin inferencias lógicas] la naturaleza transitoria ycondicionada de la realidad [Todo cambia, todo depende de causas y condiciones].&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal;"&gt;&lt;span style="font-size: large;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal;"&gt;&lt;span lang="ES" style="font-family: &amp;quot;Cambria&amp;quot;,&amp;quot;serif&amp;quot;; font-size: large;"&gt;Ya sea que se esté &amp;nbsp;enfocando en unobjeto específico o no, el cultivo de la investigación requiere profundizar einvestigar la naturaleza de cada fenómeno en el propio &amp;nbsp;campo de conciencia. Ya se trate de larespiración o de un sonido o de un pensamiento, cada cosa puede ser vista comocondicionada y en constante cambio. &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal;"&gt;&lt;span lang="ES" style="font-family: &amp;quot;Cambria&amp;quot;,&amp;quot;serif&amp;quot;; font-size: large;"&gt;Es esencial que ambas meditaciones se cultiven juntas y en armonía, usandolos elementos tanto de la concentración como de la investigación. Laconcentración dará estabilidad, &amp;nbsp;quietudy espaciosidad. La investigación traerá un estado de alerta, intensidad, brilloy&amp;nbsp; claridad. Combinados, ayudarán adesarrollar la conciencia creativa, la capacidad de aplicar &amp;nbsp;una mente meditativa a todos los aspectos de lavida diaria. De esta manera la meditación se convierte tanto en refugio y enformación: un refugio en el ser, y un entrenamiento en el &amp;nbsp;hacer.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal;"&gt;&lt;span style="font-size: large;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal;"&gt;&lt;span lang="ES" style="font-family: &amp;quot;Cambria&amp;quot;,&amp;quot;serif&amp;quot;; font-size: large;"&gt;En la tradición del zen coreano hay un método de meditación que utiliza lapregunta "¿Qué es esto?" a fin de cultivar la concentración y lainvestigación juntas. Cuando uno se sienta o camina y medita, se pregunta"¿Qué es esto?". La repetición de esta pregunta se desarrolla en &amp;nbsp;concentración [sin análisis racional nielaboración discursiva], ya que esto nos regresa a la plena conciencia delmomento presente. Tan pronto como se da cuenta de la distracción por sucesospasados, las ansiedades acerca del presente, o por sueños futuros, uno pregunta"¿Qué es esto?" [pero no se responde con palabras, se quedaobservando atentamente lo que se siente, sin comentario ni juicio alguno]. Deesta manera el poder del cuestionar disuelve la &amp;nbsp;distracción.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal;"&gt;&lt;span style="font-size: large;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal;"&gt;&lt;span lang="ES" style="font-family: &amp;quot;Cambria&amp;quot;,&amp;quot;serif&amp;quot;; font-size: large;"&gt;Uno no repite esta pregunta como un mantra [ni siquiera como una preguntanormal, que busca una respuesta], sino con un profundo sentido decuestionamiento. Esto no es una tarea analítica o intelectual [sino de tratarde comprender algo por la simple observación]. (Hay que tener cuidado de nohacer la pregunta con la cabeza, sino con todo el cuerpo; a veces se recomiendahacerlo con la parte baja del abdomen). Uno no se pregunta sobre un temaespecífico, ni se está buscando una respuesta específica. Lo que se estáhaciendo es preguntarse meditativamente, &amp;nbsp;a partir de la experiencia, abriéndose amomento presente completo [al preguntarse, la distracción desaparece], alaspecto cuestionable y misterioso de la vida misma y al lugar de uno en ella. Estáspreguntándolo, porque realmente no lo sabes.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal;"&gt;&lt;span style="font-size: large;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal;"&gt;&lt;span lang="ES" style="font-family: &amp;quot;Cambria&amp;quot;,&amp;quot;serif&amp;quot;; font-size: large;"&gt;Al igual que con la meditación sobre la respiración, la pregunta es elobjeto principal de la concentración, pero es preguntada con una concienciatotalmente abierta. Este tipo de meditación ayuda a estar centrado y conectadoa tierra, pero abierto y espacioso al mismo tiempo. Ayudará a ser más flexiblesy creativos mediante el aflojamiento de los aferramientos y las fijaciones. Tucorazón se abrirá en una manera sabia y compasiva a ti mismo y a la vida entodos sus aspectos extraordinariamente diversos.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"&gt;&lt;i style="mso-bidi-font-style: normal;"&gt;&lt;span lang="ES" style="font-family: &amp;quot;Cambria&amp;quot;,&amp;quot;serif&amp;quot;;"&gt;Traducido y editado porJuan José Bustamante&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3585890176427379323-3896616409508851042?l=meditacionperu.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3585890176427379323/posts/default/3896616409508851042'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3585890176427379323/posts/default/3896616409508851042'/><link rel='alternate' type='text/html' href='http://meditacionperu.blogspot.com/2012/02/meditacion-de-atencion-plena-y.html' title='Meditación de Atención Plena y Concentración'/><author><name>Juan Jose Bustamante</name><uri>http://www.blogger.com/profile/05606427216418070905</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-YlujjH4Ihh8/Tz-8xpGG0NI/AAAAAAAAAEg/plOOlw195zk/s72-c/Meditacion+Caminando.jpg' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-3585890176427379323.post-6614556478331408768</id><published>2012-01-31T06:29:00.000-08:00</published><updated>2012-01-31T06:31:43.673-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Seminarios'/><title type='text'>RELAJA EL ESTRÉS Y TEN CONTENTO EL CORAZÓN</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;br /&gt;&lt;div align="center" class="style87"&gt;&lt;b&gt;&lt;span class="style87" lang="ES"&gt;Meditaciones guiadas para bienestar mental y emocional &lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="style87"&gt;&lt;div align="center"&gt;&lt;b&gt;&lt;/b&gt;&lt;/div&gt;&lt;/div&gt;&lt;div align="center" class="style87"&gt;Quiérete  y ten bondad por ti mismo &lt;/div&gt;&lt;div align="center"&gt;&lt;span class="style87" lang="ES"&gt;&lt;br /&gt;&lt;/span&gt; &lt;/div&gt;&lt;div align="center" class="style87"&gt;&lt;b&gt;Miércoles del 1 al 22 de Febrero 7 a 9 pm&lt;br /&gt;                  Sábados del 4 al 25 de Enero 10.30 a 12.30&amp;nbsp;del día&lt;br /&gt;                  Donación S/. 100&lt;/b&gt;&lt;/div&gt;&lt;div align="center" class="style87"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div align="center" class="style87"&gt;"Preservemos nuestra salud mental fundamental.&lt;br /&gt;Es más sensato usar nuestra energía en la solución &lt;br /&gt;en lugar de preocuparnos por el problema"&lt;br /&gt;El Dalai Lama&lt;/div&gt;&lt;div align="center" class="style87"&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;/div&gt;&lt;div align="center" class="style87"&gt;P&lt;span lang="ES"&gt;or Juan José Bustamante, Profesor de Budismo de la  Universidad Católica, &lt;br /&gt;                  &lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="style87"&gt;&lt;b&gt;En Calle Enrique Palacios 1125-C, Miraflores&lt;/b&gt;&lt;br /&gt;Instituto Peruano de  Estudios Budistas&lt;/div&gt;&lt;div align="center" class="style87"&gt;(altura 10  de Av. Pardo), Estacionamiento vigilado Calle Chacaltana cdra. 2&lt;/div&gt;&lt;div align="center" class="style87"&gt;Tlfs. 4455003 y 999467542&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3585890176427379323-6614556478331408768?l=meditacionperu.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3585890176427379323/posts/default/6614556478331408768'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3585890176427379323/posts/default/6614556478331408768'/><link rel='alternate' type='text/html' href='http://meditacionperu.blogspot.com/2012/01/relaja-el-estres-y-ten-contento-el.html' title='RELAJA EL ESTRÉS Y TEN CONTENTO EL CORAZÓN'/><author><name>Juan Jose Bustamante</name><uri>http://www.blogger.com/profile/05606427216418070905</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-3585890176427379323.post-2865701954911976944</id><published>2012-01-28T17:06:00.000-08:00</published><updated>2012-01-28T17:06:06.250-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Estrés'/><category scheme='http://www.blogger.com/atom/ns#' term='Salud Mental'/><title type='text'>Combatir el estrés de manera positiva- El Dalai Lama</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;br /&gt;&lt;div style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img alt="" height="320" 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" width="174" /&gt;&lt;/div&gt;&lt;br /&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt; &lt;w:WordDocument&gt;  &lt;w:View&gt;Normal&lt;/w:View&gt;  &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;  &lt;w:TrackMoves/&gt;  &lt;w:TrackFormatting/&gt;  &lt;w:HyphenationZone&gt;21&lt;/w:HyphenationZone&gt;  &lt;w:PunctuationKerning/&gt;  &lt;w:ValidateAgainstSchemas/&gt;  &lt;w:SaveIfXMLInvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;  &lt;w:IgnoreMixedContent&gt;false&lt;/w:IgnoreMixedContent&gt;  &lt;w:AlwaysShowPlaceholderText&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;  &lt;w:DoNotPromoteQF/&gt;  &lt;w:LidThemeOther&gt;ES-PE&lt;/w:LidThemeOther&gt;  &lt;w:LidThemeAsian&gt;X-NONE&lt;/w:LidThemeAsian&gt;  &lt;w:LidThemeComplexScript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;  &lt;w:Compatibility&gt;   &lt;w:BreakWrappedTables/&gt;   &lt;w:SnapToGridInCell/&gt;   &lt;w:WrapTextWithPunct/&gt;   &lt;w:UseAsianBreakRules/&gt;   &lt;w:DontGrowAutofit/&gt;   &lt;w:SplitPgBreakAndParaMark/&gt;   &lt;w:DontVertAlignCellWithSp/&gt;   &lt;w:DontBreakConstrainedForcedTables/&gt;   &lt;w:DontVertAlignInTxbx/&gt;   &lt;w:Word11KerningPairs/&gt;   &lt;w:CachedColBalance/&gt;  &lt;/w:Compatibility&gt;  &lt;m:mathPr&gt;   &lt;m:mathFont m:val="Cambria Math"/&gt;   &lt;m:brkBin m:val="before"/&gt;   &lt;m:brkBinSub m:val="--"/&gt;   &lt;m:smallFrac m:val="off"/&gt;   &lt;m:dispDef/&gt;   &lt;m:lMargin m:val="0"/&gt;   &lt;m:rMargin m:val="0"/&gt;   &lt;m:defJc m:val="centerGroup"/&gt;   &lt;m:wrapIndent m:val="1440"/&gt;   &lt;m:intLim m:val="subSup"/&gt;   &lt;m:naryLim m:val="undOvr"/&gt;  &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt;&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt; &lt;w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"  DefSemiHidden="true" DefQFormat="false" DefPriority="99"  LatentStyleCount="267"&gt;  &lt;w:LsdException Locked="false" Priority="0" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Normal"/&gt;  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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:"Tabla normal"; mso-tstyle-rowband-size:0; mso-tstyle-colband-size:0; mso-style-noshow:yes; mso-style-priority:99; mso-style-qformat:yes; mso-style-parent:""; mso-padding-alt:0cm 5.4pt 0cm 5.4pt; mso-para-margin-top:0cm; mso-para-margin-right:0cm; mso-para-margin-bottom:10.0pt; mso-para-margin-left:0cm; line-height:115%; mso-pagination:widow-orphan; font-size:11.0pt; font-family:"Calibri","sans-serif"; mso-ascii-font-family:Calibri; mso-ascii-theme-font:minor-latin; mso-fareast-font-family:"Times New Roman"; mso-fareast-theme-font:minor-fareast; mso-hansi-font-family:Calibri; mso-hansi-theme-font:minor-latin; mso-bidi-font-family:"Times New Roman"; mso-bidi-theme-font:minor-bidi;}&lt;/style&gt;&lt;![endif]--&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="MsoNormal"&gt;Hindustan Times, 03 de enero de 2011, Dharamsala, India -&amp;nbsp;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;En un nivel fundamental, como sereshumanos, todos somos iguales, cada uno de nosotros aspiramos a la felicidad yno queremos sufrir. Por eso, cada vez que tengo la oportunidad, trato de llamarla atención de la gente sobre lo que como miembros de la familia humana tenemosen común, y sobre la naturaleza profundamente interconectada de nuestraexistencia y bienestar.&amp;nbsp;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;Hoy en día, hay un reconocimiento cada vez mayor, así comoun creciente cuerpo de evidencia científica, que confirma la estrecha relaciónentre nuestros propios estados de ánimo y nuestra felicidad. Por un lado,muchos de nosotros vivimos en sociedades que están muy desarrolladasmaterialmente, pero hay muchas personas que no están muy contentas. Justodebajo de la hermosa superficie de la riqueza, hay una especie de malestarmental, que conduce a la frustración, a peleas innecesarias, a la dependenciade drogas o el alcohol, y en el peor de los casos al suicidio.&amp;nbsp;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;No hay garantía de que la riqueza por sí sola pueda darnos laalegría o satisfacción que buscamos. Lo mismo puede decirse también de susamigos. Cuando estamos en un estado de intensa ira o de odio, incluso un amigomuy cercano nos puede parecernos algo frío, distante y molesto. &lt;/div&gt;&lt;div class="MsoNormal"&gt;Sin embargo, como seres humanos estamos dotados de estainteligencia humana maravillosa. Además de eso, todos los seres humanos tenemosla capacidad de ser muy decididos y de dirigir ese fuerte sentido dedeterminación en cualquier dirección que deseemos. Siempre y cuando recordemosque tenemos este maravilloso don de la inteligencia humana y la capacidad paradesarrollar la determinación, y utilizarla de manera positiva, vamos apreservar nuestra salud mental fundamental.&amp;nbsp;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;El darnos cuenta que tenemos este gran potencial humano, nosbrinda una fuerza fundamental. Este reconocimiento puede actuar como unmecanismo que nos permite hacer frente a cualquier dificultad, no importa a quesituación nos enfrentemos, sin perder la esperanza o hundirnos en sentimientosde baja autoestima.&amp;nbsp;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;Escribo esto como alguien que perdió su libertad a la edadde 16 años, que perdió a su país a la edad de 24 años. En consecuencia, hevivido en el exilio durante más de 50 años; tiempo durante el cual lostibetanos nos hemos dedicado a mantener viva la identidad tibetana y lapreservación de nuestra cultura y valores. Casi todos los días las noticias delTíbet son desgarradoras, y sin embargo ninguno de estos problemas nos damotivos para darnos por vencidos. Uno de los enfoques que personalmenteencuentro útil, es el de cultivar el pensamiento: Si la situación o el problemaes tal que puede ser remediado, entonces no hay necesidad de preocuparse. Enotras palabras, si existe una solución o una manera de salir de la crisis, noes necesario sentirse abrumado por ella. La acción adecuada es la búsqueda desu solución. Entonces claramente es más sensato gastar nuestra energíaenfocándonos en la solución; en lugar de preocuparnos por el problema.Alternativamente, si no hay una solución; ni ninguna posibilidad de resolución,tampoco hay motivo para preocuparnos, porque no se puede hacer nada al respectode todos modos. En ese caso, lo más pronto que aceptemos este hecho, lo másfácil será. Esta fórmula por supuesto implica una confrontación directa con elproblema y el tener una visión realista. De lo contrario, no podremos saber siexiste o no una resolución al problema.&amp;nbsp;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;El tomar una perspectiva realista y cultivar una motivaciónadecuada, también puede&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;protegernos delos sentimientos del miedo y de la ansiedad. Si ustedes desarrollan unamotivación pura y sincera, si están motivados por un deseo de ayudar basado enla bondad, la&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;compasión y el respeto;entonces podrán llevar a cabo cualquier tipo de trabajo en cualquier campo, yfuncionar más eficazmente, con menos miedo o preocupación; sin miedo de lo quelos demás piensen o de que si en última instancia tendrán éxito en alcanzar susmetas. Incluso si no pueden alcanzar sus metas, podrán sentirse satisfechos dehaber hecho el esfuerzo. Pero con una motivación negativa, aunque la gente losalabe y aunque alcancen sus metas, no se sentirán felices.&amp;nbsp;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;A veces podemos sentir que nuestras vidas no sonsatisfactorias, llegamos al punto de sentirnos abrumados por las dificultadesque enfrentamos. Esto nos ocurre a todos nosotros de vez en cuando, en mayor omenor grado. Cuando esto sucede, es vital que hagamos todo lo posible paraencontrar una manera de levantarnos el ánimo. Podemos hacerlo mediante elrecuento de nuestra buena fortuna. Podemos, por ejemplo, ser amados por alguien,tener ciertos talentos, haber recibido una buena educación, es posible quetengamos todas nuestras necesidades básicas cubiertas - los alimentos paracomer, ropa para vestir, un lugar para vivir - puede que hayamos realizadodeterminados actos altruistas en el pasado. Hay que tener en cuenta el másmínimo aspecto positivo en nuestras vidas. Pero si no somos capaces deencontrar alguna manera de levantarnos el ánimo a nosotros mismos, existe elpeligro de hundirnos aún más en nuestro sentido de impotencia. Esto nos puedellevar a creer que no tenemos la capacidad para hacer el bien en absoluto. Deesta manera creamos las condiciones para la desesperación. Como monje budista,he aprendido que lo que principalmente trastorna nuestra paz interior, es lo quellamamos emociones perturbadoras.&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;Todos esos pensamientos, emociones y eventos mentales quereflejan un estado negativo o sin compasión de la mente, inevitablementesocavan nuestra experiencia de paz interior. Todos nuestros pensamientos yemociones negativas - como el odio, la ira, el orgullo, la lujuria, laavaricia, la envidia, y así sucesivamente - son considerados como fuentes deproblemas, de ser perturbadores. Los pensamientos y las emociones negativas,son las que obstruyen la aspiración más elemental de ser felices y evitar elsufrimiento. Cuando actuamos bajo su influencia, nos volvemos insensibles a losefectos que nuestras acciones tienen sobre los demás: son por lo tanto la causade nuestro comportamiento destructivo, tanto hacia los demás, como hacianosotros mismos. El asesinato, el escándalo, y el engaño tienen su origen enlas emociones perturbadoras. Esto da lugar inevitablemente a la pregunta -¿Podemos entrenar la mente? Hay muchos métodos para poder hacer esto. Entreéstos, en la tradición budista, hay un método especial llamado entrenamiento dela mente, que se centra en el cultivo de la preocupación por los demás y enconvertir la adversidad en una ventaja. Este&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;patrón de pensamiento, que transforma los problemas en felicidad, es loque ha permitido al pueblo tibetano mantener su dignidad y su espíritu, frentea grandes dificultades. De hecho he encontrado este consejo de gran utilidadpráctica en mi propia vida.&amp;nbsp;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;Un gran maestro tibetano del entrenamiento de la mente, unavez comentó que una de las cualidades más maravillosas de la mente es que puedeser transformada. No tengo ninguna duda de que aquellos que intentantransformar su mente, superar sus emociones perturbadoras y alcanzar un sentidode paz interior, podrán notar en un período de tiempo, un cambio en susactitudes mentales y en sus respuestas a la gente y a los eventos. Sus mentesse volverán más disciplinadas y positivas. Y estoy seguro que se darán cuentaque su propio sentido de la felicidad aumenta, debido a que contribuyen a unamayor felicidad en los demás. Hago mis oraciones para que todo aquel que hagade éste su objetivo, sea bendecido con el éxito. &lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3585890176427379323-2865701954911976944?l=meditacionperu.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3585890176427379323/posts/default/2865701954911976944'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3585890176427379323/posts/default/2865701954911976944'/><link rel='alternate' type='text/html' href='http://meditacionperu.blogspot.com/2012/01/combatir-el-estres-de-manera-positiva.html' title='Combatir el estrés de manera positiva- El Dalai Lama'/><author><name>Juan Jose Bustamante</name><uri>http://www.blogger.com/profile/05606427216418070905</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-3585890176427379323.post-8639403405957191597</id><published>2012-01-01T12:41:00.000-08:00</published><updated>2012-01-01T12:41:19.108-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Felicidad'/><title type='text'>El derecho a la Felicidad</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;div style="text-align: center;"&gt;&lt;img alt="" 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" 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&lt;w:SplitPgBreakAndParaMark/&gt;   &lt;w:DontVertAlignCellWithSp/&gt;   &lt;w:DontBreakConstrainedForcedTables/&gt;   &lt;w:DontVertAlignInTxbx/&gt;   &lt;w:Word11KerningPairs/&gt;   &lt;w:CachedColBalance/&gt;  &lt;/w:Compatibility&gt;  &lt;w:BrowserLevel&gt;MicrosoftInternetExplorer4&lt;/w:BrowserLevel&gt;  &lt;m:mathPr&gt;   &lt;m:mathFont m:val="Cambria Math"/&gt;   &lt;m:brkBin m:val="before"/&gt;   &lt;m:brkBinSub m:val="&amp;#45;-"/&gt;   &lt;m:smallFrac m:val="off"/&gt;   &lt;m:dispDef/&gt;   &lt;m:lMargin m:val="0"/&gt;   &lt;m:rMargin m:val="0"/&gt;   &lt;m:defJc m:val="centerGroup"/&gt;   &lt;m:wrapIndent m:val="1440"/&gt;   &lt;m:intLim m:val="subSup"/&gt;   &lt;m:naryLim m:val="undOvr"/&gt;  &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt;&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt; &lt;w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"  DefSemiHidden="true" DefQFormat="false" DefPriority="99"  LatentStyleCount="267"&gt;  &lt;w:LsdException 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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:"Tabla normal"; mso-tstyle-rowband-size:0; mso-tstyle-colband-size:0; mso-style-noshow:yes; mso-style-priority:99; mso-style-qformat:yes; mso-style-parent:""; mso-padding-alt:0cm 5.4pt 0cm 5.4pt; mso-para-margin-top:0cm; mso-para-margin-right:0cm; mso-para-margin-bottom:10.0pt; mso-para-margin-left:0cm; line-height:115%; mso-pagination:widow-orphan; font-size:11.0pt; font-family:"Calibri","sans-serif"; mso-ascii-font-family:Calibri; mso-ascii-theme-font:minor-latin; mso-fareast-font-family:"Times New Roman"; mso-fareast-theme-font:minor-fareast; mso-hansi-font-family:Calibri; mso-hansi-theme-font:minor-latin; mso-bidi-font-family:"Times New Roman"; mso-bidi-theme-font:minor-bidi;}&lt;/style&gt;&lt;![endif]--&gt;&lt;br /&gt;&lt;div class="MsoNormal"&gt;&lt;span lang="ES-MX" style="font-size: 14.0pt; mso-ansi-language: ES-MX; mso-bidi-font-size: 10.0pt;"&gt;El propósito fundamental de nuestra vida esbuscar la felicidad. Todos buscamos algo mejor en la vida. Se puede alcanzar lafelicidad mediante el entrenamiento de la mente.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span lang="ES-MX" style="font-size: 14.0pt; mso-ansi-language: ES-MX; mso-bidi-font-size: 10.0pt;"&gt;Por mente no se entiende sólo la capacidadcognitiva o el intelecto. La palabra tibetana para mente, &lt;i style="mso-bidi-font-style: normal;"&gt;Sem&lt;/i&gt;, se acerca más a psique, ‘espíritu’, e incluye intelecto y emociones,corazón y cerebro. &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span lang="ES-MX" style="font-size: 14.0pt; mso-ansi-language: ES-MX; mso-bidi-font-size: 10.0pt;"&gt;Al imponer una cierta disciplina interna,podemos experimentar una transformación de nuestra actitud, de nuestraperspectiva y enfoque en la vida.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span lang="ES-MX" style="font-size: 14.0pt; mso-ansi-language: ES-MX; mso-bidi-font-size: 10.0pt;"&gt;Uno empieza por identificar aquellos factoresque conducen a la felicidad, y los que llevan al sufrimiento. Luego esnecesario eliminar gradualmente los factores que llevan al sufrimiento medianteel cultivo de de los que llevan a la felicidad. Ese es el camino. Más que poneresfuerzo en quitarse los negativos, cultivar los positivos.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span lang="ES-MX" style="font-size: 14.0pt; mso-ansi-language: ES-MX; mso-bidi-font-size: 10.0pt;"&gt;La búsqueda y el alcance de la felicidadpersonal no conducen al egoísmo y al ensimismamiento, se ha demostrado que alcontrario produce beneficios para la familia y el conjunto de la sociedad.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span lang="ES-MX" style="font-size: 14.0pt; mso-ansi-language: ES-MX; mso-bidi-font-size: 10.0pt;"&gt;&lt;span style="mso-tab-count: 1;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;De‘El Arte de la Felicidad’ por SS el Dalai Lama&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3585890176427379323-8639403405957191597?l=meditacionperu.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3585890176427379323/posts/default/8639403405957191597'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3585890176427379323/posts/default/8639403405957191597'/><link rel='alternate' type='text/html' href='http://meditacionperu.blogspot.com/2012/01/el-derecho-la-felicidad.html' title='El derecho a la Felicidad'/><author><name>Juan Jose Bustamante</name><uri>http://www.blogger.com/profile/05606427216418070905</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-3585890176427379323.post-3306861387388983992</id><published>2012-01-01T12:34:00.000-08:00</published><updated>2012-01-01T12:35:32.970-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Felicidad'/><title type='text'>Felicidad Interior y Plenitud</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;br /&gt;&lt;div class="MsoNormal" style="text-align: center;"&gt;&lt;img alt="" height="243" 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" width="320" /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span lang="ES-TRAD" style="font-size: 14pt;"&gt;Uno se aferra a alguien muy particular. Y se olvida la felicidad quepodría dar la Plenitud. La única felicidad es interior, todas las otrasfelicidades sólo son reflejos de la interior. Uno se aferra a las cosas/personas/ situaciones que le hacen sentir bien porque te ponen en contacto –parcialmente–con tu Plenitud interior. &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span lang="ES-TRAD" style="font-size: 14pt;"&gt;Y uno cree que el único contacto posible con la Plenitud es a través deesas cosas/ personas/ situaciones. Esa búsqueda es válida, pero siempre serádependiente de algo exterior. Y es parcial/ fragmentaria. Se limita al tamaño/modalidad/ intensidad de la cosa/ persona/ situación.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span lang="ES-TRAD" style="font-size: 14pt;"&gt;La búsqueda de la Felicidad a través de la multiplicidad –el mundo consus diez mil cosas– agota, es irse por las ramas, es no distinguir las raíces ni el tronco del árbol de la Felicidad.&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3585890176427379323-3306861387388983992?l=meditacionperu.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3585890176427379323/posts/default/3306861387388983992'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3585890176427379323/posts/default/3306861387388983992'/><link rel='alternate' type='text/html' href='http://meditacionperu.blogspot.com/2012/01/felicidad-interior-y-plenitud.html' title='Felicidad Interior y Plenitud'/><author><name>Juan Jose Bustamante</name><uri>http://www.blogger.com/profile/05606427216418070905</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-3585890176427379323.post-5328052952116019078</id><published>2011-12-21T09:36:00.000-08:00</published><updated>2012-01-28T16:30:31.207-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Bondad'/><title type='text'>Un acto de bondad es multiplicador</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;a href="http://www.youtube.com/" id="logo-container" title="Página principal de YouTube"&gt;  &lt;/a&gt;      &lt;br /&gt;&lt;div id="masthead-user-bar-container"&gt;&lt;div id="masthead-user-bar"&gt;&lt;div id="masthead-user"&gt;&lt;span class="masthead-user-menu-expander yt-uix-expander yt-uix-expander-collapsed" data-expander-action="yt.www.masthead.toggleExpandedMasthead" id="masthead-gaia-user-expander"&gt;&lt;/span&gt;        &lt;span class="masthead-user-menu-expander yt-uix-expander yt-uix-expander-collapsed" data-expander-action="yt.www.masthead.toggleExpandedMasthead" id="masthead-gaia-photo-expander"&gt;&lt;/span&gt;          &lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="with-sandbar" id="masthead-search-bar-container"&gt;&lt;div id="masthead-search-bar"&gt;&lt;span style="font-size: large;"&gt;Observa como un acto de bondad pasa de un individuo a otro y regresa al que inició la cadena.&lt;/span&gt;&lt;/div&gt;&lt;div id="masthead-search-bar"&gt;&lt;br /&gt;&lt;/div&gt;&lt;/div&gt;&lt;div id="content-container"&gt;&lt;div class="" id="content"&gt;&lt;div id="watch-container" itemscope="" itemtype="http://schema.org/VideoObject"&gt;&lt;link href="http://www.youtube.com/watch?v=nwAYpLVyeFU" itemprop="url"&gt;&lt;/link&gt;            &lt;link href="http://i3.ytimg.com/vi/nwAYpLVyeFU/hqdefault.jpg" itemprop="thumbnailUrl"&gt;&lt;/link&gt;          &lt;link href="http://www.youtube.com/v/nwAYpLVyeFU?version=3&amp;amp;autohide=1" itemprop="embedURL"&gt;&lt;/link&gt;            &lt;br /&gt;&lt;div id="watch-headline-container"&gt;&lt;div class="watch-headline" id="watch-headline"&gt;&lt;h1 id="watch-headline-title"&gt;        &lt;span class="" dir="ltr" id="eow-title" title="Life Vest Inside - Kindness Boomerang - &amp;quot;One Day&amp;quot;"&gt;    &lt;span style="font-size: small;"&gt;Life Vest Inside - Kindness Boomerang - "One Day"  &lt;/span&gt;&lt;/span&gt;    &lt;/h1&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;h1 id="watch-headline-title"&gt;&lt;span class="" dir="ltr" id="eow-title" title="Life Vest Inside - Kindness Boomerang - &amp;quot;One Day&amp;quot;"&gt;&lt;span style="font-size: large;"&gt;&lt;a href="http://www.youtube.com/watch?v=nwAYpLVyeFU&amp;amp;mid=55"&gt;http://www.youtube.com/watch?v=nwAYpLVyeFU&amp;amp;mid=55&lt;/a&gt;&lt;/span&gt;&lt;br /&gt;&lt;a href="http://www.youtube.com/watch?v=nwAYpLVyeFU&amp;amp;mid=55"&gt;&lt;/a&gt;&lt;/span&gt;&lt;/h1&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3585890176427379323-5328052952116019078?l=meditacionperu.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3585890176427379323/posts/default/5328052952116019078'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3585890176427379323/posts/default/5328052952116019078'/><link rel='alternate' type='text/html' href='http://meditacionperu.blogspot.com/2011/12/un-acto-de-bondad-es-multiplicador.html' title='Un acto de bondad es multiplicador'/><author><name>Juan Jose Bustamante</name><uri>http://www.blogger.com/profile/05606427216418070905</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-3585890176427379323.post-7346976336658957237</id><published>2011-12-03T07:21:00.001-08:00</published><updated>2012-01-28T16:31:12.668-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Retiros'/><title type='text'>Retiro ‘Eres Feliz? –Deja ir el pasado, Abrete al futuro’</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-2HEL-iAgLNw/TtptKBkbdjI/AAAAAAAAAEY/leDeMITIQxA/s1600/Amaneciendo.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" src="http://3.bp.blogspot.com/-2HEL-iAgLNw/TtptKBkbdjI/AAAAAAAAAEY/leDeMITIQxA/s320/Amaneciendo.JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="style87" style="margin-bottom: 12.0pt;"&gt;&lt;span class="estilo4"&gt;Retiro Fin deAño feriado Jueves 8 Diciembre en Cieneguilla&lt;/span&gt;&lt;/div&gt;&lt;div class="style87" style="margin-bottom: 12.0pt;"&gt;&lt;i style="mso-bidi-font-style: normal;"&gt;&lt;span lang="ES" style="color: black;"&gt;&lt;/span&gt;&lt;span class="estilo4"&gt;&lt;/span&gt;&lt;/i&gt;&lt;span class="estilo4"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="style87" style="margin-bottom: 12.0pt;"&gt;&lt;span class="estilo4"&gt;&lt;span style="font-size: 9pt;"&gt;&lt;i style="mso-bidi-font-style: normal;"&gt;&lt;/i&gt;&lt;/span&gt;&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;"&gt;&lt;span lang="ES" style="color: black; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;Feriado Jueves 8 deDiciembre 10 am a 5 pm, de regreso en Lima a las 6 pm&lt;/span&gt;&lt;span lang="ES" style="color: black; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;span lang="ES" style="color: black; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;;"&gt;Evaluatu año y aprende de el / Planea tu proximo año y hazlo mas feliz&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;span lang="ES" style="color: black; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;;"&gt;Elpresente ha dependido del pasado, pero el futuro depende de tu presente&lt;/span&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;span style="font-family: &amp;quot;Cambria&amp;quot;,&amp;quot;serif&amp;quot;;"&gt;Despierta la alegria del Ahora&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;span style="font-family: &amp;quot;Cambria&amp;quot;,&amp;quot;serif&amp;quot;;"&gt;Desprendete de errores y sinsabores &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;span style="font-family: &amp;quot;Cambria&amp;quot;,&amp;quot;serif&amp;quot;;"&gt;Perdona y perdonate&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;span style="font-family: &amp;quot;Cambria&amp;quot;,&amp;quot;serif&amp;quot;;"&gt;Tu destino depende de acciones, emociones ypensamientos&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;span style="font-family: &amp;quot;Cambria&amp;quot;,&amp;quot;serif&amp;quot;;"&gt;Como quieres que sea tu futuro?&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-family: &amp;quot;Cambria&amp;quot;,&amp;quot;serif&amp;quot;;"&gt;La verdadera Felicidad esinterior&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;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;Disfrutarde la meditacion en la naturaleza y de un dia soleado en el campo, en medio deun jardin y arboles frondosos, aprendiendo a manejar mente y emociones.&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;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;Desconectarsedel mundo para conectar con tu bienestar. &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;span lang="ES" style="color: black; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;&lt;b&gt;INSCRIPCIÓN&lt;/b&gt; hasta el Miercoles 7 de Diciembre porcorreo a &lt;/span&gt;&lt;a href="mailto:kunzan@hotmail.com"&gt;&lt;span lang="ES" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;kunzan@hotmail.com&lt;/span&gt;&lt;/a&gt;&lt;span style="color: black; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;&lt;span lang="ES"&gt;sea &lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;depositandoen las cuentas a continuacion y hacernos llegar el voucher escaneado o tambiénentregar la donacion personalmente.&lt;/span&gt;&lt;/div&gt;&lt;div class="style87" style="margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;–Banco de Credito:Ahorro S/. 193-17022608-0-53. &lt;/div&gt;&lt;div class="style87" style="margin-top: 0cm;"&gt;&amp;nbsp;Interbancario S/. 00219311702260805319&lt;br /&gt;–Banco Continental: Ahorro soles 0011-0120-0200079585, &lt;br /&gt;&amp;nbsp;&amp;nbsp;Interbancario S/. 01112000020007958532&lt;/div&gt;&lt;div class="style87" style="margin-top: 0cm;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt; line-height: 115%;"&gt;Donacion&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt; line-height: 115%;"&gt;S/.100 el retiro, llevando su refrigerio y llegando por su cuenta&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt; line-height: 115%;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;(*Movilidad publica, o yendo en su auto –se dara un mapa)&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt; line-height: 115%;"&gt;S/.125 el retiro y el almuerzo (si se desea vegetariano indicarlo al inscribirse)&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt; line-height: 115%;"&gt;S/.150 incluye movilidad, almuerzo, enseñanza y practica dirigida&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;span lang="ES" style="color: black; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;Lugar y hora de salida: Parque &lt;i style="mso-bidi-font-style: normal;"&gt;detras&lt;/i&gt; del ex cine Orrantia sobre la Av. Arequipa.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;span lang="ES" style="color: black; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;Llegar entre 8.30 y 9 am para salir a las 9 am&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"&gt;&lt;b&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;span lang="ES" style="color: black; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;&lt;b&gt;REGALA PAZ ESTA NAVIDAD&lt;/b&gt;: Regalos deMeditacion y Sesiones de Coaching o Terapias desde S/.50&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"&gt;&lt;span lang="ES" style="color: black; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;"&gt;&lt;span lang="ES" style="color: black; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt; line-height: 115%;"&gt;&lt;b&gt;MEDITACION DE NAVIDAD&lt;/b&gt; Miercoles 20 Diciembre 7 a 9pm&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span lang="ES" style="color: black; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt; line-height: 115%;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Calle Enrique Palacios 1125-CMiraflores&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span lang="ES" style="color: black; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt; line-height: 115%;"&gt;&lt;b&gt;MEDITACION DE AÑONUEVO&lt;/b&gt; Miercoles 27 Diciembre 7 a 9 pm&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3585890176427379323-7346976336658957237?l=meditacionperu.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3585890176427379323/posts/default/7346976336658957237'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3585890176427379323/posts/default/7346976336658957237'/><link rel='alternate' type='text/html' href='http://meditacionperu.blogspot.com/2011/12/retiro-eres-feliz-deja-ir-el-pasado.html' title='Retiro ‘Eres Feliz? –Deja ir el pasado, Abrete al futuro’'/><author><name>Juan Jose Bustamante</name><uri>http://www.blogger.com/profile/05606427216418070905</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-2HEL-iAgLNw/TtptKBkbdjI/AAAAAAAAAEY/leDeMITIQxA/s72-c/Amaneciendo.JPG' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-3585890176427379323.post-5991609713006437967</id><published>2011-11-23T08:57:00.001-08:00</published><updated>2012-01-28T16:31:50.346-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Libro Vida y Muerte'/><title type='text'>Vida Plena Muerte Serena</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&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;/div&gt;&lt;div style="margin-left: 1em; margin-right: 1em;"&gt;&lt;span class="messageBody" data-ft="{&amp;quot;type&amp;quot;:3}"&gt; &lt;/span&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a 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" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img alt="" border="0" 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
