<?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-5636233646834838907</id><updated>2012-01-25T08:12:14.305-06:00</updated><category term='impuestos'/><category term='democracia'/><category term='razón'/><category term='navidad'/><category term='delincuentes'/><category term='petroleo'/><category term='patria'/><category term='seguridad'/><category term='hijo'/><category term='Prepontencia'/><category term='estudiar'/><category term='orgullo'/><category term='García Marquez'/><category term='dudar'/><category term='amiga'/><category term='bitácora'/><category term='sacerdotes'/><category term='Ayn Rand'/><category term='humildad'/><category term='mara'/><category term='alumnos'/><category term='sencillez'/><category term='pensar'/><category term='hablar'/><category term='lentitud'/><category term='mama'/><category term='verdad'/><category term='violencia'/><category term='modestia'/><category term='vejez'/><category term='leyes'/><category term='burocráticos'/><category term='nunca'/><category term='multicultural'/><category term='conocimiento'/><category term='Kant'/><category term='dolor.'/><category term='moral'/><category term='Aristóteles'/><category term='sueño americano'/><category term='ideas'/><category term='edad'/><category term='iglesia católica'/><category term='produccion'/><category term='Felicidad'/><category term='El Chapin Esceptico'/><category term='cambio'/><category term='fracasos'/><category term='emprendedores'/><category term='moto'/><category term='suicidio'/><category term='riqueza'/><category term='altruismo'/><category term='mundial de futbol'/><category term='analistas'/><category term='guatemaltecos'/><category term='muerte'/><category term='crisis'/><category term='realidad'/><category term='Portillo'/><category term='ong'/><category term='capitalismo'/><category term='Padre Bayly'/><category term='cliente'/><category term='Guatemala'/><category term='gobernantes'/><category term='inseguridad'/><category term='tecnocratas'/><category term='Guatemala. violencia'/><category term='Lugo'/><category term='jeanfer'/><category term='Razon'/><category term='bienestar'/><category term='vida'/><category term='eunucos'/><category term='autoestima'/><category term='Los Miserables'/><category term='literatura'/><category term='comercio'/><category term='guerrilla'/><category term='medios'/><category term='castración. logro'/><category term='optimismo'/><category term='corrupcion'/><category term='justicia'/><category term='heroes'/><category term='expertos'/><category term='Del Interes'/><category term='Ron Paul'/><category term='Julio Fausto Aguilera'/><category term='Lecturas citables'/><category term='lectura'/><category term='Todo a pulmón'/><category term='futbol'/><category term='maestros'/><category term='estado'/><category term='libertad'/><category term='certeza de castigo'/><category term='perdón'/><category term='sobrevivir'/><category term='politicos'/><category term='electores'/><category term='genero'/><category term='pasion'/><category term='blog'/><category term='mujeres'/><category term='corrupción'/><category term='tirania'/><category term='twiter'/><category term='Robo'/><category term='cuarta dimensión'/><category term='información'/><category term='Paternidad'/><category term='objetivismo'/><category term='clases sociales'/><category term='motivacion'/><category term='responsabilidad'/><category term='pasión'/><category term='triunfos'/><category term='viejo'/><category term='callar'/><category term='individuos'/><category term='Conciencia'/><category term='Luis Figueroa'/><category term='sueños'/><category term='intelectuales'/><category term='plurilingüe'/><title type='text'>El último De Paz</title><subtitle type='html'>Somos lo que hacemos día a día.
De modo que la excelencia no es un acto, sino un hábito.
Aristóteles.</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://elultimodepaz.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5636233646834838907/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://elultimodepaz.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/5636233646834838907/posts/default?start-index=101&amp;max-results=100'/><author><name>Aroldo Orellana</name><uri>https://profiles.google.com/107028040954015875148</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//lh5.googleusercontent.com/-It7n1i2X6zM/AAAAAAAAAAI/AAAAAAAAAAA/BBaUIHOur_M/s512-c/photo.jpg'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>217</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-5636233646834838907.post-5246988251968303544</id><published>2012-01-25T04:00:00.000-06:00</published><updated>2012-01-25T04:00:02.887-06:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='politicos'/><category scheme='http://www.blogger.com/atom/ns#' term='capitalismo'/><category scheme='http://www.blogger.com/atom/ns#' term='Ron Paul'/><title type='text'>Ron Paul</title><content type='html'>&lt;div style="text-align: justify;"&gt;Admiro muchas cosas de algunos ciudadanos de EUA. Principalmente la influencia positiva que han ejercido en la civilización mundial.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Lamento muchas otras cosas de otros ciudadanos de USA. Porque han construido el sistema mercantilista mas corrupto del mundo y, lo que es peor, han contribuido, con sus acciones, para que los enemigos del capitalismo difamen el único sistema que permite el desarrollo de las naciones.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Mercantilista es el que se apoya en sus contactos, con los gobernantes de turno, para conseguir jugosos negocios que de otra manera no conseguiría. Fabricantes de armas, constructores de obra pública, banqueros y financistas. Los hechos recientes muestran un mercantilismo muy fuerte que está&amp;nbsp;socavando los cimientos de una gran nación. Y me temo que si siguen por el mismo rumbo, derrumbaran al país.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Sin embargo, los ciudadanos inteligentes han detectado una opción de salvación: Ron Paul.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Ojalá sea honesto en sus planteamientos, porque de serlo, puede salvarlos de la debacle. Le pongo al ojo a ese político porque si llega a funcionar puede ser el nuevo modelo de&amp;nbsp;político&amp;nbsp;que necesitamos en Latinoamérica.&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5636233646834838907-5246988251968303544?l=elultimodepaz.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://elultimodepaz.blogspot.com/feeds/5246988251968303544/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5636233646834838907&amp;postID=5246988251968303544' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5636233646834838907/posts/default/5246988251968303544'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5636233646834838907/posts/default/5246988251968303544'/><link rel='alternate' type='text/html' href='http://elultimodepaz.blogspot.com/2012/01/ron-paul.html' title='Ron Paul'/><author><name>Aroldo Orellana</name><uri>https://profiles.google.com/107028040954015875148</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//lh5.googleusercontent.com/-It7n1i2X6zM/AAAAAAAAAAI/AAAAAAAAAAA/BBaUIHOur_M/s512-c/photo.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5636233646834838907.post-8916712434428020801</id><published>2012-01-18T05:00:00.000-06:00</published><updated>2012-01-18T05:00:01.590-06:00</updated><title type='text'>Tarde</title><content type='html'>&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;div style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img alt="" height="200" src="data:image/png;base64,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" width="155" /&gt;&lt;/div&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;Tarde aprendí que debía callar, ya había dicho lo que pensaba.&lt;/div&gt;&lt;div style="text-align: center;"&gt;Tarde me enteré que la capacidad no vale para progresar en los empleos, ya había ofendido a quienes deseaban mantener las aguas calmadas.&lt;/div&gt;&lt;div style="text-align: center;"&gt;Muy tarde me enteré que al único que debo complacer con mis actos es a mi mismo, ya había sujetado mi vida a la opinión de otros.&lt;/div&gt;&lt;div style="text-align: center;"&gt;Me tardé en comprender que mi felicidad es mi mas grande meta, las cadenas de la religión me ataban sin sentirlas y me dediqué a atender los intereses de otros.&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;Ojalá no sea tarde para empezar, otra vez, de nuevo... &lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5636233646834838907-8916712434428020801?l=elultimodepaz.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://elultimodepaz.blogspot.com/feeds/8916712434428020801/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5636233646834838907&amp;postID=8916712434428020801' title='5 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5636233646834838907/posts/default/8916712434428020801'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5636233646834838907/posts/default/8916712434428020801'/><link rel='alternate' type='text/html' href='http://elultimodepaz.blogspot.com/2012/01/tarde.html' title='Tarde'/><author><name>Aroldo Orellana</name><uri>https://profiles.google.com/107028040954015875148</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//lh5.googleusercontent.com/-It7n1i2X6zM/AAAAAAAAAAI/AAAAAAAAAAA/BBaUIHOur_M/s512-c/photo.jpg'/></author><thr:total>5</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5636233646834838907.post-1852006369902979390</id><published>2012-01-11T05:25:00.000-06:00</published><updated>2012-01-11T05:25:01.369-06:00</updated><title type='text'>Demandas contra el estado</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://us.123rf.com/400wm/400/400/gvictoria/gvictoria1007/gvictoria100700026/7461850-imagen-conceptual-de-donar-dinero-para-el-mundo-en-diferentes-monedas-a-trav-s-de-internet.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;img border="0" height="150" src="http://us.123rf.com/400wm/400/400/gvictoria/gvictoria1007/gvictoria100700026/7461850-imagen-conceptual-de-donar-dinero-para-el-mundo-en-diferentes-monedas-a-trav-s-de-internet.jpg" width="200" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Don Francisco Pérez de Antón afirma que el hombre contemporaneo está sometido a una larga lista de torturadores que lo acosan por deudas no contraídas y de las que nunca ha sido consciente, no puedo evitar darle la razón cuando me asomo a leer los diarios y veo la cantidad de demandas sociales que pesan sobre el estado. Un desafortunado columnista llega a afirmar que proveer empleo y bienestar general es su único propósito.&amp;nbsp;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;El estado está compuesto por tres elementos: territorio, gobierno y población. El territorio es incapaz de asumir alguna obligación y el gobierno, con sus gobernantes, no son generadores de riqueza por la naturaleza de su actividad y por incapacidad individual, por tanto tampoco puede responsabilizarse del bienestar de los gobernados.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Resulta entonces que la población es la que debe responder por la población misma. Por este camino como que no llegamos a ningún lugar. Entonces resulta obligado corregir la plana, los privilegiados de la población deben asistir, en sus demandas sociales, a los menos exitosos.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;La lista de demandantes es muy larga, mujeres,&amp;nbsp;jóvenes, ancianos,&amp;nbsp;indígenas, habitantes de una región, emigrantes, inmigrantes y no pare de contar. El argumento es sencillo: como usted tiene está obligado con el que no tiene y debe compartir. No importa si usted no desea hacerlo, usted debe hacerlo porque hay mas de mil infiernos&amp;nbsp;esperándolo&amp;nbsp;si no cumple. &amp;nbsp;&amp;nbsp;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5636233646834838907-1852006369902979390?l=elultimodepaz.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://elultimodepaz.blogspot.com/feeds/1852006369902979390/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5636233646834838907&amp;postID=1852006369902979390' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5636233646834838907/posts/default/1852006369902979390'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5636233646834838907/posts/default/1852006369902979390'/><link rel='alternate' type='text/html' href='http://elultimodepaz.blogspot.com/2012/01/demandas-contra-el-estado.html' title='Demandas contra el estado'/><author><name>Aroldo Orellana</name><uri>https://profiles.google.com/107028040954015875148</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//lh5.googleusercontent.com/-It7n1i2X6zM/AAAAAAAAAAI/AAAAAAAAAAA/BBaUIHOur_M/s512-c/photo.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5636233646834838907.post-7328224311088900383</id><published>2011-12-07T18:59:00.001-06:00</published><updated>2011-12-07T19:05:04.868-06:00</updated><title type='text'>Aperto Libro</title><content type='html'>No importa que sólo unos pocos en cada generación comprendan y logren la realidad completa de la adecuada estatura humana y que el resto la traicione. Son esos pocos los que mueven al mundo y le dan su sentido a la vida, y son esos pocos a quienes siempre aspiré a dirigirme.&lt;br /&gt;&lt;br /&gt;Leido en: El Manantial.&lt;br /&gt;Escrito por: Ayn Rand&lt;br /&gt;&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5636233646834838907-7328224311088900383?l=elultimodepaz.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://elultimodepaz.blogspot.com/feeds/7328224311088900383/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5636233646834838907&amp;postID=7328224311088900383' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5636233646834838907/posts/default/7328224311088900383'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5636233646834838907/posts/default/7328224311088900383'/><link rel='alternate' type='text/html' href='http://elultimodepaz.blogspot.com/2011/12/aperto-libro.html' title='Aperto Libro'/><author><name>Aroldo Orellana</name><uri>https://profiles.google.com/107028040954015875148</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//lh5.googleusercontent.com/-It7n1i2X6zM/AAAAAAAAAAI/AAAAAAAAAAA/BBaUIHOur_M/s512-c/photo.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5636233646834838907.post-2805036571827937945</id><published>2011-11-28T23:01:00.001-06:00</published><updated>2011-11-28T23:06:22.963-06:00</updated><title type='text'>Aperto libro</title><content type='html'>&lt;div style="text-align: center;"&gt;&lt;i&gt;&lt;span class="Apple-style-span" style="font-size: large;"&gt;"Los grandes cerebros tienen propósitos,&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;i&gt;&lt;span class="Apple-style-span" style="font-size: large;"&gt;los demás tienen deseos.&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;i&gt;&lt;span class="Apple-style-span" style="font-size: large;"&gt;Los de mente estrecha&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;i&gt;&lt;span class="Apple-style-span" style="font-size: large;"&gt;son avasallados y sometidos&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;i&gt;&lt;span class="Apple-style-span" style="font-size: large;"&gt;por las desventuras de la vida;&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;i&gt;&lt;span class="Apple-style-span" style="font-size: large;"&gt;pero los grandes cerebros&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;i&gt;&lt;span class="Apple-style-span" style="font-size: large;"&gt;se levantan sobre ellas."&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;i&gt;&lt;span class="Apple-style-span" style="font-size: large;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;i&gt;&lt;span class="Apple-style-span" style="font-size: large;"&gt;Washington Irving&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5636233646834838907-2805036571827937945?l=elultimodepaz.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://elultimodepaz.blogspot.com/feeds/2805036571827937945/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5636233646834838907&amp;postID=2805036571827937945' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5636233646834838907/posts/default/2805036571827937945'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5636233646834838907/posts/default/2805036571827937945'/><link rel='alternate' type='text/html' href='http://elultimodepaz.blogspot.com/2011/11/aperto-libro.html' title='Aperto libro'/><author><name>Aroldo Orellana</name><uri>https://profiles.google.com/107028040954015875148</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//lh5.googleusercontent.com/-It7n1i2X6zM/AAAAAAAAAAI/AAAAAAAAAAA/BBaUIHOur_M/s512-c/photo.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5636233646834838907.post-6009933538249710467</id><published>2011-11-22T17:30:00.001-06:00</published><updated>2011-11-22T18:09:41.823-06:00</updated><title type='text'>Mente abierta</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-re2rVTcqVP0/Tsw5tKGKcCI/AAAAAAAAAL4/ASPf4KNuswY/s1600/MENTE+ABIERTA+8.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="200" src="http://4.bp.blogspot.com/-re2rVTcqVP0/Tsw5tKGKcCI/AAAAAAAAAL4/ASPf4KNuswY/s200/MENTE+ABIERTA+8.jpg" width="200" /&gt;&lt;/a&gt;&lt;/div&gt;Una inocente columnista del Quetzalteco publica en su columna de opinión, con evidente desagrado: "Vaya época en la que nos tocó vivir: propaganda sin valores, grandes inventos y comunicaciones&amp;nbsp;instantáneas, un torbelino de novedades que nos ha robado el criterio y la capacidad de sorprendernos". &lt;a href="http://www.elquetzalteco.com.gt/22.11.2011/?q=opiniones/el_poder_de_ser_consumidor"&gt;Ver articulo completo aqui&lt;/a&gt;.&lt;br /&gt;Que triste comentario viniendo de una persona que tiene el privilegio de ser "formadora de opinión" en un medio de amplia circulación en la región sur-occidental de Guatemala.&lt;br /&gt;En primer lugar la propaganda no puede tener valores, las personas que elaboran la propaganda si. Ellos practican o dejan de practicar valores. En todo caso los publicistas pueden practicar valores equivocados.&lt;br /&gt;En segundo lugar los avances tecnológicos no nos pueden robar el criterio, quienes carecen de criterio hoy&amp;nbsp;difícilmente&amp;nbsp;lo tendrían antes.&lt;br /&gt;Esta lamentable introducción dio paso a un argumento que si tiene sentido; los expertos en publicidad recurren insistentemente a argumentaciones sin sentido para vender los productos de sus clientes, por lo tanto debemos permanecer alerta, somos responsables individualmente de nuestro consumo.&lt;br /&gt;Lo criticable del articulo de marras es la equivocada argumentación que presenta. "Vivimos la peor época posible, porque los publicistas son irresponsables y eso nos ha eliminado el criterio y debemos ser responsables al consumir".&lt;br /&gt;Solo una mente alerta se puede percatar de las explicaciones engañosas que le son presentadas, una mente abierta deja entrar todas las ideas sin filtrar las equivocadas.&lt;br /&gt;¿O es que usted, realmente lo ha evaluado y&amp;nbsp;preferiría&amp;nbsp;vivir alguna época anterior a la presente? &lt;br /&gt;&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5636233646834838907-6009933538249710467?l=elultimodepaz.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://elultimodepaz.blogspot.com/feeds/6009933538249710467/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5636233646834838907&amp;postID=6009933538249710467' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5636233646834838907/posts/default/6009933538249710467'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5636233646834838907/posts/default/6009933538249710467'/><link rel='alternate' type='text/html' href='http://elultimodepaz.blogspot.com/2011/11/una-inocente-columnista-del-quetzalteco.html' title='Mente abierta'/><author><name>Aroldo Orellana</name><uri>https://profiles.google.com/107028040954015875148</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//lh5.googleusercontent.com/-It7n1i2X6zM/AAAAAAAAAAI/AAAAAAAAAAA/BBaUIHOur_M/s512-c/photo.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-re2rVTcqVP0/Tsw5tKGKcCI/AAAAAAAAAL4/ASPf4KNuswY/s72-c/MENTE+ABIERTA+8.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5636233646834838907.post-858964226969881679</id><published>2011-11-14T18:37:00.001-06:00</published><updated>2011-11-15T07:45:29.443-06:00</updated><title type='text'>Democracia en Guatemala</title><content type='html'>Y bien, aquí nos tiene la democracia.&lt;br /&gt;El poder otorgado a la mayoría para tomar las decisiones trascendentales, nos tiene&amp;nbsp;aquí&amp;nbsp;y así.&lt;br /&gt;&lt;a href="http://3.bp.blogspot.com/-NXUVTLoFWMQ/TsJsRltSo5I/AAAAAAAAALo/KyjsLFJ8CeM/s1600/oro.gif" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;img border="0" src="http://3.bp.blogspot.com/-NXUVTLoFWMQ/TsJsRltSo5I/AAAAAAAAALo/KyjsLFJ8CeM/s1600/oro.gif" /&gt;&lt;/a&gt;El primer gobierno civil y democráticamente electo fue el del Licenciado Vinicio Cerezo Arevalo quién recibió el poder del militar Oscar Humberto Mejía Victores, ahora perseguido por la justicia.&amp;nbsp;Hasta la fecha hemos elegido a nueve gobiernos, incluido el reciente.&lt;br /&gt;Quiero hacer un resumen de los "logros sociales" de esta ultima&amp;nbsp;época pero solo se me ocurren "cambios sociales", ninguna mejora debida a nuestra aclamada democracia. Quizá soy injusto, acepto el pecado de tener mala memoria.&amp;nbsp;Quizá la liberación del servicio telefónico sea un avance, pero no un merito por el quehacer del gobierno, sino mas bien logro del quenohacer del gobierno.&lt;br /&gt;Pesimista no soy porque acepto que vivimos una situación mejor que la de 1,986 pero esto no es producto de la democracia, ni mucho menos de los gobernantes.&amp;nbsp;¿Debieran cambiar las cosas con el nuevo gobierno? No creo, porque no son los gobernantes quienes hacen la diferencia. Como tampoco son la diferencia los maestros huelgueros, los bloqueadores de carreteras o los que construyen su vivienda frente al Congreso para exigir privilegios.&lt;br /&gt;Las condiciones de nuestra nación han mejorado por el esfuerzo de algunos individuos y ellos son la razón de mi optimismo y mi esperanza. Los gobernantes debieran esforzarse por proteger a estos individuos que hacen la diferencia... o se van a quedar sin la gallinita de los huevos de oro.&lt;br /&gt;&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5636233646834838907-858964226969881679?l=elultimodepaz.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://elultimodepaz.blogspot.com/feeds/858964226969881679/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5636233646834838907&amp;postID=858964226969881679' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5636233646834838907/posts/default/858964226969881679'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5636233646834838907/posts/default/858964226969881679'/><link rel='alternate' type='text/html' href='http://elultimodepaz.blogspot.com/2011/11/democracia-en-guatemala.html' title='Democracia en Guatemala'/><author><name>Aroldo Orellana</name><uri>https://profiles.google.com/107028040954015875148</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//lh5.googleusercontent.com/-It7n1i2X6zM/AAAAAAAAAAI/AAAAAAAAAAA/BBaUIHOur_M/s512-c/photo.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-NXUVTLoFWMQ/TsJsRltSo5I/AAAAAAAAALo/KyjsLFJ8CeM/s72-c/oro.gif' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5636233646834838907.post-3480384381291774986</id><published>2011-11-08T07:00:00.000-06:00</published><updated>2011-11-08T07:00:16.039-06:00</updated><title type='text'>¿Hasta donde debe llegar el egoísmo?</title><content type='html'>&lt;br /&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;a href="http://1.bp.blogspot.com/-6bZlOOZkkmA/TreEi3_xc-I/AAAAAAAAALg/JBg50uxxB04/s1600/Sin+t%25C3%25ADtulo.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;img border="0" height="57" src="http://1.bp.blogspot.com/-6bZlOOZkkmA/TreEi3_xc-I/AAAAAAAAALg/JBg50uxxB04/s320/Sin+t%25C3%25ADtulo.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;Hasta donde la razón lo juzgue necesario.&lt;/div&gt;&lt;div class="MsoNormal"&gt;No debe ir mas allá de donde empieza el derecho ajeno,obligando a otros para satisfacer mis caprichos&amp;nbsp;y necedades. Debe quedarse justo en el limite entre tus sueños y losmíos.&lt;/div&gt;&lt;div class="MsoNormal"&gt;Pero tampoco debiera ser tan corto que obligue a estrecharmi espacio, convirtiendo en imposibles mis anhelos&amp;nbsp; y esperanzas. Obligándome a resignar mi vida porla vida ajena.&lt;/div&gt;&lt;div class="MsoNormal"&gt;Mi egoísmo se define por mi libertad y se enmarca en miresponsabilidad. Es la perspectiva que me permite ser yo mismo, independientede la sociedad. No soy un eslabón mas o un voto menos.&lt;/div&gt;&lt;div class="MsoNormal"&gt;Mi egoísmo me define y me otorga el derecho a definirme. Esposible en la medida que es posible el egoísmo ajeno.&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5636233646834838907-3480384381291774986?l=elultimodepaz.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://elultimodepaz.blogspot.com/feeds/3480384381291774986/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5636233646834838907&amp;postID=3480384381291774986' title='1 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5636233646834838907/posts/default/3480384381291774986'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5636233646834838907/posts/default/3480384381291774986'/><link rel='alternate' type='text/html' href='http://elultimodepaz.blogspot.com/2011/11/hasta-donde-debe-llegar-el-egoismo.html' title='¿Hasta donde debe llegar el egoísmo?'/><author><name>Aroldo Orellana</name><uri>https://profiles.google.com/107028040954015875148</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//lh5.googleusercontent.com/-It7n1i2X6zM/AAAAAAAAAAI/AAAAAAAAAAA/BBaUIHOur_M/s512-c/photo.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-6bZlOOZkkmA/TreEi3_xc-I/AAAAAAAAALg/JBg50uxxB04/s72-c/Sin+t%25C3%25ADtulo.jpg' height='72' width='72'/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5636233646834838907.post-4974778106978244145</id><published>2011-10-24T18:46:00.000-06:00</published><updated>2011-10-24T18:46:11.111-06:00</updated><title type='text'>QEPD</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-RUsqI2wTJ7o/TqYGj564JRI/AAAAAAAAALM/aB8TummTJS0/s1600/Sin+t%25C3%25ADtulo.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;img border="0" height="196" src="http://3.bp.blogspot.com/-RUsqI2wTJ7o/TqYGj564JRI/AAAAAAAAALM/aB8TummTJS0/s200/Sin+t%25C3%25ADtulo.jpg" width="200" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;Me contraría la actitud de Jobs en sus postreros días. Pospuso un tratamiento médico y lo sustituyo con medicina alternativa, lo cual desembocó en una muerte que pudo ser posterior.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Al igual que uno de los mas prominente padres de la ciencia moderna, Sir Isaac Newton, que tenía profundas creencias misticas y del creador del detective más lógico del mundo, Sir Arthur Conan Doyle, que acudía a espiritistas, me confunden.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Me desubican porque por una parte sus actos muestran una clara disposición a vivir una existencia racional, pero se contradicen con esas desviaciones.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;En los tres casos mencionados creo que es el temor a la muerte lo que los motiva, al igual que al resto de mortales, a creer en situaciones que de otra manera no aceptarían.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Conforme pasan los años la conciencia de mi propia mortalidad se acrecienta, y definitivamente me afecta. Me ha robado algunas horas de sueño, me inquieta.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Trato de escribir unas frases que me trasciendan, pretendo dejarle un legado a mis descendientes y disfruto viviendo mis días lo mejor que puedo.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Pero el temor está allí...&lt;/div&gt;&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5636233646834838907-4974778106978244145?l=elultimodepaz.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://elultimodepaz.blogspot.com/feeds/4974778106978244145/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5636233646834838907&amp;postID=4974778106978244145' title='2 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5636233646834838907/posts/default/4974778106978244145'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5636233646834838907/posts/default/4974778106978244145'/><link rel='alternate' type='text/html' href='http://elultimodepaz.blogspot.com/2011/10/qepd.html' title='QEPD'/><author><name>Aroldo Orellana</name><uri>https://profiles.google.com/107028040954015875148</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//lh5.googleusercontent.com/-It7n1i2X6zM/AAAAAAAAAAI/AAAAAAAAAAA/BBaUIHOur_M/s512-c/photo.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-RUsqI2wTJ7o/TqYGj564JRI/AAAAAAAAALM/aB8TummTJS0/s72-c/Sin+t%25C3%25ADtulo.jpg' height='72' width='72'/><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5636233646834838907.post-7957353903031063521</id><published>2011-10-18T07:00:00.000-06:00</published><updated>2011-10-18T10:18:04.747-06:00</updated><title type='text'>Psicologia inversa</title><content type='html'>&lt;iframe allowfullscreen="" frameborder="0" height="315" src="http://www.youtube.com/embed/jUwJ9I8AztY?rel=0" width="420"&gt;&lt;/iframe&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5636233646834838907-7957353903031063521?l=elultimodepaz.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://elultimodepaz.blogspot.com/feeds/7957353903031063521/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5636233646834838907&amp;postID=7957353903031063521' title='3 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5636233646834838907/posts/default/7957353903031063521'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5636233646834838907/posts/default/7957353903031063521'/><link rel='alternate' type='text/html' href='http://elultimodepaz.blogspot.com/2011/10/psicologia-inversa.html' title='Psicologia inversa'/><author><name>Aroldo Orellana</name><uri>https://profiles.google.com/107028040954015875148</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//lh5.googleusercontent.com/-It7n1i2X6zM/AAAAAAAAAAI/AAAAAAAAAAA/BBaUIHOur_M/s512-c/photo.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://img.youtube.com/vi/jUwJ9I8AztY/default.jpg' height='72' width='72'/><thr:total>3</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5636233646834838907.post-4064839432815820202</id><published>2011-10-06T23:06:00.000-06:00</published><updated>2011-10-06T23:06:17.251-06:00</updated><title type='text'>Steve Jobs</title><content type='html'>&lt;a href="http://2.bp.blogspot.com/-8Hvp0ZuW5Fo/To6Hk3LvkzI/AAAAAAAAAKw/aZEZR9otf6U/s1600/JMtOy9_apple-logo.jpeg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="200" src="http://2.bp.blogspot.com/-8Hvp0ZuW5Fo/To6Hk3LvkzI/AAAAAAAAAKw/aZEZR9otf6U/s200/JMtOy9_apple-logo.jpeg" width="175" /&gt;&lt;/a&gt;Imposible no hacer un comentario.&lt;br /&gt;Ante la fuerza de la evidencia debo rendir un homenaje a uno de los mas destacados&amp;nbsp;héroes&amp;nbsp;de nuestro tiempo. Mr Jobs.&lt;br /&gt;Gracias a su empuje y tesonero trabajo hoy disfrutamos de una vida muy diferente a la que teníamos a principios de siglo.&lt;br /&gt;Gracias a su ejemplo hoy podemos decir que un hombre si puede hacer la diferencia.&lt;br /&gt;Gracias a él, puedo comprobar lo que un humano puede llegar a ser si elige sus principios y se apega a ellos durante todo el camino.&lt;br /&gt;Steve Jobs es el claro ejemplo de como son los emprendedores visionarios,&amp;nbsp;egoístas&amp;nbsp;e individualistas los que cambian el mundo. Y en el afán de perseguir sus sueños, nos permiten alcanzarlos a muchos otros mas.&lt;br /&gt;Le debo gratitud porque es el claro ejemplo de un hombre que no necesitó de la&amp;nbsp;política&amp;nbsp;y las falsas promesas para proveer una mejor calidad de vida a sus&amp;nbsp;congéneres&amp;nbsp; &lt;br /&gt;Después de escucharlo repetidas veces, de verlo actuar y, mas aún, de ver el resultados de sus acciones puedo con certeza asegurarle a mis hijos que pueden soñar, que deben encontrar su pasión en la vida y que pueden vivir felices cosechando sus logros.&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5636233646834838907-4064839432815820202?l=elultimodepaz.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://elultimodepaz.blogspot.com/feeds/4064839432815820202/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5636233646834838907&amp;postID=4064839432815820202' title='1 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5636233646834838907/posts/default/4064839432815820202'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5636233646834838907/posts/default/4064839432815820202'/><link rel='alternate' type='text/html' href='http://elultimodepaz.blogspot.com/2011/10/steve-jobs.html' title='Steve Jobs'/><author><name>Aroldo Orellana</name><uri>https://profiles.google.com/107028040954015875148</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//lh5.googleusercontent.com/-It7n1i2X6zM/AAAAAAAAAAI/AAAAAAAAAAA/BBaUIHOur_M/s512-c/photo.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-8Hvp0ZuW5Fo/To6Hk3LvkzI/AAAAAAAAAKw/aZEZR9otf6U/s72-c/JMtOy9_apple-logo.jpeg' height='72' width='72'/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5636233646834838907.post-1202705665764656705</id><published>2011-10-04T14:01:00.002-06:00</published><updated>2011-10-04T14:01:58.487-06:00</updated><title type='text'>Dichos y refranes</title><content type='html'>Es peligroso sostener las opiniones personales en la sabiduría popular, me refiero a la aceptación irreflexiva de los refranes y dichos populares.&lt;br /&gt;No es prudente por varias razones:&lt;br /&gt;&lt;br /&gt;&lt;ul&gt;&lt;li&gt;Los dichos populares no toman en cuenta el contexto de la afirmación. Los tiempos cambian y las situaciones también.&amp;nbsp;&lt;/li&gt;&lt;li&gt;Las generalizaciones son peligrosas. No se puede recurrir al todos o ninguno para sostener una afirmación.&lt;/li&gt;&lt;li&gt;Cuando se utiliza un refran para sostener un argumento se cae en una falacia de autoridad, la racionalización detrás es "como asi lo dice el refran, debe ser cierto"&lt;/li&gt;&lt;li&gt;Muchos refranes se utilizan como excusas perfectas.&lt;/li&gt;&lt;li&gt;Apoyarse en la sabiduria popular relaja la actividad mental. Averiguar el por qué de las cosas debiera ser una guía permanente de nuestro quehacer intelectual diario.&lt;/li&gt;&lt;/ul&gt;&lt;div&gt;No niego el valor de algunos refranes, solo me opongo a aceptarlos como recetas inapelables para emitir juicios de valor.&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5636233646834838907-1202705665764656705?l=elultimodepaz.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://elultimodepaz.blogspot.com/feeds/1202705665764656705/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5636233646834838907&amp;postID=1202705665764656705' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5636233646834838907/posts/default/1202705665764656705'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5636233646834838907/posts/default/1202705665764656705'/><link rel='alternate' type='text/html' href='http://elultimodepaz.blogspot.com/2011/10/dichos-y-refranes.html' title='Dichos y refranes'/><author><name>Aroldo Orellana</name><uri>https://profiles.google.com/107028040954015875148</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//lh5.googleusercontent.com/-It7n1i2X6zM/AAAAAAAAAAI/AAAAAAAAAAA/BBaUIHOur_M/s512-c/photo.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5636233646834838907.post-8391538969039143770</id><published>2011-09-27T07:00:00.000-06:00</published><updated>2011-09-27T07:00:02.486-06:00</updated><title type='text'>Ideología</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-AUYzDISRkbs/ToFudnpkJSI/AAAAAAAAAKs/-l-9UAyS7Hw/s1600/la_ideologia_.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="198" src="http://4.bp.blogspot.com/-AUYzDISRkbs/ToFudnpkJSI/AAAAAAAAAKs/-l-9UAyS7Hw/s200/la_ideologia_.jpg" width="200" /&gt;&lt;/a&gt;&lt;/div&gt;Y como todos, yo también me he estado preguntando, ¿cómo salimos de esta situación politica? ¿cómo sacamos del poder a los corruptos de siempre?&lt;br /&gt;La democracia definitivamente no es la solución. El gobierno de la democracia es un gobierno de consenso. Y el consenso ha llevado al poder a los&amp;nbsp;últimos&amp;nbsp;gobiernos. Ni uno solo de ellos ha sido carta de salvación. Es evidente que por consenso no llegan los mejores. Observamos a los candidatos de ahora y no nos queda mas que resignarnos, pues al momento de elegir a la pandilla de turno para el gobierno, solo nos queda elegir a la que consideramos "menos peor".&lt;br /&gt;Una tiranía tampoco es solución.&lt;br /&gt;Yo propongo, que definamos ideologías. Entendiendo ideología como una serie de principios cuyo&amp;nbsp;propósito&amp;nbsp;es mantener cierto sistema social. Que las conozcamos, que las contrastemos y, para darle valor a nuestro voto, nos identifiquemos con ellas.&lt;br /&gt;Yo presento la propuesta&amp;nbsp;ideológica&amp;nbsp;con la que me identifico. Resumida en tres principios libertad para hacer todo aquello que no restrinja la libertad de los demás, responsabilidad individual (entendida como que yo, y solo yo, soy responsable de mantener mi vida) y respeto a la propiedad privada. Propongo un pequeño estado encargado de hacer cumplir la ley. Asi de sencilla es mi ideología... y acepto discutirla.&lt;br /&gt;&lt;br /&gt;...¿y tu?, ya tienes clara cual es la tuya.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5636233646834838907-8391538969039143770?l=elultimodepaz.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://elultimodepaz.blogspot.com/feeds/8391538969039143770/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5636233646834838907&amp;postID=8391538969039143770' title='2 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5636233646834838907/posts/default/8391538969039143770'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5636233646834838907/posts/default/8391538969039143770'/><link rel='alternate' type='text/html' href='http://elultimodepaz.blogspot.com/2011/09/ideologia.html' title='Ideología'/><author><name>Aroldo Orellana</name><uri>https://profiles.google.com/107028040954015875148</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//lh5.googleusercontent.com/-It7n1i2X6zM/AAAAAAAAAAI/AAAAAAAAAAA/BBaUIHOur_M/s512-c/photo.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-AUYzDISRkbs/ToFudnpkJSI/AAAAAAAAAKs/-l-9UAyS7Hw/s72-c/la_ideologia_.jpg' height='72' width='72'/><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5636233646834838907.post-4962748346827658416</id><published>2011-09-20T07:00:00.000-06:00</published><updated>2011-09-20T07:00:03.543-06:00</updated><title type='text'>Marginación política</title><content type='html'>El titular de Prensa Libre para el quince de septiembre dice: "Marginación política, menos mujeres e indigenas en cargos públicos".&lt;br /&gt;Al encargado de publicar el texto le resulta una muestra de marginación que no tengamos mas mujeres e&amp;nbsp;indígenas&amp;nbsp;en el congreso y en las&amp;nbsp;alcaldías a pesar de que ambos grupos sociales son&amp;nbsp;mayoría&amp;nbsp;en el padrón electoral. Mas adelante se culpa a los partidos políticos de la exclusión de estos guatemaltecos.&lt;br /&gt;Es triste observar que se maneje un discurso que intenta privilegiar a ciertos grupos sociales sin los criterios apropiados. En ninguna parte se observa un&amp;nbsp;análisis&amp;nbsp;de la capacidad e idoneidad de los candidatos electos, solamente se utilizan criterios&amp;nbsp;políticamente&amp;nbsp;correctos.&lt;br /&gt;La&amp;nbsp;única&amp;nbsp;forma de juzgar a una persona es por sus actos. Nos debiera preocupar si las personas que ocupan cargos&amp;nbsp;públicos muestran una conducta merecedora de nuestro respeto. Definitivamente debemos discriminar al momento de elegir, de eso se trata. Ojalá lo hicieramos de tal forma que le otorguemos privilegios a los mas capaces, a los que realmente han demostrado ser merecedores de ello.&lt;br /&gt;Que tengamos menos mujeres y menos indigenas en el congreso, no importa. Que no lleguen los capaces y honrados, eso si es preocupante.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5636233646834838907-4962748346827658416?l=elultimodepaz.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://elultimodepaz.blogspot.com/feeds/4962748346827658416/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5636233646834838907&amp;postID=4962748346827658416' title='2 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5636233646834838907/posts/default/4962748346827658416'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5636233646834838907/posts/default/4962748346827658416'/><link rel='alternate' type='text/html' href='http://elultimodepaz.blogspot.com/2011/09/marginacion-politica.html' title='Marginación política'/><author><name>Aroldo Orellana</name><uri>https://profiles.google.com/107028040954015875148</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//lh5.googleusercontent.com/-It7n1i2X6zM/AAAAAAAAAAI/AAAAAAAAAAA/BBaUIHOur_M/s512-c/photo.jpg'/></author><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5636233646834838907.post-6422688422103305030</id><published>2011-09-13T12:55:00.000-06:00</published><updated>2011-09-13T12:55:22.454-06:00</updated><title type='text'>Narcosociedad</title><content type='html'>Me llaman la atención las acusaciones contra los candidatos mas publicitados, de las elecciones para puestos&amp;nbsp;públicos&amp;nbsp;del 2011&amp;nbsp;en Guatemala, en que se hace referencia a que el origen de los fondos para sus campañas es, principalmente, del narcotráfico. El trafico ilegal de drogas es una realidad ineludible en la actualidad y las cuantiosas ganancias que obtienen los "empresarios de la droga" les otorga mucho poder.&amp;nbsp;La influencia del capital proveniente de esa actividad se puede percibir en casi todas las áreas económicas del país.&lt;br /&gt;&lt;div&gt;Hace algunos años, un amigo que tenía una mueblería en la ciudad capital, estaba pasando una etapa de ventas muy bajas. Un domingo por la tarde, que le tocó en soledad, hacer turno de atención al público, la nula afluencia de visitantes lo tenía desesperado. Cuando estaba a punto de cerrar se parquearon dos&amp;nbsp;vehículos de modelo muy reciente frente a su puerta. De uno de ellos descendieron 3 o 4 hombres fuertemente armados que lo asustaron, observó para todos lados buscando auxilio, pero no había nadie alrededor en ese momento. Instantes después se bajaron del otro&amp;nbsp;vehículo una pareja de esposos y la señora le preguntó por literas. El susto pronto pasó a ser gozo pues realizaron una generosa compra que cancelaron en dolares. ¡Le salvaron el mes! Cargaron con los muebles y nunca mas supo de ellos.&lt;/div&gt;&lt;div&gt;Una estimada amiga que tiene un restaurante en Sololá me contaba que ese mismo perfil de gente suele salvarle los días. Ella me asegura que mucha de la industria local no se sostendría sin el aporte de este grupo social.&amp;nbsp;&lt;/div&gt;&lt;div&gt;Todos somos testigos de la inversión en negocios que crecen de la noche a la mañana sin mucha explicación. En todas la áreas de la industria y comercio. En ellos vemos rostros de gente agradecida porque tiene empleo y también vemos rostros de consumidores felices.&lt;/div&gt;&lt;div&gt;Lo&amp;nbsp;único&amp;nbsp;que empaña el negocio del narcotráfico es la violencia asociada a sus labores. El daño que provoca el consumo de los estupefacientes de ninguna manera es comparable al que provoca mantener en la ilegalidad la producción y distribución.&amp;nbsp;&lt;/div&gt;&lt;div&gt;Veamoslo bien, la ley no impide el consumo; aunque ese es el pretendido propósito. El día de hoy, quien asi lo desee, puede conseguir toda la droga que quiera y puede consumirla a su completo gusto. No hay poder que se lo impida. El inconveniente estriba en que para que esa persona pueda consumir, es necesaria una estructura de violencia que afecta a todos por igual. Consumidores y no consumidores.&lt;br /&gt;&lt;div&gt;&lt;div&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&amp;nbsp;&lt;/div&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/5636233646834838907-6422688422103305030?l=elultimodepaz.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://elultimodepaz.blogspot.com/feeds/6422688422103305030/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5636233646834838907&amp;postID=6422688422103305030' title='4 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5636233646834838907/posts/default/6422688422103305030'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5636233646834838907/posts/default/6422688422103305030'/><link rel='alternate' type='text/html' href='http://elultimodepaz.blogspot.com/2011/09/narcosociedad.html' title='Narcosociedad'/><author><name>Aroldo Orellana</name><uri>https://profiles.google.com/107028040954015875148</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//lh5.googleusercontent.com/-It7n1i2X6zM/AAAAAAAAAAI/AAAAAAAAAAA/BBaUIHOur_M/s512-c/photo.jpg'/></author><thr:total>4</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5636233646834838907.post-2220335117025932355</id><published>2011-09-06T07:00:00.004-06:00</published><updated>2011-09-06T10:12:17.156-06:00</updated><title type='text'>El menos común</title><content type='html'>&lt;a href="http://2.bp.blogspot.com/-hjH-0UhSaBM/TmPNL2VB1ZI/AAAAAAAAAKk/t95jnQJTun0/s1600/entrenar-sentido_comun1.jpg" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"&gt;&lt;img style="float:left; margin:0 10px 10px 0;cursor:pointer; cursor:hand;width: 200px; height: 184px;" src="http://2.bp.blogspot.com/-hjH-0UhSaBM/TmPNL2VB1ZI/AAAAAAAAAKk/t95jnQJTun0/s200/entrenar-sentido_comun1.jpg" border="0" alt="" id="BLOGGER_PHOTO_ID_5648583961098704274" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;blockquote&gt;Es común escuchar la afirmación acerca de que el sentido común es el menos común de los sentidos. La escuchamos en todas partes, en la prédica, en el aula, a los periodistas y a los políticos en campaña. Todos parecen estar de acuerdo en una cosa tan simple y, según afirman, evidente.&lt;br /&gt;Para quienes no entrenan su mente para pensar, para quienes no se educan para entender, esta afirmación puede ser cierta. Pero es bueno aclarar que hasta la mente mejor entrenada se puede equivocar, pero el margen de error es natural y ese no debiera ser disuasivo para intentar usar el criterio propio, ni motivo para denunciar la ausencia de sentido común.&lt;/blockquote&gt;&lt;blockquote&gt;Lo que mas me preocupa es que la afirmación parece encaminada a minar la confianza que tenemos en nuestro criterio personal. Observemos quién la utiliza y cuando. Definitivamente quien rinde su razón ante mandamientos místicos que no admiten cuestionamiento y quien rinde su voluntad para volverse títere de otros, seguramente carece de sentido común porque no entrena su mente para entender la realidad.&lt;/blockquote&gt;&lt;blockquote&gt;Leer, hacer cuentas mentalmente, observar el mundo, preguntar y buscar respuestas son ejercicios que regularmente ayudan a activar ese poderoso musculo. La pregunta vital y obsesiva para una mente entrenada es ¿por qué?. Observar es mirar pensando ¿por qué?. ¿Por qué cae la lluvia? ¿por qué amanece?...&lt;br /&gt;Es obvio concluir que al observar a la naturaleza obtenemos respuestas mas confiables que cuando observamos el comportamiento humano. La naturaleza obedece a reglas claras, inviolables y consistentes, en cambio el ser humano responde a un comportamiento que depende de su voluntad que puede ser cambiante debido al contexto donde toma sus decisiones. Esto es fácil de ilustrar con un sencillo ejemplo: no es lo mismo un vaso de agua pura en el desierto, que en la ciudad o en el mar.&lt;/blockquote&gt;&lt;blockquote&gt;Antes de afirmar la escaces de sentido común sería mejor desafiar a los individuos preguntandoles ¿tienes sentido común? ¿cómo lo lograste o como piensas lograrlo? Recordemos que sin el uso de nuestra mente solo somos un pedazo de carne, igual a cualquier otra res, dispuesto a ser desollado por un carnicero.&lt;/blockquote&gt;&lt;blockquote&gt;&lt;br /&gt;&lt;/blockquote&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5636233646834838907-2220335117025932355?l=elultimodepaz.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://elultimodepaz.blogspot.com/feeds/2220335117025932355/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5636233646834838907&amp;postID=2220335117025932355' title='2 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5636233646834838907/posts/default/2220335117025932355'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5636233646834838907/posts/default/2220335117025932355'/><link rel='alternate' type='text/html' href='http://elultimodepaz.blogspot.com/2011/09/el-menos-comun.html' title='El menos común'/><author><name>Aroldo Orellana</name><uri>https://profiles.google.com/107028040954015875148</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//lh5.googleusercontent.com/-It7n1i2X6zM/AAAAAAAAAAI/AAAAAAAAAAA/BBaUIHOur_M/s512-c/photo.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-hjH-0UhSaBM/TmPNL2VB1ZI/AAAAAAAAAKk/t95jnQJTun0/s72-c/entrenar-sentido_comun1.jpg' height='72' width='72'/><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5636233646834838907.post-5452661402110887141</id><published>2011-08-29T18:47:00.004-06:00</published><updated>2011-08-29T19:12:08.022-06:00</updated><title type='text'>No soy candidato</title><content type='html'>&lt;a href="http://4.bp.blogspot.com/-UobelXskjfQ/Tlw3wRYM2BI/AAAAAAAAAKY/uqsZ2ugiVjE/s1600/prohibido.gif"&gt;&lt;img style="MARGIN: 0px 0px 10px 10px; WIDTH: 200px; FLOAT: right; HEIGHT: 200px; CURSOR: hand" id="BLOGGER_PHOTO_ID_5646449335253915666" border="0" alt="" src="http://4.bp.blogspot.com/-UobelXskjfQ/Tlw3wRYM2BI/AAAAAAAAAKY/uqsZ2ugiVjE/s200/prohibido.gif" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;div&gt;La verdad tenía la intención de tirar mi candidatura para presidente de la nación, por aquella canción que aún suena en mi cabeza del nenenenequevasahacercuandoseasgrande... pero me di cuenta que mis probabilidades son muy pocas debido al discurso que manejo, del cual doy mi primer bosquejo:&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div&gt;&lt;/div&gt;&lt;br /&gt;&lt;div&gt;"Estimados compatriotas:&lt;/div&gt;&lt;br /&gt;&lt;div&gt;No les ofrezco educación, ni salud gratuita para todos. Solo para unos pocos, los que realmente no se la puedan pagar y con condiciones exigentes. Tampoco se las ofrezco para siempre. Bajaré los impuestos en los primeros 100 días de mi gestión y eliminaré las aduanas. Pronto todos podrán comprar muchos articulos a precios muy bajos, se los prometo.Muchos empleados públicos serán cesados de sus puestos porque este gobierno es un gobierno dedicado a la producción, a la creación de riqueza y como se que las entidades estatales no la producen abriré las puertas para que todos los guatemaltecos y guatemaltecas que ven fustrados sus sueños detrás de un escritorio salgan y demuestren todo su potencial y gran valor acumulado.Les prometo que no habrán mas bloqueos en las carreteras, la policia y el ejercito disolverán inmediatamente cualquier intento. Mi principal propósito es garantizar que la justicia sea prontamente aplicada. Ofrezco hacer prevalecer el estado de derecho.No le ofrezco empleo a la población porque ningun gobierno es capaz de proveerlo.No ofrezco bienestar, porque creo que cada individuo es responsable de lograr su propio bienestar.Solo le puedo ofrecer que la ley se va a cumplir, que su propiedad se va a respetar y garantizo la libertad individual.&lt;br /&gt;&lt;div&gt;La corrupción será un mal que atacaré de frente y la estrategia es clara y sencilla: menos impuestos, estado mas pequeño. Si no hay que robar, ni hay quien robe... ese cancer social terminará.Cero privilegios para las empresas nacionales y extranjeras. Las contrataciones se harán públicas para que todo ciudadano las pueda revisar."&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;div&gt;La ausencia de fondos para la campaña, el nulo apoyo de las naciones cooperantes y la poca participación de ciudadanos tira por la borda, desde ya, mis intenciones.&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5636233646834838907-5452661402110887141?l=elultimodepaz.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://elultimodepaz.blogspot.com/feeds/5452661402110887141/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5636233646834838907&amp;postID=5452661402110887141' title='3 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5636233646834838907/posts/default/5452661402110887141'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5636233646834838907/posts/default/5452661402110887141'/><link rel='alternate' type='text/html' href='http://elultimodepaz.blogspot.com/2011/08/no-soy-candidato.html' title='No soy candidato'/><author><name>Aroldo Orellana</name><uri>https://profiles.google.com/107028040954015875148</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//lh5.googleusercontent.com/-It7n1i2X6zM/AAAAAAAAAAI/AAAAAAAAAAA/BBaUIHOur_M/s512-c/photo.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-UobelXskjfQ/Tlw3wRYM2BI/AAAAAAAAAKY/uqsZ2ugiVjE/s72-c/prohibido.gif' height='72' width='72'/><thr:total>3</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5636233646834838907.post-2534368580660558793</id><published>2011-08-02T09:16:00.005-06:00</published><updated>2011-08-02T10:40:16.137-06:00</updated><title type='text'>Diógenes</title><content type='html'>&lt;a href="http://4.bp.blogspot.com/-FD-6X4nwEV0/TjghbNT9C0I/AAAAAAAAAKQ/fd-BFaDuNGA/s1600/Diogenes.jpg" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"&gt;&lt;img style="float:left; margin:0 10px 10px 0;cursor:pointer; cursor:hand;width: 130px; height: 200px;" src="http://4.bp.blogspot.com/-FD-6X4nwEV0/TjghbNT9C0I/AAAAAAAAAKQ/fd-BFaDuNGA/s200/Diogenes.jpg" border="0" alt="" id="BLOGGER_PHOTO_ID_5636291684967713602" /&gt;&lt;/a&gt;&lt;br /&gt;Diógenes fue un filosofo griego discípulo de Antístenes, que a su vez lo fue de Sócrates. Vivió en la mas extrema pobreza y fue admirado por los atenienses por su desprecio a las comodidades. La virtud es la base de su filosofía. Llevó a la práctica el ideal del sabio cínico, representado por una vida solitaria en renuncia constante de todos los bienes creados por la sociedad.&lt;div&gt;Un provocador articulo del amigo Rodrigo Pérez Nieves llamado &lt;a href="http://www.elquetzalteco.com.gt/26.07.2011/?q=opiniones/de_fil_sofos_y_pol_ticos"&gt;De filósofos y políticos&lt;/a&gt;, me dejó inquieto por una afirmación sobre Diógenes. Asegura el escritor que el filósofo adoptó una actitud "humilde ante la vida" y no puedo estar mas en desacuerdo con tal comentario. &lt;/div&gt;&lt;div&gt;Al contrario, a mi parecer Diógenes estaba convencido que sus ideas eran correctas y estaba orgulloso de ellas. Las defendía con orgullo. Las predicaba con pasión. Las vivía con integridad.&lt;/div&gt;&lt;div&gt;Como todo gran personaje histórico se comprometió con un ideal y en ningún momento le restó importancia a sus propios logros y virtudes, todo lo contrario, los exhibía y predicaba. Llevaba, ciertamente, poco equipaje, pero lo lucía con ostentación por lo mucho que significaba para sus ideales. La pobreza no era una muestra de humildad, era una muestra de convicción.&lt;/div&gt;&lt;div&gt;La lección de vida que, a mi parecer, encierra la historia de Diogenes es la de la integridad. Integridad entendida como la unidad entre la acción y el ideal personal en todo momento. Vivo mis creencias, soy fiel a mi filosofía en todo momento. Dice en algún lugar  Stephen Covey que no hay persona mas confiable que una persona integra. Un lamentable ejemplo de falta de integridad son nuestros políticos que dicen, según las circunstancias, lo que sea necesario para salir del paso; pero actúan de diferente forma.&lt;/div&gt;&lt;div&gt;&lt;i&gt;&lt;span class="Apple-style-span"&gt;La imagen que acompaña este comentario es: Diogenes, pintada por&lt;span class="Apple-style-span"&gt; &lt;span class="Apple-style-span" style="line-height: 15px; "&gt;&lt;a href="http://es.wikipedia.org/wiki/John_William_Waterhouse" title="John William Waterhouse" style="text-decoration: none; color: rgb(6, 69, 173); background-image: none; background-attachment: initial; background-origin: initial; background-clip: initial; background-color: initial; "&gt;John William Waterhouse&lt;/a&gt; en 1882.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5636233646834838907-2534368580660558793?l=elultimodepaz.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://elultimodepaz.blogspot.com/feeds/2534368580660558793/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5636233646834838907&amp;postID=2534368580660558793' title='5 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5636233646834838907/posts/default/2534368580660558793'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5636233646834838907/posts/default/2534368580660558793'/><link rel='alternate' type='text/html' href='http://elultimodepaz.blogspot.com/2011/08/diogenes.html' title='Diógenes'/><author><name>Aroldo Orellana</name><uri>https://profiles.google.com/107028040954015875148</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//lh5.googleusercontent.com/-It7n1i2X6zM/AAAAAAAAAAI/AAAAAAAAAAA/BBaUIHOur_M/s512-c/photo.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-FD-6X4nwEV0/TjghbNT9C0I/AAAAAAAAAKQ/fd-BFaDuNGA/s72-c/Diogenes.jpg' height='72' width='72'/><thr:total>5</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5636233646834838907.post-9208661816635066156</id><published>2011-07-26T07:00:00.002-06:00</published><updated>2011-07-26T07:00:07.046-06:00</updated><title type='text'>Aperto libro</title><content type='html'>&lt;a href="http://3.bp.blogspot.com/-3Ud_5Budtks/TiUEG0QUKrI/AAAAAAAAAKI/6EsmXiNRhp8/s1600/Isabel%2BAllende%2B-%2BCuentos%2Bde%2BEva%2BLuna.jpg" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"&gt;&lt;img style="float:right; margin:0 0 10px 10px;cursor:pointer; cursor:hand;width: 128px; height: 200px;" src="http://3.bp.blogspot.com/-3Ud_5Budtks/TiUEG0QUKrI/AAAAAAAAAKI/6EsmXiNRhp8/s200/Isabel%2BAllende%2B-%2BCuentos%2Bde%2BEva%2BLuna.jpg" border="0" alt="" id="BLOGGER_PHOTO_ID_5630911424249473714" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;i style="mso-bidi-font-style:normal"&gt;&lt;span lang="ES" style="font-size:11.0pt;mso-bidi-font-size:10.0pt;font-family:&amp;quot;Bookman Old Style&amp;quot;,&amp;quot;serif&amp;quot;; mso-fareast-font-family:&amp;quot;Times New Roman&amp;quot;;mso-bidi-font-family:&amp;quot;Times New Roman&amp;quot;; mso-ansi-language:ES;mso-fareast-language:ES;mso-bidi-language:AR-SA; layout-grid-mode:line"&gt;Antes de que empezara la pelotera descomunal del progreso, quienes tenían algunos ahorros, los enterraban, era la única forma conocida de guardar dinero, pero más tarde la gente les tomó confianza a los bancos. Cuando hicieron la carretera y fue más fácil llegar en autobús a la ciudad, cambiaron sus monedas de oro y de plata por papeles pintados y los metieron en cajas fuertes, como si fueran tesoros. Tomás Vargas se burlaba de ellos a carcajadas, porque nunca creyó en ese sistema. El tiempo le dio la razón y cuando se acabó el gobierno del Benefactor -que duró como treinta años, según dicenlos billetes no valían nada y muchos terminaron pegados de adorno en las paredes, como infame recordatorio del candor de sus dueños. Mientras todos los demás escribían cartas al nuevo Presidente y a los periódicos para quejarse de la estafa colectiva de las nuevas monedas, Tomás Vargas tenía sus morocotas de oro en un entierro seguro...&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;i style="mso-bidi-font-style:normal"&gt;&lt;span lang="ES" style="font-size:11.0pt;mso-bidi-font-size:10.0pt;font-family:&amp;quot;Bookman Old Style&amp;quot;,&amp;quot;serif&amp;quot;; mso-fareast-font-family:&amp;quot;Times New Roman&amp;quot;;mso-bidi-font-family:&amp;quot;Times New Roman&amp;quot;; mso-ansi-language:ES;mso-fareast-language:ES;mso-bidi-language:AR-SA; layout-grid-mode:line"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;div&gt;&lt;i style="mso-bidi-font-style:normal"&gt;&lt;span lang="ES" style="font-size:11.0pt;mso-bidi-font-size:10.0pt;font-family:&amp;quot;Bookman Old Style&amp;quot;,&amp;quot;serif&amp;quot;; mso-fareast-font-family:&amp;quot;Times New Roman&amp;quot;;mso-bidi-font-family:&amp;quot;Times New Roman&amp;quot;; mso-ansi-language:ES;mso-fareast-language:ES;mso-bidi-language:AR-SA; layout-grid-mode:line"&gt;Leido en: Cuentos de Eva Luna&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;div&gt;&lt;i style="mso-bidi-font-style:normal"&gt;&lt;span lang="ES" style="font-size:11.0pt;mso-bidi-font-size:10.0pt;font-family:&amp;quot;Bookman Old Style&amp;quot;,&amp;quot;serif&amp;quot;; mso-fareast-font-family:&amp;quot;Times New Roman&amp;quot;;mso-bidi-font-family:&amp;quot;Times New Roman&amp;quot;; mso-ansi-language:ES;mso-fareast-language:ES;mso-bidi-language:AR-SA; layout-grid-mode:line"&gt;Escrito por: Isabel Allende &lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5636233646834838907-9208661816635066156?l=elultimodepaz.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://elultimodepaz.blogspot.com/feeds/9208661816635066156/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5636233646834838907&amp;postID=9208661816635066156' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5636233646834838907/posts/default/9208661816635066156'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5636233646834838907/posts/default/9208661816635066156'/><link rel='alternate' type='text/html' href='http://elultimodepaz.blogspot.com/2011/07/aperto-libro_26.html' title='Aperto libro'/><author><name>Aroldo Orellana</name><uri>https://profiles.google.com/107028040954015875148</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//lh5.googleusercontent.com/-It7n1i2X6zM/AAAAAAAAAAI/AAAAAAAAAAA/BBaUIHOur_M/s512-c/photo.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-3Ud_5Budtks/TiUEG0QUKrI/AAAAAAAAAKI/6EsmXiNRhp8/s72-c/Isabel%2BAllende%2B-%2BCuentos%2Bde%2BEva%2BLuna.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5636233646834838907.post-8853477337719463634</id><published>2011-07-19T07:00:00.000-06:00</published><updated>2011-07-19T07:00:13.305-06:00</updated><title type='text'>¿Será cierto?</title><content type='html'>&lt;img src="http://25.media.tumblr.com/tumblr_lohzt9dyfd1qml6dao1_500.jpg" /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5636233646834838907-8853477337719463634?l=elultimodepaz.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://elultimodepaz.blogspot.com/feeds/8853477337719463634/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5636233646834838907&amp;postID=8853477337719463634' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5636233646834838907/posts/default/8853477337719463634'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5636233646834838907/posts/default/8853477337719463634'/><link rel='alternate' type='text/html' href='http://elultimodepaz.blogspot.com/2011/07/sera-cierto.html' title='¿Será cierto?'/><author><name>Aroldo Orellana</name><uri>https://profiles.google.com/107028040954015875148</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//lh5.googleusercontent.com/-It7n1i2X6zM/AAAAAAAAAAI/AAAAAAAAAAA/BBaUIHOur_M/s512-c/photo.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5636233646834838907.post-6177252340549796398</id><published>2011-07-12T07:00:00.003-06:00</published><updated>2011-07-12T07:00:04.902-06:00</updated><title type='text'>Disculpe usted... soy de Guatemala</title><content type='html'>&lt;a href="http://2.bp.blogspot.com/-1TXfvYMKR40/ThnKvux4_0I/AAAAAAAAAKA/inbM1qAK-_c/s1600/perdon.jpg" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 400px; height: 272px;" src="http://2.bp.blogspot.com/-1TXfvYMKR40/ThnKvux4_0I/AAAAAAAAAKA/inbM1qAK-_c/s400/perdon.jpg" border="0" alt="" id="BLOGGER_PHOTO_ID_5627752130736095042" /&gt;&lt;/a&gt;&lt;br /&gt;─Hola Wendy, y usted, ¿de donde es?&lt;div&gt;─Hola, soy de un país donde llegar al trabajo es una proeza y regresar a casa por las noches es un acto suicida de extremo heroísmo.&lt;/div&gt;&lt;div&gt;─Hum, ya se. Es del país donde la gente contrata sicarios para matarse a si misma, ¿son muchos los que siguen el ejemplo del tal Rosemberg?&lt;/div&gt;&lt;div&gt;─Eh, no se, pero según el gobierno hay muchos periodistas suicidas. Chepe Zarco, Hugo Arce y otros que no recuerdo.&lt;/div&gt;&lt;div&gt;─Es cierto que en su tierra natal las victimas de la violencia superan el dato de 15 o 16 muertos diarios.&lt;/div&gt;&lt;div&gt;─Este... no se.&lt;/div&gt;&lt;div&gt;─Dicen que en ese lugar la mujer del presidente se divorció para poder ser candidata a presidenta, son muy pintorescos ustedes.&lt;/div&gt;&lt;div&gt;─Eso dicen, que somos pintorescos.&lt;/div&gt;&lt;div&gt;─Por cierto que recién mataron a Facundo Cabral por allá, ¿verdad?&lt;/div&gt;&lt;div&gt;─Si, así es.&lt;/div&gt;&lt;div&gt;Un amargo silencio le permitió a Wendy reflexionar sobre la mejor forma de dar por terminada la incomoda conversación.&lt;/div&gt;&lt;div&gt;─Cierto, soy de Guatemala, sirvase usted disculparme. Me da pena, pero si, soy de Guatemala. Pero quiero que sepa que no todos somos así, lo que pasa es que los buenos no servimos para hacer bulla; pero le puedo asegurar que somos mas. Perdone usted a mi país, no nos juzgue por nuestros políticos que son unos dirigentes incapaces. Ni nos juzgue por los incapaces que recurren a la violencia para dilucidar sus diferencias. Tampoco nos descalifique a todos por nuestra discapacidad crónica para hacer justicia─ con un suspiro concluyó ─ pero mas que cualquier cosa, sírvase disculpar las consecuencias de la indiferencia, que mostramos los buenos, para buscar y exigir soluciones a nuestros problemas.&lt;/div&gt;&lt;div&gt;Foto: Prensa Libre.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;div&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/5636233646834838907-6177252340549796398?l=elultimodepaz.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://elultimodepaz.blogspot.com/feeds/6177252340549796398/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5636233646834838907&amp;postID=6177252340549796398' title='7 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5636233646834838907/posts/default/6177252340549796398'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5636233646834838907/posts/default/6177252340549796398'/><link rel='alternate' type='text/html' href='http://elultimodepaz.blogspot.com/2011/07/disculpe-usted-soy-de-guatemala.html' title='Disculpe usted... soy de Guatemala'/><author><name>Aroldo Orellana</name><uri>https://profiles.google.com/107028040954015875148</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//lh5.googleusercontent.com/-It7n1i2X6zM/AAAAAAAAAAI/AAAAAAAAAAA/BBaUIHOur_M/s512-c/photo.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-1TXfvYMKR40/ThnKvux4_0I/AAAAAAAAAKA/inbM1qAK-_c/s72-c/perdon.jpg' height='72' width='72'/><thr:total>7</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5636233646834838907.post-1052926534160213395</id><published>2011-07-05T07:00:00.000-06:00</published><updated>2011-07-05T07:00:02.629-06:00</updated><title type='text'>Aperto libro</title><content type='html'>&lt;a href="http://2.bp.blogspot.com/-tCw4PLgyq3A/ThKD_YGEL9I/AAAAAAAAAJ4/WjNa-opiE10/s1600/aristoteles.jpg" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 200px; height: 200px;" src="http://2.bp.blogspot.com/-tCw4PLgyq3A/ThKD_YGEL9I/AAAAAAAAAJ4/WjNa-opiE10/s200/aristoteles.jpg" border="0" alt="" id="BLOGGER_PHOTO_ID_5625704009362059218" /&gt;&lt;/a&gt;&lt;br /&gt;Sobre la amistad&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;...la amistad es una virtud o algo acompañado de virtud, y, además, es lo más necesario para la vida.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;...con amigos los hombres están más capacitados para pensar y actuar.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;... la amistad perfecta es la de los hombres buenos e iguales en virtud...&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;...las distancias no rompen sin más la amistad, sino sólo su ejercicio...&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Leido en: Ética Nicomáquea&lt;/div&gt;&lt;div&gt;Autor: Aristóteles.&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5636233646834838907-1052926534160213395?l=elultimodepaz.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://elultimodepaz.blogspot.com/feeds/1052926534160213395/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5636233646834838907&amp;postID=1052926534160213395' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5636233646834838907/posts/default/1052926534160213395'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5636233646834838907/posts/default/1052926534160213395'/><link rel='alternate' type='text/html' href='http://elultimodepaz.blogspot.com/2011/07/aperto-libro.html' title='Aperto libro'/><author><name>Aroldo Orellana</name><uri>https://profiles.google.com/107028040954015875148</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//lh5.googleusercontent.com/-It7n1i2X6zM/AAAAAAAAAAI/AAAAAAAAAAA/BBaUIHOur_M/s512-c/photo.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-tCw4PLgyq3A/ThKD_YGEL9I/AAAAAAAAAJ4/WjNa-opiE10/s72-c/aristoteles.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5636233646834838907.post-2601908215266712270</id><published>2011-06-28T07:00:00.000-06:00</published><updated>2011-06-28T07:00:04.029-06:00</updated><title type='text'>Exprimela</title><content type='html'>&lt;a href="http://4.bp.blogspot.com/-0PrNqvYiRO8/TgjSdS3shYI/AAAAAAAAAJY/FiYO9nYx6cQ/s1600/ataud.jpg" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"&gt;&lt;img style="float:left; margin:0 10px 10px 0;cursor:pointer; cursor:hand;width: 134px; height: 200px;" src="http://4.bp.blogspot.com/-0PrNqvYiRO8/TgjSdS3shYI/AAAAAAAAAJY/FiYO9nYx6cQ/s200/ataud.jpg" border="0" alt="" id="BLOGGER_PHOTO_ID_5622975535495546242" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;p class="MsoNormal"&gt;&lt;span lang="ES-MX" style="mso-ansi-language:ES-MX"&gt;¿A qué le temes?&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;&lt;span lang="ES-MX" style="mso-ansi-language:ES-MX"&gt;¿Al frio del ataúd o al llanto de los tuyos?&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;&lt;span lang="ES-MX" style="mso-ansi-language:ES-MX"&gt;¿Le temes al castigo posterior a esta vida porque no lograste cumplir unas exigencias inalcanzables?&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;&lt;span lang="ES-MX" style="mso-ansi-language:ES-MX"&gt;La soledad de la tumba fría quizá te aterra y le temes a yacer acompañado por otros que no dicen, ni hacen nada.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;&lt;span lang="ES-MX" style="mso-ansi-language:ES-MX"&gt;La muerte llegará, eso es seguro, absolutamente. Entonces, por qué temer a una de las pocas certezas que tenemos. No tenemos trabajo seguro, no tenemos techo seguro, ni la compañía es cierta, es mejor temerle a esa perdida, pero de una forma sana, previendo la conservación.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;&lt;span lang="ES-MX" style="mso-ansi-language:ES-MX"&gt;Si quieres conservar tu trabajo, pues hazte valioso trabajador, para ti o para alguien mas. Se gentil si deseas conservar la compañía. Y el techo lo conservaras en la medida que lo construyas solido.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;&lt;span lang="ES-MX" style="mso-ansi-language:ES-MX"&gt;Pero la vida seguro la perderás y nada puedes hacer con ello. &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;&lt;span lang="ES-MX" style="mso-ansi-language:ES-MX"&gt;Lo único que puedes rescatar es este momento, este instante. Vive tu hoy con intensidad.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;&lt;span lang="ES-MX" style="mso-ansi-language:ES-MX"&gt;Vive y que la reseca muerte te encuentre viviendo, exprimiéndole hasta la última gota a esta existencia que será tuya mientras la aproveches.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5636233646834838907-2601908215266712270?l=elultimodepaz.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://elultimodepaz.blogspot.com/feeds/2601908215266712270/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5636233646834838907&amp;postID=2601908215266712270' title='5 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5636233646834838907/posts/default/2601908215266712270'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5636233646834838907/posts/default/2601908215266712270'/><link rel='alternate' type='text/html' href='http://elultimodepaz.blogspot.com/2011/06/exprimela.html' title='Exprimela'/><author><name>Aroldo Orellana</name><uri>https://profiles.google.com/107028040954015875148</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//lh5.googleusercontent.com/-It7n1i2X6zM/AAAAAAAAAAI/AAAAAAAAAAA/BBaUIHOur_M/s512-c/photo.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-0PrNqvYiRO8/TgjSdS3shYI/AAAAAAAAAJY/FiYO9nYx6cQ/s72-c/ataud.jpg' height='72' width='72'/><thr:total>5</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5636233646834838907.post-8212545424172107565</id><published>2011-06-21T11:18:00.005-06:00</published><updated>2011-06-21T13:41:04.928-06:00</updated><title type='text'>Viajes y destinos</title><content type='html'>&lt;a href="http://1.bp.blogspot.com/-90lYWJKRB8Y/TgDyccuR6RI/AAAAAAAAAJQ/yNLuRTwtzu8/s1600/viaje-inserso2.jpg" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"&gt;&lt;img style="float:right; margin:0 0 10px 10px;cursor:pointer; cursor:hand;width: 150px; height: 200px;" src="http://1.bp.blogspot.com/-90lYWJKRB8Y/TgDyccuR6RI/AAAAAAAAAJQ/yNLuRTwtzu8/s200/viaje-inserso2.jpg" border="0" alt="" id="BLOGGER_PHOTO_ID_5620758905518942482" /&gt;&lt;/a&gt;&lt;br /&gt;Ayer mientras conducía por la carretera, en compañia de mi hijo, estaba muy preocupado por mantener una velocidad constante, aprovechar el buen estado de la carretera y del vehiculo para llegar lo mas pronto posible a mi destino. Mi atención estaba concentrada en avanzar y llegar, unicamente.&lt;br /&gt;Aproveché, como siempre, para reflexionar acerca de múltiples asuntos vitales que merecían mi atención y que debían se atendidos posteriormente. Llamadas, pagos, aclaraciones, notas por escribir, libros por leer. Enfoqué toda mi atención en lo que debía hacer, lo que iba a hacer y lo que deseaba hacer.&lt;br /&gt;De pronto, un chispazo genial, miré hacia mi hijo, que en ese instante estaba dormido, y me di cuenta de lo equivocado que estaba al divagar tanto y no enfocarme en el goce absoluto del presente.&lt;div&gt;Al inicio del viaje había reprendido a mi hijo porque no hacia silencio y eso me impidió disfrutar de su agradable conversación por un largo rato; el rato que tenia para gozar de su presencia.&lt;/div&gt;&lt;div&gt;Y eso me pasa continuamente, me obsesiono con la meta, el destino o el sueño y no disfruto el viaje. &lt;/div&gt;&lt;div&gt;Los hijos crecen y parten, los amores se terminan, las metas se logran, la muerte llega. Todo lo que vivimos es finito y la única manera que tengo de morir bien es haber vivido bien, disfrutando cada momento con intensa pasión. &lt;/div&gt;&lt;div&gt;Anhelar, recordar y extrañar está bien y me lo puedo permitir, pero en la medida que no me impida saborear el momento presente; sea este de dolor, alegría o dicha plena.&lt;/div&gt;&lt;div&gt;Esta nota carece de importancia al recordar que mi hijo me espera para almorzar y el no estará allí siempre, esperándome.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5636233646834838907-8212545424172107565?l=elultimodepaz.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://elultimodepaz.blogspot.com/feeds/8212545424172107565/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5636233646834838907&amp;postID=8212545424172107565' title='3 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5636233646834838907/posts/default/8212545424172107565'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5636233646834838907/posts/default/8212545424172107565'/><link rel='alternate' type='text/html' href='http://elultimodepaz.blogspot.com/2011/06/viajes-y-destinos.html' title='Viajes y destinos'/><author><name>Aroldo Orellana</name><uri>https://profiles.google.com/107028040954015875148</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//lh5.googleusercontent.com/-It7n1i2X6zM/AAAAAAAAAAI/AAAAAAAAAAA/BBaUIHOur_M/s512-c/photo.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-90lYWJKRB8Y/TgDyccuR6RI/AAAAAAAAAJQ/yNLuRTwtzu8/s72-c/viaje-inserso2.jpg' height='72' width='72'/><thr:total>3</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5636233646834838907.post-4724390772438002265</id><published>2011-06-14T07:00:00.000-06:00</published><updated>2011-06-14T07:00:11.878-06:00</updated><title type='text'>Las hojas</title><content type='html'>&lt;a href="http://3.bp.blogspot.com/-xgK0NxRiGOQ/TfTvXo0OSmI/AAAAAAAAAJA/UmITiwI3iwY/s1600/310384-dried-oak-leaf-on-the-snow.jpg" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"&gt;&lt;img style="float:right; margin:0 0 10px 10px;cursor:pointer; cursor:hand;width: 168px; height: 113px;" src="http://3.bp.blogspot.com/-xgK0NxRiGOQ/TfTvXo0OSmI/AAAAAAAAAJA/UmITiwI3iwY/s200/310384-dried-oak-leaf-on-the-snow.jpg" border="0" alt="" id="BLOGGER_PHOTO_ID_5617377824610339426" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;p class="MsoNormal"&gt;&lt;span lang="ES-AR" style="mso-ansi-language:ES-AR"&gt;Ya hace casi un año que cometieron el asesinato y aún no logró superar la inquietud que me provoca, quizá sea solo mi curiosidad femenina, pero no logro evitar pensar en él. Realmente no fue un crimen muy violento, la víctima tenía un golpe en la nuca, uno solo. Certero y fatal. Cuando llegué a la escena del crimen el cadáver yacía al frente de la vieja y descuidada iglesia, boca abajo. Ni una sola gota de sangre se pudo encontrar sobre la inmaculada nieve. &lt;span style="mso-spacerun:yes"&gt; &lt;/span&gt;La fuerte nevada de la noche anterior había borrado las huellas del verdugo.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;&lt;span lang="ES-AR" style="mso-ansi-language:ES-AR"&gt;No hemos podido hallar el arma homicida, quizá ese sea el vínculo que nos lleve, por fin, a confirmar quien es el asesino. &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;&lt;span lang="ES-AR" style="mso-ansi-language:ES-AR"&gt;El problema estriba en que debemos elegir a uno de los tres sospechosos de terminar con la vida del párroco de la pequeña y deteriorada iglesia de San Juan Calafeo.&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;Los motivos de todos ellos están confirmados, los tres carecen de coartada y los tres dispusieron de ocasión para cometer el crimen. El arma, insisto, tiene que ser la clave.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;&lt;span lang="ES-AR" style="mso-ansi-language:ES-AR"&gt;El primero de ellos es un seminarista larguirucho, de mirada esquiva, que fue víctima de abuso sexual de parte del sacerdote. No se logró comprobar donde se encontraba al momento del asesinato y un taxista asegura haberlo visto rondando la iglesia la noche anterior al aparecimiento del cadáver.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;&lt;span lang="ES-AR" style="mso-ansi-language:ES-AR"&gt;La segunda sospechosa es una joven mujer, que no alcanza los treinta años, con el color y corte de pelo de Jennifer Aniston. Ella me parece la más probable autora del delito, pues esa hermosa sonrisa y los adorables hoyuelos que se le forman en las mejillas, no pueden ser otra cosa que la confirmación de su intención de ocultar algo. Ella también tiene un poderoso motivo ya que recién se descubrió que es hija ilegitima del cura muerto. El rencor es grave, pues cuando el padre se enteró que la mucama estaba embarazada, la echo a la calle sin importar las consecuencias para una mujer que de la nada resulta preñada de un fantasma.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;&lt;span lang="ES-AR" style="mso-ansi-language:ES-AR"&gt;El último posible homicida es el sacristán que, constante y públicamente, era humillado por su patrón terrenal.&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;Además es de todos sabida la amistad entre este y la hija del cura.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;&lt;span lang="ES-AR" style="mso-ansi-language:ES-AR"&gt;Recuerdo claramente la escena del crimen y si no la recordara, sería muy fácil reconstruirla porque desde entonces la capilla está en completo abandono. Bueno, desde antes ya casi estaba abandonada por fieles que conocían las debilidades de su párroco. Por eso la iglesia presenta una imagen tan deteriorada. El repello ya se había desprendido de muchas partes de la pared, la pintura ya no lucía su mejor color y hasta algunos de los canales que recolectaban el agua de lluvia, están desprendidos colgando a la par de la puerta de la sacristía.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;&lt;span lang="ES-AR" style="mso-ansi-language:ES-AR"&gt;El invierno esta pronto a llegar y estos últimos días de otoño, cuando las hojas caídas de los arboles revolotean por todas partes, decidí venir a darle una última mirada al lugar donde terminaron &lt;span style="mso-spacerun:yes"&gt; &lt;/span&gt;los días del infame cura. Toda la evidencia estaba donde debía, pero nada encajaba con cualquier intento de resolución del misterio.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;&lt;span lang="ES-AR" style="mso-ansi-language:ES-AR"&gt;Estaba ensimismada en mis reflexiones cuando se acerco a mí el jardinero del lugar. Un hombre entrado en años, carente de particularidades que llamen la atención, un simple jardinero de sombrero y manos gruesas. Ya lo conocía de antes porque estaba presente el día de las indagaciones iniciales.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;&lt;span lang="ES-AR" style="mso-ansi-language:ES-AR"&gt;—Yo se quién mató al padre — me dijo sin ningún preámbulo.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;&lt;span lang="ES-AR" style="mso-ansi-language:ES-AR"&gt;— ¿Cómo así? Explíquese por favor&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;&lt;span lang="ES-AR" style="mso-ansi-language:ES-AR"&gt;—Fue Dios quien lo mató. &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;&lt;span lang="ES-AR" style="mso-ansi-language:ES-AR"&gt;—Aahh?&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;&lt;span lang="ES-AR" style="mso-ansi-language:ES-AR"&gt;—Asi como lo oye fue Dios. Pero permítame explicárselo con detalle. &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;&lt;span lang="ES-AR" style="mso-ansi-language:ES-AR"&gt;—Por favor&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;&lt;span lang="ES-AR" style="mso-ansi-language:ES-AR"&gt;—Fíjese que cuando los fieles se enteraron de los pecados tan graves que cometió el padrecito abandonaron la parroquia, fue muy rápido, de la noche a la mañana todos se enteraron de la mala fama del prelado y ya nadie se asomo. Eso fue hace tres años. El cura de pronto se vió abandonado también por sus iguales. Al principio hizo esfuerzos por restablecer su honorabilidad, pero fueron vanos. Poco a poco se fue abandonando y el descuido se hizo mas visible en el deterioro de su pequeña iglesia. El primer año lo visité con alguna frecuencia para hacerle el mantenimiento a los jardines, aún había fondos para pagar por mis servicios; pero el siguiente año ya no era prioridad y me vi obligado a buscar otro trabajo.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;&lt;span lang="ES-AR" style="mso-ansi-language:ES-AR"&gt;Mas la hierba crece, el avance la naturaleza no se detiene. El otoño del año pasado los arboles botaron las hojas y no hubo quien las recogiera. Las hojas se acumularon por todas partes, los canales y las bajadas de agua pronto se vieron colmados de una espesa capa que impedía su funcionamiento. Con la llegada del invierno, el colapso del sistema&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;era previsible. La noche de su muerte el padre salió a conseguir un poco de comida, que quizá algún alma caritativa le proporcionara. Últimamente las finanzas iban tan mal que ni para el mínimo sustento le alcanzaba y se veía obligado a mendigar. La vergüenza y la pobreza dominaron su cuerpo, caminaba agachado para no ver y que no lo vieran. &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;&lt;span lang="ES-AR" style="mso-ansi-language:ES-AR"&gt;Como le decía —continuó, como disculpándose por divagar en su relato — la noche de su muerte salió y al somatar la puerta, que está levemente caída y necesita un fuerte golpe para cerrarse, se desprendió un extremo del canal, que ya no soportaba el peso de la nieve y las hojas alli acumuladas, lo golpeo en la nuca y quedó colgando donde usted aún lo puede ver. Creo que Dios lo castigó de esa forma por todos sus pecados.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;&lt;span lang="ES-AR" style="mso-ansi-language:ES-AR"&gt;— ¿O seré yo el culpable por no limpiar a tiempo? &lt;span style="mso-spacerun:yes"&gt; &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5636233646834838907-4724390772438002265?l=elultimodepaz.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://elultimodepaz.blogspot.com/feeds/4724390772438002265/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5636233646834838907&amp;postID=4724390772438002265' title='1 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5636233646834838907/posts/default/4724390772438002265'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5636233646834838907/posts/default/4724390772438002265'/><link rel='alternate' type='text/html' href='http://elultimodepaz.blogspot.com/2011/06/las-hojas.html' title='Las hojas'/><author><name>Aroldo Orellana</name><uri>https://profiles.google.com/107028040954015875148</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//lh5.googleusercontent.com/-It7n1i2X6zM/AAAAAAAAAAI/AAAAAAAAAAA/BBaUIHOur_M/s512-c/photo.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-xgK0NxRiGOQ/TfTvXo0OSmI/AAAAAAAAAJA/UmITiwI3iwY/s72-c/310384-dried-oak-leaf-on-the-snow.jpg' height='72' width='72'/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5636233646834838907.post-1458348678770509051</id><published>2011-06-12T12:41:00.002-06:00</published><updated>2011-06-12T12:44:17.967-06:00</updated><title type='text'>Karen</title><content type='html'>&lt;a href="http://1.bp.blogspot.com/-3RCgdXPT0-8/TfUI6vo3BXI/AAAAAAAAAJI/Uxnc3Tq7tc0/s1600/flor.jpg" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"&gt;&lt;img style="float:left; margin:0 10px 10px 0;cursor:pointer; cursor:hand;width: 200px; height: 200px;" src="http://1.bp.blogspot.com/-3RCgdXPT0-8/TfUI6vo3BXI/AAAAAAAAAJI/Uxnc3Tq7tc0/s200/flor.jpg" border="0" alt="" id="BLOGGER_PHOTO_ID_5617405915527841138" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;p class="MsoNormal" style="text-align:justify"&gt;Ya desconsolado me senté en la grada de la puerta de la casa. Tanto esperar y no llegabas. Dentro todo estaba listo para recibirte. Los mejores adornos, todas las luces encendidas, la música que sabía te habría de gustar…&lt;/p&gt;  &lt;p class="MsoNormal" style="text-align:justify"&gt;Pero me canse de esperar de pie y debí sentarme.&lt;/p&gt;  &lt;p class="MsoNormal" style="text-align:justify"&gt;Por momentos la desesperación y la angustia me hicieron su presa. ¿Y si nunca vienes? ¿Qué voy a hacer con el baúl llenos de sueños e ilusiones que está en la habitación principal?&lt;/p&gt;  &lt;p class="MsoNormal" style="text-align:justify"&gt;Ninguno de los vecinos esta en su puerta ya. Están celebrando con sus mejores galas y &lt;span style="mso-spacerun:yes"&gt; &lt;/span&gt;por todos lados se oyen los tronidos de cuando destapan las botellas de champan. Mientras aquí todo es soledad.&lt;/p&gt;  &lt;p class="MsoNormal" style="text-align:justify"&gt;Decidi bajar la mirada para que no me delatara. La envidia y la impotencia, evidente en mis lágrimas, podían ofender a quienes no lo merecían. &lt;/p&gt;  &lt;p class="MsoNormal"&gt;&lt;span style="mso-spacerun:yes"&gt; &lt;/span&gt;Casi siete años… casi el caos total.&lt;/p&gt;  &lt;p class="MsoNormal"&gt;De improviso, cuando ya casi decidía, resignado, retirarme y retirar todo y a todos, llegaste. Como si nada hubiese pasado antes, como si el mundo no hubiera existido le diste sentido a una nueva existencia para mi.&lt;/p&gt;  &lt;p class="MsoNormal"&gt;Tomaste posesión de todo y llenaste completamente los espacios vacios.&lt;/p&gt;  &lt;p class="MsoNormal"&gt;De eso hace ya 17 dichosos años, hija mía. &lt;/p&gt;  &lt;p class="MsoNormal"&gt;Te amo.&lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5636233646834838907-1458348678770509051?l=elultimodepaz.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://elultimodepaz.blogspot.com/feeds/1458348678770509051/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5636233646834838907&amp;postID=1458348678770509051' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5636233646834838907/posts/default/1458348678770509051'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5636233646834838907/posts/default/1458348678770509051'/><link rel='alternate' type='text/html' href='http://elultimodepaz.blogspot.com/2011/06/karen.html' title='Karen'/><author><name>Aroldo Orellana</name><uri>https://profiles.google.com/107028040954015875148</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//lh5.googleusercontent.com/-It7n1i2X6zM/AAAAAAAAAAI/AAAAAAAAAAA/BBaUIHOur_M/s512-c/photo.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-3RCgdXPT0-8/TfUI6vo3BXI/AAAAAAAAAJI/Uxnc3Tq7tc0/s72-c/flor.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5636233646834838907.post-3951099940558539006</id><published>2011-06-07T07:00:00.000-06:00</published><updated>2011-06-07T07:00:08.853-06:00</updated><title type='text'>Aperto libro</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://1.bp.blogspot.com/-P-dGRmRi2-w/Teu7xRV6SrI/AAAAAAAAAI4/ARNwBu5U-Ck/s1600/nietzche6tm.jpg"&gt;&lt;img style="float: left; margin: 0pt 10px 10px 0pt; cursor: pointer; width: 146px; height: 200px;" src="http://1.bp.blogspot.com/-P-dGRmRi2-w/Teu7xRV6SrI/AAAAAAAAAI4/ARNwBu5U-Ck/s200/nietzche6tm.jpg" alt="" id="BLOGGER_PHOTO_ID_5614787815590742706" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;Tengo por qué vivir y puedo soportar cualquier cómo.&lt;br /&gt;&lt;br /&gt;Leido en: El día que Nietzsche lloró.&lt;br /&gt;Escrito por: Irvin D. Yalom&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5636233646834838907-3951099940558539006?l=elultimodepaz.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://elultimodepaz.blogspot.com/feeds/3951099940558539006/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5636233646834838907&amp;postID=3951099940558539006' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5636233646834838907/posts/default/3951099940558539006'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5636233646834838907/posts/default/3951099940558539006'/><link rel='alternate' type='text/html' href='http://elultimodepaz.blogspot.com/2011/06/aperto-libro.html' title='Aperto libro'/><author><name>Aroldo Orellana</name><uri>https://profiles.google.com/107028040954015875148</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//lh5.googleusercontent.com/-It7n1i2X6zM/AAAAAAAAAAI/AAAAAAAAAAA/BBaUIHOur_M/s512-c/photo.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-P-dGRmRi2-w/Teu7xRV6SrI/AAAAAAAAAI4/ARNwBu5U-Ck/s72-c/nietzche6tm.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5636233646834838907.post-381221095717932187</id><published>2011-05-31T07:02:00.003-06:00</published><updated>2011-05-31T07:02:00.535-06:00</updated><title type='text'>Elecciones</title><content type='html'>&lt;a href="http://1.bp.blogspot.com/-frifll8bS3E/Td0QbpYb-kI/AAAAAAAAAIs/DI-IUO3OYpQ/s1600/eleccion.jpg"&gt;&lt;img style="MARGIN: 0px 0px 10px 10px; WIDTH: 157px; FLOAT: right; HEIGHT: 200px; CURSOR: hand" id="BLOGGER_PHOTO_ID_5610658777924368962" border="0" alt="" src="http://1.bp.blogspot.com/-frifll8bS3E/Td0QbpYb-kI/AAAAAAAAAIs/DI-IUO3OYpQ/s200/eleccion.jpg" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div align="right"&gt;&lt;em&gt;"¡Si yo fuera mas sabio! ¡Si fuera sabio por naturaleza, como mi serpiente!&lt;/em&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div align="right"&gt;&lt;em&gt;Federico Nietzsche&lt;/em&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div align="right"&gt;&lt;em&gt;&lt;/em&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;div align="justify"&gt;En que momento decidió el ser humano que para tener relaciones sexuales debía ocultarse, nadie lo sabrá jamás, pero todos asumimos que es la práctica normal de un humano "normal". Sin embargo, no nos detenemos a pensar que esta no es una práctica "natural", es producto de una decisión racional del hombre, como casi todo lo que hacemos.&lt;/div&gt;&lt;br /&gt;&lt;div align="justify"&gt;La vida, tal como la practicamos, no es una situación natural; no hay algo que sea menos natural que la vida del ser humano.&lt;/div&gt;&lt;br /&gt;&lt;div align="justify"&gt;Vivimos como vivimos porque algunos individuos eligieron que vivieramos asi. Ya no habitamos cavernas, ni es de piedra nuestra cama, ni de piedra es la cabecera. No vestimos pieles de animales que cazamos con piedras y tampoco debemos descubrir cada dia el mundo como si fuese algo enteramente nuevo.&lt;/div&gt;&lt;br /&gt;&lt;div align="justify"&gt;El hombre es lo que es por elección. No por casualidad, ni por su naturaleza, sino por el ejercicio de su voluntad, bueno, para ser justos; por el ejercicio de la voluntad de algunos que asumieron la responsabilidad y se arriesgaron.&lt;/div&gt;&lt;br /&gt;&lt;div align="justify"&gt;No tenemos opción, los seres humanos debemos elegir siempre. Aunque nuestra unica decisión sea cederle a otros nuestro derecho a pensar y elegir.&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5636233646834838907-381221095717932187?l=elultimodepaz.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://elultimodepaz.blogspot.com/feeds/381221095717932187/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5636233646834838907&amp;postID=381221095717932187' title='2 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5636233646834838907/posts/default/381221095717932187'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5636233646834838907/posts/default/381221095717932187'/><link rel='alternate' type='text/html' href='http://elultimodepaz.blogspot.com/2011/05/elecciones.html' title='Elecciones'/><author><name>Aroldo Orellana</name><uri>https://profiles.google.com/107028040954015875148</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//lh5.googleusercontent.com/-It7n1i2X6zM/AAAAAAAAAAI/AAAAAAAAAAA/BBaUIHOur_M/s512-c/photo.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-frifll8bS3E/Td0QbpYb-kI/AAAAAAAAAIs/DI-IUO3OYpQ/s72-c/eleccion.jpg' height='72' width='72'/><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5636233646834838907.post-6134959412478294</id><published>2011-05-24T07:00:00.000-06:00</published><updated>2011-05-24T07:00:00.251-06:00</updated><title type='text'>Aperto libro</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://1.bp.blogspot.com/-Jj2ZK72C2lk/TdKDqG1AqcI/AAAAAAAAAIk/61r6nwUSWMU/s1600/speak.jpg"&gt;&lt;img style="float:left; margin:0 10px 10px 0;cursor:pointer; cursor:hand;width: 200px; height: 150px;" src="http://1.bp.blogspot.com/-Jj2ZK72C2lk/TdKDqG1AqcI/AAAAAAAAAIk/61r6nwUSWMU/s200/speak.jpg" alt="" id="BLOGGER_PHOTO_ID_5607689245440387522" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;La vida deviene a veces un juego de palabras, pero no es menos verdad que el lenguaje marca el límite de nuestro mundo y de nuestro ser, como Wittgenstein ha escrito, a tal grado que, cuanto más pobre es nuestra forma de expresarnos, más estrecha es la visión de lo que somos. El lenguaje da sentido a nuestra vida, forja nuestra identidad, permite entender mejor nuestra historia. De ahí la importancia de enriquecerlo y conocerlo mejor. Y leer el Quijote tal vez sea una buena forma de llevar a cabo esta andadura, pues la lengua, como bien decía Unamuno, es la sangre del espíritu.&lt;br /&gt;&lt;br /&gt;Leído en: Chapinismos del Quijote&lt;br /&gt;Escrito por: Francisco Pérez de Antón&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5636233646834838907-6134959412478294?l=elultimodepaz.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://elultimodepaz.blogspot.com/feeds/6134959412478294/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5636233646834838907&amp;postID=6134959412478294' title='2 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5636233646834838907/posts/default/6134959412478294'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5636233646834838907/posts/default/6134959412478294'/><link rel='alternate' type='text/html' href='http://elultimodepaz.blogspot.com/2011/05/aperto-libro.html' title='Aperto libro'/><author><name>Aroldo Orellana</name><uri>https://profiles.google.com/107028040954015875148</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//lh5.googleusercontent.com/-It7n1i2X6zM/AAAAAAAAAAI/AAAAAAAAAAA/BBaUIHOur_M/s512-c/photo.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-Jj2ZK72C2lk/TdKDqG1AqcI/AAAAAAAAAIk/61r6nwUSWMU/s72-c/speak.jpg' height='72' width='72'/><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5636233646834838907.post-2709376169917732304</id><published>2011-05-17T06:30:00.001-06:00</published><updated>2011-05-17T12:00:14.912-06:00</updated><title type='text'>El factor miedo</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://4.bp.blogspot.com/-KEJ_aiSsRT4/Tc_PoxlH51I/AAAAAAAAAIc/xTHmX4iUDOI/s1600/Miedo.jpg"&gt;&lt;img style="float:right; margin:0 0 10px 10px;cursor:pointer; cursor:hand;width: 200px; height: 160px;" src="http://4.bp.blogspot.com/-KEJ_aiSsRT4/Tc_PoxlH51I/AAAAAAAAAIc/xTHmX4iUDOI/s200/Miedo.jpg" alt="" id="BLOGGER_PHOTO_ID_5606928360510318418" border="0" /&gt;&lt;/a&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Siempre debemos elegir, no tenemos opción. Aún cuando optamos por no hacer algo. Y está bien dejar de hacer, dejar pasar; lo que no está bien es cuando permitimos que nuestras elecciones dejen de pertenecernos.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Dice Arjona por allí que "confundimos amor con compañía y ese miedo idiota de verte viejo y sin pareja...". Si me equivoco por falta de conocimiento y cometo un error juicio, pues es algo que debo permitirme dentro de ciertos límites, a la larga a esto le pondré por nombre "experiencia".&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Pero cuando es el miedo lo que domina, creo que estamos en problemas.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Miedo a la soledad, miedo al error, al infierno, a vivir la vida misma.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Suelen decir la mujeres mayores en mi tierra que no hay que reirse mucho porque eso atrae la desgracia. El colmo, ¡temor a ser feliz!&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Si es el miedo el único argumento que conoces, piénsalo otra vez. La vida no es una mala película de terror; el riesgo existe, es cierto,  pero también disponemos de conocimiento que lo compensa.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Al final la elección es personal, simplemente existir o dedicarse a esa maravillosa aventura que es vivir.&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5636233646834838907-2709376169917732304?l=elultimodepaz.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://elultimodepaz.blogspot.com/feeds/2709376169917732304/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5636233646834838907&amp;postID=2709376169917732304' title='2 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5636233646834838907/posts/default/2709376169917732304'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5636233646834838907/posts/default/2709376169917732304'/><link rel='alternate' type='text/html' href='http://elultimodepaz.blogspot.com/2011/05/el-factor-miedo.html' title='El factor miedo'/><author><name>Aroldo Orellana</name><uri>https://profiles.google.com/107028040954015875148</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//lh5.googleusercontent.com/-It7n1i2X6zM/AAAAAAAAAAI/AAAAAAAAAAA/BBaUIHOur_M/s512-c/photo.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-KEJ_aiSsRT4/Tc_PoxlH51I/AAAAAAAAAIc/xTHmX4iUDOI/s72-c/Miedo.jpg' height='72' width='72'/><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5636233646834838907.post-5210353410949099011</id><published>2011-05-10T07:00:00.000-06:00</published><updated>2011-05-10T07:00:03.847-06:00</updated><title type='text'>Confesión de un troll</title><content type='html'>&lt;span style="font-style: italic;"&gt;Troll: Dicese del individuo que  sólo busca provocar intencionadamente a los usuarios o lectores,  creando controversia.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;ul&gt;&lt;li&gt;Si tomar una posición, criterio o tener opinión propia es una actitud propia del troll entonces debo aceptarlo, soy troll.&lt;/li&gt;&lt;li&gt;Si anteponer la busqueda de la verdad a la complacencia social es una caracteristica troll, acepto mi culpa.&lt;br /&gt;&lt;/li&gt;&lt;li&gt;Si provocar la discusión para descuartizar las ideas es una costumbre troll, yo lo soy.&lt;/li&gt;&lt;li&gt;Si los trolles son radicales, pues ni modo, otro punto en mi contra.&lt;/li&gt;&lt;li&gt;Si mi esmero por utilizar el lenguaje correctamente es otro señalamiento troll, ponganle mas leña a la hoguera.&lt;/li&gt;&lt;li&gt;Si mi compañía resulta inconveniente por no ser de mente abierta, sino de mente activa; que le vamos a hacer, ya casi no tengo defensa.&lt;/li&gt;&lt;/ul&gt;A los pocos amigos que me quedan solo quiero decirles que su amistad siempre me a interesado y la he valorado como pocos individuos politicamente correctos lo han hecho, porque se lo incomodo que suele ser soportarme. Sepan, de corazón, que nunca he discutido con ustedes para ganar y vencer sino que siempre lo he hecho con la intención de descubrir la verdad y que ambos salgamos aprendiendo de nuestras convesaciones.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5636233646834838907-5210353410949099011?l=elultimodepaz.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://elultimodepaz.blogspot.com/feeds/5210353410949099011/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5636233646834838907&amp;postID=5210353410949099011' title='6 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5636233646834838907/posts/default/5210353410949099011'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5636233646834838907/posts/default/5210353410949099011'/><link rel='alternate' type='text/html' href='http://elultimodepaz.blogspot.com/2011/05/confesion-de-un-troll.html' title='Confesión de un troll'/><author><name>Aroldo Orellana</name><uri>https://profiles.google.com/107028040954015875148</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//lh5.googleusercontent.com/-It7n1i2X6zM/AAAAAAAAAAI/AAAAAAAAAAA/BBaUIHOur_M/s512-c/photo.jpg'/></author><thr:total>6</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5636233646834838907.post-616326950179613349</id><published>2011-05-02T07:00:00.000-06:00</published><updated>2011-05-02T21:20:57.448-06:00</updated><title type='text'>Tiempo</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://1.bp.blogspot.com/-QBQ-miCG7dQ/Tb1fJJVNacI/AAAAAAAAAIU/bEE6gsJLdl4/s1600/Tiempo1.jpg"&gt;&lt;img style="float:left; margin:0 10px 10px 0;cursor:pointer; cursor:hand;width: 200px; height: 148px;" src="http://1.bp.blogspot.com/-QBQ-miCG7dQ/Tb1fJJVNacI/AAAAAAAAAIU/bEE6gsJLdl4/s200/Tiempo1.jpg" alt="" id="BLOGGER_PHOTO_ID_5601738122247104962" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;o:officedocumentsettings&gt;   &lt;o:allowpng/&gt;  &lt;/o:OfficeDocumentSettings&gt; &lt;/xml&gt;&lt;![endif]--&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-GT&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:enableopentypekerning/&gt;    &lt;w:dontflipmirrorindents/&gt;    &lt;w:overridetablestylehps/&gt;   &lt;/w:Compatibility&gt;   &lt;m:mathpr&gt;    &lt;m:mathfont val="Cambria Math"&gt;    &lt;m:brkbin val="before"&gt;    &lt;m:brkbinsub val="&amp;#45;-"&gt;    &lt;m:smallfrac val="off"&gt;    &lt;m:dispdef/&gt;    &lt;m:lmargin val="0"&gt;    &lt;m:rmargin val="0"&gt;    &lt;m:defjc val="centerGroup"&gt;    &lt;m:wrapindent val="1440"&gt;    &lt;m:intlim val="subSup"&gt;    &lt;m:narylim 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;   &lt;w:lsdexception locked="false" priority="9" semihidden="false" unhidewhenused="false" qformat="true" name="heading 1"&gt;   &lt;w:lsdexception locked="false" priority="9" qformat="true" name="heading 2"&gt;   &lt;w:lsdexception locked="false" priority="9" qformat="true" name="heading 3"&gt;   &lt;w:lsdexception locked="false" priority="9" qformat="true" name="heading 4"&gt;   &lt;w:lsdexception locked="false" priority="9" qformat="true" name="heading 5"&gt;   &lt;w:lsdexception locked="false" priority="9" qformat="true" name="heading 6"&gt;   &lt;w:lsdexception locked="false" priority="9" qformat="true" name="heading 7"&gt;   &lt;w:lsdexception locked="false" priority="9" qformat="true" name="heading 8"&gt;   &lt;w:lsdexception locked="false" priority="9" qformat="true" name="heading 9"&gt;   &lt;w:lsdexception locked="false" priority="39" name="toc 1"&gt;   &lt;w:lsdexception locked="false" priority="39" name="toc 2"&gt;   &lt;w:lsdexception locked="false" priority="39" name="toc 3"&gt;   &lt;w:lsdexception locked="false" priority="39" name="toc 4"&gt;   &lt;w:lsdexception locked="false" priority="39" name="toc 5"&gt;   &lt;w:lsdexception locked="false" priority="39" name="toc 6"&gt;   &lt;w:lsdexception locked="false" priority="39" name="toc 7"&gt;   &lt;w:lsdexception locked="false" priority="39" name="toc 8"&gt;   &lt;w:lsdexception locked="false" priority="39" name="toc 9"&gt;   &lt;w:lsdexception locked="false" priority="35" qformat="true" name="caption"&gt;   &lt;w:lsdexception locked="false" priority="0" semihidden="false" unhidewhenused="false" qformat="true" name="Title"&gt;   &lt;w:lsdexception locked="false" priority="0" name="Default Paragraph Font"&gt;   &lt;w:lsdexception locked="false" priority="0" name="Body Text"&gt;   &lt;w:lsdexception locked="false" priority="11" semihidden="false" unhidewhenused="false" qformat="true" name="Subtitle"&gt;   &lt;w:lsdexception locked="false" priority="22" semihidden="false" unhidewhenused="false" qformat="true" name="Strong"&gt;   &lt;w:lsdexception locked="false" priority="20" semihidden="false" unhidewhenused="false" qformat="true" name="Emphasis"&gt;   &lt;w:lsdexception locked="false" priority="59" semihidden="false" unhidewhenused="false" name="Table Grid"&gt;   &lt;w:lsdexception locked="false" unhidewhenused="false" name="Placeholder Text"&gt;   &lt;w:lsdexception locked="false" priority="1" semihidden="false" unhidewhenused="false" qformat="true" name="No Spacing"&gt;   &lt;w:lsdexception locked="false" priority="60" semihidden="false" unhidewhenused="false" name="Light Shading"&gt;   &lt;w:lsdexception locked="false" priority="61" semihidden="false" unhidewhenused="false" name="Light List"&gt;   &lt;w:lsdexception locked="false" priority="62" semihidden="false" unhidewhenused="false" name="Light Grid"&gt;   &lt;w:lsdexception locked="false" priority="63" semihidden="false" unhidewhenused="false" name="Medium Shading 1"&gt;   &lt;w:lsdexception locked="false" priority="64" semihidden="false" unhidewhenused="false" name="Medium Shading 2"&gt;   &lt;w:lsdexception locked="false" priority="65" semihidden="false" unhidewhenused="false" name="Medium List 1"&gt;   &lt;w:lsdexception locked="false" priority="66" semihidden="false" unhidewhenused="false" name="Medium List 2"&gt;   &lt;w:lsdexception locked="false" priority="67" semihidden="false" unhidewhenused="false" name="Medium Grid 1"&gt;   &lt;w:lsdexception locked="false" priority="68" semihidden="false" unhidewhenused="false" name="Medium Grid 2"&gt;   &lt;w:lsdexception locked="false" priority="69" semihidden="false" unhidewhenused="false" name="Medium Grid 3"&gt;   &lt;w:lsdexception locked="false" priority="70" semihidden="false" unhidewhenused="false" name="Dark List"&gt;   &lt;w:lsdexception locked="false" priority="71" semihidden="false" unhidewhenused="false" name="Colorful Shading"&gt;   &lt;w:lsdexception locked="false" priority="72" semihidden="false" unhidewhenused="false" name="Colorful List"&gt;   &lt;w:lsdexception locked="false" priority="73" semihidden="false" unhidewhenused="false" name="Colorful Grid"&gt;   &lt;w:lsdexception locked="false" priority="60" semihidden="false" unhidewhenused="false" name="Light Shading Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="61" semihidden="false" unhidewhenused="false" name="Light List Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="62" semihidden="false" unhidewhenused="false" name="Light Grid Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="63" semihidden="false" unhidewhenused="false" name="Medium Shading 1 Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="64" semihidden="false" unhidewhenused="false" name="Medium Shading 2 Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="65" semihidden="false" unhidewhenused="false" name="Medium List 1 Accent 1"&gt;   &lt;w:lsdexception locked="false" unhidewhenused="false" name="Revision"&gt;   &lt;w:lsdexception locked="false" priority="34" semihidden="false" unhidewhenused="false" qformat="true" name="List Paragraph"&gt;   &lt;w:lsdexception locked="false" priority="29" semihidden="false" unhidewhenused="false" qformat="true" name="Quote"&gt;   &lt;w:lsdexception locked="false" priority="30" semihidden="false" unhidewhenused="false" qformat="true" name="Intense Quote"&gt;   &lt;w:lsdexception locked="false" priority="66" semihidden="false" unhidewhenused="false" name="Medium List 2 Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="67" semihidden="false" unhidewhenused="false" name="Medium Grid 1 Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="68" semihidden="false" unhidewhenused="false" name="Medium Grid 2 Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="69" semihidden="false" unhidewhenused="false" name="Medium Grid 3 Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="70" semihidden="false" unhidewhenused="false" name="Dark List Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="71" semihidden="false" unhidewhenused="false" name="Colorful Shading Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="72" semihidden="false" unhidewhenused="false" name="Colorful List Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="73" semihidden="false" unhidewhenused="false" name="Colorful Grid Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="60" semihidden="false" unhidewhenused="false" name="Light Shading Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="61" semihidden="false" unhidewhenused="false" name="Light List Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="62" semihidden="false" unhidewhenused="false" name="Light Grid Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="63" semihidden="false" unhidewhenused="false" name="Medium Shading 1 Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="64" semihidden="false" unhidewhenused="false" name="Medium Shading 2 Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="65" semihidden="false" unhidewhenused="false" name="Medium List 1 Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="66" semihidden="false" unhidewhenused="false" name="Medium List 2 Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="67" semihidden="false" unhidewhenused="false" name="Medium Grid 1 Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="68" semihidden="false" unhidewhenused="false" name="Medium Grid 2 Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="69" semihidden="false" unhidewhenused="false" name="Medium Grid 3 Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="70" semihidden="false" unhidewhenused="false" name="Dark List Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="71" semihidden="false" unhidewhenused="false" name="Colorful Shading Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="72" semihidden="false" unhidewhenused="false" name="Colorful List Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="73" semihidden="false" unhidewhenused="false" name="Colorful Grid Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="60" semihidden="false" unhidewhenused="false" name="Light Shading Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="61" semihidden="false" unhidewhenused="false" name="Light List Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="62" semihidden="false" unhidewhenused="false" name="Light Grid Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="63" semihidden="false" unhidewhenused="false" name="Medium Shading 1 Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="64" semihidden="false" unhidewhenused="false" name="Medium Shading 2 Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="65" semihidden="false" unhidewhenused="false" name="Medium List 1 Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="66" semihidden="false" unhidewhenused="false" name="Medium List 2 Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="67" semihidden="false" unhidewhenused="false" name="Medium Grid 1 Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="68" semihidden="false" unhidewhenused="false" name="Medium Grid 2 Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="69" semihidden="false" unhidewhenused="false" name="Medium Grid 3 Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="70" semihidden="false" unhidewhenused="false" name="Dark List Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="71" semihidden="false" unhidewhenused="false" name="Colorful Shading Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="72" semihidden="false" unhidewhenused="false" name="Colorful List Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="73" semihidden="false" unhidewhenused="false" name="Colorful Grid Accent 3"&gt;   &lt;w:lsdexception locked="false" priority="60" semihidden="false" unhidewhenused="false" name="Light Shading Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="61" semihidden="false" unhidewhenused="false" name="Light List Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="62" semihidden="false" unhidewhenused="false" name="Light Grid Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="63" semihidden="false" unhidewhenused="false" name="Medium Shading 1 Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="64" semihidden="false" unhidewhenused="false" name="Medium Shading 2 Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="65" semihidden="false" unhidewhenused="false" name="Medium List 1 Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="66" semihidden="false" unhidewhenused="false" name="Medium List 2 Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="67" semihidden="false" unhidewhenused="false" name="Medium Grid 1 Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="68" semihidden="false" unhidewhenused="false" name="Medium Grid 2 Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="69" semihidden="false" unhidewhenused="false" name="Medium Grid 3 Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="70" semihidden="false" unhidewhenused="false" name="Dark List Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="71" semihidden="false" unhidewhenused="false" name="Colorful Shading Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="72" semihidden="false" unhidewhenused="false" name="Colorful List Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="73" semihidden="false" unhidewhenused="false" name="Colorful Grid Accent 4"&gt;   &lt;w:lsdexception locked="false" priority="60" semihidden="false" unhidewhenused="false" name="Light Shading Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="61" semihidden="false" unhidewhenused="false" name="Light List Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="62" semihidden="false" unhidewhenused="false" name="Light Grid Accent 5"&gt;   &lt;w:lsdexception locked="false" priority="63" semihidden="false" unhidewhenused="false" name="Medium Shading 1 Accent 5"&gt;   &lt;w:lsdexcept
