<?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:blogger='http://schemas.google.com/blogger/2008' 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-8013430517781797892</id><updated>2024-09-04T19:34:59.316-07:00</updated><category term="Guatemala"/><category term="Congreso de la República"/><category term="Estado de Derecho"/><category term="Seguridad"/><category term="diputados"/><category term="Congreso"/><category term="Elecciones"/><category term="corrupción"/><category term="educación"/><category term="presupuesto"/><category term="Funciones"/><category term="La Libertad"/><category term="Mecanismos"/><category term="Organismo Judicial"/><category term="Partido Político"/><category 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term="discusión"/><category term="divorcio"/><category term="economía"/><category term="ejecutivo"/><category term="ejército"/><category term="el orden en el caos"/><category term="electrónico"/><category term="elemento humano"/><category term="emprendedor"/><category term="emprendimiento"/><category term="entrepreneurship"/><category term="estructura"/><category term="estrés"/><category term="externa"/><category term="extradición"/><category term="falta"/><category term="familia"/><category term="finca"/><category term="fiscalización del estado"/><category term="fiscalizadoras"/><category term="flotante"/><category term="flujo"/><category term="formación de ley"/><category term="funcionamiento"/><category term="funcionarios públicos"/><category term="gasto público"/><category term="gente"/><category term="globalización"/><category term="goats"/><category term="hemiciclo"/><category term="hidroeléctrica"/><category term="impersonal"/><category term="impunidad"/><category term="inconstitucionalidad general total"/><category term="individualización"/><category term="infraestructura"/><category term="iniciativa"/><category term="intención"/><category term="interorgánico"/><category term="interpelación de ministros"/><category term="isonomía"/><category term="judicial"/><category term="jueces"/><category term="la pesadilla de los libertarios"/><category term="legado"/><category term="legislativas"/><category term="leyes ordinarias"/><category term="liberalismo"/><category term="libertad"/><category term="libre e informado"/><category term="manos"/><category term="masacre"/><category term="mayas"/><category term="minería"/><category term="motivación"/><category term="municipalidades"/><category term="narcos"/><category term="narcotraficantes"/><category term="negocio"/><category term="neurosis"/><category term="nuestras"/><category term="oferta y demanda"/><category term="optimismo"/><category term="parlamento centroamericano"/><category term="paternalismo"/><category term="peculado"/><category term="peten"/><category term="pluralismo"/><category term="pobreza"/><category term="pobreza extrema"/><category term="política"/><category term="políticos"/><category term="presidencia"/><category term="primaria"/><category term="prioritario"/><category term="problema"/><category term="propuesta"/><category term="pueblos indígenas"/><category term="recaudación"/><category term="recortes presupuestarios"/><category term="recursos"/><category term="reforma"/><category term="reforma educativa"/><category term="reforma fiscal"/><category term="salud"/><category term="sanciones"/><category term="secundaria"/><category term="separación de poderes"/><category term="sistema de representación proporcional de minorías"/><category term="sistema electoral"/><category term="sobre ejecutivo"/><category term="socialismo"/><category term="tablero"/><category term="tecnología"/><category term="tema"/><category term="trabajo"/><category term="transparencia"/><category term="transparencia presupuestaria"/><category term="tratado"/><category term="universidad"/><category term="vida"/><category term="violencia"/><category term="voto uninominal"/><title type='text'>El Orden en el Caos</title><subtitle type='html'>La falta de acción no es un silencio indiferente, sino un estado de impunidad</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://lfuego.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8013430517781797892/posts/default?redirect=false'/><link rel='alternate' type='text/html' href='http://lfuego.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/8013430517781797892/posts/default?start-index=26&amp;max-results=25&amp;redirect=false'/><author><name>Luis Fuentes</name><uri>http://www.blogger.com/profile/10289323544834666479</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>54</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-8013430517781797892.post-5459721036661300285</id><published>2012-11-01T12:12:00.001-07:00</published><updated>2012-11-01T12:14:31.857-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="cargo público."/><category scheme="http://www.blogger.com/atom/ns#" term="corrupción"/><category scheme="http://www.blogger.com/atom/ns#" term="funcionarios públicos"/><category scheme="http://www.blogger.com/atom/ns#" term="Guatemala"/><category scheme="http://www.blogger.com/atom/ns#" term="impunidad"/><category scheme="http://www.blogger.com/atom/ns#" term="ley"/><category scheme="http://www.blogger.com/atom/ns#" term="Ley Anticorrupción"/><category scheme="http://www.blogger.com/atom/ns#" term="Ley de Enriquecimiento Ilícito"/><title type='text'>Ley Penal contra el Enriquecimiento Ilícito es un pequeño paso</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;
Esta semana se aprobó el decreto , Ley Penal Contra el Enriquecimiento Ilícito, mejor conocida como Ley Anticorrupción. Después de tantos años, tanta discusión y tantos &lt;i&gt;safes&lt;/i&gt;, el Congreso de la República finalmente dio su brazo a torcer y concedió a la población guatemalteca la emisión de esta ley que es tan fundamental para un Estado de Derecho, y que había sido tan solicitada por los ciudadanos que se interesan por el rumbo de su país. &lt;/div&gt;
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El mayor logro de la Ley Anticorrupción es, en mi opinión, la tipificación del delito de Enriquecimiento Ilícito, que fue burdamente derogado por los gobiernos que tuvo Guatemala durante la decada de los 90. Con su desaparición se abrió la ventana para que miles de millones de quetzales fueran desfalcados de las finanzas públicas, lo que tuvo como consecuencia un aumento desmedido de la pobreza, la violencia y la corrupción, y como contraposición, una grave disminución en los índices de salud, educación y justicia del país.&lt;br /&gt;
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Comete el delito de enriquecimiento ilícito el funcionario público que incrementa su patrimonio de forma desmedida durante el ejercicio de su cargo, incremento que no puede justificar con sus ingresos como funcionario. La necesidad de una tipificación como ésta se basa en la presunción de que todo lo que el funcionario público haga, adicional a su cargo, y que genere un ingreso desproporcionado respecto del salario que devenga por su función pública, ha sido obtenido en aprovechamiento político (políquero) e ilegal de su cargo.&lt;/div&gt;
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El problema de la tipificación del delito que se hizo en la nueva Ley Anticorrupción, no hay sorpresa acá, su sanción: 5 a 10 años de prisión y un máximo de Q.500 mil de multa. El permitir que existan delitos de enriquecimiento ilícito que se sancionen con el mínimo de la pena de prisión, 5 años, permite al procesado obtener la conmutación de la pena, es decir, la conversión de los años de prisión en dinero que deberá pagarse a cambio, así como también a acceder a un criterio de oportunidad, que es un procedimiento de desjudicialización de la pena. Esto implica que, en casos en donde la impunidad y la corrupción posen sus tentáculos fuertemente, el funcionario público podría incluso no ir a prisión aun incluso que sea declarado culpable.&lt;br /&gt;
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Por otro lado, la máximo de multa que se impone, Q.500 mil, es irrisorio respecto de las cantidades de dinero que los guatemaltecos nos hemos enterado que se han desfalcado y malversado por parte de nuestros gobernantes a lo largo de los últimos años. Se ha hablado de millones, miles de millones; de cantidades absurdas que provocan náusea y pobreza. Más que pobreza en las personas, pobreza como país. La multa por este delito debería de ascender al monto que conforma el incremento que se dio en el patrimonio del funcionario público.&lt;/div&gt;
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Lo justo es lo que a cada quien le corresponde, y al culpable del delito de enriquecimiento ilícito le corresponde devolver el dinero que se robó o que obtuvo en abuso de su cargo, así como también la estadía por un tiempo prolongado tras las rejas, para que reflexione un poco sobre lo que contribuyó a destruir a su país y a sus compatriotas. La justicia debería ser fin supremo de las leyes, pero pareciera que la justicia es un jabón mojado que se le resbala constantemente a nuestro país de las manos. No hace falta agregar que, cada vez que Guatemala se agacha a recoger el jabón del piso, los cerdos de la política aprovechan para violar al país con gusto y ensañamiento. La Ley Anticorrupción es un paso adelante, no muy grande, y no muy trascendente, pero al menos es un paso más. En cualquier caso, la población se ha probado a sí misma que tiene el poder de exigir a sus gobernantes por medidas concretas que son desaprobadas por ella. Ojalá esto sea el comienzo de algo interesante.&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://lfuego.blogspot.com/feeds/5459721036661300285/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://lfuego.blogspot.com/2012/11/ley-penal-contra-el-enriquecimiento.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8013430517781797892/posts/default/5459721036661300285'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8013430517781797892/posts/default/5459721036661300285'/><link rel='alternate' type='text/html' href='http://lfuego.blogspot.com/2012/11/ley-penal-contra-el-enriquecimiento.html' title='Ley Penal contra el Enriquecimiento Ilícito es un pequeño paso'/><author><name>Luis Fuentes</name><uri>http://www.blogger.com/profile/10289323544834666479</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgACM_iw2AHMhyCSlW3yJNrBIj3kN-vlCkmuFKo16cNPSdDxLehZnGHC_CsonGHBLphvDCkmEBB79DzFByOC2eUW5uRrjOAAA3A7XNVUHlmVniVw4c7jGFlSen6E0bKzqjOGKgxc8NqnDq5/s72-c/competitividad-minada-por-la-corrupcion.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8013430517781797892.post-6494631230850617692</id><published>2012-07-20T15:04:00.002-07:00</published><updated>2012-07-21T16:35:58.932-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="comunidades indígenas"/><category scheme="http://www.blogger.com/atom/ns#" term="consentimiento previo"/><category scheme="http://www.blogger.com/atom/ns#" term="consulta previa"/><category scheme="http://www.blogger.com/atom/ns#" term="Convenio 169 de la OIT."/><category scheme="http://www.blogger.com/atom/ns#" term="Guatemala"/><category scheme="http://www.blogger.com/atom/ns#" term="inconstitucionalidad general total"/><category scheme="http://www.blogger.com/atom/ns#" term="Ley de Minería"/><category scheme="http://www.blogger.com/atom/ns#" term="leyes ordinarias"/><category scheme="http://www.blogger.com/atom/ns#" term="libre e informado"/><category scheme="http://www.blogger.com/atom/ns#" term="pueblos indígenas"/><title type='text'>Las leyes ordinarias y el derecho de consulta previa</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;
El día de hoy se llevó a cabo la vista pública en la Corte de Constitucionalidad de la acción de inconstitucionalidad general total interpuesta por varios representantes de los pueblos indígenas en Guatemala, liderados por Rigoberta Menchú y el obispo Álvaro Ramazzini, en contra de la Ley de Minería, argumentando que ésta es inconstitucional debido a que no se consultó a los pueblos indígenas antes de ser emitida, al amparo del derecho de consulta previa reconocido por el Convenio 169 de la OIT sobre Pueblos Indígenas y Tribales en Países Independientes. Según los interponentes, como la Ley de Minería afecta directamente a los pueblos indígenas, su contenido debió haberse consultado con ellos, y al no hacerlo, se violó el Convenio 169 de la OIT, y en consecuencia, la Constitución Política. Este tema ha dado mucho de que hablar en los últimos días, en especial la discusión sobre la procedencia de un potencial derecho de consulta previa en favor de los&amp;nbsp;pueblos indígenas, para ser consultados en los procesos de formación y sanción de las leyes ordinarias,&amp;nbsp;como la Ley de Minería. Conviene, pues, estudiar los argumentos esgrimidos por los interponentes, y determinar si éstos realmente tienen fundamento lógico-jurídico suficiente para exigir un derecho de consulta previa para la emisión de las leyes ordinarias.&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgIRnwN_0qBFRZWoK_1MmKsZWQmRNmWPzJRjV-LbaptjKauwp0qpaOyOTg2E8ZQmyN-HordDm3G2uGQBfad03RGENygHUCeNR0geLbho9mxzYctTo92CTmjzchywyhy1JpZnR6yIHNkf7_I/s1600/Screen+Shot+2012-07-20+at+2.59.04+PM.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;227&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgIRnwN_0qBFRZWoK_1MmKsZWQmRNmWPzJRjV-LbaptjKauwp0qpaOyOTg2E8ZQmyN-HordDm3G2uGQBfad03RGENygHUCeNR0geLbho9mxzYctTo92CTmjzchywyhy1JpZnR6yIHNkf7_I/s400/Screen+Shot+2012-07-20+at+2.59.04+PM.png&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: xx-small;&quot;&gt;Representantes de los pueblos indíengas realizando una oración&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: xx-small;&quot;&gt;antes de comenzar la vista pública&lt;/span&gt;&lt;/div&gt;
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El artículo 6, numeral 1, literal a), del Convenio 169 de la OIT establece que los gobiernos deberán consultar a los pueblos interesados cada vez que se prevean medidas administrativas o legislativas que les afecten directamente. Este artículo, aunque demasiado ambiguo a mi parecer, deja entrever que el derecho de consulta previa le corresponde a los pueblos indígenas para el caso de que una medida administrativa, emanada del Organismo Ejecutivo, o una medida legislativa, emanda del Congreso de la República, les afecte directamente. En este sentido, se entiende que el requisito fundamental para que proceda un derecho de consulta previa es que la medida administrativa o legislativa afecte &lt;u&gt;directamente&lt;/u&gt; los intereses de un pueblo indígena en particular. Según los interponentes de la acción de inconstitucionalidad, la Ley de Minería regula las actividades de extracción de recursos renovables y no renovables en el país, y como éstas se realizan en los territorios que ancestralmente han ocupado las comunidades indígenas, la ley los afecta directamente, y en consecuencia, tuvieron que haber sido consultados sobre el contenido de la misma antes de ser emitida.&lt;/div&gt;
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Sin embargo, pretender establecer un 
derecho de consulta previa sobre las leyes ordinarias que emite el 
Organismo 
Legislativo implica ampliar y modificar el proceso de formación y 
sanción de 
las leyes que se encuentra previsto en los artículos 174 al 181 de la Constitución Política, para 
incorporar la fase del derecho de consulta previa en el mismo. No 
obstante lo anterior, los artículos 277 al 281 de la Constitución 
Política contemplan procedimientos específicos para modificar los 
artículos consagrados en la misma (mayoría calificada del Congreso de la
 República más ratificación mediante consulta popular, o Asamblea 
Nacional Constituyente). De esa cuenta, ampliar el contenido de la 
Constitución Política por medio de una sentencia de la Corte de 
Constitucionalidad, para introducir el derecho de
 consulta previa de los pueblos indígenas al proceso de formación y 
sanción de las leyes ordinarias que emite el Congreso, significa aceptar
 que los tratados internacionales, como el Convenio 169 de la OIT, 
prevalecen sobre la Constitución Política, lo que violaría 
flagrantemente el principio de la supremacía constitucional. &lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhaPHCEG1rD3z96lEH6FGS-t7biyGAgRdDjDY1rfMrDnVZXBTRWTVETOXvszOGCS4KO1s4LPAT76d1OV2mOwUv-OHBp-yLyzl8ktUU5gndksLP6YDVIroH1PkmC4joqTXQHhpuX5cp8XkP2/s1600/gavel.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;260&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhaPHCEG1rD3z96lEH6FGS-t7biyGAgRdDjDY1rfMrDnVZXBTRWTVETOXvszOGCS4KO1s4LPAT76d1OV2mOwUv-OHBp-yLyzl8ktUU5gndksLP6YDVIroH1PkmC4joqTXQHhpuX5cp8XkP2/s400/gavel.jpg&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: xx-small;&quot;&gt;El procedimiento de formación y sanción de las leyes ordinarias está&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: xx-small;&quot;&gt;expresamente establecido en la Constitución Política&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: xx-small;&quot;&gt;http://goo.gl/3h0KG&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
Por otro lado, una ley ordinaria como la Ley de Minería no puede, en principio, afectar directamente a los pueblos indígenas, pues los afecta a éstos por su calidad de guatemaltecos, al igual que al resto de la población. En efecto, las leyes ordinarias emitidas por el Congreso de la República tienen la característica de ser generales, porque deben ser cumplidas por todos los habitantes del país; impersonales, pues no están dirigidas a persona alguna en concreto, sino más bien a toda la población; y abstractas, pues contienen supuestos hipotéticos que prevén el acaecimiento de cualquier hecho que pueda ser encuadrado en sus disposiciones. Asimismo, la finalidad de las leyes ordinarias es delimitar un marco general que incluya cierto tipo de actos jurídicos para asignarle efectos determinados, así que, en principio, una ley ordinaria no puede afectar directamente los intereses de una persona en particular. De esa cuenta, no es procedente concluir la existencia de un derecho de consulta previa que se aplique sobre los procesos de formación y sanción de las leyes.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgAbk9qKN84LVkXTKo9QbERmov4DaKxkJ59aHwpEtt13WnTGe7guVwMuaI_F3Z3yKpEy0RMgCiOAzoYluHXfcHJHqhDuWiuCvbD_-BGV4kcF02fMJRuBz8XpvrF2ocLSQ0eQ72p2BGAQdog/s1600/IMG-20120720-00279.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;300&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgAbk9qKN84LVkXTKo9QbERmov4DaKxkJ59aHwpEtt13WnTGe7guVwMuaI_F3Z3yKpEy0RMgCiOAzoYluHXfcHJHqhDuWiuCvbD_-BGV4kcF02fMJRuBz8XpvrF2ocLSQ0eQ72p2BGAQdog/s400/IMG-20120720-00279.jpg&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: xx-small;&quot;&gt;Los magistrados de la Corte de Constitucionalidad escuchando los alegatos de los representantes&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: xx-small;&quot;&gt;de los pueblos indígenas&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
La Corte Constitucional de Colombia, país que ha tenido un alto desarrollo en materia de consultas a los pueblos indígenas, ya ha manifestado el criterio de que los derechos de consulta previa no aplican en los procesos de formación y sanción de las leyes ordinarias: &lt;i&gt;&quot;(...)&lt;/i&gt; &lt;i&gt;es claro que el deber de consulta no surge frente a toda medida legislativa que sea susceptible de afectar a las comunidades indígenas, sino únicamente frente a aquéllas que puedan afectarlas directamente (...) las leyes, por su carácter general y abstracto, no generan una afectación directa de sus destinatarios, la cual sólo se materializa en la instancia aplicativa. Sin embargo, puede señalarse que hay una afectación directa cuando la ley altera el estatus de la persona o de la comunidad, bien sea porque le impone restricciones o gravámenes, o por el contrario, le confiere beneficios (...) lo que debe ser objeto de consulta son aquellas medidas susceptibles de afectar específicamente a las comunidades indígenas en su calidad de tales, y no aquellas disposiciones que se han previsto de manera uniforme para la generalidad de los colombianos (...)&quot; &lt;/i&gt;(Sentencia C-30 de 2008, 23-01-2008).&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;
De lo anterior se entiende que, en primer lugar, el deber de consulta previa no se ejerce sobre cualquier medida legislativa que sea susceptible de afectar los intereses de las comunidades indígenas, sino únicamente frente a aquéllas que las afecten directamente. Se entiende que una ley ordinaria afecta directamente a una persona o grupo de personas determinado, únicamente si impone restricciones, limitaciones específicas, o bien, beneficios al grupo de personas en cuestión. Sin embargo, si la ley ordinaria está dirigida a regular de manera uniforme (igual) a todos los guatemaltecos, por lo que la misma no puede afectar intereses específicos, y en consecuencia, no debe ser consultada a los pueblos indígenas. En el caso específico de la Ley de Minería, ésta regula el marco legal de la política nacional de extracción minera, y aplica para cualquier persona individual o jurídica que inicie actividades de reconocimiento, exploración y explotación de recursos naturales. En todo caso, las comunidades indígenas pudieran verse afectadas directamente por la Ley de Minería únicamente si estuvieran iniciando ellas mismas actividades de extracción de recursos naturales, pues en ese contexto, la ley sí les impondría limitaciones a la hora de ejercer dicha actividad.&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgK7sw0lCVxBUxsB9S0ksBJSvZJmf6O2irf9yDYj-91cKbgqqYMCU1FhClGflCpv-p8lmm8ChZmMzt33RQfSy2JvcFJh5Eyh7eNIkC5G6vehfeS6hu0tOMDez6NjpJE9Lf5GSkHF0uEkSPv/s1600/IMG-20120720-00262.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;296&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgK7sw0lCVxBUxsB9S0ksBJSvZJmf6O2irf9yDYj-91cKbgqqYMCU1FhClGflCpv-p8lmm8ChZmMzt33RQfSy2JvcFJh5Eyh7eNIkC5G6vehfeS6hu0tOMDez6NjpJE9Lf5GSkHF0uEkSPv/s400/IMG-20120720-00262.jpg&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: xx-small;&quot;&gt;Representantes de los pueblos indígenas antes de ingresar a la&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: xx-small;&quot;&gt;sala de vistas de la Corte de Constitucionalidad&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Si la Corte de Constitucionalidad declarara inconstitucional la Ley de Minería, al determinar que ésta debió haber sido consultada con los pueblos indígenas antes de ser emitida, por afectar directamente a sus intereses, esto equivaldría a afirmar que una parte muy significativa de la legislación debe ser sometida a procesos de consulta previa con las comunidades indígenas, pues las leyes ordinarias que de manera general aplican a todos los guatemaltecos, afectan también a los pueblos indígenas por su calidad de guatemaltecos. Asimismo, se abriría la puerta para que una gran cantidad de leyes ordinarias que fueron emitidas después de la entrada en vigencia del Convenio 169 de la OIT sean declaradas inconstitucionales porque afectaban de alguna manera los intereses de los pueblos indígenas, y de esa cuenta se debió haber consultado sus contenidos con ellos. En efecto, leyes vigentes como la Ley de los Consejos de Desarrollo Urbano y Rural, el Código Municipal, la Ley de Actualización Tributaria, la Ley de Telecomunicaciones, la Ley del Organismo Ejecutivo, la Ley Antievasión II, la Ley Orgánica del Ministerio Público, la Ley de Bancos y Grupos Financieros, la Ley Contra el Lavado de Dinero y Otros Activos y la Ley Orgánica de la SAT, podrían declararse inconstitucionales porque afectan a los pueblos indígenas, y no fueron consultados sobre su contenido, lo que provocaría una crisis jurídica sin precedentes en el país. ¿Se imaginan el poder fáctico que se le otorgaría a los pueblos indígenas, incluso sobre las facultades legislativas que le corresponden exclusivamente al Congreso de la República?&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Digamos que a la Corte de Constitucionalidad se le ocurre declarar inconstitucional la Ley de Minería porque no se consultó a los pueblos indígenas antes de ser emitida. ¿Qué pasa después? Obviamente hay que hacer una nueva Ley de Minería, para suplir a la que fue sustraída del ordenamiento jurídico. Antes de poder presentar un nuevo proyecto de Ley de Minería, éste debe ser consultado con los pueblos indígenas para que ellos hagan los comentarios del caso. ¿Cómo se les consulta? ¿Qué procedimiento se utilizaría? En la actualidad, aunque el derecho de consulta previa se encuentra reconocido por el Convenio 169 de la OIT, no existe legislación alguna en el país que regule el procedimiento que debe llevarse a cabo para consultar a los pueblos indígenas. De esa cuenta, habría que emitir primero una ley que regule el procedimiento de consulta previa, para poder después utilizarlo para consultar a los pueblos indígenas sobre el contenido de la nueva Ley de Minería. Claro que, porque la ley reguladora de los procesos de consulta previa afectaría directamente a los pueblos indígenas, ésta debería ser consultada a los mismos antes de ser emitida, y de esta forma, pasarían varios años en los que no contaríamos con una Ley de Minería vigente, y como consecuencia, no podrían realizarse actividades de extracción de recursos renovables y no renovables en el país, hasta que ésta se emita, y los proyectos actuales de extracción de recursos que se encuentran en marcha quedarían en el limbo. Ahora apliquen este ejemplo al resto de las leyes ordinarias que afectan de alguna manera u otra a los pueblos indígenas, e imagínense lo que sería de la seguridad jurídica en el país.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjT8aRwJHsFaNUvJ1_yXl8NFhRIbd6ESqKqhMy-tkitiENjYbFXCoZnmGWHisDWzyg_oY4OGvQ08g4t4zNw1Ld3XiZ0jm0tywRO8-faY_8b9sYVkivJb18ggaFqu1kN6ZTocRUSqKXiPjqL/s1600/d21.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;300&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjT8aRwJHsFaNUvJ1_yXl8NFhRIbd6ESqKqhMy-tkitiENjYbFXCoZnmGWHisDWzyg_oY4OGvQ08g4t4zNw1Ld3XiZ0jm0tywRO8-faY_8b9sYVkivJb18ggaFqu1kN6ZTocRUSqKXiPjqL/s400/d21.jpg&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: xx-small;&quot;&gt;Manifestaciones indígenas en favor de la consulta previa, libre e informada &lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: xx-small;&quot;&gt;http://goo.gl/JSFdv&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Independientemente de que los derechos de consulta previa de los pueblos indígenas, reconocidos en el Convenio 169 de la OIT, no se extienden a los procesos de formación y sanción de las leyes ordinarias, queda claro que la participación ciudadana en el procedimiento legislativo es muy limitada. Es preciso contar con canales que permitan a cualquier ciudadano poder involucrarse en los procesos legislativos que se llevan a cabo en el Congreso de la República. Pero estos canales de participación deben contener aspectos investigativos y de diagnóstico sobre el contexto que se pretende regular, para que se permita a los ciudadanos aportar a los contenidos de las leyes ordinarias que se discutan en el Congreso de la República. Sin embargo, este canal de participación no se puede manifestar por medio de los derechos de consulta previa, en primer lugar, porque este derecho no le corresponde a todos los ciudadanos del país, y en segundo lugar, porque el derecho de consulta previa tiene otra finalidad, que es la de que las comunidades indígenas puedan incidir sobre las decisiones que se toman en los territorios que habitan, y que les afectan.&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://lfuego.blogspot.com/feeds/6494631230850617692/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://lfuego.blogspot.com/2012/07/las-leyes-ordinarias-y-el-derecho-de.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8013430517781797892/posts/default/6494631230850617692'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8013430517781797892/posts/default/6494631230850617692'/><link rel='alternate' type='text/html' href='http://lfuego.blogspot.com/2012/07/las-leyes-ordinarias-y-el-derecho-de.html' title='Las leyes ordinarias y el derecho de consulta previa'/><author><name>Luis Fuentes</name><uri>http://www.blogger.com/profile/10289323544834666479</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgIRnwN_0qBFRZWoK_1MmKsZWQmRNmWPzJRjV-LbaptjKauwp0qpaOyOTg2E8ZQmyN-HordDm3G2uGQBfad03RGENygHUCeNR0geLbho9mxzYctTo92CTmjzchywyhy1JpZnR6yIHNkf7_I/s72-c/Screen+Shot+2012-07-20+at+2.59.04+PM.png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8013430517781797892.post-3438739765194764254</id><published>2012-06-11T10:41:00.003-07:00</published><updated>2012-06-11T10:41:56.085-07:00</updated><title type='text'>El Oscuro Funcionamiento de los Fideicomisos Públicos</title><content type='html'>&lt;style&gt;
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&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify; text-indent: .5in; text-justify: inter-ideograph;&quot;&gt;
&lt;span lang=&quot;ES-TRAD&quot;&gt;Hace un tiempo, la Contraloría General de
Cuentas (CGC) presentó al Congreso de la República una propuesta para eliminar
el gasto estatal por medio de fideicomisos públicos, argumentando que éstos son
auténticos focos de corrupción en la ejecución del presupuesto, debido a la
discrecionalidad con la que se manejan, así como también a la falta de
controles a los que están sujetos. Mucha gente sabe que Guatemala ha vivido y vive
niveles estratosféricos de corrupción, que los funcionarios públicos se han
apropiado de fondos públicos provenientes de los contribuyentes, y que los
contratos del Estado generalmente se adjudican a amigos y allegados con
contactos suficientes para ser contratados pro el gobierno. Sin embargo, poca
gente entiende cómo es que los fideicomisos entran en la jugada, e incluso, qué
es realmente un fideicomiso.&lt;/span&gt;&lt;/div&gt;
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&lt;span lang=&quot;ES-TRAD&quot;&gt;Un fideicomiso funciona con tres sujetos
en la relación: un &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;fideicomitente&lt;/b&gt;,
que es la persona o entidad que crea el fideicomiso y que aporta el dinero y
los bienes al patrimonio del mismo; un &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;fiduciario&lt;/b&gt;,
que es la persona o entidad que pasa a poseer los bienes que aportó el
fideicomitente, y que está obligado a administrarlos según las instrucciones de
este último; y un &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;beneficiario&lt;/b&gt;, que
será la persona o entidad a quien irán dirigidas las rentas y los ingresos que
genere el fideicomiso en su funcionamiento. &lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: xx-small;&quot;&gt;&lt;span lang=&quot;ES-TRAD&quot;&gt;&amp;nbsp;http://goo.gl/UbdWz&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify; text-indent: .5in; text-justify: inter-ideograph;&quot;&gt;
&lt;span lang=&quot;ES-TRAD&quot;&gt;Cualquier persona puede hacer un
fideicomiso o ser beneficiaria por uno, pero únicamente los bancos y las
entidades de crédito pueden ser fiduciarios y administrar el dinero o los
bienes del patrimonio del fideicomiso. Imagínense a un padre soltero moribundo
con un hijo menor de edad. El padre decide tomar unos apartamentos de su
propiedad que arrienda para subsistir, y una cantidad de dinero, y los aporta a
un fideicomiso, firmando un contrato con el banco. En este momento, la
propiedad de los apartamentos y el dinero se traslada al banco, y este último,
como su administrador, empieza a cobrar las rentas de los apartamentos y a
invertir el dinero, y todos los ingresos que se generen de dichos negocios será
depositado en la cuenta del hijo menor, que es su beneficiario. La transmisión
de la propiedad de los bienes es muy especial, porque el banco no puede hacer
lo que quiera con los mismos, pues sólo podrá administrarlos según las
instrucciones de la persona que lo creó.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify; text-indent: .5in; text-justify: inter-ideograph;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify; text-indent: .5in; text-justify: inter-ideograph;&quot;&gt;
&lt;span lang=&quot;ES-TRAD&quot;&gt;Como ven, la institución del fideicomiso
se origina en el derecho privado, pues es útil para agilizar los negocios y
protegerlos. No obstante lo anterior, hace unos años los gobiernos comenzaron a
plantearse la idea de poder ejecutar fondos por medio de fideicomisos que sean
públicos. Según los partidarios de estos mecanismos de gasto público, la Ley de
Contrataciones es muy rígida porque los obliga, en contratos estatales que
implican sumas elevadas de dinero, a llevar a cabo procesos de licitación para
escoger a la empresa con la que contratará en una especie de subasta pública en
donde cualquier empresa puede ofrecer sus servicios. El proceso es tan
burocrático que la gestión se estanca y los resultados no llegan. &lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify; text-indent: .5in; text-justify: inter-ideograph;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: center; text-indent: 0.5in;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhAlsQsskwiO7BwTsiWIy-SvI7Ls7kNUkU0RIe_uBAV5VrMsUyH0SD5pJPLAxFw6DWzwPEDeR9-3ggXsPGwcfyIWChV0EA0gAVf6ffjOSHbNzOEKMti6KoxDHESolpKHyJkv86VjyWcsyEm/s1600/JM-reune-Banco-Guatemala-archivo_PREIMA20111122_0003_25.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;240&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhAlsQsskwiO7BwTsiWIy-SvI7Ls7kNUkU0RIe_uBAV5VrMsUyH0SD5pJPLAxFw6DWzwPEDeR9-3ggXsPGwcfyIWChV0EA0gAVf6ffjOSHbNzOEKMti6KoxDHESolpKHyJkv86VjyWcsyEm/s320/JM-reune-Banco-Guatemala-archivo_PREIMA20111122_0003_25.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;span style=&quot;font-size: xx-small;&quot;&gt;&lt;span lang=&quot;ES-TRAD&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: center; text-indent: 0.5in;&quot;&gt;
&lt;span style=&quot;font-size: xx-small;&quot;&gt;&lt;span lang=&quot;ES-TRAD&quot;&gt;&amp;nbsp;http://goo.gl/WXR7R&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify; text-indent: .5in; text-justify: inter-ideograph;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify; text-indent: 0.5in;&quot;&gt;
&lt;span lang=&quot;ES-TRAD&quot;&gt;En 1976, mediante la Ley del Sistema
Especial de Crédito para la Vivienda con Fondo de Garantía Estatal, se
instituyó un sistema de crédito para la construcción de viviendas a personas de
bajos ingresos que fueron afectadas durante el terremoto del 76, por medio de
fideicomisos para la vivienda creados para ese fin, exentos de todos los
impuestos del país. En ese año también se crearon fideicomisos públicos con
créditos donados por el Banco Interamericano de Desarrollo (BID) y el Banco
Internacional de Reconstrucción y Fomento (BIRF). En 1981, el Presidente de la
República, Romeo Lucas, creo la Dirección de Financiamiento Externo y
Fideicomisos en el Ministerio de Finanzas Públicas, para administrar y ejecutar
los proyectos que fueran financiados con donaciones extranjeras. Desde 1970
hasta 1996 se constituyeron 19 fideicomisos más.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify; text-indent: .5in; text-justify: inter-ideograph;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify; text-indent: .5in; text-justify: inter-ideograph;&quot;&gt;
&lt;span lang=&quot;ES-TRAD&quot;&gt;En&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;
&lt;/span&gt;1997, se emitió la nueva Ley Orgánica del Presupuesto, dirigida a
regular el presupuesto del Estado de forma general, sistematizando los procesos
de asignación de recursos y de formación del presupuesto de cada año. Dentro de
esta ley (artículo 33), aprovecharon la oportunidad para asignarle indirectamente
facultades al Estado para constituir fideicomisos públicos, al indicar que los
recursos financieros que se asignen para realizar proyectos de beneficio social
y que produzcan renta que retorne el capital, se podían dar en fideicomiso,
pudiéndose constituir en cualquier banco de Guatemala. Únicamente en ese
milimétrico artículo quedó permitido el uso de fideicomisos públicos, y la ley
hizo un silencio absoluto sobre la regulación de su funcionamiento. En este año
se crearon 6 fideicomisos nuevos, y en 1998, se constituyeron 19 más.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify; text-indent: .5in; text-justify: inter-ideograph;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify; text-indent: .5in; text-justify: inter-ideograph;&quot;&gt;
&lt;span lang=&quot;ES-TRAD&quot;&gt;Como no había ley alguna que regulara el
funcionamiento de un fideicomiso público, los bancos y el gobierno utilizaron
básicamente los mismos procedimientos para constituir un fideicomiso privado.
De esta forma, se sentó el precedente de firmar contratos de fideicomiso
público con los bancos, y regular su funcionamiento en el contrato, tal como si
el Estado fuera una persona privada. Por otro lado, dado que la naturaleza del
fideicomiso es que la propiedad de los bienes pasa del fideicomitente al
patrimonio del fideicomiso, en los fideicomisos públicos, los bienes estatales
que se aportaban a fideicomisos públicos se &lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;privatizaban&lt;/i&gt;,
por lo que la Contraloría General de Cuentas, que es el órgano del Estado
encargado de fiscalizar a las entidades estatales, ya no tenía facultades para
controlar la forma en que se gastaba el dinero por medio de un fideicomiso
público.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify; text-indent: .5in; text-justify: inter-ideograph;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: center; text-indent: 0.5in;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi5ypT-hOfWoo-qkrd0T46ZU6AZGwvT4Is897CdmhCdj4aDWZgazTVwJF4y4Z-nrB8J_pdbQjEGFu_BW1YI_nKfIX8OG7mO5AexX9zi9o6_faWm-aia2cGlsHnueD69ZBoRawbM01Ywg6w3/s1600/fideicomiso.png&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi5ypT-hOfWoo-qkrd0T46ZU6AZGwvT4Is897CdmhCdj4aDWZgazTVwJF4y4Z-nrB8J_pdbQjEGFu_BW1YI_nKfIX8OG7mO5AexX9zi9o6_faWm-aia2cGlsHnueD69ZBoRawbM01Ywg6w3/s1600/fideicomiso.png&quot; /&gt;&lt;/a&gt;&lt;span style=&quot;font-size: xx-small;&quot;&gt;&lt;span lang=&quot;ES-TRAD&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: center; text-indent: 0.5in;&quot;&gt;
&lt;span style=&quot;font-size: xx-small;&quot;&gt;&lt;span lang=&quot;ES-TRAD&quot;&gt;&amp;nbsp;http://goo.gl/3GUuY&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify; text-indent: .5in; text-justify: inter-ideograph;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify; text-indent: 0.5in;&quot;&gt;
&lt;span lang=&quot;ES-TRAD&quot;&gt;En el año 2005, mediante la Ley del
Presupuesto General de Ingresos y Egresos del Estado, que se emite cada año
para asignar los recursos del Estado, el Congreso de la República delegó
formalmente en el Ministerio de Finanzas la facultad de aprobar la constitución
y modificación de los fideicomisos del Estado, y la rendición de informes
financieros sobre ellos. Debido a que cada año se emite una nueva Ley del
Presupuesto General de Ingresos y Egresos del Estado, cada ley nueva establece regulaciones
generales sobre la administración y fiscalización de los fideicomisos públicos,
permitiendo a los gobernantes de turno prácticamente recetarse las regulaciones
que más les beneficien. &lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify; text-indent: .5in; text-justify: inter-ideograph;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify; text-indent: .5in; text-justify: inter-ideograph;&quot;&gt;
&lt;span lang=&quot;ES-TRAD&quot;&gt;Aunque la Ley Orgánica del Presupuesto indica
que éstos solo pueden ser utilizados para proyectos de beneficio social, y que
produzcan un retorno del capital, en la actualidad la mayoría de fideicomisos
públicos se utilizan para compras, gastos y pago de servicios, que no generan
renta alguna.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify; text-indent: .5in; text-justify: inter-ideograph;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify; text-justify: inter-ideograph;&quot;&gt;
&lt;span lang=&quot;ES-TRAD&quot; style=&quot;font-family: Calibri;&quot;&gt;&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Según
datos de la Contraloría General de Cuentas, publicados por el Diario Prensa
Libre, en 85 fideicomisos públicos que existen en Guatemala se asignó un techo
presupuestario que ascendió hasta la astronómica cifra de Q37 mil millones
(billones), y las municipalidades del país reportaron 17 fideicomisos públicos,
que cuentan con una asignación aproximada de Q2 mil millones (billones). No
obstante, la Superintendencia de Bancos, que registra los fideicomisos
públicos, indica que existen 94 fideicomisos, y el Ministerio de Finanzas
registra 75. Así que la cantidad exacta de fideicomisos públicos que operan en
Guatemala es, en definitiva, una verdadera incógnita.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify; text-justify: inter-ideograph;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify; text-justify: inter-ideograph;&quot;&gt;
&lt;span lang=&quot;ES-TRAD&quot; style=&quot;font-family: Calibri;&quot;&gt;&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Según
Nora Segura, Contralora General de Cuentas, la Contraloría General de Cuentas
no cuenta con facultades para fiscalizar adecuadamente a los fideicomisos
públicos, pues son ejecutados a través de la intermediación de los bancos. La iniciativa
de la Contralora General de Cuentas es que se liquiden todos los fideicomisos
públicos vigentes, y que se prohíba la constitución de nuevos.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify; text-justify: inter-ideograph;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh-Bft-6p8M3GqCBROaDFM9GoNXzoS6mWVKjsC6sAomEa9g8Dp93jCG88NJgav8nzJXlvqJBKj6iv87tKtKedyFnNv-de_aElTQRJE8pn1PerLChe2o3ucXmuJsZie8LP47gB3vIpBqDh_r/s1600/fideicomiso1.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh-Bft-6p8M3GqCBROaDFM9GoNXzoS6mWVKjsC6sAomEa9g8Dp93jCG88NJgav8nzJXlvqJBKj6iv87tKtKedyFnNv-de_aElTQRJE8pn1PerLChe2o3ucXmuJsZie8LP47gB3vIpBqDh_r/s320/fideicomiso1.jpg&quot; width=&quot;273&quot; /&gt;&lt;/a&gt;&lt;span style=&quot;font-size: xx-small;&quot;&gt;&lt;span lang=&quot;ES-TRAD&quot; style=&quot;font-family: Calibri;&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: xx-small;&quot;&gt;&lt;span lang=&quot;ES-TRAD&quot; style=&quot;font-family: Calibri;&quot;&gt;&amp;nbsp;http://goo.gl/yEl9G&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify; text-justify: inter-ideograph;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;span lang=&quot;ES-TRAD&quot; style=&quot;font-family: Calibri;&quot;&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Los
fideicomisos públicos forman parte del Sistema Paralelo de Gasto Público del
Estado, y debido a la débil estructura jurídica con la que cuentan, se
convierten en un nido de negocios que operan al margen de la ley, con total
discrecionalidad y clientelismo político. Se podría decir que equivalen al
mercado privado informal, pues representan un mercado público no regulado. En
el Congreso de la República se encuentra una iniciativa de ley para regular a
los fideicomisos públicos, pero se encuentra estancada en el océano de
componendas políticas que son las sesiones del mismo. Independientemente de
esto, que la Contralora General de Cuentas haya tomado la ofensiva de criticar
y atacar a los fideicomisos públicos, es sin duda una luz que se ve al final de
un oscuro y largo túnel en donde los que pueden meten las manos para llenarse
las bolsas, y los que no pueden, se encuentran a ciegas mientras el dinero se
esfuma, y los que más lo necesitan, siguen como están. &lt;/span&gt;&lt;span lang=&quot;ES-TRAD&quot;&gt;&lt;/span&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://lfuego.blogspot.com/feeds/3438739765194764254/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://lfuego.blogspot.com/2012/06/el-oscuro-funcionamiento-de-los.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8013430517781797892/posts/default/3438739765194764254'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8013430517781797892/posts/default/3438739765194764254'/><link rel='alternate' type='text/html' href='http://lfuego.blogspot.com/2012/06/el-oscuro-funcionamiento-de-los.html' title='El Oscuro Funcionamiento de los Fideicomisos Públicos'/><author><name>Luis Fuentes</name><uri>http://www.blogger.com/profile/10289323544834666479</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEisxL5GWaf7YaxNwDcgdb_c0bZSVZnYbsy5uCMr8C61iakMfj0V2IgxqduxxVGH4Hmtwnneut673rUP2YNxk4tGH7F4ErxGTYuhMM8uxkBVZQ0IwxAEKS4AlBZxjq5UUb4sye6y3JwapDrO/s72-c/fideicomisos.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8013430517781797892.post-5532186605998609451</id><published>2012-03-08T16:56:00.001-08:00</published><updated>2012-03-08T16:57:57.083-08:00</updated><title type='text'>La Transformación del Poder en Derecho</title><content type='html'>&lt;div style=&quot;font-family: Verdana,sans-serif; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;La
 formación de los Estados y su respectivo orden jurídico a lo largo de 
la historia deben su nacimiento a la imposición del poder y la fuerza de
 un pueblo primitivo sobre otro de menor capacidad, como lo hicieron los
 etruscos, que conquistaron a las tribus latinas que habitaban el lugar,
 e influyó en sus costumbres. Una vez instalado el grupo de poder sobre 
los grupos subyugados, ocurre un suceso social que es trascendental en 
el Estado: la transformación del poder en Derecho.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: Verdana,sans-serif; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;
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&lt;span style=&quot;font-size: small;&quot;&gt;&lt;img alt=&quot;&quot; height=&quot;228&quot; 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&quot; width=&quot;320&quot; /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;http://bit.ly/zN81sj&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;font-family: Verdana,sans-serif; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;Los
 factores que juegan un papel fundamental en esta transformación 
jurídica pueden ser políticos, psicológicos, económicos y culturales. 
Una de las fuerzas políticas que intervienen en la modelación del 
Derecho es el consenso al que llegan varios grupos sociales antagónicos.
 Este convenio puede resultar de dos casos especiales: el acuerdo entre 
dos o más grupos que cuentan con una fuerza más o menos similar, pues 
existe una incertidumbre acerca de la victoria de alguno en una 
potencial guerra, por lo que los acuerdos de paz suenan más atractivos y
 son escogidos en lugar de la beligerancia.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: Verdana,sans-serif; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: Verdana,sans-serif; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;Dos
 ejemplos históricos que contribuyen a darle fuerza a este punto es el 
sucedido en la lucha entre los partidos conservador y liberal sobre la 
forma de gobierno que se tomaría en Guatemala durante la época de la 
independencia, y la pugna entre los sectores americanos poderosos a la 
hora de redactar la Constitución que regiría a los nuevos Estados Unidos
 de América. En el primer caso, nunca se llegó a un acuerdo entre el 
partido conservador, que quería, en un principio, un gobierno unitario, y
 el partido liberal, que propugnaba por una República Federal de 
Centroamérica. Aunque en un principio triunfa el liberalismo, más 
adelante se desencadena una batalla entre los dos bandos, con fuerzas 
más o menos equivalentes, suscitando períodos de mediana duración 
liderados varias veces por los conservadores y otras por los liberales. 
Nunca se llegó a un acuerdo y hasta la fecha la pugna entre estas dos 
agrupaciones sigue más o menos vigente.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: Verdana,sans-serif; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: Verdana,sans-serif; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;Distinta
 es la situación que ocurrió entre los sectores americanos al redactar 
su Constitución. El grado de concordia con el que se finalizó fue 
asombroso, y este convenio fue clave para la elaboración de una 
Constitución que defendería la igualdad y la libertad de los americanos,
 además de contar con disposiciones que resultaron del convenio entre 
estos dos grupos poderosos.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: Verdana,sans-serif; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;
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&lt;span style=&quot;font-size: small;&quot;&gt;&lt;img alt=&quot;&quot; height=&quot;208&quot; 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&quot; width=&quot;320&quot; /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;http://bit.ly/xZpZfS&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;Esta
 manera de actuar se puede explicar, desde la teoría del conocimiento de
 Hayek, pues el conocimiento humano es limitado, sujeto al error y a la 
incertidumbre. Sin embargo, existe algo en el conocimiento humano que 
permite que surja una tendencia a una finalidad, y es por ello que no se
 vuelve todo una catástrofe completa. Existen ciertos datos a priori que
 se encuentran en el conocimiento humano y que le permiten interpretar 
la realidad, a través de sentimientos egoístas que se dirigen a proteger
 su libertad, su propia conservación y su propiedad.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: Verdana,sans-serif; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: Verdana,sans-serif; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;La
 protección individual de estos sentimientos implica ciertas conductas 
que el hombre siempre realizará, como la huida en tiempos de amenaza 
contra su propia vida. En el caso del convenio entre los pueblos de 
iguales capacidades, los miembros de cada uno de ellos tomaron en cuenta
 la incertidumbre del resultado de la batalla, llegando a temer que 
estos sentimientos egoístas, sobre todo el de la propia conservación, 
fueran vulnerados en caso de una derrota, por lo que optaron por el 
acuerdo.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: Verdana,sans-serif; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: Verdana,sans-serif; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;Este
 pacto entre distintos pueblos también puede llevarse a cabo entre 
grupos de distinta fortaleza. Los grupos poderosos pueden realizar el 
convenio con los débiles, ya sea por prudencia, tolerancia o bien, por 
interés. Éste último, el más predominante, se llega desde la 
comprensión, por parte de los gobernantes, de que no solo es útil, sino 
la mayoría de veces necesario, contar con el apoyo y cooperación de las 
clases débiles. Según Robert Greene, en su obra The Forty-eight (48) 
Laws of Power, “una acción sincera y honesta tapará otras muchas 
deshonestas (…) una vez la honestidad selectiva logra atravesar su 
armadura, se les puede engañar y manipular a voluntad.”&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: Verdana,sans-serif; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: Verdana,sans-serif; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;Debe
 tomarse en cuenta también que las clases débiles son muchas veces más 
numerosas que las poderosas, por lo que el no realizar un convenio con 
los primeros podría significar eventualmente para los últimos una 
rebelión entre grupos ya no tan débiles debido a la experiencia ganada, 
que tendría un resultado un poco más incierto. ¿Cómo hacer, entonces, 
para obtener algo que queremos y que sólo podemos obtener por medio de 
una clase débil? Un ejemplo histórico que puede ilustrar concretamente 
este caso es la lucha que pudo haber acabado con la clase patricia, a 
manos de los plebeyos, durante la República Romana. Es esos tiempos, la 
clase plebeya estaba excluida de cualquier participación social y 
política, a pesar de estar obligados a integrar los ejércitos que 
partían a las campañas de conquista. La situación se volvió tan 
extenuante que la clase plebeya decidió retirarse de la ciudad y 
establecerse en el Monte Sacro. Al darse cuenta lo patricios de que la 
clase plebeya era realmente la que realizaba el trabajo duro en la 
ciudad, y que sin ellos estarían destinados a sucumbir, decidieron 
convocar a reuniones con líderes plebeyos y terminaron con otorgarles lo
 que ellos querían: La creación de un funcionario público nuevo, el 
Tribuno de la Plebe, constituido por dos representantes que velarían por
 los intereses de la clase plebeya.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: Verdana,sans-serif; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: Verdana,sans-serif; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;Esta
 convención entre grupos de distinto poder se entiende también desde la 
Teoría del Conocimiento hayekiana. Hayek establece que existe una 
disposición propia del ser humano para aprender, sobre todo, de sus 
propios errores. Es esta disposición, entre varias otras, la que permite
 que el conocimiento humano imperfecto no termine, como expusimos 
anteriormente, en un total barullo. En el ejemplo anterior, la clase 
patricia comprendía que el continuar con esta subyugación a los plebeyos
 terminaría con causar una ruptura entre las clases, y esto podría 
llevar a una guerra civil no deseada por los gobernantes, conformados 
por la minoría del pueblo. Esta disposición previa de aprendizaje le 
permitió a la clase patricia interpretar la situación y buscar la mejor 
solución, no solo para la clase plebeya, sino para ellos mismos también.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: Verdana,sans-serif; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: Verdana,sans-serif; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;Otra
 fuerza política que interviene en la transformación del poder en 
derecho es la denominada &quot;autolimitación de los gobernantes”, es decir, 
la prohibición a la que la misma autoridad se somete al redactar un 
ordenamiento jurídico que delimite sus propias funciones. No obstante, 
no hay que confundir este acto con uno puramente altruista. Muchas veces
 lo que en realidad motiva al gobernante para autolimitarse es el 
interés o el deseo de la propia conservación del poder. Maquiavelo, en 
su obra El Príncipe, establecía que el monarca o gobernante llega al 
poder para quedarse en él. Las decisiones que tome deben ser políticas, 
es decir, encaminadas a mantenerse en el poder la mayor cantidad de 
tiempo posible. Ningún pueblo puede resistir por mucho tiempo un 
gobierno tiránico y arbitrario, y su desesperación lo llevará a 
levantarse contra sus gobernantes y a botarlos del poder.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: Verdana,sans-serif; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: Verdana,sans-serif; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;¿Cómo
 es posible para el gobernante mantenerse en el poder sin que los 
propios súbditos lo traicionen y lo destruyan? Muchos gobernantes toman 
la decisión de auto-restringirse para ofrecerle a sus súbditos una 
cierta seguridad jurídica: “la coacción provoca reacciones que acaban 
volviéndose contra nosotros. Debemos seducir a los demás para que deseen
 seguirnos (…) tenemos que jugar con lo que consideran más valioso… 
(Greene, Robert. Las 48 reglas del poder. Editorial Espasa. Madrid, 
España, 2002. Cuarta edición. Pág. 443).” Lo más valioso para una 
persona en sociedad es la justicia, y la protección de su propia 
conservación, su libertad y su propiedad.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: Verdana,sans-serif; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;Los
 órdenes espontáneos, que son causa de la acción humana, son “aquéllas 
conductas destinadas a querer progresar en nuestra propia situación, sin
 perjudicar al vecino ni entrar en guerra con él&quot; (Zanotti, Gabriel. 
Introducción filosófica al pensamiento de F.A. Hayek). Es por medio de 
estas acciones y por el aprendizaje humano de los propios errores que se
 producen los órdenes espontáneos y evolucionan los distintos ámbitos de
 la sociedad. En este caso, el gobernante sabe que un gobierno 
totalmente arbitrario sería perjudicial para sus propios intereses, al 
quedar en riesgo de una potencial revolución por parte de sus súbditos, y
 que la mejor forma de quedar bien con estos es autolimitándose y 
tomando decisiones que traerán un beneficio para la comunidad y no 
únicamente para él. Estas fuerzas políticas terminan por crear un orden 
jurídico, estableciendo el campo de acción de la autoridad política, y 
es de esta manera que el poder arbitrario del gobernante se convierte en
 coacción no arbitraria y, por consiguiente, en Derecho.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: Verdana,sans-serif; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: Verdana,sans-serif; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;Además
 de los factores políticos, existen ciertas fuerzas psicológicas que 
modelan el derecho y que lo adecuan a sus propias exigencias. El factor 
psicológico de mayor influencia en el Derecho es la costumbre. Es el 
jurista Georg Jellinek quien establece la importancia de esta variable 
en la evolución del Derecho. La costumbre es la conducta aceptada por 
los miembros de una sociedad, que ha sido repetida por un tiempo 
indeterminado, y que eventualmente evoluciona a ser reconocida por el 
ordenamiento jurídico y se convierte en Ley. Generalmente, es la 
costumbre la que en un principio le dio validez material a las normas 
jurídicas que crean el derecho primitivo. Durante el Derecho arcaico 
romano, el campo de la costumbre era tan amplio, como estrecho era el de
 la ley. Todas las conductas eran reguladas por la costumbre de los 
antepasados romanos y por las llamadas mores maiorum (vivir 
honestamente, no hacer daño a otro y dar a cada uno lo suyo), que 
constituían la base moral de la sociedad romana. Finalmente, la 
costumbre llegó a ser la fuente más importante de la primera 
codificación de leyes en Roma, Las XII Tablas.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: Verdana,sans-serif; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: Verdana,sans-serif; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;La
 costumbre, que reinó durante varios siglos en el Derecho Romano, puede 
ser tomada, según Hayek, como una serie de interacciones humanas que 
llevaron a un estado de cosas tal que hubiera sido imposible que los 
seres humanos previeran sus variables. El Derecho Romano escrito y 
codificado fue producto casi exclusivamente de un orden espontáneo 
hayekiano, caracterizado por el conocimiento imperfecto de los romanos 
que participaron dentro de él.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: Verdana,sans-serif; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: Verdana,sans-serif; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;Otro
 factor psicológico de suma importancia en la evolución del derecho es 
la aspiración innata del hombre a la paz y el orden en su comunidad. Un 
gobierno déspota que emite leyes totalmente arbitrarias sólo causará 
revueltas y luchas por parte de los miembros afectados de la sociedad. 
Una sociedad en donde no reine la paz y el orden será un caos que no 
permitirá a sus miembros alcanzar su superación personal. El hombre por 
naturaleza añora una limitación del poder, para que su vida pueda ser 
llevada a cabo en paz y con seguridad. Es por este deseo que se hace 
necesario un ordenamiento jurídico que delimite el campo de acción, no 
sólo de la autoridad política, sino también de los otros miembros de la 
comunidad.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: Verdana,sans-serif; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: Verdana,sans-serif; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;Thomas
 Hobbes, en su obra Leviatán, establece que el hombre en estado de 
naturaleza es egoísta y busca únicamente su propio interés. En este 
estado, todos los hombres estarán en guerra los unos contra los otros 
(homo homini lupus). Sin embargo, y a causa de la inseguridad en la que 
se vivía, el hombre comprende que el mantenimiento de una paz con 
respecto a sus congéneres era la finalidad más adecuada para una vida 
menos violenta, por lo que los hombre hacen un contrato por medio del 
cual cada miembro de la comunidad transferiría sus derechos a un 
gobernante que garantizaría la seguridad y el bienestar social. Aunque 
considero inapropiada su teoría de un gobernante con poderes ilimitados,
 al mismo tiempo que absurda la creencia de una racionalidad tal del 
hombre que le permita comprender su estado de naturaleza y que por su 
propio designio origine la sociedad, su explicación acerca del hombre 
pre-jurídico es ideal para encuadrar este anhelo humano de llegar a una 
paz y un orden que garantice cierta seguridad en su vida.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: Verdana,sans-serif; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: Verdana,sans-serif; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;La
 economía no puede dejarse atrás en estas fuerzas modeladoras del 
Derecho, ya que representa uno de los grandes factores influyentes en la
 creación y recreación del Derecho a lo largo de la historia. Sin entrar
 en radicalismos, como lo hizo Karl Marx, tomando a la economía como 
único factor modificativo del Derecho, la relación entre éstos dos ha 
sido fundamental para la evolución humana. La inseguridad acerca de 
cuestiones económicas han llevado a los hombres a crear ordenamientos 
jurídicos efectivos que regulen y sancionen aquellas conductas que en un
 momento dado puedan vulnerar derechos económicos de miembros de la 
sociedad. Así, el Código de Hammurabi, creado por el Rey de Babilonia de
 homónimo nombre, e introducido en el año 2,100 a.C., entra a regular, 
entre otras cosas, relaciones puramente económicas, como los préstamos a
 interés, el contrato de sociedad, los derechos del acreedor, normas 
acerca de los contratos mercantiles y, en especial, el reconocimiento y 
protección de la propiedad privada de cada miembro de la comunidad.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: Verdana,sans-serif; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: Verdana,sans-serif; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;El
 primer sentido de propiedad que se asentó en el hombre fue el de su 
propia comida. El hombre comprendía que en el momento en que un animal o
 humano más fuerte que él le arrebataba su comida, un acto perjudicial 
para él ocurriría, amenazando su sentimiento de propia conservación. Es 
por esto que el hombre fue protegiendo la comida con su vida, 
convirtiéndose en su propiedad. Con el paso del tiempo, el sentimiento 
de propiedad pasó a abarcar más ámbitos que el de la comida, 
estableciéndose también en su choza, ropaje e inclusive su pareja.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: Verdana,sans-serif; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;Según
 Hayek, el mercado es uno de los órdenes espontáneos por excelencia, ya 
que es un proceso que no es planificado por una o varias personas, y que
 sin embargo conduce a cierto orden y sistematización. El mercado y los 
intercambios comerciales han sido llevados a cabo desde el 
establecimiento de la propiedad privada, cosa que convirtió sus 
conductas en costumbres jurídicas que el hombre por su propia razón 
debía seguir. Sin embargo, a causa de abusos por parte de comerciantes o
 consumidores, se hizo necesaria una regulación de ciertos tipos de 
relaciones económicas, debido a que el mismo conocimiento humano 
limitado le permitía comprender que la ausencia de ésta podría dar lugar
 a injusticias por parte de grupos poderosos.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: Verdana,sans-serif; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: Verdana,sans-serif; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;Al
 hablar de reglas de juego impuestas por la autoridad para delimitar el 
campo de acción de las relaciones económicas, no me refiero a un 
intervencionismo estatal en los procedimientos del mercado como la tasa 
de interés o la ley de la oferta y la demanda, sino una simple 
aplicación de la justicia y de ciertos valores y principios que tienen 
que estar por encima de los contratantes y que estos tienen que tomar en
 cuenta a la hora de realizar sus transacciones. El Derecho únicamente 
le otorga la posibilidad a la persona de acudir a él en el caso de una 
injusticia económica en su contra que no pueda ser arreglada de forma 
privada.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: Verdana,sans-serif; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: Verdana,sans-serif; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;Finalmente,
 el factor cultural recreador del Derecho más importante es el sentido 
de la Nación. La Nación está conformada por un conjunto de personas que 
se identifican por sus caracteres homogéneos. El ordenamiento jurídico 
de un lugar debe tener normas jurídicas características de su pueblo en 
un tiempo y espacio determinados, influidos a su vez, por su lengua, 
costumbres y valores supremos. La Escuela Histórica del Derecho, 
presidida por Federico Carlos de Savigny, fue la mayor propulsora de 
esta teoría. Según ésta, el Derecho era moldeado principalmente por las 
tradiciones de un pueblo determinado. Los historicistas estaban 
rotundamente en contra de una codificación del Derecho, ya que esto 
paralizaría la evolución jurídica gradual con base a la costumbre y a 
las normas consuetudinarias. A pesar de no estar de acuerdo con esta 
teoría sobre la preeminencia de la nación como factor modelador del 
Derecho, concuerdo con ellos en que éste sí juega un papel esencial en 
su evolución.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: Verdana,sans-serif; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;La
 producción jurídica de cada comunidad será única, debido a que sus 
diferentes costumbres y tradiciones modelan su Derecho de forma 
particular. Dijo una vez Immanuel Kant que “el derecho es el conjunto de
 las condiciones por las cuales el arbitrio de cada cual puede coexistir
 con el arbitrio de los demás, según una ley universal de libertad.” 
Para poder explicar la transformación del poder en Derecho y su 
respectiva recreación y evolución, es preciso tomar en cuenta todas y 
cada una de las fuerzas que son determinantes en ella y que delimitan el
 campo de acción de los actos políticos y jurídicos. La relación entre 
el poder y el Derecho es un fenómeno complejo, y como tal únicamente 
puede ser comprendido tomando en cuenta todas las variables que juegan 
un papel fundamental en ella.&lt;/span&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://lfuego.blogspot.com/feeds/5532186605998609451/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://lfuego.blogspot.com/2012/03/la-transformacion-del-poder-en-derecho.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8013430517781797892/posts/default/5532186605998609451'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8013430517781797892/posts/default/5532186605998609451'/><link rel='alternate' type='text/html' href='http://lfuego.blogspot.com/2012/03/la-transformacion-del-poder-en-derecho.html' title='La Transformación del Poder en Derecho'/><author><name>Luis Fuentes</name><uri>http://www.blogger.com/profile/10289323544834666479</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8013430517781797892.post-8934747145499514693</id><published>2011-12-29T17:52:00.000-08:00</published><updated>2011-12-31T08:58:39.237-08:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="2012"/><category scheme="http://www.blogger.com/atom/ns#" term="armonía"/><category scheme="http://www.blogger.com/atom/ns#" term="año 2012"/><category scheme="http://www.blogger.com/atom/ns#" term="Calendario Maya"/><category scheme="http://www.blogger.com/atom/ns#" term="cosmovisión"/><category scheme="http://www.blogger.com/atom/ns#" term="flujo"/><category scheme="http://www.blogger.com/atom/ns#" term="mayas"/><category scheme="http://www.blogger.com/atom/ns#" term="universo"/><category scheme="http://www.blogger.com/atom/ns#" term="vida"/><title type='text'>El Flujo de tu Vida</title><content type='html'>&lt;style&gt; 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 mso-font-charset:0;  mso-generic-font-family:auto;  mso-font-pitch:variable;  mso-font-signature:-536870145 1107305727 0 0 415 0;} @font-face  {font-family:Cambria;  panose-1:2 4 5 3 5 4 6 3 2 4;  mso-font-charset:0;  mso-generic-font-family:auto;  mso-font-pitch:variable;  mso-font-signature:-536870145 1073743103 0 0 415 0;} @font-face  {font-family:Georgia;  panose-1:2 4 5 2 5 4 5 2 3 3;  mso-font-charset:0;  mso-generic-font-family:auto;  mso-font-pitch:variable;  mso-font-signature:3 0 0 0 1 0;}  /* Style Definitions */ p.MsoNormal, li.MsoNormal, div.MsoNormal  {mso-style-unhide:no;  mso-style-qformat:yes;  mso-style-parent:&quot;&quot;;  margin:0in;  margin-bottom:.0001pt;  mso-pagination:widow-orphan;  font-size:12.0pt;  font-family:Cambria;  mso-ascii-font-family:Cambria;  mso-ascii-theme-font:minor-latin;  mso-fareast-font-family:&quot;ＭＳ 明朝&quot;;  mso-fareast-theme-font:minor-fareast;  mso-hansi-font-family:Cambria;  mso-hansi-theme-font:minor-latin;  mso-bidi-font-family:&quot;Times New Roman&quot;;  mso-bidi-theme-font:minor-bidi;  mso-ansi-language:ES-TRAD;} .MsoChpDefault  {mso-style-type:export-only;  mso-default-props:yes;  font-family:Cambria;  mso-ascii-font-family:Cambria;  mso-ascii-theme-font:minor-latin;  mso-fareast-font-family:&quot;ＭＳ 明朝&quot;;  mso-fareast-theme-font:minor-fareast;  mso-hansi-font-family:Cambria;  mso-hansi-theme-font:minor-latin;  mso-bidi-font-family:&quot;Times New Roman&quot;;  mso-bidi-theme-font:minor-bidi;} @page WordSection1  {size:8.5in 11.0in;  margin:1.0in 1.25in 1.0in 1.25in;  mso-header-margin:.5in;  mso-footer-margin:.5in;  mso-paper-source:0;} div.WordSection1  {page:WordSection1;} --&gt;&lt;/style&gt;&lt;span style=&quot;font-family:Georgia;mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;mso-bidi-Times New Roman&amp;quot;font-family:&amp;quot;;&quot;  lang=&quot;ES-TRAD&quot;&gt;Un año más resigna la guerra perdida contra el tiempo y se sumerge en las aguas del pasado, mientras que el futuro acaricia a la humanidad como el viento que anuncia la venida de una tormenta. Estamos entrando al emblemático 2012, año en que termina el Calendario Maya y se anuncia un cambio de ciclo. Con tantas perspectivas de lo que esto significa, muchos se mueven con un escepticismo categórico hacia las profecías, a la vez que otros mantienen la cautela de los que entienden que esta vida es impredecible. Independientemente de los augurios, de alguna manera toda la gente comprende que la forma en la que se ha manejado nuestro planeta hasta hoy no ha sido la adecuada, y que se ha llegado a un punto en el que, o cambiamos el estilo de vida que tenemos, o nos arriesgamos a perder lo único que poseemos. La humanidad se encuentra en una discrepancia compleja porque la mayoría de sus miembros vive bajo el velo del egoísmo, creyendo que cada uno de ellos es un universo autónomo y diferente al que los rodea. Casi todas las personas buscan únicamente su propio beneficio y raras veces estrechan una mano desinteresada.&lt;/span&gt;&lt;/p&gt;        &lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiyokKGLpP2ZFf_5_szkK413JXFecqgSsYj9xCw4nPh_RXKD1AYDAB5eRSYD1qpsM9gJN8PbWQH7_OYiCIbxtZNCctfJIzERbGrs7JzKhPtNdmrjgtUKapDE48Q2z02C0VXuDqlYvJ3AP-C/s1600/4.jpg&quot;&gt;&lt;img style=&quot;display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 403px; height: 269px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiyokKGLpP2ZFf_5_szkK413JXFecqgSsYj9xCw4nPh_RXKD1AYDAB5eRSYD1qpsM9gJN8PbWQH7_OYiCIbxtZNCctfJIzERbGrs7JzKhPtNdmrjgtUKapDE48Q2z02C0VXuDqlYvJ3AP-C/s320/4.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5691771841646118402&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;             &lt;style&gt; &lt;!--  /* Font Definitions */ @font-face  {font-family:Times;  panose-1:2 0 5 0 0 0 0 0 0 0;  mso-font-charset:0;  mso-generic-font-family:auto;  mso-font-pitch:variable;  mso-font-signature:3 0 0 0 1 0;} @font-face  {font-family:&quot;ＭＳ 明朝&quot;;  mso-font-charset:78;  mso-generic-font-family:auto;  mso-font-pitch:variable;  mso-font-signature:-536870145 1791491579 18 0 131231 0;} @font-face  {font-family:&quot;Cambria Math&quot;;  panose-1:2 4 5 3 5 4 6 3 2 4;  mso-font-charset:0;  mso-generic-font-family:auto;  mso-font-pitch:variable;  mso-font-signature:-536870145 1107305727 0 0 415 0;} @font-face  {font-family:Cambria;  panose-1:2 4 5 3 5 4 6 3 2 4;  mso-font-charset:0;  mso-generic-font-family:auto;  mso-font-pitch:variable;  mso-font-signature:-536870145 1073743103 0 0 415 0;} @font-face  {font-family:Georgia;  panose-1:2 4 5 2 5 4 5 2 3 3;  mso-font-charset:0;  mso-generic-font-family:auto;  mso-font-pitch:variable;  mso-font-signature:3 0 0 0 1 0;}  /* Style Definitions */ p.MsoNormal, li.MsoNormal, div.MsoNormal  {mso-style-unhide:no;  mso-style-qformat:yes;  mso-style-parent:&quot;&quot;;  margin:0in;  margin-bottom:.0001pt;  mso-pagination:widow-orphan;  font-size:12.0pt;  font-family:Cambria;  mso-ascii-font-family:Cambria;  mso-ascii-theme-font:minor-latin;  mso-fareast-font-family:&quot;ＭＳ 明朝&quot;;  mso-fareast-theme-font:minor-fareast;  mso-hansi-font-family:Cambria;  mso-hansi-theme-font:minor-latin;  mso-bidi-font-family:&quot;Times New Roman&quot;;  mso-bidi-theme-font:minor-bidi;  mso-ansi-language:ES-TRAD;} .MsoChpDefault  {mso-style-type:export-only;  mso-default-props:yes;  font-family:Cambria;  mso-ascii-font-family:Cambria;  mso-ascii-theme-font:minor-latin;  mso-fareast-font-family:&quot;ＭＳ 明朝&quot;;  mso-fareast-theme-font:minor-fareast;  mso-hansi-font-family:Cambria;  mso-hansi-theme-font:minor-latin;  mso-bidi-font-family:&quot;Times New Roman&quot;;  mso-bidi-theme-font:minor-bidi;} @page WordSection1  {size:8.5in 11.0in;  margin:1.0in 1.25in 1.0in 1.25in;  mso-header-margin:.5in;  mso-footer-margin:.5in;  mso-paper-source:0;} div.WordSection1  {page:WordSection1;} --&gt; &lt;/style&gt;       &lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span  lang=&quot;ES-TRAD&quot; style=&quot;font-family:Georgia;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span  lang=&quot;ES-TRAD&quot; style=&quot;font-family:Georgia;&quot;&gt;Afortunadamente, una gran cantidad de personas ha despertado su consciencia y ha comprendido que la manifestación más perfecta que emana en el humano es el Amor, y que el Universo entero está hecho de amor universal, por lo que las personas son una parte más de lo que integra el Universo, al tiempo de que este último se encuentra absolutamente en cada una de ellas. La batalla por el mundo se librará en las consciencias, y el enemigo más poderoso de todos es el Ego, perversa creatura que intenta siempre ser alguien en particular, siempre con miedo a no ser nadie, temerosa del vacío, y obsesionada con el reconocimiento. Todavía hay mucha gente que sigue dormida en vida, buscando un sentido individual a una existencia sin sentido que solo puede comprenderse desde el plano colectivo. El grano de arena puede saber que está en el desierto, pero a menudo olvida que el desierto se encuentra en él. La humanidad se encuentra en un proceso de catarsis que incluye decisiones, acciones, creencias, logros, fracasos y enseñanzas sobre su historia, y que se acentúa más con los desastres naturales y tragedias humanas que han acaecido en los últimos tiempos.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;mso-margin-top-alt:auto;mso-margin-bottom-alt:auto; text-align:justify;text-justify:inter-ideograph&quot;&gt;&lt;br /&gt;&lt;span style=&quot;font-family:Georgia;mso-bidi-Times New Roman&amp;quot;font-family:&amp;quot;;&quot;  lang=&quot;ES-TRAD&quot;&gt;&lt;/span&gt;&lt;span style=&quot;font-family:Times; mso-bidi-Times New Roman&amp;quot;;mso-ansi-language:EN-USfont-family:&amp;quot;;&quot; &gt;&lt;/span&gt;&lt;/p&gt;      &lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;mso-margin-top-alt:auto;mso-margin-bottom-alt:auto; text-align:justify;text-justify:inter-ideograph&quot;&gt;&lt;span style=&quot;font-family:Times; mso-bidi-Times New Roman&amp;quot;;mso-ansi-language:EN-USfont-family:&amp;quot;;&quot; &gt; &lt;/span&gt;&lt;/p&gt;             &lt;style&gt; &lt;!--  /* Font Definitions */ @font-face  {font-family:Times;  panose-1:2 0 5 0 0 0 0 0 0 0;  mso-font-charset:0;  mso-generic-font-family:auto;  mso-font-pitch:variable;  mso-font-signature:3 0 0 0 1 0;} @font-face  {font-family:&quot;ＭＳ 明朝&quot;;  mso-font-charset:78;  mso-generic-font-family:auto;  mso-font-pitch:variable;  mso-font-signature:-536870145 1791491579 18 0 131231 0;} @font-face  {font-family:&quot;Cambria Math&quot;;  panose-1:2 4 5 3 5 4 6 3 2 4;  mso-font-charset:0;  mso-generic-font-family:auto;  mso-font-pitch:variable;  mso-font-signature:-536870145 1107305727 0 0 415 0;} @font-face  {font-family:Cambria;  panose-1:2 4 5 3 5 4 6 3 2 4;  mso-font-charset:0;  mso-generic-font-family:auto;  mso-font-pitch:variable;  mso-font-signature:-536870145 1073743103 0 0 415 0;} @font-face  {font-family:Georgia;  panose-1:2 4 5 2 5 4 5 2 3 3;  mso-font-charset:0;  mso-generic-font-family:auto;  mso-font-pitch:variable;  mso-font-signature:3 0 0 0 1 0;}  /* Style Definitions */ p.MsoNormal, li.MsoNormal, div.MsoNormal  {mso-style-unhide:no;  mso-style-qformat:yes;  mso-style-parent:&quot;&quot;;  margin:0in;  margin-bottom:.0001pt;  mso-pagination:widow-orphan;  font-size:12.0pt;  font-family:Cambria;  mso-ascii-font-family:Cambria;  mso-ascii-theme-font:minor-latin;  mso-fareast-font-family:&quot;ＭＳ 明朝&quot;;  mso-fareast-theme-font:minor-fareast;  mso-hansi-font-family:Cambria;  mso-hansi-theme-font:minor-latin;  mso-bidi-font-family:&quot;Times New Roman&quot;;  mso-bidi-theme-font:minor-bidi;  mso-ansi-language:ES-TRAD;} .MsoChpDefault  {mso-style-type:export-only;  mso-default-props:yes;  font-family:Cambria;  mso-ascii-font-family:Cambria;  mso-ascii-theme-font:minor-latin;  mso-fareast-font-family:&quot;ＭＳ 明朝&quot;;  mso-fareast-theme-font:minor-fareast;  mso-hansi-font-family:Cambria;  mso-hansi-theme-font:minor-latin;  mso-bidi-font-family:&quot;Times New Roman&quot;;  mso-bidi-theme-font:minor-bidi;} @page WordSection1  {size:8.5in 11.0in;  margin:1.0in 1.25in 1.0in 1.25in;  mso-header-margin:.5in;  mso-footer-margin:.5in;  mso-paper-source:0;} div.WordSection1  {page:WordSection1;} --&gt; &lt;/style&gt;       &lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Georgia;font-family:&amp;quot;;&quot;  lang=&quot;ES-TRAD&quot;&gt;Los niveles de energía humana convergente que vivimos en estos momentos no tiene precedentes en la historia. En la actualidad, toda la gente está conectada, en constante comunicación y con acceso ilimitado a cualquier tipo de información. Los gobiernos luchan por ser los dueños de la palabra de sus pueblos, pero ahora gran parte de sus miembros tienen las herramientas necesarias para expresarse de forma individual, y lo más importante de todo, la capacidad para escuchar y comunicarse con las demás personas del mundo entero. La cantidad cuasi-infinita de información que existe en la internet permite obtener conocimiento prácticamente sobre cualquier cosa, lo que ha contribuido a derrumbar poco a poco las murallas de los dogmas, los formalismos, los tabúes y los prejuicios. Para avanzar en el sendero de la consciencia, y luchar por el cambio positivo que se está gestando, debes aceptar la muerte de las concepciones que tienes del mundo y de tí mismo, para emprender camino hacia la armonía con el Universo, pues el cuerpo es solo un símbolo, el Universo entero es tu cuerpo.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;mso-margin-top-alt:auto;mso-margin-bottom-alt:auto; text-align:justify;text-justify:inter-ideograph&quot;&gt;&lt;span style=&quot;font-family:Georgia;mso-bidi-Times New Roman&amp;quot;font-family:&amp;quot;;&quot;  lang=&quot;ES-TRAD&quot;&gt;&lt;/span&gt;&lt;br /&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;mso-margin-top-alt:auto;mso-margin-bottom-alt:auto; text-align:justify;text-justify:inter-ideograph&quot;&gt;&lt;span style=&quot;font-family:Times; mso-bidi-Times New Roman&amp;quot;;mso-ansi-language:EN-USfont-family:&amp;quot;;&quot; &gt; &lt;/span&gt;&lt;/p&gt;  &lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj6WAb6XARD2Pco44oLS2-OKkRqPeWB1xuuDoPjMkwTQIYeeDQ1KiNbllmSKIhdvAxaYp2Mt-AUejt7Rg8ydubHsWeC4nk6nMspywbe9CbVxxwMjghv-9r-PdjUhAWHs1lfVDiScUlgNHEk/s1600/21.jpg&quot;&gt;&lt;img style=&quot;display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 412px; height: 275px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj6WAb6XARD2Pco44oLS2-OKkRqPeWB1xuuDoPjMkwTQIYeeDQ1KiNbllmSKIhdvAxaYp2Mt-AUejt7Rg8ydubHsWeC4nk6nMspywbe9CbVxxwMjghv-9r-PdjUhAWHs1lfVDiScUlgNHEk/s320/21.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5691772041197907858&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;mso-margin-top-alt:auto;mso-margin-bottom-alt:auto; text-align:justify;text-justify:inter-ideograph&quot;&gt;&lt;br /&gt;&lt;/p&gt;  &lt;p class=&quot;MsoNormal&quot; style=&quot;mso-margin-top-alt:auto;mso-margin-bottom-alt:auto; text-align:justify;text-justify:inter-ideograph&quot;&gt;&lt;span style=&quot;font-family:Times; mso-bidi-Times New Roman&amp;quot;;mso-ansi-language:EN-USfont-family:&amp;quot;;&quot; &gt; &lt;/span&gt;&lt;/p&gt;             &lt;style&gt; &lt;!--  /* Font Definitions */ @font-face  {font-family:Times; 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 mso-paper-source:0;} div.WordSection1  {page:WordSection1;} --&gt; &lt;/style&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;                    &lt;style&gt; &lt;!--  /* Font Definitions */ @font-face  {font-family:&quot;ＭＳ 明朝&quot;;  mso-font-charset:78;  mso-generic-font-family:auto;  mso-font-pitch:variable;  mso-font-signature:-536870145 1791491579 18 0 131231 0;} @font-face  {font-family:&quot;Cambria Math&quot;;  panose-1:2 4 5 3 5 4 6 3 2 4;  mso-font-charset:0;  mso-generic-font-family:auto;  mso-font-pitch:variable;  mso-font-signature:-536870145 1107305727 0 0 415 0;} @font-face  {font-family:Cambria;  panose-1:2 4 5 3 5 4 6 3 2 4;  mso-font-charset:0;  mso-generic-font-family:auto;  mso-font-pitch:variable;  mso-font-signature:-536870145 1073743103 0 0 415 0;} @font-face  {font-family:Georgia;  panose-1:2 4 5 2 5 4 5 2 3 3;  mso-font-charset:0;  mso-generic-font-family:auto;  mso-font-pitch:variable;  mso-font-signature:3 0 0 0 1 0;}  /* Style Definitions */ p.MsoNormal, li.MsoNormal, div.MsoNormal  {mso-style-unhide:no;  mso-style-qformat:yes;  mso-style-parent:&quot;&quot;;  margin:0in;  margin-bottom:.0001pt;  mso-pagination:widow-orphan;  font-size:12.0pt;  font-family:Cambria;  mso-ascii-font-family:Cambria;  mso-ascii-theme-font:minor-latin;  mso-fareast-font-family:&quot;ＭＳ 明朝&quot;;  mso-fareast-theme-font:minor-fareast;  mso-hansi-font-family:Cambria;  mso-hansi-theme-font:minor-latin;  mso-bidi-font-family:&quot;Times New Roman&quot;;  mso-bidi-theme-font:minor-bidi;  mso-ansi-language:ES-TRAD;} .MsoChpDefault  {mso-style-type:export-only;  mso-default-props:yes;  font-family:Cambria;  mso-ascii-font-family:Cambria;  mso-ascii-theme-font:minor-latin;  mso-fareast-font-family:&quot;ＭＳ 明朝&quot;;  mso-fareast-theme-font:minor-fareast;  mso-hansi-font-family:Cambria;  mso-hansi-theme-font:minor-latin;  mso-bidi-font-family:&quot;Times New Roman&quot;;  mso-bidi-theme-font:minor-bidi;} @page WordSection1  {size:8.5in 11.0in;  margin:1.0in 1.25in 1.0in 1.25in;  mso-header-margin:.5in;  mso-footer-margin:.5in;  mso-paper-source:0;} div.WordSection1  {page:WordSection1;} --&gt; &lt;/style&gt;       &lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family:Georgia;mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;mso-bidi-Times New Roman&amp;quot;font-family:&amp;quot;;&quot;  lang=&quot;ES-TRAD&quot;&gt;A pesar de que pareciera que la Tierra se encuentra en el punto más oscuro de su historia, es en estos momentos en que la raza humana se ha tomado más de la mano para trabajar juntos por un beneficio colectivo.&lt;/span&gt;&lt;span style=&quot;mso-fareast-font-family:&amp;quot;Times New Roman&amp;quot;;mso-bidi-Times New Roman&amp;quot;font-family:&amp;quot;;&quot;  lang=&quot;ES-TRAD&quot;&gt; &lt;/span&gt;&lt;span  lang=&quot;ES-TRAD&quot; style=&quot;font-family:Georgia;&quot;&gt;Como el beneficio colectivo contribuye a la armonía del Universo, y el Universo se encuentra en cada ser humano, el beneficio colectivo debe ser buscado en el corazón de las personas. Cada persona debe cerrar sus párpados primero y comenzar a ver dentro en su interior, a conocerse y entender su ser. Cada humano debe ser un buscador en esta vida, al acecho de las preguntas, las lecciones y las soluciones; debe determinar lo que su ser siente, aprecia, teme, condena y añora, y aceptar a la vida y a sí mismo como un ser imperfecto e insignificante a comparación de lo que existe. Renunciando a tu vida y a ser alguien, lo serás todo, infinito, porque no ser alguien es tu naturaleza, mientras que ser alguien es la naturaleza de tu Ego. En la medida en que te percibas como una parte única del Universo, entrarás en armonía con él, y lo reconocerás como parte de tí. Sin conocerte a tí mismo, cualquier cosa que sepas carecerá de valor. La armonía colectiva es consecuencia lógica y categórica de una búsqueda previa por la armonía individual, pues mientras te buscas a tí mismo, encuentras al Universo.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;br /&gt;&lt;span style=&quot;font-family:Georgia;mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;mso-bidi-Times New Roman&amp;quot;font-family:&amp;quot;;&quot;  lang=&quot;ES-TRAD&quot;&gt;&lt;/span&gt;&lt;span lang=&quot;ES-TRAD&quot;&gt;&lt;/span&gt;&lt;/p&gt;      &lt;/div&gt;&lt;style&gt; &lt;!--  /* Font Definitions */ @font-face  {font-family:Times;  panose-1:2 0 5 0 0 0 0 0 0 0;  mso-font-charset:0;  mso-generic-font-family:auto;  mso-font-pitch:variable;  mso-font-signature:3 0 0 0 1 0;} @font-face  {font-family:&quot;ＭＳ 明朝&quot;;  mso-font-charset:78;  mso-generic-font-family:auto;  mso-font-pitch:variable;  mso-font-signature:-536870145 1791491579 18 0 131231 0;} @font-face  {font-family:&quot;ＭＳ 明朝&quot;;  mso-font-charset:78;  mso-generic-font-family:auto; 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 mso-ansi-language:ES-TRAD;} .MsoChpDefault  {mso-style-type:export-only;  mso-default-props:yes;  font-family:Cambria;  mso-ascii-font-family:Cambria;  mso-ascii-theme-font:minor-latin;  mso-fareast-font-family:&quot;ＭＳ 明朝&quot;;  mso-fareast-theme-font:minor-fareast;  mso-hansi-font-family:Cambria;  mso-hansi-theme-font:minor-latin;  mso-bidi-font-family:&quot;Times New Roman&quot;;  mso-bidi-theme-font:minor-bidi;} @page WordSection1  {size:8.5in 11.0in;  margin:1.0in 1.25in 1.0in 1.25in;  mso-header-margin:.5in;  mso-footer-margin:.5in;  mso-paper-source:0;} div.WordSection1  {page:WordSe&lt;/style&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;mso-margin-top-alt:auto;mso-margin-bottom-alt:auto; text-align:justify;text-justify:inter-ideograph&quot;&gt;&lt;span style=&quot;font-family:Times; mso-bidi-Times New Roman&amp;quot;;mso-ansi-language:EN-USfont-family:&amp;quot;;&quot; &gt; &lt;/span&gt;&lt;/p&gt;  &lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEicFXJiqS9yzrIibV9OKc9jF1Up3nAydXoqd9a0GZVPEcjfrUpduBS_ybBaQ7I-eEkt7EolbRq4WGSOSxbvVKl3xxp-WAEFlL8yjx_oZ7WefN8XcA3vW9grsr9os7fcjEJ67BHort7s96RI/s1600/8.jpg&quot;&gt;&lt;img style=&quot;display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 398px; height: 262px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEicFXJiqS9yzrIibV9OKc9jF1Up3nAydXoqd9a0GZVPEcjfrUpduBS_ybBaQ7I-eEkt7EolbRq4WGSOSxbvVKl3xxp-WAEFlL8yjx_oZ7WefN8XcA3vW9grsr9os7fcjEJ67BHort7s96RI/s320/8.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5691772193548181666&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;mso-margin-top-alt:auto;mso-margin-bottom-alt:auto; text-align:justify;text-justify:inter-ideograph&quot;&gt;&lt;span style=&quot;text-decoration: underline;&quot;&gt;&lt;/span&gt;&lt;br /&gt;&lt;/p&gt;  &lt;p class=&quot;MsoNormal&quot; style=&quot;mso-margin-top-alt:auto;mso-margin-bottom-alt:auto; text-align:justify;text-justify:inter-ideograph&quot;&gt;&lt;span style=&quot;font-family:Times; mso-bidi-Times New Roman&amp;quot;;mso-ansi-language:EN-USfont-family:&amp;quot;;&quot; &gt; &lt;/span&gt;&lt;/p&gt;             &lt;style&gt; &lt;!--  /* Font Definitions */ @font-face  {font-family:Times;  panose-1:2 0 5 0 0 0 0 0 0 0;  mso-font-charset:0;  mso-generic-font-family:auto;  mso-font-pitch:variable;  mso-font-signature:3 0 0 0 1 0;} @font-face  {font-family:&quot;ＭＳ 明朝&quot;;  mso-font-charset:78;  mso-generic-font-family:auto;  mso-font-pitch:variable;  mso-font-signature:-536870145 1791491579 18 0 131231 0;} @font-face  {font-family:&quot;Cambria Math&quot;;  panose-1:2 4 5 3 5 4 6 3 2 4;  mso-font-charset:0;  mso-generic-font-family:auto;  mso-font-pitch:variable;  mso-font-signature:-536870145 1107305727 0 0 415 0;} @font-face  {font-family:Cambria;  panose-1:2 4 5 3 5 4 6 3 2 4;  mso-font-charset:0;  mso-generic-font-family:auto;  mso-font-pitch:variable;  mso-font-signature:-536870145 1073743103 0 0 415 0;} @font-face  {font-family:Georgia;  panose-1:2 4 5 2 5 4 5 2 3 3;  mso-font-charset:0;  mso-generic-font-family:auto;  mso-font-pitch:variable;  mso-font-signature:3 0 0 0 1 0;}  /* Style Definitions */ p.MsoNormal, li.MsoNormal, div.MsoNormal  {mso-style-unhide:no;  mso-style-qformat:yes;  mso-style-parent:&quot;&quot;;  margin:0in;  margin-bottom:.0001pt;  mso-pagination:widow-orphan;  font-size:12.0pt;  font-family:Cambria;  mso-ascii-font-family:Cambria;  mso-ascii-theme-font:minor-latin;  mso-fareast-font-family:&quot;ＭＳ 明朝&quot;;  mso-fareast-theme-font:minor-fareast;  mso-hansi-font-family:Cambria;  mso-hansi-theme-font:minor-latin;  mso-bidi-font-family:&quot;Times New Roman&quot;;  mso-bidi-theme-font:minor-bidi;  mso-ansi-language:ES-TRAD;} .MsoChpDefault  {mso-style-type:export-only;  mso-default-props:yes;  font-family:Cambria;  mso-ascii-font-family:Cambria;  mso-ascii-theme-font:minor-latin;  mso-fareast-font-family:&quot;ＭＳ 明朝&quot;;  mso-fareast-theme-font:minor-fareast;  mso-hansi-font-family:Cambria;  mso-hansi-theme-font:minor-latin;  mso-bidi-font-family:&quot;Times New Roman&quot;;  mso-bidi-theme-font:minor-bidi;} @page WordSection1  {size:8.5in 11.0in;  margin:1.0in 1.25in 1.0in 1.25in;  mso-header-margin:.5in;  mso-footer-margin:.5in;  mso-paper-source:0;} div.WordSection1  {page:WordSection1;} --&gt; &lt;/style&gt;       &lt;p class=&quot;MsoNormal&quot; style=&quot;mso-margin-top-alt:auto;mso-margin-bottom-alt:auto; text-align:justify;text-justify:inter-ideograph&quot;&gt;&lt;span style=&quot;font-family:Georgia;mso-bidi-Times New Roman&amp;quot;font-family:&amp;quot;;&quot;  lang=&quot;ES-TRAD&quot;&gt;La clave para conocerte a tí mismo y alcanzar la armonía individual, es soltarte de las cadenas de la comodidad, la autocomplacencia y el apego, y dejar que tu ser fluya con el curso del mundo. Deja de luchar contra el mundo, fluye con el río. Cuando luchas contra el río surgen los problemas, las enfermedades, las angustias y la neurosis. Las acciones deben ocurrir de tu ser para afuera, mientras tu interior permanece impasible. Debes encontrar la forma de luchar con pasión en el huracán de la vida, mientras mantienes un templo de paz en tu corazón. Por momentos sentirás que la corriente del río te ahoga, y en esos instantes debes tomar aire, sumergirte, y seguir fluyendo bajo el agua, pues el agua de la vida no es la que te ahoga, sino son tus pensamientos y preocupaciones. El agua del río que te envuelve en los momentos difíciles te limpia, te enseña y te hace valorar todo lo bello que eres y vives. Fluir con el mundo no significa dejarse llevar, y dejar de pelear contra la corriente no significa dejar de luchar contra la injusticia. &lt;/span&gt;&lt;span style=&quot;font-family: Georgia;mso-bidi-Times New Roman&amp;quot;;mso-ansi-language:EN-USfont-family:&amp;quot;;&quot; &gt;El mundo en sí es una constante lucha, pero tu vida debe fluir con el Universo. La injusticia no fluye con el Universo, por lo que si luchas contra ella, fluirás con el mundo. Fluyendo con la vida, conseguirás vivir sin conciencia de tí mismo, reconociendo la sola consciencia colectiva del Universo.&lt;/span&gt;&lt;/p&gt;&lt;br /&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;mso-margin-top-alt:auto;mso-margin-bottom-alt:auto; text-align:justify;text-justify:inter-ideograph&quot;&gt;&lt;span style=&quot;font-family:Times; mso-bidi-Times New Roman&amp;quot;;mso-ansi-language:EN-USfont-family:&amp;quot;;&quot; &gt; &lt;/span&gt;&lt;/p&gt;             &lt;style&gt; &lt;!--  /* Font Definitions */ @font-face  {font-family:Times;  panose-1:2 0 5 0 0 0 0 0 0 0;  mso-font-charset:0;  mso-generic-font-family:auto;  mso-font-pitch:variable;  mso-font-signature:3 0 0 0 1 0;} @font-face  {font-family:&quot;ＭＳ 明朝&quot;;  mso-font-charset:78;  mso-generic-font-family:auto;  mso-font-pitch:variable;  mso-font-signature:-536870145 1791491579 18 0 131231 0;} @font-face  {font-family:&quot;Cambria Math&quot;;  panose-1:2 4 5 3 5 4 6 3 2 4;  mso-font-charset:0;  mso-generic-font-family:auto;  mso-font-pitch:variable;  mso-font-signature:-536870145 1107305727 0 0 415 0;} @font-face  {font-family:Cambria;  panose-1:2 4 5 3 5 4 6 3 2 4;  mso-font-charset:0;  mso-generic-font-family:auto;  mso-font-pitch:variable;  mso-font-signature:-536870145 1073743103 0 0 415 0;} @font-face  {font-family:Georgia;  panose-1:2 4 5 2 5 4 5 2 3 3;  mso-font-charset:0;  mso-generic-font-family:auto;  mso-font-pitch:variable;  mso-font-signature:3 0 0 0 1 0;}  /* Style Definitions */ p.MsoNormal, li.MsoNormal, div.MsoNormal  {mso-style-unhide:no;  mso-style-qformat:yes;  mso-style-parent:&quot;&quot;;  margin:0in;  margin-bottom:.0001pt;  mso-pagination:widow-orphan;  font-size:12.0pt;  font-family:Cambria;  mso-ascii-font-family:Cambria;  mso-ascii-theme-font:minor-latin;  mso-fareast-font-family:&quot;ＭＳ 明朝&quot;;  mso-fareast-theme-font:minor-fareast;  mso-hansi-font-family:Cambria;  mso-hansi-theme-font:minor-latin;  mso-bidi-font-family:&quot;Times New Roman&quot;;  mso-bidi-theme-font:minor-bidi;  mso-ansi-language:ES-TRAD;} .MsoChpDefault  {mso-style-type:export-only;  mso-default-props:yes;  font-family:Cambria;  mso-ascii-font-family:Cambria;  mso-ascii-theme-font:minor-latin;  mso-fareast-font-family:&quot;ＭＳ 明朝&quot;;  mso-fareast-theme-font:minor-fareast;  mso-hansi-font-family:Cambria;  mso-hansi-theme-font:minor-latin;  mso-bidi-font-family:&quot;Times New Roman&quot;;  mso-bidi-theme-font:minor-bidi;} @page WordSection1  {size:8.5in 11.0in;  margin:1.0in 1.25in 1.0in 1.25in;  mso-header-margin:.5in;  mso-footer-margin:.5in;  mso-paper-source:0;} div.WordSection1  {page:WordSection1;} --&gt; &lt;/style&gt;       &lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span  lang=&quot;ES-TRAD&quot; style=&quot;font-family:Georgia;&quot;&gt;Es muy fácil hablar sobre el flujo de la vida y la iluminación, pero nada fácil es entenderlo, si no lo experimentas primero. La experiencia de conocer y disfrutar de tu vacío interno, sin luchar contra él, se obtiene por medio de la meditación. La mente es la herramienta del Ego, y si no logras controlarla, te agobiará con su intensidad y destruirá tu paz y Libertad. La mente controlada calla, y en el silencio, tu ser logra captar la inmensidad de la existencia. A través del vacío mental, consigues la abundancia espiritual. La meditación la consigues sincronizando tu respiración en una posición cómoda, y mientras te enfocas en mantener una respiración constante, dejas fluir los pensamientos sin retenerlos en la cabeza. En el proceso, en el que es imprescindible la paciencia, los pensamientos dejarán de llegar a tu mente, y poco a poco tu ser encontrará un silencio mental que te relajará. En la medida que practiques la meditación constantemente, tu cuerpo, tu mente y tu alma entrarán en armonía, y la existencia sin mente te hará entender que el Universo es una existencia sin mente, y que tú estás hecho de la misma materia que él. No medites con seriedad, sino con alegría. Busca el éxtasis que reside en tu interior, y has de la meditación una diversión, una auténtica comunión con el mundo.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;mso-margin-top-alt:auto;mso-margin-bottom-alt:auto; text-align:justify;text-justify:inter-ideograph&quot;&gt;&lt;br /&gt;&lt;span style=&quot;font-family:Georgia;mso-bidi-Times New Roman&amp;quot;font-family:&amp;quot;;&quot;  lang=&quot;ES-TRAD&quot;&gt;&lt;/span&gt;&lt;span style=&quot;font-family:Times;mso-bidi-Times New Roman&amp;quot;;mso-ansi-language: EN-USfont-family:&amp;quot;;&quot; &gt;&lt;/span&gt;&lt;/p&gt;      &lt;p class=&quot;MsoNormal&quot; style=&quot;mso-margin-top-alt:auto;mso-margin-bottom-alt:auto; text-align:justify;text-justify:inter-ideograph&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0PhdX1h0_FDXN_O2JjXu0fCsauw_41uTQhdAuHOPttuyvFIVPluzsECKmv1FnUK2ntjokbd3sf4iUkIMGHkmKiCaMZ_kJJw6hyISiTK3z_TIaWpu5TGjaouD7wmZF5gPhfuSI7OTaFxDU/s1600/8b5f8490687dc41f3506bd4450be3765_h.jpg&quot;&gt;&lt;img style=&quot;display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 362px; height: 360px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0PhdX1h0_FDXN_O2JjXu0fCsauw_41uTQhdAuHOPttuyvFIVPluzsECKmv1FnUK2ntjokbd3sf4iUkIMGHkmKiCaMZ_kJJw6hyISiTK3z_TIaWpu5TGjaouD7wmZF5gPhfuSI7OTaFxDU/s320/8b5f8490687dc41f3506bd4450be3765_h.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5691772378939643490&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;span style=&quot;font-family:Georgia;mso-bidi-Times New Roman&amp;quot;font-family:&amp;quot;;&quot;  lang=&quot;ES-TRAD&quot;&gt;&lt;/span&gt;&lt;span style=&quot;font-family:Times;mso-bidi-Times New Roman&amp;quot;;mso-ansi-language: EN-USfont-family:&amp;quot;;&quot; &gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class=&quot;MsoNormal&quot; style=&quot;mso-margin-top-alt:auto;mso-margin-bottom-alt:auto; text-align:justify;text-justify:inter-ideograph&quot;&gt;&lt;span style=&quot;font-family:Times; mso-bidi-Times New Roman&amp;quot;;mso-ansi-language:EN-USfont-family:&amp;quot;;&quot; &gt;    &lt;/span&gt;&lt;/p&gt;    &lt;p class=&quot;MsoNormal&quot; style=&quot;mso-margin-top-alt:auto;mso-margin-bottom-alt:auto; text-align:justify;text-justify:inter-ideograph&quot;&gt;&lt;span style=&quot;font-family:Times; mso-bidi-Times New Roman&amp;quot;;mso-ansi-language:EN-USfont-family:&amp;quot;;&quot; &gt; &lt;/span&gt;&lt;/p&gt;  &lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;             &lt;style&gt; &lt;!--  /* Font Definitions */ @font-face  {font-family:Times;  panose-1:2 0 5 0 0 0 0 0 0 0;  mso-font-charset:0;  mso-generic-font-family:auto;  mso-font-pitch:variable;  mso-font-signature:3 0 0 0 1 0;} @font-face  {font-family:&quot;ＭＳ 明朝&quot;;  mso-font-charset:78;  mso-generic-font-family:auto;  mso-font-pitch:variable;  mso-font-signature:-536870145 1791491579 18 0 131231 0;} @font-face  {font-family:&quot;Cambria Math&quot;;  panose-1:2 4 5 3 5 4 6 3 2 4;  mso-font-charset:0;  mso-generic-font-family:auto;  mso-font-pitch:variable;  mso-font-signature:-536870145 1107305727 0 0 415 0;} @font-face  {font-family:Cambria;  panose-1:2 4 5 3 5 4 6 3 2 4;  mso-font-charset:0;  mso-generic-font-family:auto;  mso-font-pitch:variable;  mso-font-signature:-536870145 1073743103 0 0 415 0;} @font-face  {font-family:Georgia;  panose-1:2 4 5 2 5 4 5 2 3 3;  mso-font-charset:0;  mso-generic-font-family:auto;  mso-font-pitch:variable;  mso-font-signature:3 0 0 0 1 0;}  /* Style Definitions */ p.MsoNormal, li.MsoNormal, div.MsoNormal  {mso-style-unhide:no;  mso-style-qformat:yes;  mso-style-parent:&quot;&quot;;  margin:0in;  margin-bottom:.0001pt;  mso-pagination:widow-orphan;  font-size:12.0pt;  font-family:Cambria;  mso-ascii-font-family:Cambria;  mso-ascii-theme-font:minor-latin;  mso-fareast-font-family:&quot;ＭＳ 明朝&quot;;  mso-fareast-theme-font:minor-fareast;  mso-hansi-font-family:Cambria;  mso-hansi-theme-font:minor-latin;  mso-bidi-font-family:&quot;Times New Roman&quot;;  mso-bidi-theme-font:minor-bidi;  mso-ansi-language:ES-TRAD;} .MsoChpDefault  {mso-style-type:export-only;  mso-default-props:yes;  font-family:Cambria;  mso-ascii-font-family:Cambria;  mso-ascii-theme-font:minor-latin;  mso-fareast-font-family:&quot;ＭＳ 明朝&quot;;  mso-fareast-theme-font:minor-fareast;  mso-hansi-font-family:Cambria;  mso-hansi-theme-font:minor-latin;  mso-bidi-font-family:&quot;Times New Roman&quot;;  mso-bidi-theme-font:minor-bidi;} @page WordSection1  {size:8.5in 11.0in;  margin:1.0in 1.25in 1.0in 1.25in;  mso-header-margin:.5in;  mso-footer-margin:.5in;  mso-paper-source:0;} div.WordSection1  {page:WordSection1;} --&gt; &lt;/style&gt;       &lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;mso-margin-top-alt:auto;mso-margin-bottom-alt:auto; text-align:justify;text-justify:inter-ideograph&quot;&gt;&lt;span style=&quot;font-family:Georgia;mso-fareast-font-family:&amp;quot;Times New Roman&amp;quot;; mso-bidi-Times New Roman&amp;quot;font-family:&amp;quot;;&quot;  lang=&quot;ES-TRAD&quot;&gt;El 2012 será un año importante en el cambio de ciclo que está sufriendo el mundo, únicamente si todos creemos en él y alineamos nuestra energía hacia la esperanza, la solidaridad, la meditación y la justicia. De lo contrario, habremos desperdiciado una inmejorable oportunidad de renovar la forma en que vivimos y nos relacionamos con nosotros mismos, la naturaleza y la humanidad. Recuerda que todo lo que existe es interdependiente, por lo que si dañas a una flor, estarás lastimando a una estrella, y si no te cuidas a tí mismo, estarás lesionando al Universo. La única manera de ayudar al mundo a regenerarse es mejorando el flujo de tu vida, tus pensamientos y tus acciones, y a veces esta búsqueda te llevará a parecer egoísta. No obstante, sigue a tu intuición, que es la inteligencia del corazón, y ella te guiará a través de la oscuridad para iluminarla con tu convicción. No tienes que creer en la cosmovisión maya, ni en los profetas del juicio final, ni en una religión en particular. Únicamente debes creer con todas tus fuerzas que nuestro mundo puede estar mejor de lo que está. Trabaja en tu ser, y después te darás cuenta que la vida existe para entregarla a los demás. Si no es hoy, será nunca; y si no eres tú, será nadie.&lt;/span&gt;&lt;/p&gt;        &lt;p class=&quot;MsoNormal&quot;&gt;&lt;span lang=&quot;ES-TRAD&quot;&gt; &lt;/span&gt;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='http://lfuego.blogspot.com/feeds/8934747145499514693/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://lfuego.blogspot.com/2011/12/el-flujo-de-la-vida.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8013430517781797892/posts/default/8934747145499514693'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8013430517781797892/posts/default/8934747145499514693'/><link rel='alternate' type='text/html' href='http://lfuego.blogspot.com/2011/12/el-flujo-de-la-vida.html' title='El Flujo de tu Vida'/><author><name>Luis Fuentes</name><uri>http://www.blogger.com/profile/10289323544834666479</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiyokKGLpP2ZFf_5_szkK413JXFecqgSsYj9xCw4nPh_RXKD1AYDAB5eRSYD1qpsM9gJN8PbWQH7_OYiCIbxtZNCctfJIzERbGrs7JzKhPtNdmrjgtUKapDE48Q2z02C0VXuDqlYvJ3AP-C/s72-c/4.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8013430517781797892.post-778126306408853227</id><published>2011-12-14T19:12:00.000-08:00</published><updated>2011-12-15T10:12:48.192-08:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Contraloría General de Cuentas"/><category scheme="http://www.blogger.com/atom/ns#" term="democratización"/><category scheme="http://www.blogger.com/atom/ns#" term="Estado de Derecho"/><category scheme="http://www.blogger.com/atom/ns#" term="falta"/><category scheme="http://www.blogger.com/atom/ns#" term="fiscalización del estado"/><category scheme="http://www.blogger.com/atom/ns#" term="gobierno"/><category scheme="http://www.blogger.com/atom/ns#" term="presupuesto"/><category scheme="http://www.blogger.com/atom/ns#" term="transparencia presupuestaria"/><title type='text'>La Democratización del Presupuesto en Guatemala</title><content type='html'>&lt;div face=&quot;georgia&quot; style=&quot;text-align: justify; &quot;&gt;             &lt;style&gt; &lt;!--  /* Font Definitions */ @font-face  {font-family:&quot;ＭＳ 明朝&quot;;  mso-font-charset:78;  mso-generic-font-family:auto;  mso-font-pitch:variable;  mso-font-signature:1 134676480 16 0 131072 0;} @font-face  {font-family:&quot;Cambria Math&quot;;  panose-1:2 4 5 3 5 4 6 3 2 4;  mso-font-charset:0;  mso-generic-font-family:auto;  mso-font-pitch:variable;  mso-font-signature:-536870145 1107305727 0 0 415 0;} @font-face  {font-family:Cambria;  panose-1:2 4 5 3 5 4 6 3 2 4;  mso-font-charset:0;  mso-generic-font-family:auto;  mso-font-pitch:variable;  mso-font-signature:-536870145 1073743103 0 0 415 0;} @font-face  {font-family:georgia;  panose-1:2 4 5 2 5 4 5 2 3 3;  mso-font-charset:0;  mso-generic-font-family:auto;  mso-font-pitch:variable;  mso-font-signature:3 0 0 0 1 0;}  /* Style Definitions */ p.MsoNormal, li.MsoNormal, div.MsoNormal  {mso-style-unhide:no;  mso-style-qformat:yes;  mso-style-parent:&quot;&quot;; 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&lt;/style&gt;       &lt;p class=&quot;MsoNormal&quot;&gt;             &lt;style&gt; &lt;!--  /* Font Definitions */ @font-face  {font-family:&quot;ＭＳ 明朝&quot;;  mso-font-charset:78;  mso-generic-font-family:auto;  mso-font-pitch:variable;  mso-font-signature:1 134676480 16 0 131072 0;} @font-face  {font-family:&quot;Cambria Math&quot;;  panose-1:2 4 5 3 5 4 6 3 2 4;  mso-font-charset:0;  mso-generic-font-family:auto;  mso-font-pitch:variable;  mso-font-signature:-536870145 1107305727 0 0 415 0;} @font-face  {font-family:Cambria;  panose-1:2 4 5 3 5 4 6 3 2 4;  mso-font-charset:0;  mso-generic-font-family:auto;  mso-font-pitch:variable;  mso-font-signature:-536870145 1073743103 0 0 415 0;} @font-face  {font-family:georgia;  panose-1:2 4 5 2 5 4 5 2 3 3;  mso-font-charset:0;  mso-generic-font-family:auto;  mso-font-pitch:variable;  mso-font-signature:3 0 0 0 1 0;}  /* Style Definitions */ p.MsoNormal, li.MsoNormal, div.MsoNormal  {mso-style-unhide:no;  mso-style-qformat:yes;  mso-style-parent:&quot;&quot;;  margin:0in;  margin-bottom:.0001pt;  mso-pagination:widow-orphan;  font-size:12.0pt;  font-family:Cambria;  mso-ascii-font-family:Cambria;  mso-ascii-theme-font:minor-latin;  mso-fareast-font-family:&quot;ＭＳ 明朝&quot;;  mso-fareast-theme-font:minor-fareast;  mso-hansi-font-family:Cambria;  mso-hansi-theme-font:minor-latin;  mso-bidi-font-family:&quot;Times New Roman&quot;;  mso-bidi-theme-font:minor-bidi;  mso-ansi-language:ES-TRAD;} .MsoChpDefault  {mso-style-type:export-only;  mso-default-props:yes;  font-family:Cambria;  mso-ascii-font-family:Cambria;  mso-ascii-theme-font:minor-latin;  mso-fareast-font-family:&quot;ＭＳ 明朝&quot;;  mso-fareast-theme-font:minor-fareast;  mso-hansi-font-family:Cambria;  mso-hansi-theme-font:minor-latin;  mso-bidi-font-family:&quot;Times New Roman&quot;;  mso-bidi-theme-font:minor-bidi;} @page WordSection1  {size:8.5in 11.0in;  margin:1.0in 1.25in 1.0in 1.25in;  mso-header-margin:.5in;  mso-footer-margin:.5in;  mso-paper-source:0;} div.WordSection1  {page:WordSection1;} --&gt; &lt;/style&gt;       &lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family:georgia;mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;mso-bidi-Times New Roman&amp;quot;font-family:&amp;quot;;&quot;  lang=&quot;ES-TRAD&quot;&gt;El proceso de discusión y aprobación del Presupuesto General del Estado que le tocará al Presidente electo para el año 2012 ya ha finalizado, y en ese sentido, es fundamental tocar el tema de la falta de transparencia presupuestaria existente en Guatemala, y en cómo ésta no solo provoca ineficiencia y arbitrariedad en el gasto público, sino también una falta de fiscalización por parte de los órganos de control del Estado sobre las entidades gubernamentales en la ejecución de los fondos públicos. El presupuesto del gobierno se obtiene de los tributos que recauda de los ciudadanos que eligen a los funcionarios públicos que lo administrarán y ejecutarán de forma tal que protejan sus intereses y derechos. Ya que todos los ciudadanos participan en la formación del presupuesto, éstos tienen el derecho de exigir que se les informe de qué forma se gestionan los fondos que le dieron al gobierno para funcionar, y crear así una auténtica democratización del presupuesto.&lt;/span&gt;&lt;/p&gt;      &lt;p class=&quot;MsoNormal&quot;&gt;&lt;span  lang=&quot;ES-TRAD&quot;  style=&quot;font-family:georgia;font-size:11.0pt;&quot;&gt;&lt;/span&gt;&lt;/p&gt;  &lt;br /&gt;&lt;span style=&quot;font-family:georgia;&quot;&gt;&lt;br /&gt;&lt;/span&gt;  &lt;/div&gt;&lt;p class=&quot;MsoNormal&quot;  style=&quot;text-align: justify; font-family:georgia;&quot;&gt;&lt;span style=&quot;font-family:georgia;mso-fareast-Times New Roman&amp;quot;; mso-bidi-mso-ansi-language:EN-USfont-family:&amp;quot;;&quot; &gt; &lt;/span&gt;&lt;/p&gt;&lt;span style=&quot;font-family:georgia;&quot;&gt;  &lt;/span&gt;&lt;p class=&quot;MsoNormal&quot;  style=&quot;text-align: center; font-family:georgia;&quot; align=&quot;center&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgUH4J8KgY55ynYgLeO0082FoOXO9tc3VBXtgbFJQNWWe4el47r8CefkhbhCSdtnZdQ8INqxg-eiVyGc66EYdNtWNJp0i2FSB9b8zdf5-p-Y6r6KUxPgdjyqw8LeIyexgVSItubKxjZmbMz/s1600/Screen+Shot+2011-12-14+at+11.53.10+PM.png&quot;&gt;&lt;img style=&quot;display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 366px; height: 292px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgUH4J8KgY55ynYgLeO0082FoOXO9tc3VBXtgbFJQNWWe4el47r8CefkhbhCSdtnZdQ8INqxg-eiVyGc66EYdNtWNJp0i2FSB9b8zdf5-p-Y6r6KUxPgdjyqw8LeIyexgVSItubKxjZmbMz/s320/Screen+Shot+2011-12-14+at+11.53.10+PM.png&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5686233567843194066&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;/p&gt;&lt;span style=&quot;font-family:georgia;&quot;&gt;  &lt;/span&gt;&lt;p class=&quot;MsoNormal&quot;  style=&quot;text-align: center;font-family:georgia;&quot; align=&quot;center&quot;&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;&lt;span style=&quot;font-family:georgia;&quot;&gt;Falta de Transparencia Presupuestaria&lt;br /&gt;http://goo.gl/eBrhV&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;  style=&quot;text-align: center;font-family:georgia;&quot; align=&quot;center&quot;&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;&lt;span style=&quot;font-family:georgia;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;div style=&quot;text-align: justify; 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 mso-font-pitch:variable;  mso-font-signature:3 0 0 0 1 0;}  /* Style Definitions */ p.MsoNormal, li.MsoNormal, div.MsoNormal  {mso-style-unhide:no;  mso-style-qformat:yes;  mso-style-parent:&quot;&quot;;  margin:0in;  margin-bottom:.0001pt;  mso-pagination:widow-orphan;  font-size:12.0pt;  font-family:Cambria;  mso-ascii-font-family:Cambria;  mso-ascii-theme-font:minor-latin;  mso-fareast-font-family:&quot;ＭＳ 明朝&quot;;  mso-fareast-theme-font:minor-fareast;  mso-hansi-font-family:Cambria;  mso-hansi-theme-font:minor-latin;  mso-bidi-font-family:&quot;Times New Roman&quot;;  mso-bidi-theme-font:minor-bidi;  mso-ansi-language:ES-TRAD;} .MsoChpDefault  {mso-style-type:export-only;  mso-default-props:yes;  font-family:Cambria;  mso-ascii-font-family:Cambria;  mso-ascii-theme-font:minor-latin;  mso-fareast-font-family:&quot;ＭＳ 明朝&quot;;  mso-fareast-theme-font:minor-fareast;  mso-hansi-font-family:Cambria;  mso-hansi-theme-font:minor-latin;  mso-bidi-font-family:&quot;Times New Roman&quot;;  mso-bidi-theme-font:minor-bidi;} @page WordSection1  {size:8.5in 11.0in;  margin:1.0in 1.25in 1.0in 1.25in;  mso-header-margin:.5in;  mso-footer-margin:.5in;  mso-paper-source:0;} div.WordSection1  {page:WordSection1;} --&gt; &lt;/style&gt;       &lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom:12.0pt;text-align:justify;text-justify: inter-ideograph&quot;&gt;&lt;span style=&quot;font-family:georgia;mso-fareast-font-family:&amp;quot;Times New Roman&amp;quot;; mso-bidi-Times New Roman&amp;quot;;mso-ansi-language:EN-USfont-family:&amp;quot;;&quot; &gt;Es preciso indicar primero que el proceso de discusión y aprobación del presupuesto comienza con la elaboración de los anteproyectos de presupuesto que cada entidad debe realizar al finalizar cada año y presentar al Ministerio de Finanzas, que elaborará el Proyecto de Presupuesto General de Ingresos y Egresos del Estado, de conformidad con el &lt;i style=&quot;mso-bidi-font-style:normal&quot;&gt;informe de evaluación de la ejecución de la política general del Gobierno&lt;/i&gt; que le envía la Secretaría de Planificación y Programación de la Presidencia. Este proyecto de presupuesto se envía a la Comisión de Finanzas Públicas y Moneda del Congreso de la República para que evalúe el contenido del mismo y lo modifique si considera necesario, y lo presente al pleno para que lo discuta. Finalmente, una vez aprobado, se emite el Presupuesto General de Ingresos y Egresos del Estado, que es ejecutado por cada órgano estatal bajo una fiscalización interna realizada por las Unidades de Auditoría Interna (UDAI), y una fiscalización externa a cargo de la Contraloría General de Cuentas (CGC).&lt;/span&gt;&lt;/p&gt;  &lt;p class=&quot;MsoNormal&quot; style=&quot;mso-margin-top-alt:auto;margin-bottom:12.0pt; text-align:justify;text-justify:inter-ideograph&quot;&gt;&lt;span style=&quot;font-family:georgia; mso-bidi-Times New Roman&amp;quot;;mso-ansi-language:EN-USfont-family:&amp;quot;;&quot; &gt;Al discutir el presupuesto, únicamente los diputados que integran la Comisión de Finanzas Públicas y Moneda pueden influir en su elaboración, por lo que los diputados que no pertenezcan a ella solo podrán comentarlo en la discusión del mismo en el Pleno. Asimismo, el Congreso de la República no cuenta con información suficiente al discutir el presupuesto, pues no se evalúan los programas a los que se destinarán los fondos públicos, sino únicamente los montos que se asignarán y sus motivos generales. Por otro lado, el Congreso de la República no participa en las modificaciones al presupuesto una vez que éste se ejecuta. En efecto, la Ley Orgánica del Presupuesto indica que las transferencias y modificaciones presupuestarias durante la ejecución del presupuesto se realizan por acuerdo gubernativo, por lo que al final del ejercicio fiscal se obtiene un gasto público diferente al que fue originalmente aprobado por el Congreso, sin mayor fundamentación. Aunque en el pasado la participación del Congreso en los cambios del presupuesto aprobado no ha sido una experiencia tan positiva, es fundamental que cualquier modificación que se lleve a cabo cuente con una justificación sobre el impacto que tendrá en las metas definidas, así como también una explicación sobre las diferencias entre los gastos aprobados y los gastos efectivamente ejecutados, tomando en cuenta los objetivos trazados al comenzar el año.&lt;/span&gt;&lt;span style=&quot;font-family:Times;mso-bidi-Times New Roman&amp;quot;;mso-ansi-language:EN-USfont-family:&amp;quot;;&quot; &gt;&lt;/span&gt;&lt;/p&gt;      &lt;span style=&quot; font-family:georgia;mso-bidi-Times New Roman&amp;quot;;mso-ansi-language: EN-USfont-family:&amp;quot;;font-size:10.0pt;&quot;  &gt;&lt;/span&gt;&lt;span style=&quot; font-family:Times;mso-bidi-Times New Roman&amp;quot;;mso-ansi-language: EN-USfont-family:&amp;quot;;font-size:10.0pt;&quot;  &gt;&lt;/span&gt;      &lt;/div&gt;&lt;span style=&quot;font-family:georgia;&quot;&gt;&lt;/span&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify; text-indent: 0.5in; font-family: georgia;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjVcIBFhVhEV5vz1WjhB_nHBm-t9lwe6VLFVS0mIAIjuPVRsNZlkhuhTYcA6lXeSCFFLA6qIxVpnF1X5y6UBueOLAbYNJ5pCbP9ewDzK0HM_SdyN-Qc88-IULDb0LeOK6zQg4P2hSBo0sse/s1600/img_1694.jpg&quot;&gt;&lt;img style=&quot;display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 398px; height: 298px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjVcIBFhVhEV5vz1WjhB_nHBm-t9lwe6VLFVS0mIAIjuPVRsNZlkhuhTYcA6lXeSCFFLA6qIxVpnF1X5y6UBueOLAbYNJ5pCbP9ewDzK0HM_SdyN-Qc88-IULDb0LeOK6zQg4P2hSBo0sse/s320/img_1694.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5686234010360460258&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;/p&gt;&lt;span style=&quot;font-family:georgia;&quot;&gt;             &lt;/span&gt;&lt;style&gt; &lt;!--  /* Font Definitions */ @font-face  {font-family:Arial;  panose-1:2 11 6 4 2 2 2 2 2 4; 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 mso-font-pitch:variable;  mso-font-signature:3 0 0 0 1 0;}  /* Style Definitions */ p.MsoNormal, li.MsoNormal, div.MsoNormal  {mso-style-unhide:no;  mso-style-qformat:yes;  mso-style-parent:&quot;&quot;;  margin:0in;  margin-bottom:.0001pt;  mso-pagination:widow-orphan;  font-size:12.0pt;  font-family:Cambria;  mso-ascii-font-family:Cambria;  mso-ascii-theme-font:minor-latin;  mso-fareast-font-family:&quot;ＭＳ 明朝&quot;;  mso-fareast-theme-font:minor-fareast;  mso-hansi-font-family:Cambria;  mso-hansi-theme-font:minor-latin;  mso-bidi-font-family:&quot;Times New Roman&quot;;  mso-bidi-theme-font:minor-bidi;  mso-ansi-language:ES-TRAD;} .MsoChpDefault  {mso-style-type:export-only;  mso-default-props:yes;  font-family:Cambria;  mso-ascii-font-family:Cambria;  mso-ascii-theme-font:minor-latin;  mso-fareast-font-family:&quot;ＭＳ 明朝&quot;;  mso-fareast-theme-font:minor-fareast;  mso-hansi-font-family:Cambria;  mso-hansi-theme-font:minor-latin;  mso-bidi-font-family:&quot;Times New Roman&quot;;  mso-bidi-theme-font:minor-bidi;} @page WordSection1  {size:8.5in 11.0in;  margin:1.0in 1.25in 1.0in 1.25in;  mso-header-margin:.5in;  mso-footer-margin:.5in;  mso-paper-source:0;} div.WordSection1  {page:WordSection1;} --&gt; &lt;/style&gt;       &lt;p class=&quot;MsoNormal&quot;  style=&quot;text-align: center; font-family:georgia;&quot; align=&quot;center&quot;&gt;&lt;span style=&quot;mso-bidi- mso-ansi-language:EN-US;font-family:georgia;font-size:78%;&quot;  &gt;Comisión de Finanzas Públicas y Moneda del Congreso de la República&lt;/span&gt;&lt;/p&gt;  &lt;p class=&quot;MsoNormal&quot;  style=&quot;text-align: center; font-family:georgia;&quot; align=&quot;center&quot;&gt;&lt;span style=&quot; ;font-size:78%;&quot; &gt;http://goo.gl/3hdpV&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;  style=&quot;text-align: center; font-family:georgia;&quot; align=&quot;center&quot;&gt;&lt;br /&gt;&lt;/p&gt;      &lt;p class=&quot;MsoNormal&quot;  style=&quot;text-align: justify; font-family:georgia;&quot;&gt;&lt;span  lang=&quot;ES-TRAD&quot; style=&quot;font-family:georgia;&quot;&gt;Según la Ley Orgánica del Presupuesto, el Organismo Ejecutivo debe hacer una evaluación anual sobre el cumplimiento de los planes y políticas implementadas, y en función de los resultados de esta evaluación es que se identifican las prioridades presupuestarias, así como también los planes y programas que se ejecutarán, según las necesidades reales del país. A esto se le llama &lt;i style=&quot;mso-bidi-font-style:normal&quot;&gt;Plan de Desarrollo de Nación&lt;/i&gt;, en donde se especifican tanto los objetivos nacionales a largo plazo como las estrategias que se utilizarán para alcanzarlos, y que sirve de base para la elaboración de los &lt;i style=&quot;mso-bidi-font-style:normal&quot;&gt;Planes Operativos Anuales &lt;/i&gt;(POA) que cada entidad estatal debe realizar. En este sentido, los cambios que cada año se hacen al presupuesto deben responder a un análisis sistemático que tome en cuenta los objetivos trazados y las metas establecidas en los POA.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;  style=&quot;text-align: justify; font-family:georgia;&quot;&gt;&lt;br /&gt;&lt;/p&gt;  &lt;p class=&quot;MsoNormal&quot;  style=&quot;text-align: justify; font-family:georgia;&quot;&gt;&lt;span style=&quot;mso-bidi-mso-ansi-language:EN-US;font-family:georgia;&quot; &gt; &lt;/span&gt;&lt;/p&gt;  &lt;p class=&quot;MsoNormal&quot;  style=&quot;text-align: justify; font-family:georgia;&quot;&gt;&lt;span  lang=&quot;ES-TRAD&quot; style=&quot;font-family:georgia;&quot;&gt;Sin embargo, en la práctica las entidades estatales no elaboran los anteproyectos de presupuesto basados en sus POA ni en el Plan de Desarrollo de Nación, y lo que es peor, la CGC, órgano encargado de la control externo del funcionamiento del Estado, no toma en cuenta en sus auditorías el cumplimiento de metas, objetivos y estrategias, pues se limita a fiscalizar el cumplimiento de procedimientos legales y de administración interna. Esto provoca que la elaboración del presupuesto no esté fundamentada en las necesidades reales del país, sino que atienda a las propuestas hechas por el Presidente electo, y quede a discreción de cada gobierno de turno. La CGC debe contar con un Plan Operativo Anual en donde incluya los objetivos que cada entidad estatal se propone cada año y las estrategias que emplearán para cumplirlos, y hacerse público en lenguaje claro, conciso y sencillo para que toda la ciudadanía pueda conocer lo que hace el gobierno en cada ámbito de su funcionamiento.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;  style=&quot;text-align: justify; font-family:georgia;&quot;&gt;&lt;br /&gt;&lt;/p&gt;  &lt;p class=&quot;MsoNormal&quot;  style=&quot;text-align: justify; font-family:georgia;&quot;&gt;&lt;span style=&quot;mso-bidi-mso-ansi-language:EN-US;font-family:georgia;&quot; &gt; &lt;/span&gt;&lt;/p&gt;&lt;span style=&quot;font-family:georgia;&quot;&gt;  &lt;/span&gt;&lt;p class=&quot;MsoNormal&quot;  style=&quot;text-align: justify; font-family:georgia;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhQPmjDRo4ZcdEiJMyjggU0iO51D0VgsXbfMF8wndirGEeVD8nTxZqa-xP6E0MmQziDwZkLPCrdY8QRxAnUoLQswSlaCy8lQwaadSgRf6Df6unb5GD8FNVTRWKxIudFC7-XvtRXXbulYoOT/s1600/Contraloria-General-Cuentas-investiga-irregularidades_PREIMA20110418_0016_5.jpg&quot;&gt;&lt;img style=&quot;display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 395px; height: 269px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhQPmjDRo4ZcdEiJMyjggU0iO51D0VgsXbfMF8wndirGEeVD8nTxZqa-xP6E0MmQziDwZkLPCrdY8QRxAnUoLQswSlaCy8lQwaadSgRf6Df6unb5GD8FNVTRWKxIudFC7-XvtRXXbulYoOT/s320/Contraloria-General-Cuentas-investiga-irregularidades_PREIMA20110418_0016_5.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5686234139841626354&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;/p&gt;&lt;span style=&quot;font-family:georgia;&quot;&gt;  &lt;/span&gt;&lt;p class=&quot;MsoNormal&quot;  style=&quot;text-align: center; font-family:georgia;&quot; align=&quot;center&quot;&gt;&lt;span style=&quot;mso-bidi-mso-ansi-language:EN-US;font-family:georgia;font-size:78%;&quot;  &gt;Contraloría General de Cuentas (CGC) de Guatemala&lt;/span&gt;&lt;/p&gt;&lt;span style=&quot;font-family:georgia;font-size:78%;&quot;&gt;  &lt;/span&gt;&lt;p class=&quot;MsoNormal&quot;  style=&quot;text-align: center; font-family:georgia;&quot; align=&quot;center&quot;&gt;&lt;span style=&quot;font-family:georgia;font-size:78%;&quot;&gt;http://goo.gl/RZuDm&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: center; font-family:georgia;&quot; align=&quot;center&quot;&gt;&lt;span style=&quot;font-family:georgia;mso-fareast-Times New Roman&amp;quot;; mso-bidi-mso-ansi-language:EN-USfont-family:&amp;quot;;&quot; &gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class=&quot;MsoNormal&quot;  style=&quot;text-align: justify; font-family:georgia;&quot;&gt;&lt;span style=&quot;mso-bidi-mso-ansi-language:EN-US;font-family:georgia;&quot; &gt; &lt;/span&gt;&lt;/p&gt;  &lt;p class=&quot;MsoNormal&quot;  style=&quot;text-align: justify; font-family:georgia;&quot;&gt;&lt;span  lang=&quot;ES-TRAD&quot; style=&quot;font-family:georgia;&quot;&gt;Al auditar a un órgano estatal, la CGC formula &lt;i style=&quot;mso-bidi-font-style:normal&quot;&gt;hallazgos&lt;/i&gt; sobre anomalías en la ejecución de sus fondos públicos, que deben ser respondidas y explicadas por la entidad en cuestión. No obstante, los responsables no siempre responden, y las sanciones que la CGC les impone son tan bajas que muchos órganos estatales prefieren absorber el costo de las sanciones impuestas en lugar de responder a los cuestionamientos realizados por la CGC. Y debido a que la fiscalización que hace la CGC se da en esencia sobre el cumplimiento de procedimientos legales, la auditoría que se practica no va dirigida a evaluar si se plantearon metas y objetivos, o si estos fueron cumplidos. Para rematar, la ley no obliga a la CGC a hacer públicas las auditorías realizadas por lo que, aunque se publican en algunos sitios de internet, el contenido de la publicación es discrecional. La Ley Orgánica de la Contraloría General de Cuentas debe obligar a la CGC a publicar de determinada forma los informes de auditoría, e incluso a publicar si el hallazgo encontrado a cada entidad estatal en auditorías anteriores fue subsanado satisfactoriamente.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;  style=&quot;text-align: justify; font-family:georgia;&quot;&gt;&lt;br /&gt;&lt;/p&gt;  &lt;p class=&quot;MsoNormal&quot;  style=&quot;text-align: justify; font-family:georgia;&quot;&gt;&lt;span style=&quot;mso-bidi-mso-ansi-language:EN-US;font-family:georgia;&quot; &gt; &lt;/span&gt;&lt;/p&gt;  &lt;p class=&quot;MsoNormal&quot;  style=&quot;text-align: justify; font-family:georgia;&quot;&gt;&lt;span  lang=&quot;ES-TRAD&quot; style=&quot;font-family:georgia;&quot;&gt;La ejecución del gasto público es también fiscalizada a nivel interno por las UDAI, creadas por un Acuerdo del Jefe de la Contraloría General de Cuentas, que existen en todos los organismos estatales, y que deben contar con recursos y facultades suficientes para auditarlos de forma adecuada. No obstante lo anterior, las entidades estatales descuidan exageradamente a las UDAI, existiendo órganos estatales que no cuentan con responsables o delegados de auditoría interna, que no tienen procedimientos de control interno, que no llenan las metas determinadas en los planes anuales de auditoría, e incluso que no cuentan siquiera con una unidad de auditoría interna. Un importante número de órganos estatales es sancionado &lt;i&gt;levemente&lt;/i&gt; al año por la CGC por no cumplir con las normas relativas a auditoría interna, debido a la falta de interés por parte de las autoridades del Estado para controlar internamente a su personal. Es imprescindible reconocer a las UDAI por medio de una Ley ordinaria, y dotarlas de recursos humanos, técnicos y financieros para que logren desempeñar sus funciones eficientemente. Asimismo, deben estandarizarse por medio de Ley los reportes que entregan las UDAI a la CGC, para que cuenten con las mismas formalidades, contenido, lineamientos, así como también la publicidad de los mismos para que la ciudadanía pueda conocerlos.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;  style=&quot;text-align: justify; font-family:georgia;&quot;&gt;&lt;br /&gt;&lt;/p&gt;  &lt;p class=&quot;MsoNormal&quot;  style=&quot;text-align: justify; font-family:georgia;&quot;&gt;&lt;span style=&quot;mso-bidi-mso-ansi-language:EN-US;font-family:georgia;&quot; &gt; &lt;/span&gt;&lt;/p&gt;  &lt;p class=&quot;MsoNormal&quot; face=&quot;georgia&quot; style=&quot;text-align: justify; &quot;&gt;&lt;span  lang=&quot;ES-TRAD&quot; style=&quot;font-family:georgia;&quot;&gt;Por otro lado, el involucramiento ciudadano en los procesos de elaboración, discusión, ejecución y fiscalización del presupuesto es deficiente. En la fase de formulación del presupuesto la participación de los ciudadanos es prácticamente nula, pues no existe una normativa que obligue a hacer pública la información durante la fase de formulación del presupuesto, no hay mecanismos que permitan incorporar la opinión de la población en general, y no se elabora una presentación sencilla del mismo que pueda ser dirigida a la población en general para que esté informada sobre la forma en que se pretende distribuir y ejecutar el gasto público. Es necesario establecer canales de comunicación entre el Estado y la ciudadanía que permitan a aquél conocer las verdaderas necesidades de los diferentes sectores del país, y que sean incorporadas al proyecto de presupuesto que se elabore, fomentando políticas de descentralización y empoderamiento de las comunidades. Asimismo, es imperativo desarrollar documentos del Presupuesto General de la Nación que sean comprensibles para la totalidad de la población, y que expliquen de una manera sencilla la forma en que se gastarán los fondos públicos.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify; font-family:georgia;&quot;&gt;&lt;br /&gt;&lt;/p&gt;  &lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify; font-family:georgia;&quot;&gt;&lt;span style=&quot;mso-bidi-mso-ansi-language:EN-US;font-family:georgia;&quot; &gt; &lt;/span&gt;&lt;/p&gt;&lt;span style=&quot;font-family:georgia;&quot;&gt;  &lt;/span&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify; font-family:georgia;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEifE5Am8sU8Ye81bUPglHgJo4HJnCrrQUgtszGaQTI8rwHbA5t5QPclLckQoGciD9gmqB5D5m8VhFpG6GclzSODqH_GRzQTKlybJPNmOe5ESQSOTjrnrYPjChyphenhyphenBpt89okhk5Y0Aycd4_Xic/s1600/participacion_ciudadana.jpg&quot;&gt;&lt;img style=&quot;display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 320px; height: 194px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEifE5Am8sU8Ye81bUPglHgJo4HJnCrrQUgtszGaQTI8rwHbA5t5QPclLckQoGciD9gmqB5D5m8VhFpG6GclzSODqH_GRzQTKlybJPNmOe5ESQSOTjrnrYPjChyphenhyphenBpt89okhk5Y0Aycd4_Xic/s320/participacion_ciudadana.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5686233831088457282&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;/p&gt;&lt;span style=&quot;font-family:georgia;&quot;&gt;  &lt;/span&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: center; font-family:georgia;&quot; align=&quot;center&quot;&gt;&lt;span style=&quot;mso-bidi-mso-ansi-language:EN-US;font-family:georgia;font-size:78%;&quot;  &gt;Participación Ciudadana&lt;/span&gt;&lt;/p&gt;  &lt;p class=&quot;MsoNormal&quot; face=&quot;georgia&quot; style=&quot;text-align: center; &quot; align=&quot;center&quot;&gt;&lt;span style=&quot;font-family:georgia;font-size:78%;&quot;&gt;http://goo.gl/y6xOD&lt;/span&gt;&lt;/p&gt;  &lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify; font-family:georgia;&quot;&gt;&lt;span style=&quot;mso-bidi-mso-ansi-language:EN-US;font-family:georgia;&quot; &gt; &lt;/span&gt;&lt;/p&gt;  &lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify; font-family:georgia;&quot;&gt;&lt;span  lang=&quot;ES-TRAD&quot; style=&quot;font-family:georgia;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify; font-family:georgia;&quot;&gt;&lt;span  lang=&quot;ES-TRAD&quot; style=&quot;font-family:georgia;&quot;&gt;En la fase de discusión del proyecto de presupuesto en el Congreso de la República, es posible que los ciudadanos puedan asistir a las sesiones del pleno y obtener, tanto el proyecto de presupuesto elaborado por el Ministerio de Finanzas, como el Dictamen del mismo redactado por la Comisión de Finanzas Públicas y Moneda del Congreso, en el sitio web del Congreso de la República y en el del Miniserio de Finanzas. Por otro lado, durante la fase de ejecución del presupuesto, la ley obliga al Presidente de la República a presentar al Congreso, cada cuatro meses, un informe sobre la ejecución presupuestaria, y cada año, un informe sobre la realidad del país y el estado de los negocios de su administración, y a hacer públicos dichos documentos. No obstante, los informes van dirigidos a identificar los fondos ejecutados y los productos generados, pero no a determinar el impacto del gasto público al finalizar cada año.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify; font-family:georgia;&quot;&gt;&lt;br /&gt;&lt;/p&gt;  &lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify; font-family:georgia;&quot;&gt;&lt;span style=&quot;mso-bidi-mso-ansi-language:EN-US;font-family:georgia;&quot; &gt; &lt;/span&gt;&lt;/p&gt;  &lt;p class=&quot;MsoNormal&quot; face=&quot;georgia&quot; style=&quot;text-align: justify; &quot;&gt;&lt;span  lang=&quot;ES-TRAD&quot; style=&quot;font-family:georgia;&quot;&gt;En la actualidad, el Estado publica la información sobre los renglones presupuestarios y su ejecución dentro del Sistema de Contabilidad Integrado (SICOIN), un sitio web que sirve para consultar los pagos ejecutados o en proceso del gobierno, así como también las transferencias presupuestarias que se realicen. No obstante, la información que se publica en el SICOIN es muy compleja, y únicamente personas con capacidades técnicas en temas contables y financieros del presupuesto puede acceder a ellos y comprenderlos. Es imperativo desarrollar documentos del Presupuesto General que sean comprensibles para la totalidad de la población, con información clara y sencilla sobre la forma en que se gastarán los fondos públicos. Finalmente, en la fase de fiscalización del presupuesto, el acceso a la información es muy escaso, pues no existe una ley que obligue a la CGC a publicar la misma durante su fiscalización, y únicamente puede ser accesada hasta después de finalizar el período de auditoría. La Ley General de Presupuesto debe obligar la publicidad absoluta de los actos y la información del presupuesto en todas sus fases, para permitir a la población tener conocimiento del mismo en todo momento.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; face=&quot;georgia&quot; style=&quot;text-align: justify; &quot;&gt;&lt;br /&gt;&lt;/p&gt;  &lt;p class=&quot;MsoNormal&quot; face=&quot;georgia&quot; style=&quot;text-align: justify; &quot;&gt;&lt;span style=&quot;mso-bidi-mso-ansi-language:EN-US;font-family:georgia;&quot; &gt; &lt;/span&gt;&lt;/p&gt;  &lt;p class=&quot;MsoNormal&quot; face=&quot;georgia&quot; style=&quot;text-align: justify; &quot;&gt;&lt;span  lang=&quot;ES-TRAD&quot; style=&quot;font-family:georgia;&quot;&gt;Finalmente, el control que se tiene sobre los funcionarios públicos y su actuación es rudimentario y poco efectivo. Según la Ley de Información Pública, cada entidad estatal debe publicar el número y nombre de todos los funcionarios públicos que laboran en ella, así como también sus salarios, honorarios, dietas, bonos, viáticos y cualquier otra remuneración económica percibida. No obstante lo anterior, no todos los órganos estatales cumplen con esta normativa, pues varios dejan fuera los montos de dietas, viáticos y gastos de representación, o bien, los sueldos de los viceministros y ministros. Asimismo, según la Ley de Probidad y Responsabilidades de los Funcionarios y Empleados Públicos, los funcionarios públicos deben presentar una declaración patrimonial de bienes ante la CGC antes de ejercer el cargo público y al finalizar el mismo. No obstante, las declaraciones patrimoniales no son públicas, lo que complica la detección de enriquecimientos ilícitos, y la Subcontraloría de Probidad, que es la encargada de examinar todas las declaraciones presentadas, cuenta con pocos recursos para llevar dicha función de forma eficaz.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; face=&quot;georgia&quot; style=&quot;text-align: justify; &quot;&gt;&lt;br /&gt;&lt;/p&gt;  &lt;p class=&quot;MsoNormal&quot; face=&quot;georgia&quot; style=&quot;text-align: justify; &quot;&gt;&lt;span style=&quot;font-family:georgia;mso-fareast-Times New Roman&amp;quot;; mso-bidi-mso-ansi-language:EN-USfont-family:&amp;quot;;&quot; &gt; &lt;/span&gt;&lt;/p&gt;&lt;span style=&quot;font-family:georgia;&quot;&gt;  &lt;/span&gt;&lt;p class=&quot;MsoNormal&quot; face=&quot;georgia&quot; style=&quot;text-align: center; &quot; align=&quot;center&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgwaad8gnY3ajNyNpWVoht5iKLo9MJljxtLKYkM1Xpm6rBfYYb6-D59dyD1uiFXlglISk50aH-WWep7ifI7QX2O18lp3qN6zyOQ6PIYaHow_GkUEU_DvbcTx2Qvz_x0LNGZgwk7ezfACe_Y/s1600/culpable.jpg&quot;&gt;&lt;img style=&quot;display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 367px; height: 367px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgwaad8gnY3ajNyNpWVoht5iKLo9MJljxtLKYkM1Xpm6rBfYYb6-D59dyD1uiFXlglISk50aH-WWep7ifI7QX2O18lp3qN6zyOQ6PIYaHow_GkUEU_DvbcTx2Qvz_x0LNGZgwk7ezfACe_Y/s320/culpable.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5686233706578740754&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;/p&gt;&lt;span style=&quot;font-family:georgia;&quot;&gt;  &lt;/span&gt;&lt;p class=&quot;MsoNormal&quot; face=&quot;georgia&quot; style=&quot;text-align: center; &quot; align=&quot;center&quot;&gt;&lt;span style=&quot;font-family:georgia;mso-fareast-Times New Roman&amp;quot;; mso-bidi-mso-ansi-language:EN-USfont-family:&amp;quot;;font-size:78%;&quot;  &gt;Control ciudadano sobre el funcionario público&lt;br /&gt;http://goo.gl/K9m2Q&lt;/span&gt;&lt;/p&gt;  &lt;p class=&quot;MsoNormal&quot;  style=&quot;text-align: justify;font-family:georgia;&quot;&gt;&lt;span style=&quot;font-family: georgia;font-family:&amp;quot;;&quot; &gt;&lt;br /&gt;Debe exigirse la aplicación de la Ley de Acceso a la Información que obliga a los funcionarios públicos a publicar todas las remuneraciones económicas que perciban en el ejercicio de su cargo, así como también las declaraciones patrimoniales de bienes que presenten los funcionarios públicos antes de entrar al cargo y al finalizar el mismo, e incluso hacerlos disponibles en la Internet. De esta manera, la ciudadanía podrá conocer los recursos económicos del funcionario, para determinar si su patrimonio creció de forma desmedida en el ejercicio del cargo. En este sentido, es fundamental tipificar el delito de Enriquecimiento Ilícito, que castiga el excesivo incremento en el patrimonio de un funcionario público respecto de sus ingresos en el ejercicio de sus funciones, y que no pueda ser justificado. El delito de Enriquecimiento Ilícito entró en vigencia en Guatemala el año 1996, pero fue derogado en 1997, por lo que su ausencia ha facilitado la gran cantidad de desfalcos y actos de corrupción que han ocurrido desde esa época.&lt;br /&gt;&lt;br /&gt;El alto nivel de falta de transparencia presupuestaria en Guatemala permite a los órganos estatales ejecutar los fondos públicos con una discrecionalidad tal que se convierte en desviación de poder, sin fiscalización adecuada por parte de los órganos internos y externos de control, ni una efectiva rendición de cuentas que penalice a los servidores públicos por una mala gestión. El sistema presupuestario actual cuenta con graves deficiencias en su contenido y regulación que abren la puerta a la corrupción en el manejo de los fondos públicos. Es muy importante que se fortalezcan las entidades fiscalizadoras del Estado para impedir que los fondos sean despilfarrados y malversados por medio de actos de corrupción, así como también que toda información relativa al presupuesto sea pública y de fácil acceso para cualquier persona que lo solicite. Pero lo más importante de todo es que la población guatemalteca reconozca su responsabilidad en el asunto y se invoclure de forma enérgica creando mecanismos de auditoría social y actuando a través de ellos. Es muy sencillo: si el pueblo calla, el gobierno dispone.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;  style=&quot;text-align: justify;font-family:georgia;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; face=&quot;georgia&quot; style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; face=&quot;georgia&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: georgia;font-family:&amp;quot;;&quot; &gt;&lt;span style=&quot;font-size:85%;&quot;&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;REFERENCIA BIBLIOGRÁFICA: ÍNDICE LATINOAMERICANO DE TRANSPARENCIA PRESUPUESTARIA PARA GUATEMALA, ELABORADO POR EL CENTRO DE INVESTIGACIONES ECONÓMICAS NACIONALES (CIEN).&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; face=&quot;georgia&quot; style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; face=&quot;georgia&quot; style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/p&gt;  &lt;p class=&quot;MsoNormal&quot;  style=&quot;font-family:georgia;&quot;&gt;&lt;span lang=&quot;ES-TRAD&quot;&gt; &lt;/span&gt;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='http://lfuego.blogspot.com/feeds/778126306408853227/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://lfuego.blogspot.com/2011/12/la-democratizacion-del-presupuesto-en.html#comment-form' title='1 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8013430517781797892/posts/default/778126306408853227'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8013430517781797892/posts/default/778126306408853227'/><link rel='alternate' type='text/html' href='http://lfuego.blogspot.com/2011/12/la-democratizacion-del-presupuesto-en.html' title='La Democratización del Presupuesto en Guatemala'/><author><name>Luis Fuentes</name><uri>http://www.blogger.com/profile/10289323544834666479</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgUH4J8KgY55ynYgLeO0082FoOXO9tc3VBXtgbFJQNWWe4el47r8CefkhbhCSdtnZdQ8INqxg-eiVyGc66EYdNtWNJp0i2FSB9b8zdf5-p-Y6r6KUxPgdjyqw8LeIyexgVSItubKxjZmbMz/s72-c/Screen+Shot+2011-12-14+at+11.53.10+PM.png" height="72" width="72"/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8013430517781797892.post-8068505401088126011</id><published>2011-11-23T09:30:00.001-08:00</published><updated>2011-11-24T20:04:30.189-08:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="desempleo"/><category scheme="http://www.blogger.com/atom/ns#" term="desnutrición"/><category scheme="http://www.blogger.com/atom/ns#" term="educación"/><category scheme="http://www.blogger.com/atom/ns#" term="ENCOVI 2011"/><category scheme="http://www.blogger.com/atom/ns#" term="Guatemala"/><category scheme="http://www.blogger.com/atom/ns#" term="INE"/><category scheme="http://www.blogger.com/atom/ns#" term="pobreza"/><category scheme="http://www.blogger.com/atom/ns#" term="pobreza extrema"/><category scheme="http://www.blogger.com/atom/ns#" term="salud"/><category scheme="http://www.blogger.com/atom/ns#" term="trabajo"/><title type='text'>La ENCOVI 2011 y la realidad de Guatemala</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;La semana pasada el Instituto Nacional de Estadística (INE) publicó la Encuesta Nacional de Condiciones de Vida (ENCOVI) del año 2011. Las últimas 2 ENCOVI que se publicaron fueron en el año 2000 y en el año 2006, por lo que los resultados de la ENCOVI 2011 son sumamente importantes debido a que actualizan varios datos oficiales sobre pobreza, educación, salud y vivienda de Guatemala, que no estaban renovados desde el 2006. Cabe indicar que los datos no son completos, y que en muchos casos son inconsistentes entre ellos mismos. Sin embargo, la ENCOVI 2011 nos deja resultados sobre la realidad de nuestro país, tanto desde el punto de vista departamental como nacional, que valen la pena analizar y comparar, en los casos en los que se pueda, con los resultados de la ENCOVI 2006, para determinar el progreso o el retroceso de Guatemala en los últimos 5 años.&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj4QbmbOXQlFNAMpY0GOhu47EqTBuEbqI5BZhYaeybLh6BQtUyAHgB7arszeeWJrYX-MgfQlxKhNCandl9j9KW6EkkZ4D0gVg6m-116YoS6MDglRYj3rQJbaC3Mce6cOeqFYCYIuaxBegbl/s1600/Encovi_2011_PREIMA20110322_0270_5.jpg&quot;&gt;&lt;img style=&quot;display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 393px; height: 267px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj4QbmbOXQlFNAMpY0GOhu47EqTBuEbqI5BZhYaeybLh6BQtUyAHgB7arszeeWJrYX-MgfQlxKhNCandl9j9KW6EkkZ4D0gVg6m-116YoS6MDglRYj3rQJbaC3Mce6cOeqFYCYIuaxBegbl/s320/Encovi_2011_PREIMA20110322_0270_5.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5678320680706303266&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;http://goo.gl/44PKL&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;En el tema de pobreza, la ENCOVI 2011 encuadra en situación de pobreza extrema a las personas que ganan menos de Q.4,380 por año, y en situación de pobreza no extrema, a las que tienen ingresos anuales menores a Q.9,030. En la ENCOVI 2006, se clasificó en extrema pobreza a las personas que ganaron Q.3,206 al año (Q.1,174 menos que la ENCOVI 2011), y en pobreza no extrema las que obtenían ingresos anuales menores a Q.6,574 (Q.2,456 menos que la ENCOVI 2011). Esto nos permite apreciar un aumento del 27% en ambos rubros, debido al alza de los precios de la canasta básica. &lt;span style=&quot;font-weight: bold;&quot;&gt;El índice de pobreza extrema de Guatemala para el año 2011, es de 13.33%&lt;/span&gt;, lo que representa una disminución de un 1.87% respecto del año 2006 (15.20%). En este sentido, los Departamentos de Guatemala con el índice de pobreza extrema más alto son Alta Verapaz (30.2%), Zacapa (24.96%) y Totonicapán (24.74%), mientras que los Departamentos con el menor índice de extrema pobreza son Escuintla (3.75%), Guatemala (4.16%) y El Progreso (6.37%). Por otro lado, &lt;span style=&quot;font-weight: bold;&quot;&gt;el índice de pobreza no extrema en Guatemala para el año 2011 es de 40.38%&lt;/span&gt;, que significa un aumento del 4.58% respecto del año 2006 (35.80%), e incluso un aumento del 0.08% respecto del año 2000 (40.30%), por lo que se concluye que nunca en el Siglo XXI habíamos tenido un índice tan alto de pobreza no extrema. En este orden de ideas, los Departamentos de Guatemala con el índice de pobreza no extrema más alto son Sololá (57.22%), Jalapa (54.55%), y de nuevo, Totonicapán (51.41%), mientras que los Departamentos con el menor índice de pobreza no extrema son Izabal (33.75%), Chiquimula (33.98%) y Jutiapa (34.61%).&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjVeHUcWHPDJqjBBzy0NshYuQReYsb-vksxtlZLvPOLRg_2V_SYo3JBjdotXa-jFLc_0IepmRMwga4HDhl399RIA_biiHqZFRFlzEYlsnrMjYQGwAR9sMr0LnXuPogFXRvAf728_PN2dwH4/s1600/Screen+Shot+2011-11-23+at+12.35.33+PM.png&quot;&gt;&lt;img style=&quot;float: left; margin: 0pt 10px 10px 0pt; cursor: pointer; width: 220px; height: 84px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjVeHUcWHPDJqjBBzy0NshYuQReYsb-vksxtlZLvPOLRg_2V_SYo3JBjdotXa-jFLc_0IepmRMwga4HDhl399RIA_biiHqZFRFlzEYlsnrMjYQGwAR9sMr0LnXuPogFXRvAf728_PN2dwH4/s320/Screen+Shot+2011-11-23+at+12.35.33+PM.png&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5678262058444754978&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi1RX12S2imfMHfuC1w8VsOIwy4cgMPTsjaSQAgwEkClDXLqFAcVr9xMUvtlFuyqlByJ43e79YJRHUzpmVIfJIxsgVn1DEpQrz0fMj69hTKPX6uMz32H3tumJIBelOjCL8rGfcE7tMReWZL/s1600/Screen+Shot+2011-11-23+at+12.37.20+PM.png&quot;&gt;&lt;img style=&quot;float: right; margin: 0pt 0pt 10px 10px; cursor: pointer; width: 224px; height: 83px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi1RX12S2imfMHfuC1w8VsOIwy4cgMPTsjaSQAgwEkClDXLqFAcVr9xMUvtlFuyqlByJ43e79YJRHUzpmVIfJIxsgVn1DEpQrz0fMj69hTKPX6uMz32H3tumJIBelOjCL8rGfcE7tMReWZL/s320/Screen+Shot+2011-11-23+at+12.37.20+PM.png&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5678262299238602946&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhcv5bzetxGScKFnlts2MJg2-J4ziMJhKUiqWlq2KC3MgDyVbS0anqTwcAkzrPuZ7XoArhwgra9OwIjFsOguLsN9H-2uzVHeG8vZXChmvq9FxAsupoBb1tN6nd9FiY4hG8qgoiGENqCdEJQ/s1600/Screen+Shot+2011-11-23+at+12.35.33+PM.png&quot;&gt;&lt;br /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiJUR_4cPh2mhzmJyuo1l6rWBEOKCqtJQceOVgYmyKVzCl_ZyaQlYty5D4cgGVGLzGh_Zxcy_LFmQPzwfMLazyFLKPRzwqY6Y3jsPmm46bin8ZX29oq2vM-NOnNZGXBOGM_6NEkLppiRDNR/s1600/Screen+Shot+2011-11-23+at+12.42.13+PM.png&quot;&gt;&lt;img style=&quot;float: left; margin: 0pt 10px 10px 0pt; cursor: pointer; width: 220px; height: 81px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiJUR_4cPh2mhzmJyuo1l6rWBEOKCqtJQceOVgYmyKVzCl_ZyaQlYty5D4cgGVGLzGh_Zxcy_LFmQPzwfMLazyFLKPRzwqY6Y3jsPmm46bin8ZX29oq2vM-NOnNZGXBOGM_6NEkLppiRDNR/s320/Screen+Shot+2011-11-23+at+12.42.13+PM.png&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5678263728101276402&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgPJuDRnj4mAENqAPwKgqYj0ZNBpDSZ-gR-G69XxbOyv48nPvQBmTKMY6kv5uMBMu_AQcFIqQGS16lK7LYq-Mn7TSyfOqRlgGZK7md4fCXN2G1CVPMu3v0zZlikibirzbKRf4NbEPpnxW-D/s1600/Screen+Shot+2011-11-23+at+12.42.37+PM.png&quot;&gt;&lt;img style=&quot;float: right; margin: 0pt 0pt 10px 10px; cursor: pointer; width: 226px; height: 83px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgPJuDRnj4mAENqAPwKgqYj0ZNBpDSZ-gR-G69XxbOyv48nPvQBmTKMY6kv5uMBMu_AQcFIqQGS16lK7LYq-Mn7TSyfOqRlgGZK7md4fCXN2G1CVPMu3v0zZlikibirzbKRf4NbEPpnxW-D/s320/Screen+Shot+2011-11-23+at+12.42.37+PM.png&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5678263943974918658&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;El porcentaje de pobreza total de Guatemala para el año 2011&lt;/span&gt;, que se obtiene sumando los índices de pobreza extrema y no extrema, &lt;span style=&quot;font-weight: bold;&quot;&gt;es del 53.51%&lt;/span&gt;, un 2.71% más respecto del índice de pobreza total del año 2006 (51%). Los Departamentos de Guatemala con el índice de pobreza total más alto son Sololá (81.24%), Alta Verapaz (77.20%) y Totonicapán (76.15%), mientras que los Departamentos con el menor índice de pobreza total son Guatemala (41.04%), El Progreso (43.42%) y Escuintla (47.92%). ¿A qué se debe este aumento en el índice de pobreza? Debido a que la pobreza extrema se redujo en un 1.87%, es preciso concluir que estas personas, que para el año 2006 se encontraban en situación de extrema pobreza, para el año 2011 lograron ascender a la línea de pobreza no extrema, y es ésta, en parte, la razón del aumento del porcentaje de pobreza no extrema. Sin embargo, el aumento de 4.58% de pobreza no extrema (más alto que el porcentaje de disminución de pobreza extrema) no se debe únicamente a que personas en situación de extrema pobreza lograron progresar. Un gran número de personas que, para el año 2006 se encontraban en la línea de la no pobreza, para el año 2011 entraron en situación de pobreza. Tomando en cuenta que los proyectos sociales del gobierno de Álvaro Colom iban dirigidos a combatir la pobreza extrema, la disminución de la misma es un logro diminuto, ensombrecido por el aumento de la pobreza no extrema, y en definitiva, por el aumento de la pobreza total en Guatemala.&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgqPbhDGXOeNGGZ7ypafUJMzMqE5IKabehIRSFczNjBGpPScRkwEs00OwvzSC7dsZcAGY2bNOSEQfscc5zpSSUjdlds2sBHyY-2GQig438bQKB2rsNzhtin4skY1y2promi1dwXPByYpj0E/s1600/sdfasdf.png&quot;&gt;&lt;img style=&quot;display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 396px; height: 328px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgqPbhDGXOeNGGZ7ypafUJMzMqE5IKabehIRSFczNjBGpPScRkwEs00OwvzSC7dsZcAGY2bNOSEQfscc5zpSSUjdlds2sBHyY-2GQig438bQKB2rsNzhtin4skY1y2promi1dwXPByYpj0E/s320/sdfasdf.png&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5678439341995374322&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;span style=&quot;font-weight: bold;font-size:78%;&quot; &gt;Índices de Pobreza de Guatemala (Años 2000, 2006 y 2011)&lt;/span&gt;&lt;br /&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgqPbhDGXOeNGGZ7ypafUJMzMqE5IKabehIRSFczNjBGpPScRkwEs00OwvzSC7dsZcAGY2bNOSEQfscc5zpSSUjdlds2sBHyY-2GQig438bQKB2rsNzhtin4skY1y2promi1dwXPByYpj0E/s1600/sdfasdf.png&quot;&gt;&lt;br /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgSYRBouA69v7dCCm20mF3oTex39xKTahT7nQ5QqzcHgbXs2O5EXUZ53fqLhoZSAlGulbKJZV5TNLjVMkcg6Gs3NAxol7OcHbtHfX2ZjgzyA4331UafgMMiZn8nPov51a1jNBq2ThJhyATH/s1600/Screen+Shot+2011-11-23+at+12.46.56+PM.png&quot;&gt;&lt;img style=&quot;float: left; margin: 0pt 10px 10px 0pt; cursor: pointer; width: 221px; height: 82px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgSYRBouA69v7dCCm20mF3oTex39xKTahT7nQ5QqzcHgbXs2O5EXUZ53fqLhoZSAlGulbKJZV5TNLjVMkcg6Gs3NAxol7OcHbtHfX2ZjgzyA4331UafgMMiZn8nPov51a1jNBq2ThJhyATH/s320/Screen+Shot+2011-11-23+at+12.46.56+PM.png&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5678264831267707298&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjaHtaWNSf-t9ZT-rorYk-fT4jIaxvXPToTvtP0mkUQgrgtb_cLUZmNZ6jOJRlZPX1snixxcPwtHgiwnNnHtles0zN3ZLN5_Fzmrx1eD4mgMS-R2gsTYQduSyA_KhwUEWgVQoHdYF8vI5_y/s1600/Screen+Shot+2011-11-23+at+12.47.10+PM.png&quot;&gt;&lt;img style=&quot;float: right; margin: 0pt 0pt 10px 10px; cursor: pointer; width: 227px; height: 85px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjaHtaWNSf-t9ZT-rorYk-fT4jIaxvXPToTvtP0mkUQgrgtb_cLUZmNZ6jOJRlZPX1snixxcPwtHgiwnNnHtles0zN3ZLN5_Fzmrx1eD4mgMS-R2gsTYQduSyA_KhwUEWgVQoHdYF8vI5_y/s320/Screen+Shot+2011-11-23+at+12.47.10+PM.png&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5678264985425832146&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;La ENCOVI 2011 también evaluó el nivel educativo que tienen los habitantes de Guatemala esencialmente en 2 aspectos: porcentaje de alfabetismo y porcentaje de matriculación. El porcentaje de alfabetismo en Guatemala para el año 2011 es del 76%, lo que significa que &lt;span style=&quot;font-weight: bold;&quot;&gt;la tasa de analfabetismo es del 34%&lt;/span&gt;, un aumento del 10.03% respecto de la tasa de analfabetismo que, según los datos oficiales de las autoridades educativas en el año 2006, ascendía a 23.97%. Este incremento en la cantidad de guatemaltecos que no saben leer ni escribir en los últimos 5 años, es un completo fracaso nacional en el tema de educación. Los Departamentos de Guatemala con los índices de analfabetismo más altos son Quiché (47%), Alta Verapaz (44%) y Huehuetenango (43%), mientras que los Departamentos con los índices más bajos de analfabetismo son Guatemala (18%), Sacatepéquez (24%) y El Progreso (26%).&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjMIol240AhRlskF10MXIqe-fAd4W7-aoSf9_bh0FiTZ5IzAV4PyhrIuAijqX3jYwC-X4GFCy13pwpELSECSmQZuNvWXdz2s-GqmJb_-OLrcOB-hQ-BebZ_mcDb7DiZBRpFSETt1hy_CwoH/s1600/Screen+Shot+2011-11-23+at+4.05.23+PM.png&quot;&gt;&lt;img style=&quot;float: left; margin: 0pt 10px 10px 0pt; cursor: pointer; width: 220px; height: 80px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjMIol240AhRlskF10MXIqe-fAd4W7-aoSf9_bh0FiTZ5IzAV4PyhrIuAijqX3jYwC-X4GFCy13pwpELSECSmQZuNvWXdz2s-GqmJb_-OLrcOB-hQ-BebZ_mcDb7DiZBRpFSETt1hy_CwoH/s320/Screen+Shot+2011-11-23+at+4.05.23+PM.png&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5678316073069806818&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEioCGUvv94IGUX3PPywZlp_t6IqLwTn1UPvKS3cbhATBjMgZ0dNKGne62LRmRV3lBNYoarr1wmavwLFsy8H6Raq7nH4Jg3qR4cxGBOmgeH6uZg3W29l6yVVbhZ2MjopteIspKSI8XnpQ76T/s1600/Screen+Shot+2011-11-23+at+4.05.34+PM.png&quot;&gt;&lt;img style=&quot;float: right; margin: 0pt 0pt 10px 10px; cursor: pointer; width: 225px; height: 82px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEioCGUvv94IGUX3PPywZlp_t6IqLwTn1UPvKS3cbhATBjMgZ0dNKGne62LRmRV3lBNYoarr1wmavwLFsy8H6Raq7nH4Jg3qR4cxGBOmgeH6uZg3W29l6yVVbhZ2MjopteIspKSI8XnpQ76T/s320/Screen+Shot+2011-11-23+at+4.05.34+PM.png&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5678316280287732770&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;El otro aspecto educativo que se tomó en cuenta para medir el nivel de escolaridad en Guatemala fue el porcentaje de matriculación de los guatemaltecos en los niveles de primaria, básico y diversificado. &lt;span style=&quot;font-weight: bold;&quot;&gt;La tasa de matriculación de Guatemala para el año 2011 es del 52%&lt;/span&gt;, lo que significa que únicamente la mitad de los niños menores de 18 años se inscribieron para estudiar la primaria, básicos y diversificados en escuelas públicas y privadas. Los Departamentos de Guatemala con los índices más bajos de matriculación son Huehuetenango (42%), Jalapa (42%) y Quiché (44%), mientras que los Departamentos con los índices más altos de matriculación son Guatemala (64%), El Progreso (57%) y Sacatepéquez (57%). El índice de escolaridad en Guatemala, que se obtiene promediando las tasas de alfabetismo y de matriculación, es del 68%.&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;El estudio a nivel educativo que realizó la ENCOVI 2011 es, en principio, sumamente deficiente, pues no se toma en cuenta el porcentaje de deserción de los estudiantes, y las razones por las que los abandonan su educación, ya que este dato permite analizar más profundamente el tema de la falta de educación, pues no todos los que se matriculan para iniciar la escuela la finalizan. Asimismo, el nivel educativo en un país no puede evaluarse únicamente desde la perspectiva de los estudiantes, sino que también debe evaluarse el nivel educativo de los maestros en el país, que se puede inferir que es tremendamente bajo. Asimismo, deben analizarse los recursos con los que cuentan las escuelas (libros, pizarrones, mesas, sillas, lápices, etc.), así como también la calidad y cantidad de las escuelas que existen en cada departamento del país, con relación a la población estudiantil que tiene cada uno. Consecuentemente, el estudio que realizó la ENCOVI 2011 sobre la educación en Guatemala no permite obtener una perspectiva integral de cómo se encuentra la situación educativa del país.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhy9oibFjfLPr5Ya1k-SI_HIHDwqBZK1dB_2QmPwk1uwAVfxubcABFZy9h3fAQQkDHWSDjWvWY0ob-IbY7da-hqh0ArHEW4BFdb6B4SwzL8asyQqzA8_n9vj8aEnYmd5pKaXM3Lcc1a0JKw/s1600/EscuelasRuralesPrimariaGuatemala.jpg&quot;&gt;&lt;img style=&quot;display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 375px; height: 281px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhy9oibFjfLPr5Ya1k-SI_HIHDwqBZK1dB_2QmPwk1uwAVfxubcABFZy9h3fAQQkDHWSDjWvWY0ob-IbY7da-hqh0ArHEW4BFdb6B4SwzL8asyQqzA8_n9vj8aEnYmd5pKaXM3Lcc1a0JKw/s320/EscuelasRuralesPrimariaGuatemala.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5678321180321109410&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;Escuela Rural Primaria de Guatemala&lt;br /&gt;http://goo.gl/W8l2e&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;En el tema de Salud, el INE realizó un análisis estadístico que también dejó mucho que desear. En efecto, los únicos indicadores que utilizó la ENCOVI 2011 para determinar el Índice de Salud fueron el porcentaje de niños menores de 6 años que recibieron la vacuna de la Tuberculosis, de la Difteria-Tosferina-Tétano y de la Sarampión. El promedio de esta cobertura de inmunización dio como resultado el índice de Salud. La cobertura de vacunas de la Tuberculosis es del 96.77%, de la Difteria-Tosferina-Tétano es del 89.97%, y del Sarampión es del 77.71%. Es decepcionante que la ENCOVI 2011 no haya incluido, entre otras cosas, el porcentaje de casos de diarrea infantil y la tasa de desnutrición crónica infantil, así como también de enfermedades cardíacas, cancerígenas y gastroenterólogas, entre otras. Por otro lado, no se analizaron los lugares de atención médica que existen, según los rangos de pobreza en los diferentes Departamentos del país (IGSS, clínica privada, hospital privado, hospital público, centro de salud, farmacia, centro comunitario, su propia casa, etc.), ni la calidad de la infraestructura y recursos de los mismos por sector. Asimismo, al igual que en la educación, debió hacerse un análisis sobre la capacidad técnica y profesional de los médicos y los enfermeros en cada centro médico de cada Departamento, y la disponibilidad de medicinas, antibióticos y vacunas. Pensar que el nivel de salud puede determinarse únicamente mediante la cobertura de vacunas para algunas enfermedades, habla mucho de la poca planificación que hubo en la elaboración de la ENCOVI 2011, y la pésima logística empleada en su ejecución.&lt;br /&gt;&lt;br /&gt;La ENCOVI 2011 también evalúa las condiciones de vida de los  guatemaltecos en cuanto a vivienda y acceso a servicios básicos. Según  los resultados obtenidos, en Guatemala viven aproximadamente 4.91  personas por cada hogar, y &lt;span style=&quot;font-weight: bold;&quot;&gt;el 51% de los hogares guatemaltecos sufren de  problemas de hacinamiento&lt;/span&gt;. Los Departamentos de Guatemala que tienen el  índice de hacinamiento más alto son Alta Verapaz (76%), Petén (64%) y  San Marcos (61%), mientras que los Departamentos que tienen el índice de  hacinamiento más bajo son Guatemala (34%), Sacatepéquez (40%) y El  Progreso (41%). Asimismo, un &lt;span style=&quot;font-weight: bold;&quot;&gt;70% de los hogares guatemaltecos tienen  acceso a servicios básicos&lt;/span&gt;, es decir, a agua entubada y drenajes. Los  Departamentos de Guatemala con el nivel más bajo de acceso a servicios  básicos son Alta Verapaz (42%), Petén (43%) y Santa Rosa (56%), mientras que los Departamentos con mayor nivel de acceso a servicios básicos son Guatemala (83%), Sacatepéquez (88%) y Chimaltenango (78%). No obstante lo anterior, la ENCOVI 2011 no cuenta con resultados que permitan identificar los tipos de drenajes que pueden tener los hogares según la situación de pobreza en la que se encuentren (Sanitario privado, sanitario comunitario, letrina, etc.), ni las fuentes de donde las familias obtienen el agua cuando no cuentan con tuberías (Pozo privado, pozo público, chorro público, ríos, lagos, cisternas o agua de lluvia).&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiPeankzgGFAYMr4NB8Z394J0bjVXb6ngWkv1AvdShl5CatWKEsyG4UZAKkBpkvtQDRpiKLbBBNS5oa6lTMRMkdGQqGvzKMLTU_-nua6p2bjUhSq9dKRBiMn2GuTj6b_Ur-T9u4s9Z2LZmT/s1600/Screen+Shot+2011-11-23+at+11.15.13+PM.png&quot;&gt;&lt;img style=&quot;float: left; margin: 0pt 10px 10px 0pt; cursor: pointer; width: 219px; height: 80px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiPeankzgGFAYMr4NB8Z394J0bjVXb6ngWkv1AvdShl5CatWKEsyG4UZAKkBpkvtQDRpiKLbBBNS5oa6lTMRMkdGQqGvzKMLTU_-nua6p2bjUhSq9dKRBiMn2GuTj6b_Ur-T9u4s9Z2LZmT/s320/Screen+Shot+2011-11-23+at+11.15.13+PM.png&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5678427094021378802&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjuv9jIh99lsKTAL37ZVzwU_fq4jaQBtvvBE-sPatxHlxrs99-lD-eDgyJTcOxh_2YZVjsQa0D0LEqNlkQj2y13QnDU15Asm10FpxW19N_eEOZHj2cmMO_cKRfRmw5S5Z6ZjzLc1NxOTqQI/s1600/Screen+Shot+2011-11-23+at+11.15.34+PM.png&quot;&gt;&lt;img style=&quot;float: right; margin: 0pt 0pt 10px 10px; cursor: pointer; width: 222px; height: 83px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjuv9jIh99lsKTAL37ZVzwU_fq4jaQBtvvBE-sPatxHlxrs99-lD-eDgyJTcOxh_2YZVjsQa0D0LEqNlkQj2y13QnDU15Asm10FpxW19N_eEOZHj2cmMO_cKRfRmw5S5Z6ZjzLc1NxOTqQI/s320/Screen+Shot+2011-11-23+at+11.15.34+PM.png&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5678427319584796146&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh9a2HaH1PwWtk1lOGtjKPkv_DB1R5DMYQAmcPCNOP5AQJjZiFaIExvKdWGXuq_fayf2GYJx2OwOsNrx_qUcuWOvnLzdb5tcoWvw57JNbVnkzVz_vt6eqkeN7HwPLBlHiMufKYsFVBoY-lE/s1600/Screen+Shot+2011-11-23+at+11.19.48+PM.png&quot;&gt;&lt;img style=&quot;float: left; margin: 0pt 10px 10px 0pt; cursor: pointer; width: 220px; height: 81px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh9a2HaH1PwWtk1lOGtjKPkv_DB1R5DMYQAmcPCNOP5AQJjZiFaIExvKdWGXuq_fayf2GYJx2OwOsNrx_qUcuWOvnLzdb5tcoWvw57JNbVnkzVz_vt6eqkeN7HwPLBlHiMufKYsFVBoY-lE/s320/Screen+Shot+2011-11-23+at+11.19.48+PM.png&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5678428062495299058&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhq1wOxWPCGdRbZoxh-XpXvZ6MwW5ewj8_lSUBoiDpLlPxJwK6rT6EqQMz_sW-M5kXNax1TWJaYlvHrPK2tZKMwbVljbMizjivME0M3fqeh_QVeoLSznQufb-u_59SjWzOvqECn59pGV0hb/s1600/Screen+Shot+2011-11-23+at+11.15.57+PM.png&quot;&gt;&lt;img style=&quot;float: right; margin: 0pt 0pt 10px 10px; cursor: pointer; width: 222px; height: 85px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhq1wOxWPCGdRbZoxh-XpXvZ6MwW5ewj8_lSUBoiDpLlPxJwK6rT6EqQMz_sW-M5kXNax1TWJaYlvHrPK2tZKMwbVljbMizjivME0M3fqeh_QVeoLSznQufb-u_59SjWzOvqECn59pGV0hb/s320/Screen+Shot+2011-11-23+at+11.15.57+PM.png&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5678427701173776098&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;En el tema de la vivienda, la ENCOVI 2011 buscó determinar la Tasa de Calidad de Vivienda, que implica un hogar con piso, paredes y techos adecuados. Guatemala cuenta con 2,983,543 hogares, y el 66% de éstos llenan los requisitos de calidad de vivienda. En este orden de ideas, &lt;span style=&quot;font-weight: bold;&quot;&gt;el &lt;/span&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;déficit de vivienda de Guatemala para el año 2011 asciende a 1,312,759 hogares&lt;/span&gt;. Los Departamentos con la tasa más baja de calidad de vivienda son Alta Verapaz (29%), Quiché (45%) y Totonicapán (51%), mientras que los Departamentos con la tasa más alta de calidad de vivienda son Chimaltenango (78%), Guatemala (83%) y Sacatepéquez (88%).&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhLMSw8dYokYsAwLN5RmKL5PELvjl-Ik1GFuG3iYXj-DKPgJhZtmoQHSVS_Nus9l-knKvxpCPFqkbxkoQdpQAbE1Q_yVwjJ-zAyvrYhyphenhyphen_AEOIev62Ieb2J1Lrlb8ct4RCsQWrY5_5NVlx70/s1600/El_corozal_063.17854224_std.gif&quot;&gt;&lt;img style=&quot;display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 382px; height: 286px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhLMSw8dYokYsAwLN5RmKL5PELvjl-Ik1GFuG3iYXj-DKPgJhZtmoQHSVS_Nus9l-knKvxpCPFqkbxkoQdpQAbE1Q_yVwjJ-zAyvrYhyphenhyphen_AEOIev62Ieb2J1Lrlb8ct4RCsQWrY5_5NVlx70/s320/El_corozal_063.17854224_std.gif&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5678440278748331074&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;Déficit de vivienda en Guatemala&lt;br /&gt;http://goo.gl/f1Wjs&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhvRRv6tduj3F-To7s6dO_JXhYwN0WXQQW7TFTo0buy8P4_1QEKTIAG50HFwany6eO0hRWWyRJof4Spv6cv2tJKZVYjXep2I0aSCIq3Bhmv-TxdqbpGTywwP3v5lN0q2CFj12uOTwYXMuQK/s1600/Screen+Shot+2011-11-23+at+11.20.31+PM.png&quot;&gt;&lt;img style=&quot;float: left; margin: 0pt 10px 10px 0pt; cursor: pointer; width: 219px; height: 79px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhvRRv6tduj3F-To7s6dO_JXhYwN0WXQQW7TFTo0buy8P4_1QEKTIAG50HFwany6eO0hRWWyRJof4Spv6cv2tJKZVYjXep2I0aSCIq3Bhmv-TxdqbpGTywwP3v5lN0q2CFj12uOTwYXMuQK/s320/Screen+Shot+2011-11-23+at+11.20.31+PM.png&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5678428775491223746&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg7Eyj_UtpNpFUKfxjBmol9Lpf4QXfdOEw5xRaWZe-AmZdMYze2M_DLKJWLv2YzmkNri2heddZkcJVqeVXD7iJ-L-RpDaxI0gsdv9FsGurd_mmDDXVrj-rIZg1-gJ-VIAEtNmVUnXb4vO1A/s1600/Screen+Shot+2011-11-23+at+11.20.05+PM.png&quot;&gt;&lt;img style=&quot;float: right; margin: 0pt 0pt 10px 10px; cursor: pointer; width: 227px; height: 84px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg7Eyj_UtpNpFUKfxjBmol9Lpf4QXfdOEw5xRaWZe-AmZdMYze2M_DLKJWLv2YzmkNri2heddZkcJVqeVXD7iJ-L-RpDaxI0gsdv9FsGurd_mmDDXVrj-rIZg1-gJ-VIAEtNmVUnXb4vO1A/s320/Screen+Shot+2011-11-23+at+11.20.05+PM.png&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5678428714359641122&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Finalmente, en el tema del trabajo, la ENCOVI 2011 determinó que la Población Económicamente Activa (PEA), consistente en las personas mayores de 15 años que trabaja o busca trabajo, constituye el 63.31% de la población total de Guatemala. &lt;span style=&quot;font-weight: bold;&quot;&gt;La tasa de desempleo de Guatemala para el año 2011 es del 3.84%&lt;/span&gt;, lo que representa un aumento de 0.64% respecto de la tasa de desempleo que se determinó en el año 2006 (3.2%). Los Departamentos de Guatemala con las tasas más altas de desempleo son Totonicapán (5.82%), Alta Verapaz (5.54%), Escuintla (5.33%), e interesantemente, Guatemala (4.64%), mientras que los Departamentos con la tasa de desempleo más baja son Chiquimula (2.07%), Jalapa (2.1%) y Petén (2.12%). Aunque pareciera que la tasa de desempleo es baja (4 de cada 100 personas están desempleadas), &lt;span style=&quot;font-weight: bold;&quot;&gt;la tasa de subocupación en Guatemala asciende al 52.21% de la población&lt;/span&gt;, por lo que más de la mitad de las personas se encuentra capacitada para una ocupación o cargo determinada, pero que al no encontrar trabajo en dicho puesto, opta por tomar trabajos menores en dondeo obtiene ingresos inferiores de los que debería según su instrucción. Todo esto sin tomar en cuenta que, aunque la ENCOVI 2011 no muestra datos al respecto, &lt;span style=&quot;font-weight: bold;&quot;&gt;aproximadamente el 75% de la PEA se desempeña en la economía informal&lt;/span&gt;.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhQO9TFBzSNLPyVktK2psewjcTAP53KGWBT-9sAH5M0TQJ6IMg9D_f-fVm1G1zgzd-ZjrzKcO3b6OvN6UYGRw14sSYpMCNHQQIjH45S_wJUioqg4OTvqeYnDowVYnL2oYd1gwRIT48y3L0k/s1600/Screen+Shot+2011-11-23+at+11.41.48+PM.png&quot;&gt;&lt;img style=&quot;float: left; margin: 0pt 10px 10px 0pt; cursor: pointer; width: 220px; height: 100px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhQO9TFBzSNLPyVktK2psewjcTAP53KGWBT-9sAH5M0TQJ6IMg9D_f-fVm1G1zgzd-ZjrzKcO3b6OvN6UYGRw14sSYpMCNHQQIjH45S_wJUioqg4OTvqeYnDowVYnL2oYd1gwRIT48y3L0k/s320/Screen+Shot+2011-11-23+at+11.41.48+PM.png&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5678433912532277618&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjCu2Qo35urwz0pMq0Pk7MNvuoyNsqTV4_AxcTSOuhRf0IXCwfcI4sjIj_9FuX84exCG__kaVlcxRFUwEK1xLktQ9UMA1ZLzEqpY2qGO4VI8vnBJg45_8DpiTbITmxSX1lpVRkknHrvYmaK/s1600/Screen+Shot+2011-11-23+at+11.42.04+PM.png&quot;&gt;&lt;img style=&quot;float: right; margin: 0pt 0pt 10px 10px; cursor: pointer; width: 226px; height: 84px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjCu2Qo35urwz0pMq0Pk7MNvuoyNsqTV4_AxcTSOuhRf0IXCwfcI4sjIj_9FuX84exCG__kaVlcxRFUwEK1xLktQ9UMA1ZLzEqpY2qGO4VI8vnBJg45_8DpiTbITmxSX1lpVRkknHrvYmaK/s320/Screen+Shot+2011-11-23+at+11.42.04+PM.png&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5678433787511136834&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Los resultados de la ENCOVI 2011 no muestran datos positivos para el país, y en la mayoría de los casos, implican un retroceso en el desarrollo de Guatemala. El trabajo del INE en la elaboración de la ENCOVI 2011 no llena las expectativas, pues hay muchas variables que no se toman en cuenta y que son fundamentales para comprender de forma integral la coyuntura social, histórica, económica y política del país. Además, las estadísticas fueron presentadas de una forma desordenada, sin unidad ni coherencia, lo cual evidencia una falta de coordinación y análisis en el estudio. Cada tema fue estudiado de forma aislada, cuando es obvio que los distintos problemas del país repercuten unos con otros (salud en educación, vivienda en salud, trabajo en educación, etc.). Cabe indicar que fue una ardua tarea tomar el ENCOVI 2011 y exprimir los datos que se han descrito en el presente artículo, y es importante hacer énfasis en la importancia que estas herramientas representan para el país, por lo que es imprescindible un gran esfuerzo y calidad en su elaboración, para que éstos puedan servir como referencia en la toma de decisiones para el futuro.&lt;br /&gt;&lt;br /&gt;Por lo pronto, la pobreza continúa en aumento, y con ella el nivel de analfabetismo en los guatemaltecos; los resultados respecto de la salud no ayudan a crear un panorama que explique la situación real de la salud de las personas, ni de los niveles estratosféricos de desnutrición infantil; el desempleo, el subempleo y el mercado informal son un estilo de vida para las personas; y el déficit de vivienda y el nivel de hacinamiento en los hogares sigue siendo un problema para el desarrollo de la dignidad de los guatemaltecos. La situación de Guatemala sigue sin mejorar, y continuará de esta manera si no rompemos con la rutina del subdesarrollo y nos hacemos responsables por el futuro de nuestro país. ¿A quién le importa?&lt;br /&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://lfuego.blogspot.com/feeds/8068505401088126011/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://lfuego.blogspot.com/2011/11/el-encovi-2011-y-la-realidad-de.html#comment-form' title='1 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8013430517781797892/posts/default/8068505401088126011'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8013430517781797892/posts/default/8068505401088126011'/><link rel='alternate' type='text/html' href='http://lfuego.blogspot.com/2011/11/el-encovi-2011-y-la-realidad-de.html' title='La ENCOVI 2011 y la realidad de Guatemala'/><author><name>Luis Fuentes</name><uri>http://www.blogger.com/profile/10289323544834666479</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj4QbmbOXQlFNAMpY0GOhu47EqTBuEbqI5BZhYaeybLh6BQtUyAHgB7arszeeWJrYX-MgfQlxKhNCandl9j9KW6EkkZ4D0gVg6m-116YoS6MDglRYj3rQJbaC3Mce6cOeqFYCYIuaxBegbl/s72-c/Encovi_2011_PREIMA20110322_0270_5.jpg" height="72" width="72"/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8013430517781797892.post-7415758416461737397</id><published>2011-11-19T20:15:00.000-08:00</published><updated>2011-11-20T08:57:20.494-08:00</updated><title type='text'>Este extraño sentimiento de esperanza</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;Guerras internas, desastres naturales, pobreza insoportable, hambre, violencia, calentamiento global, profecías mayas, corrupción insaciable, derrames de petróleo, explosiones volcánicas y contaminación nuclear. La noticia que sale hoy opaca con creces a la de ayer, pero definitivamente no se compara con la de mañana. Realmente parece que el mundo agoniza una lenta y dolorosa muerte; parece que intenta fútilmente de reaccionar ante el abuso y egoísmo que ha sembrado el hombre en su cuerpo. ¿Qué pasa con nuestra Tierra? ¿Qué pasa con nuestra gente?&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEghK2On1vo3ljraWctlAieieFkvJr8zTx9z0mU-F3edzEbZkDk8tJ4u9uzFESFQUdnIiPLbBQ1UPH4ZxuOx9jb9u5WJbDYYJvq0zUVT2VvL-xClMyIvDrKqTXJHJpHK2KImryv-QQ0KCGgW/s1600/Good_and_Evil_Life_and_Death_by_Holly6669666.jpg&quot;&gt;&lt;img style=&quot;display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 203px; height: 320px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEghK2On1vo3ljraWctlAieieFkvJr8zTx9z0mU-F3edzEbZkDk8tJ4u9uzFESFQUdnIiPLbBQ1UPH4ZxuOx9jb9u5WJbDYYJvq0zUVT2VvL-xClMyIvDrKqTXJHJpHK2KImryv-QQ0KCGgW/s320/Good_and_Evil_Life_and_Death_by_Holly6669666.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5595295862961478306&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;br /&gt;El mundo se encuentra hoy invadido de un exceso de energía negativa en el ambiente. Nos rodea todo el tiempo, en el trabajo, en la universidad, en el tráfico o en la casa, y se atrae por la energía negativa que emana de las personas. Un enojo, una tristeza, un momento de estrés o una decepción es suficiente para desencadenar un torrente de negatividad que pone a nuestra cabeza a maquinar pensamientos dañinos para nuestra nuestra mente, cuerpo y espíritu. Esto atrae a la energía negativa del entorno, que se pega a nosotros como sangiujuelas que nos provocan más negatividad, y en consecuencia, más malestar. En fin, un círculo vicioso que parece que no para, ni siquiera cuando dormimos.&lt;br /&gt;&lt;br /&gt;No obstante todo lo anterior, continúa dentro mío este extraño sentimiento de esperanza. Lo llamo sentimiento, porque aún no lo entiendo del todo racionalmente. Es esta sensación de que, eventualmente, y contra todo pronóstico, el mundo va a mejorar. Las generaciones más jóvenes aprenderán de los errores de las anteriores al explotar al mundo de la manera tan abusiva como lo han hecho. En otras palabras, una revolución de la consciencia. Puede verse, entre otras cosas, en la cantidad exorbitante de organizaciones no lucrativas que diariamente luchan por producir ese cambio tan añorado. Las empresas y fábricas contaminan en un nivel mucho menor que al de hace 60 años; las personas se preocupan un poco más en cuidar el medio ambiente; y La Democracia y el respeto a los derechos humanos ha evolucionado de manera importante en muchos países.&lt;br /&gt;&lt;br /&gt;El cambio está ocurriendo ya, de una manera tan sutil como sólo la energía de la luz puede hacerlo. Ha penetrado la esencia de todas las cosas, y desde el centro de ellas, ha comenzado una transformación energética perfecta, de adentro para afuera. Un cambio tan trascendental como el que necesita nuestro planeta únicamente puede empezar desde la raíz, es decir, en la naturaleza del mundo y en el corazón de los seres humanos. La naturaleza sufrirá, y mucho. El mundo sobrevivirá esta etapa, pero quedará con numerosas cicatrices permanentes con las que tendremos que aprender a vivir. Sin embargo, estas enfermedades incurables que contraerá nuestro planeta serán catalizadores elementales en la conscientización del ser humano.&lt;br /&gt;&lt;br /&gt;&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhnjx0ilwVELns0fKitNkt-zJgCTNquuulsNrlzdJZFZbbukzvGlEmptQ3ApXyc6r4PXkpExgko88AhSO8qknHsLTH07LFBPFuwYARPhkPxPdOMH6gFVxHeRHtwlqD_CyHNZiya8_ALn6D_/s1600/800px-beyond_good_and_evil_-_opening_scene.jpg&quot;&gt;&lt;img style=&quot;display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 320px; height: 190px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhnjx0ilwVELns0fKitNkt-zJgCTNquuulsNrlzdJZFZbbukzvGlEmptQ3ApXyc6r4PXkpExgko88AhSO8qknHsLTH07LFBPFuwYARPhkPxPdOMH6gFVxHeRHtwlqD_CyHNZiya8_ALn6D_/s320/800px-beyond_good_and_evil_-_opening_scene.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5595296394209167778&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;br /&gt;No obstante lo anterior, esta luz divina que está en el centro de las cosas ha provocado irremediablemente que la negatividad se concentre en el ambiente y salga a la superficie. Está alrededor nuestro acechándonos constantemente, esperando el momento en que la llamemos inconscientemente, tristes, enojados o estresados, para posarse cual parásito en nuestra alma para difuminarla. El guerrero de la luz debe tomar un rol importante en esta lucha. Debe ayudar en la conscientización de las personas, en el cuidado de la naturaleza y en la ayuda al prójimo y al mundo; pero al mismo tiempo, debe trabajar en transformar incesantemente la energía negativa en positiva.&lt;br /&gt;&lt;br /&gt;¿Cómo transformamos la energía negativa en positiva? Aunque no lo crean, es muy simple: con nuestra intención. La mente es tan poderosa, que tiene la habilidad de transformar la energía con su intención. Sonreír, abrazar, cantar, bailar, agradecer, confiar, escuchar y amar son brotes de energía positiva pura más fuerte que cualquier energía negativa que pueda existir. En este sentido, cada vez que sintamos el estrés, el enojo, la decepción, la depresión o la desesperación  naciendo en nuestro cuerpo, no cedamos ante estos sentimientos. Enfoquemos toda nuestra intención en recordar lo afortunados que somos; en revivir todos esos momentos fantásticos que hemos tenido en nuestras vidas; en invocar los sentimientos más exquisitos que ha saboreado nuestro corazón. Esto provocará que la energía negativa dentro nuestro, y aquélla que se encuentre cerca, se transforme en positiva, contagiando a su vez el ambiente en su recorrido.&lt;br /&gt;&lt;br /&gt;Mientras la energía divina cambia las cosas desde su esencia, debemos tomar toda esa energía negativa que sale huyendo a la superficie, y convertirla en positiva. El guerrero de la luz tiene la virtud de transformar la energía. Él es quien más ríe, jamás pierde la esperanza, nunca  apaga la luz de sus ojos, no teme demostrar afecto, acepta y aprende de  sus errores, confía en la vida, y lucha sin parar por lo que cree. Su participación es vital en el cambio, y éste último no ocurrirá en su ausencia, porque él ha sido el primero en conscientizarse. ¿Eres tú un guerrero de la luz? Si lo eres, tienes un rol fundamental que jugar en este momento. Pero por sobre todo, confía con todo tu corazón en que el mundo mejorará. Tú eres la llama de la esperanza que le dará calor al mundo en estas épocas de frío, iluminarás la oscuridad con tu presencia. Reconoce el grito de ayuda que te hace el mundo, y ponte manos a la obra.&lt;br /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://lfuego.blogspot.com/feeds/7415758416461737397/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://lfuego.blogspot.com/2011/04/este-extrano-sentimiento-de-esperanza.html#comment-form' title='2 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8013430517781797892/posts/default/7415758416461737397'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8013430517781797892/posts/default/7415758416461737397'/><link rel='alternate' type='text/html' href='http://lfuego.blogspot.com/2011/04/este-extrano-sentimiento-de-esperanza.html' title='Este extraño sentimiento de esperanza'/><author><name>Luis Fuentes</name><uri>http://www.blogger.com/profile/10289323544834666479</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEghK2On1vo3ljraWctlAieieFkvJr8zTx9z0mU-F3edzEbZkDk8tJ4u9uzFESFQUdnIiPLbBQ1UPH4ZxuOx9jb9u5WJbDYYJvq0zUVT2VvL-xClMyIvDrKqTXJHJpHK2KImryv-QQ0KCGgW/s72-c/Good_and_Evil_Life_and_Death_by_Holly6669666.jpg" height="72" width="72"/><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8013430517781797892.post-3650302869977833364</id><published>2011-11-09T10:08:00.000-08:00</published><updated>2011-11-10T14:12:13.713-08:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Alvaro Colom"/><category scheme="http://www.blogger.com/atom/ns#" term="gobierno"/><category scheme="http://www.blogger.com/atom/ns#" term="Guatemala"/><category scheme="http://www.blogger.com/atom/ns#" term="legado"/><category scheme="http://www.blogger.com/atom/ns#" term="Mi Familia Progresa"/><category scheme="http://www.blogger.com/atom/ns#" term="Otto Pérez Molina"/><category scheme="http://www.blogger.com/atom/ns#" term="presidencia"/><title type='text'>El legado que nos deja el Gobierno de Álvaro Colom</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;El largo y oscuro túnel del proceso  electoral se encuentra llegando a su fin, para tranquilidad y  satisfacción de los guatemaltecos que, independientemente del candidato  al que apoyaron, terminaron asqueados con la politiquería que fue  empleada, así como también con el sucio y discrecional manejo de los  fondos públicos y privados que fueron utilizados por los partidos  políticos en sus millonarias y arbitrarias campañas políticas. Para bien  o para mal, tenemos ya un nuevo Presidente de la República electo: el  General Otto Pérez Molina, con un plan de gobierno basado en la  propuesta de combate a la inseguridad por medio de &quot;mano dura&quot;, la  implementación de políticas sociales para la lucha contra la  desnutrición y el hambre, y la negociación de un pacto fiscal que, según  éste, es indispensable para Guatemala.&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjabEyfKkmOvI9U1xe3Pzmim7T753GAfh-n5J6axaI5MlMtY_JMOCnpZEiPQMUrnaaTKXWIHc7PRJhl8DZ-1y5y-NDF34BU20JrOKjcQuRFXZhELful6xyI6TNPdmvskwqg_nZf6WKovdPc/s1600/alvaro-colom-guatemala-presidenteP.jpg&quot;&gt;&lt;img style=&quot;display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 399px; height: 291px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjabEyfKkmOvI9U1xe3Pzmim7T753GAfh-n5J6axaI5MlMtY_JMOCnpZEiPQMUrnaaTKXWIHc7PRJhl8DZ-1y5y-NDF34BU20JrOKjcQuRFXZhELful6xyI6TNPdmvskwqg_nZf6WKovdPc/s320/alvaro-colom-guatemala-presidenteP.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5673124342630809378&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;Presidente de la República Álvaro Colom Caballeros&lt;br /&gt;http://goo.gl/xmJCm&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;Por otro lado, el ingeniero Álvaro Colom entregará posesión de su  mandato presidencial, dejando un país sin avances, y será recordado  como un gobierno bonachón (como él se describe a sí mismo), que no logró  encontrar la forma de conciliar los intereses de los distintos sectores  sociales y políticos del país, y que no tuvo la valentía para enfrentar  los problemas primordiales de Guatemala. El Índice de Desarrollo Humano  2011 ubicó a Guatemala en el lugar 131 de 187 países calificados,  únicamente por encima de Haití en toda América. El Índice de Desarrollo  Humano del 2008, año en que Álvaro Colom tomó posesión de la  presidencia, Guatemala ocupaba el lugar 118, por lo que durante el  período presidencial de Colom, Guatemala bajó 13 escaños en la  clasificación. Solo este dato deja mucho qué decir.&lt;br /&gt;&lt;br /&gt;Analizando en detalle su gestión, podemos hacer las siguientes  conclusiones: En el tema de seguridad, el gobierno de Colom no tuvo el  temple y la inteligencia para confrontar la delincuencia común, al punto  de que, según la Declaración de Ginebra sobre Violencia Armada y  Desarrollo, Guatemala es el séptimo país del mundo con la tasa más alta de  muertes violentas; y según el Consejo Ciudadano para la  Seguridad Pública y Justicia de México, la Ciudad de Guatemala es la  séptima ciudad más peligrosa del mundo. Por otro lado, el desarrollo de  la delincuencia organizada sigue viento en popa, y la proliferación del  narcotráfico en Guatemala ha sido tan impresionante que parecen zancudos  de invierno en el Puerto de San José. Álvaro Colom no tuvo la valentía  para entrarle de lleno al combate el narcotráfico, por medio de  programas de prevención del delito y el bloqueo del famoso corredor del  narcotráfico que está abierto al crimen organizado desde épocas de  Óscar Berger. En este sentido, Colom afirmó en una entrevista reciente que  para él era más fácil combatir el narcotráfico que el robo de celulares.  ¿Acaso detuvo su gobierno el crecimiento y el poder del narcotráfico?  Seguramente piensa que el narcotráfico se combate capturando capos e  incautando drogas, que parece que eso sí lo hicieron. Sin embargo, si no se  bloquean los pasos de droga, y se previene que los jóvenes ingresen a los  carteles de narcotráfico, de nada sirve capturar a 2 capos, si vienen 4  más sanguinarios detrás, y de nada sirve incautar 1,000 kilos de  cocaína, si días después entran 5,000 kilos más. Por lo tanto, el tema  de la seguridad es el fracaso más grande del gobierno de Álvaro Colom.&lt;br /&gt;&lt;br /&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjBZoAuQ5ybay8GvQstqfsnLnJ_lUmgiDZiPOmB596xqtbHJtfy-0XxGVcM1a2ZfKhw8ELCZVJ5veeHCQh-y-N5tyMNEjDi0qfFFPlsluldWBXe_SEifez0BL5kasdENhfXqPr8XRgnL94g/s1600/1132165679_0.jpg&quot;&gt;&lt;img style=&quot;display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 388px; height: 266px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjBZoAuQ5ybay8GvQstqfsnLnJ_lUmgiDZiPOmB596xqtbHJtfy-0XxGVcM1a2ZfKhw8ELCZVJ5veeHCQh-y-N5tyMNEjDi0qfFFPlsluldWBXe_SEifez0BL5kasdENhfXqPr8XRgnL94g/s320/1132165679_0.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5673124855821843890&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;Incautación de drogas&lt;br /&gt;http://goo.gl/0XF68&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;En el tema de la educación, el gobierno de Colom terminó un ciclo  escolar de 90 días, cuando oficialmente los ciclos escolares anuales  deben durar alrededor de 195 (Un 54% más), provocado por los paros del  nefasto líder sindical Joviel Acevedo, y el incumplimiento por parte  del gobierno de los requerimientos que éste hizo al principio de su  gestión. El gobierno de Álvaro Colom nos deja una infraestructura en  ruinas, con carreteras de plástico, construidas por gobiernos  anteriores, que no supo reparar a tiempo. Hoy en día, es complicado  y peligroso viajar al interior del país por el precario estado de las  carreteras, y esto sin contar la gigantesca deuda flotante que le deja  al gobierno con los contratistas de obra pública, que todavía no ha sido  determinada, pero que según analistas ronda los &lt;span style=&quot;font-size:100%;&quot;&gt;Q.4,300 millones, un 72% más que los 2,500 millones de deuda flotante que le dejó el gobierno de Óscar Berger en el año 2008&lt;/span&gt;. Tanta deuda para tan  pésimo estado de la infraestructura pública, es inaudito.&lt;br /&gt;&lt;br /&gt;En el tema de empleo, el presidente Álvaro Colom prometió en su campaña  electoral que crearía 700 mil trabajos nuevos. Sin embargo, la tasa de  desempleo no se redujo, si no más bien ha aumentado de 3.2% en el  año 2007, hasta 5.9% en el año 2010, según información del Ministerio de Trabajo,  y esto sin tomar en cuenta que el 75% de la población guatemalteca aún se  desempeña dentro de la economía informal. Y qué decir del tema de la  salud, en donde Colom deja hospitales en graves condiciones de  infraestructura, prácticamente sin recursos para poder tratar a  pacientes, y con médicos que reciben bajísimos salarios.&lt;br /&gt;&lt;br /&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhpVc_0zxvbU4h20ftlKeXvXMpejLsArg-ePDi_nVAeG6c5eUIenW1J14z0Sr6h5kmi9HHUEn5J9ow5mANWeUFK6RQIVwHQPai05m8wFpnEC0-R40yTHKcR7GlsI7tZAgL52AQnGuQP5WTL/s1600/images.jpg&quot;&gt;&lt;img style=&quot;display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 312px; height: 222px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhpVc_0zxvbU4h20ftlKeXvXMpejLsArg-ePDi_nVAeG6c5eUIenW1J14z0Sr6h5kmi9HHUEn5J9ow5mANWeUFK6RQIVwHQPai05m8wFpnEC0-R40yTHKcR7GlsI7tZAgL52AQnGuQP5WTL/s320/images.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5673126293598010050&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;Desempleo en Guatemala&lt;br /&gt;http://goo.gl/OzkMI&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;Finalmente, la falta de transparencia presupuestaria dentro del gobierno  de Colom, y el gasto tremendamente ineficiente de su gestión, ha  provocado que la deuda externa contraída para sufragar sus políticas  públicas haya aumentado de US$.3,908 millones en  el año 2008 en que tomó posesión, a US$.17,500 millones en el 2011, es  decir, un aumento aproximado del 347%. Por otro lado, la deuda interna&lt;span style=&quot;font-size:100%;&quot;&gt; también ha ido en aumento  durante el período de gobierno de Álvaro Colom, pues de Q.24,920  millones, en el año 2008, cuando tomó el cargo, ha ascendido a Q.40,310  millones en el presente año en que dejará la presidencia, es decir, un  aumento aproximado del 62%.&lt;/span&gt; El gasto público debe ser controlado y fiscalizado por los órganos de control del Estado, buscando su eficiencia y transparencia. Sin embargo, el Presidente Álvaro Colom prefirió utilizar mecanismos del sistema paralelo de gasto público, como los fideicomisos, ONG, fondos sociales, y transferencias presupuestarias, para ejecutar los fondos estatales, y de esta manera el gasto público fue más ágil, más discrecional, y se ahorró los trámites burocráticos de la Ley de Contrataciones del Estado. No obstante, la corrupción y el clientelismo político que provocó este gasto discrecional es aún una incógnita, pero en los próximos años  empezaremos a tener una idea.&lt;br /&gt;&lt;br /&gt;El único logro que se le podría adjudicar al gobierno de  Álvaro Colom es la implementación del programa social Mi Familia  Progresa, por medio de las transferencias condicionadas y las bolsas  solidarias. Es el primer programa social que realmente ha sido ejecutado  con constancia, y seguramente seguirá existiendo por muchos  años más. No obstante, el alto grado de discrecionalidad con el que se llevó a cabo dicho proyecto le resta mucha  legitimidad, y el hecho de que al final no le haya alcanzado el  presupuesto al gobierno para poder cumplir con los compromisos que  adquirió, habla mucho de la eficiencia y transparencia en su  administración. El programa de transferencias condicionadas, que  consistió en regalar Q.300 a la gente para que llevara a sus hijos a la  escuela y a los hospitales no resuelve el problema, pero alivia la  situación económica de muchas personas, aunque al asistir los niños a clase no encontraran  maestros ni materiales de estudio, y al ir a los hospitales se enteraran  de que no habían médicos que los atendieran ni medicinas que curaran sus  enfermedades. Asimismo, las bolsas solidarias beneficiaron a muchas  personas, pero se convirtieron en un recurso político-electorero en el  momento en que se le exigió a los beneficiarios afiliarse al partido  político oficialista a cambio de recibir bolsas solidarias. Es decir que el programa Mi Familia Progresa se implementó para quedarse, y es muy complicado, así como también poco político, intentar removerlo. ¿Qué hacer entonces con él?&lt;br /&gt;&lt;br /&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjsFa_4Mn8z74_h_N-HAJ8lndeZiOZIPTQozHtvTco8iD7ghMk-LHflNuwBUyexVXyjLTaLA-T8QAbCP9JDATub-xq3iRfIrQf7sGJ819-QFq9DAII6SWhyphenhyphenS6d3pwfl_wrl5eMWmbVN0Xa9/s1600/a_48.jpg&quot;&gt;&lt;img style=&quot;display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 300px; height: 200px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjsFa_4Mn8z74_h_N-HAJ8lndeZiOZIPTQozHtvTco8iD7ghMk-LHflNuwBUyexVXyjLTaLA-T8QAbCP9JDATub-xq3iRfIrQf7sGJ819-QFq9DAII6SWhyphenhyphenS6d3pwfl_wrl5eMWmbVN0Xa9/s320/a_48.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5673126850475547490&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;Entrega de bolsas solidarias por parte de la ex-Primera Dama Sandra Torres&lt;br /&gt;http://goo.gl/9JaqT&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;El programa de Mi Familia Progresa puede ayudar a paliar la crisis  económica de los guatemaltecos que viven en situación de pobreza, pero  este subsidio debe ser temporal y debe estar aparejado de proyectos que  busquen el desarrollo de la productividad de las familias y las  comunidades (Programas de microcréditos, buenas prácticas de  agricultura, capacitaciones en tecnología de la producción, fomento a  las cooperativas, etc.) para que llegue el momento en que éstas ya no  necesiten de este subsidio estatal. Asimismo, debe hacerse un estudio  para determinar las áreas más necesitadas de las transferencias  condicionadas y las bolsas solidarias, para no dirigir éstas a quienes  no la necesitan. Sería una buena alternativa  focalizar el programa de Mi Familia Progresa a las comunidades que se  encuentran en el corredor seco del país, y que corren un grave peligro  económico, alimentario y de salud.&lt;br /&gt;&lt;br /&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj5wb2w_J-QU3wuAK-68vqHGiIH6owE8Xql3rnlO3pFnlgDVUS_GfzYpfSlKRIA7dkDSs87G1EUBB-XOk5EUVtNE8BrAOOvL8xIYaq-euND6mVFbUvBVIN4RAJJut5pg26QKeomsBbh9Cau/s1600/Guatemala_corredorseco_thumb%255B4%255D.jpg&quot;&gt;&lt;img style=&quot;display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 372px; height: 446px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj5wb2w_J-QU3wuAK-68vqHGiIH6owE8Xql3rnlO3pFnlgDVUS_GfzYpfSlKRIA7dkDSs87G1EUBB-XOk5EUVtNE8BrAOOvL8xIYaq-euND6mVFbUvBVIN4RAJJut5pg26QKeomsBbh9Cau/s320/Guatemala_corredorseco_thumb%255B4%255D.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5673127155793350466&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;El Corredor Seco de Guatemala&lt;br /&gt;http://goo.gl/U0yj1&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;En fin, este es el legado que nos deja el gobierno de Álvaro Colom. El  nuevo Presidente de la República entra con retos complicados que debe  resolver. Otto Pérez Molina deberá entrar con carácter y  decisión, porque le entregan un país en ruinas, con una población rural  discriminada y empobrecida por la falta de oportunidades, y con una  población urbana desesperada por la falta de seguridad. No obstante,  debemos ser conscientes de que Guatemala saldrá de su grave situación en  el momento en que los guatemaltecos se levanten de ese sueño de una  Guatemala próspera y segura, y se pongan a trabajar arduamente en  hacerlo realidad. Este es un cambio de época, el comienzo de un nuevo  capítulo. ¿Seguirás siendo el lector, testigo y víctima de esta  historia, o te comprometerás a tomar el papel protagónico de salvar el  mundo?&lt;br /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://lfuego.blogspot.com/feeds/3650302869977833364/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://lfuego.blogspot.com/2011/11/el-legado-que-nos-deja-el-gobierno-de.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8013430517781797892/posts/default/3650302869977833364'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8013430517781797892/posts/default/3650302869977833364'/><link rel='alternate' type='text/html' href='http://lfuego.blogspot.com/2011/11/el-legado-que-nos-deja-el-gobierno-de.html' title='El legado que nos deja el Gobierno de Álvaro Colom'/><author><name>Luis Fuentes</name><uri>http://www.blogger.com/profile/10289323544834666479</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjabEyfKkmOvI9U1xe3Pzmim7T753GAfh-n5J6axaI5MlMtY_JMOCnpZEiPQMUrnaaTKXWIHc7PRJhl8DZ-1y5y-NDF34BU20JrOKjcQuRFXZhELful6xyI6TNPdmvskwqg_nZf6WKovdPc/s72-c/alvaro-colom-guatemala-presidenteP.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8013430517781797892.post-7513811919068816756</id><published>2011-10-19T15:49:00.001-07:00</published><updated>2011-10-19T16:18:33.234-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="afan"/><category scheme="http://www.blogger.com/atom/ns#" term="anciano"/><category scheme="http://www.blogger.com/atom/ns#" term="el orden en el caos"/><category scheme="http://www.blogger.com/atom/ns#" term="Poemas"/><title type='text'>Anciano Afán</title><content type='html'>Comparto con ustedes este poema que hice hace unos años. Espero que les guste.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: center;&quot; align=&quot;center&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiMjKS0KsAv1ElBgHvFgZFSDdNjhyphenhyphenZwbuEaqUEt4-uYbulYs68Pg4zYYZvswPS6d0eSkUZrjOLqenviivQhQ_m1lBe3MtHlkNeftdziwHR3amKBAoOlDbek7SSxzq-edwhN3BFTh7RMuQHj/s1600/Picture+18.png&quot;&gt;&lt;img style=&quot;display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 382px; height: 211px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiMjKS0KsAv1ElBgHvFgZFSDdNjhyphenhyphenZwbuEaqUEt4-uYbulYs68Pg4zYYZvswPS6d0eSkUZrjOLqenviivQhQ_m1lBe3MtHlkNeftdziwHR3amKBAoOlDbek7SSxzq-edwhN3BFTh7RMuQHj/s320/Picture+18.png&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5665344364568206802&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom:0in;margin-bottom:.0001pt; text-align:center&quot; align=&quot;center&quot;&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;http://goo.gl/Ii3qS&lt;/span&gt;&lt;br /&gt;&lt;/p&gt;  &lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom:0in;margin-bottom:.0001pt&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight:normal&quot;&gt;&lt;span style=&quot;mso-ansi-language: ES-TRAD&quot; lang=&quot;ES-TRAD&quot;&gt; &lt;/span&gt;&lt;/b&gt;&lt;/p&gt;  &lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;b style=&quot;mso-bidi-font-weight:normal&quot;&gt;&lt;span style=&quot;mso-ansi-language: ES-TRAD&quot; lang=&quot;ES-TRAD&quot;&gt; &lt;/span&gt;&lt;/b&gt;&lt;div style=&quot;text-align: center;&quot;&gt;  &lt;/div&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: center;&quot;&gt;&lt;span style=&quot;mso-ansi-language:ES-TRAD&quot; lang=&quot;ES-TRAD&quot;&gt;Te presentas en la noche y te esperaba en la mañana,&lt;/span&gt;&lt;/p&gt;&lt;div style=&quot;text-align: center;&quot;&gt;  &lt;/div&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: center;&quot;&gt;&lt;span style=&quot;mso-ansi-language:ES-TRAD&quot; lang=&quot;ES-TRAD&quot;&gt;Tu sonrisa encantadora y tu perfil de porcelana.&lt;/span&gt;&lt;/p&gt;&lt;div style=&quot;text-align: center;&quot;&gt;  &lt;/div&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: center;&quot;&gt;&lt;span style=&quot;mso-ansi-language:ES-TRAD&quot; lang=&quot;ES-TRAD&quot;&gt;Añoras un futuro y tu presencia en mi jornada,&lt;/span&gt;&lt;/p&gt;&lt;div style=&quot;text-align: center;&quot;&gt;  &lt;/div&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: center;&quot;&gt;&lt;span style=&quot;&quot; lang=&quot;ES-TRAD&quot;&gt;Pero olvidas el pasado en que negaste ser mi amada.&lt;/span&gt;&lt;/p&gt;&lt;div style=&quot;text-align: center;&quot;&gt;  &lt;/div&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: center;&quot;&gt;&lt;br /&gt;&lt;span style=&quot;&quot; lang=&quot;ES-TRAD&quot;&gt; &lt;/span&gt;&lt;/p&gt;&lt;div style=&quot;text-align: center;&quot;&gt;  &lt;/div&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: center;&quot;&gt;&lt;span style=&quot;mso-ansi-language:ES-TRAD&quot; lang=&quot;ES-TRAD&quot;&gt;Lloré ladrillos de tormentos que se alzaban hasta el cielo,&lt;/span&gt;&lt;/p&gt;&lt;div style=&quot;text-align: center;&quot;&gt;  &lt;/div&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: center;&quot;&gt;&lt;span style=&quot;mso-ansi-language:ES-TRAD&quot; lang=&quot;ES-TRAD&quot;&gt;Sufrí demonios y epidemias que acabaron con mi anhelo.&lt;/span&gt;&lt;/p&gt;&lt;div style=&quot;text-align: center;&quot;&gt;  &lt;/div&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: center;&quot;&gt;&lt;span style=&quot;mso-ansi-language:ES-TRAD&quot; lang=&quot;ES-TRAD&quot;&gt;Fui presa del calvario que causó esta maldición,&lt;/span&gt;&lt;/p&gt;&lt;div style=&quot;text-align: center;&quot;&gt;  &lt;/div&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: center;&quot;&gt;&lt;span style=&quot;&quot; lang=&quot;ES-TRAD&quot;&gt;Y mártir de un destino que escogió mi perdición.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;div style=&quot;text-align: center;&quot;&gt;  &lt;/div&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: center;&quot;&gt;&lt;span style=&quot;mso-ansi-language:ES-TRAD&quot; lang=&quot;ES-TRAD&quot;&gt; &lt;/span&gt;&lt;/p&gt;&lt;div style=&quot;text-align: center;&quot;&gt;  &lt;/div&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg3PEhUTvDBncio-eb1saRwfXQ8aFqUZJtD3ZxeNzW2TL8bQE4mI_xDQTQTFTvTWQAm6sdkD6Dq4ptcdluIkpJc2Qx8vs8M1LEbTYPxn0TxTpzoVVz-OQ0m56MXNk5Z8SrpABk_TTUYjV5H/s1600/soledad2.jpg&quot;&gt;&lt;img style=&quot;display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 376px; height: 257px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg3PEhUTvDBncio-eb1saRwfXQ8aFqUZJtD3ZxeNzW2TL8bQE4mI_xDQTQTFTvTWQAm6sdkD6Dq4ptcdluIkpJc2Qx8vs8M1LEbTYPxn0TxTpzoVVz-OQ0m56MXNk5Z8SrpABk_TTUYjV5H/s320/soledad2.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5665344372622587266&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;/p&gt; &lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: center;&quot;&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;http://goo.gl/obs2W&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/p&gt; &lt;span style=&quot;text-decoration: underline;&quot;&gt;&lt;/span&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: center;&quot;&gt;&lt;span style=&quot;mso-ansi-language:ES-TRAD&quot; lang=&quot;ES-TRAD&quot;&gt;Mi anciano afán de sumergirme y navegar por tus arterias,&lt;/span&gt;&lt;/p&gt;&lt;div style=&quot;text-align: center;&quot;&gt;  &lt;/div&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: center;&quot;&gt;&lt;span style=&quot;mso-ansi-language:ES-TRAD&quot; lang=&quot;ES-TRAD&quot;&gt;Olvida hasta el infierno que enmarcaba su miseria.&lt;/span&gt;&lt;/p&gt;&lt;div style=&quot;text-align: center;&quot;&gt;  &lt;/div&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: center;&quot;&gt;&lt;span style=&quot;mso-ansi-language:ES-TRAD&quot; lang=&quot;ES-TRAD&quot;&gt;Sobrevive por la inercia de esta vida tan etérea,&lt;/span&gt;&lt;/p&gt;&lt;div style=&quot;text-align: center;&quot;&gt;  &lt;/div&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: center;&quot;&gt;&lt;span style=&quot;mso-ansi-language:ES-TRAD&quot; lang=&quot;ES-TRAD&quot;&gt;Recordando las memorias que ha olvidado por la histeria.&lt;/span&gt;&lt;/p&gt;&lt;div style=&quot;text-align: center;&quot;&gt;  &lt;/div&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: center;&quot;&gt;&lt;span style=&quot;mso-ansi-language:ES-TRAD&quot; lang=&quot;ES-TRAD&quot;&gt; &lt;/span&gt;&lt;/p&gt;&lt;div style=&quot;text-align: center;&quot;&gt;  &lt;/div&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: center;&quot;&gt;&lt;span style=&quot;&quot; lang=&quot;ES-TRAD&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: center;&quot;&gt;&lt;span style=&quot;mso-ansi-language:ES-TRAD&quot; lang=&quot;ES-TRAD&quot;&gt;Mi alma en pena se revuelca destrozada en el infierno,&lt;/span&gt;&lt;/p&gt;&lt;div style=&quot;text-align: center;&quot;&gt;  &lt;/div&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: center;&quot;&gt;&lt;span style=&quot;mso-ansi-language:ES-TRAD&quot; lang=&quot;ES-TRAD&quot;&gt;Mi mente vaga por el cosmos, prisionera del eterno,&lt;/span&gt;&lt;/p&gt;&lt;div style=&quot;text-align: center;&quot;&gt;  &lt;/div&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: center;&quot;&gt;&lt;span style=&quot;mso-ansi-language:ES-TRAD&quot; lang=&quot;ES-TRAD&quot;&gt;Mi cuerpo yace congelado como el limbo en este infierno,&lt;/span&gt;&lt;/p&gt;&lt;div style=&quot;text-align: center;&quot;&gt;  &lt;/div&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: center;&quot;&gt;&lt;span style=&quot;mso-ansi-language:ES-TRAD&quot; lang=&quot;ES-TRAD&quot;&gt;Mi amor ha muerto y se lamenta, padeciendo en el averno.&lt;/span&gt;&lt;/p&gt;&lt;div style=&quot;text-align: center;&quot;&gt;  &lt;/div&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: center;&quot;&gt;&lt;span style=&quot;mso-ansi-language:ES-TRAD&quot; lang=&quot;ES-TRAD&quot;&gt; &lt;/span&gt;&lt;/p&gt;&lt;div style=&quot;text-align: center;&quot;&gt;  &lt;/div&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhLKs5kk-7NyTPIqflmPFko9Z1n7vjcBs06B1t5OWPl5mlEvqpxC6gJ3tiVE7Q7pBn_bMdbrUqpnXXbPv_U6Ihv2LBp8n_UHjSLxRd4tC9tfNuc4tibBUOHk9QvXI-cCn5VHQL5Y3ASGnZd/s1600/1226507808244_f.jpg&quot;&gt;&lt;img style=&quot;display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 320px; height: 243px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhLKs5kk-7NyTPIqflmPFko9Z1n7vjcBs06B1t5OWPl5mlEvqpxC6gJ3tiVE7Q7pBn_bMdbrUqpnXXbPv_U6Ihv2LBp8n_UHjSLxRd4tC9tfNuc4tibBUOHk9QvXI-cCn5VHQL5Y3ASGnZd/s320/1226507808244_f.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5665344353419224098&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;/p&gt; &lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: center;&quot;&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;http://goo.gl/e5Tgc&lt;/span&gt;&lt;br /&gt;&lt;/p&gt; &lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: center;&quot;&gt;&lt;span style=&quot;mso-ansi-language:ES-TRAD&quot; lang=&quot;ES-TRAD&quot;&gt;Las tijeras de la angustia me cortaron las rodillas,&lt;/span&gt;&lt;/p&gt;&lt;div style=&quot;text-align: center;&quot;&gt;  &lt;/div&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: center;&quot;&gt;&lt;span style=&quot;mso-ansi-language:ES-TRAD&quot; lang=&quot;ES-TRAD&quot;&gt;Mi esperanza caducó dentro de un mar de pesadillas.&lt;/span&gt;&lt;/p&gt;&lt;div style=&quot;text-align: center;&quot;&gt;  &lt;/div&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: center;&quot;&gt;&lt;span style=&quot;mso-ansi-language:ES-TRAD&quot; lang=&quot;ES-TRAD&quot;&gt;Los fracasos de mi astucia me colmaron la paciencia,&lt;/span&gt;&lt;/p&gt;&lt;div style=&quot;text-align: center;&quot;&gt;  &lt;/div&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: center;&quot;&gt;&lt;span style=&quot;mso-ansi-language:ES-TRAD&quot; lang=&quot;ES-TRAD&quot;&gt;Y la razón de mis colores se casó con la demencia.&lt;/span&gt;&lt;/p&gt;&lt;div style=&quot;text-align: center;&quot;&gt;  &lt;/div&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: center;&quot;&gt;&lt;span style=&quot;mso-ansi-language:ES-TRAD&quot; lang=&quot;ES-TRAD&quot;&gt; &lt;/span&gt;&lt;/p&gt;&lt;div style=&quot;text-align: center;&quot;&gt;  &lt;/div&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: center;&quot;&gt;&lt;span style=&quot;&quot; lang=&quot;ES-TRAD&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: center;&quot;&gt;&lt;span style=&quot;mso-ansi-language:ES-TRAD&quot; lang=&quot;ES-TRAD&quot;&gt;Tus ojos hoy se acercan añorando mi dulzura,&lt;/span&gt;&lt;/p&gt;&lt;div style=&quot;text-align: center;&quot;&gt;  &lt;/div&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: center;&quot;&gt;&lt;span style=&quot;mso-ansi-language:ES-TRAD&quot; lang=&quot;ES-TRAD&quot;&gt;Tus manos van en busca del residuo que perdura.&lt;/span&gt;&lt;/p&gt;&lt;div style=&quot;text-align: center;&quot;&gt;  &lt;/div&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: center;&quot;&gt;&lt;span style=&quot;mso-ansi-language:ES-TRAD&quot; lang=&quot;ES-TRAD&quot;&gt;Pretendes con caricias que mi espíritu despierte,&lt;/span&gt;&lt;/p&gt;&lt;div style=&quot;text-align: center;&quot;&gt;  &lt;/div&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: center;&quot;&gt;&lt;span style=&quot;&quot; lang=&quot;ES-TRAD&quot;&gt;Y pides que te bese y que te quiera hasta la muerte.&lt;/span&gt;&lt;/p&gt;&lt;div style=&quot;text-align: center;&quot;&gt;  &lt;/div&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: center;&quot;&gt;&lt;span style=&quot;mso-ansi-language:ES-TRAD&quot; lang=&quot;ES-TRAD&quot;&gt; &lt;/span&gt;&lt;/p&gt;&lt;div style=&quot;text-align: center;&quot;&gt;  &lt;/div&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEibFzysAC6-jCMFH-6GBXQ2800EIxJh6FbKjkxVrwqz-QB8SkTKpFoiXOINKtlzBJTYvBKQR7wERFpYbqv6d26ByiQHV4DkNa_ruoQj_BypVvTvlLqUuFH3kbW9uJCSnI6KCkZ1Djswkel5/s1600/soledad.jpg&quot;&gt;&lt;img style=&quot;display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 320px; height: 235px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEibFzysAC6-jCMFH-6GBXQ2800EIxJh6FbKjkxVrwqz-QB8SkTKpFoiXOINKtlzBJTYvBKQR7wERFpYbqv6d26ByiQHV4DkNa_ruoQj_BypVvTvlLqUuFH3kbW9uJCSnI6KCkZ1Djswkel5/s320/soledad.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5665344357214969506&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: center;&quot;&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;http://goo.gl/KD4WC&lt;/span&gt;&lt;br /&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: center;&quot;&gt;&lt;span style=&quot;mso-ansi-language:ES-TRAD&quot; lang=&quot;ES-TRAD&quot;&gt;Te amé con la potencia de un tornado caprichoso,&lt;/span&gt;&lt;/p&gt;&lt;div style=&quot;text-align: center;&quot;&gt;  &lt;/div&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: center;&quot;&gt;&lt;span style=&quot;mso-ansi-language:ES-TRAD&quot; lang=&quot;ES-TRAD&quot;&gt;Gozando los suplicios de un cariño mentiroso.&lt;/span&gt;&lt;/p&gt;&lt;div style=&quot;text-align: center;&quot;&gt;  &lt;/div&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: center;&quot;&gt;&lt;span style=&quot;mso-ansi-language:ES-TRAD&quot; lang=&quot;ES-TRAD&quot;&gt;El tiempo ha terminado con mis sueños de adorarte,&lt;/span&gt;&lt;/p&gt;&lt;div style=&quot;text-align: center;&quot;&gt;  &lt;/div&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: center;&quot;&gt;&lt;span style=&quot;mso-ansi-language:ES-TRAD&quot; lang=&quot;ES-TRAD&quot;&gt;Pues llegas reclamando lo que ya no puedo darte.&lt;/span&gt;&lt;/p&gt;&lt;div style=&quot;text-align: center;&quot;&gt;  &lt;/div&gt;&lt;p style=&quot;text-align: center;&quot; class=&quot;MsoNormal&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal&quot;&gt;&lt;span style=&quot;mso-ansi-language:ES-TRAD&quot; lang=&quot;ES-TRAD&quot;&gt; &lt;/span&gt;&lt;/b&gt;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='http://lfuego.blogspot.com/feeds/7513811919068816756/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://lfuego.blogspot.com/2011/10/anciano-afan.html#comment-form' title='2 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8013430517781797892/posts/default/7513811919068816756'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8013430517781797892/posts/default/7513811919068816756'/><link rel='alternate' type='text/html' href='http://lfuego.blogspot.com/2011/10/anciano-afan.html' title='Anciano Afán'/><author><name>Luis Fuentes</name><uri>http://www.blogger.com/profile/10289323544834666479</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiMjKS0KsAv1ElBgHvFgZFSDdNjhyphenhyphenZwbuEaqUEt4-uYbulYs68Pg4zYYZvswPS6d0eSkUZrjOLqenviivQhQ_m1lBe3MtHlkNeftdziwHR3amKBAoOlDbek7SSxzq-edwhN3BFTh7RMuQHj/s72-c/Picture+18.png" height="72" width="72"/><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8013430517781797892.post-3819899244212455916</id><published>2011-10-04T11:24:00.000-07:00</published><updated>2011-10-09T21:31:38.405-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="gasto público"/><category scheme="http://www.blogger.com/atom/ns#" term="Guatemala"/><category scheme="http://www.blogger.com/atom/ns#" term="ONG"/><category scheme="http://www.blogger.com/atom/ns#" term="Organizaciones No Gubernamentales"/><category scheme="http://www.blogger.com/atom/ns#" term="presupuesto"/><category scheme="http://www.blogger.com/atom/ns#" term="Sistema paralelo de gasto público"/><category scheme="http://www.blogger.com/atom/ns#" term="transparencia"/><title type='text'>La ejecución del gasto público por ONG</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;El gasto público ejecutado por medio de Organizaciones No Gubernamentales (ONG) ha sido duramente criticado por el alto grado de discrecionalidad con el que se administran los fondos estatales que les son asignados, así como también por la ausencia de un ordenamiento jurídico que regule adecuadamente su funcionamiento y estructura, y que prevea mecanismos efectivos de control y fiscalización sobre su adjudicación y ejecución. Las ONG han sido utilizadas por los gobiernos de turno bajo el argumento de que se busca una vía alterna que sea más célere y eficaz para invertir el presupuesto estatal que la pantanosa, burocrática y repudiada Ley de Contrataciones del Estado, pero esto ha traído como consecuencia una gran cantidad de contrataciones anómalas otorgadas a ONG que han sido constituidas por los mismos funcionarios públicos, o que no cuentan con la capacidad y experiencia suficiente para cumplir con los contratos adjudicados, por lo que terminan incumpliendo los mismos o ejecutándolos en forma deficiente.&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhMKN2C9y0DWLBZxzktwO7fN1XQSGMPOtzVSMzX_D-BRpjhSnQ0riprGWiMU4iI_azsZ-hFBd7fIf52Yi8L8Ln5ewOhBWl9lSvf5ot2gevJrhqs1oZltGL4yVyCzGyXpaCWI_mIp_3Wdvr8/s1600/corrupcion1.jpg&quot;&gt;&lt;img style=&quot;display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 354px; height: 212px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhMKN2C9y0DWLBZxzktwO7fN1XQSGMPOtzVSMzX_D-BRpjhSnQ0riprGWiMU4iI_azsZ-hFBd7fIf52Yi8L8Ln5ewOhBWl9lSvf5ot2gevJrhqs1oZltGL4yVyCzGyXpaCWI_mIp_3Wdvr8/s320/corrupcion1.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5659832537252190802&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;http://goo.gl/A6Mjg&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;Las ONG surgieron en Guatemala en la decada de los 60, por medio de iglesias misioneras y grupos de cristianos laicos, con un enfoque puramente asistencial, auxiliando a vagabundos, enfermos, minusválidos, huérfanos y ancianos. Poco a poco, las ONG fueron cambiando su orientación e ingresando a otros campos de actividades, como la infraestructura, la tecnología agrícola, la aflabetización y la educación popular, estableciendo dentro de sus objetivos centrales la cooperación con programas de desarrollo y capacitaciones de cualquier índole para grupos de campesinos. Después del conflicto armado, aumentó la cooperación internacional en el país y se &lt;span style=&quot;font-style: italic;&quot;&gt;suavizaron&lt;/span&gt; los procedimientos legales para la inscripción de ONG, lo que contribuyó enormemente a su crecimiento y desarrollo. Las ONG se convirtieron en herramientas importantes en Guatemala, pues su objetivo era la ejecución de programas de desarrollo en aquellos casos en que el gobierno no podía llegar a los lugares más alejados y recónditos del país.&lt;br /&gt;&lt;br /&gt;&lt;style&gt; &lt;!--  /* Font Definitions */ @font-face  {font-family:Calibri;  panose-1:2 15 5 2 2 2 4 3 2 4;  mso-font-charset:0;  mso-generic-font-family:auto;  mso-font-pitch:variable;  mso-font-signature:3 0 0 0 1 0;} @font-face  {font-family:Cambria;  panose-1:2 4 5 3 5 4 6 3 2 4;  mso-font-charset:0;  mso-generic-font-family:auto;  mso-font-pitch:variable;  mso-font-signature:3 0 0 0 1 0;}  /* Style Definitions */ p.MsoNormal, li.MsoNormal, div.MsoNormal  {mso-style-parent:&quot;&quot;;  margin-top:0in;  margin-right:0in;  margin-bottom:10.0pt;  margin-left:0in;  mso-pagination:widow-orphan;  font-size:12.0pt;  font-family:&quot;Times New Roman&quot;;  mso-ascii-font-family:Cambria;  mso-fareast-font-family:Cambria;  mso-hansi-font-family:Cambria;  mso-bidi-font-family:&quot;Times New Roman&quot;;  mso-ansi-language:ES-TRAD;} p.MsoFootnoteText, li.MsoFootnoteText, div.MsoFootnoteText  {mso-style-link:&quot;Footnote Text Char&quot;;  margin:0in;  margin-bottom:.0001pt;  mso-pagination:widow-orphan;  font-size:10.0pt;  font-family:&quot;Times New Roman&quot;;  mso-ascii-font-family:Cambria;  mso-fareast-font-family:Cambria;  mso-hansi-font-family:Cambria;  mso-bidi-font-family:&quot;Times New Roman&quot;;  mso-ansi-language:ES-TRAD;  mso-fareast-language:X-NONE;} span.MsoFootnoteReference  {mso-style-parent:&quot;&quot;;  vertical-align:super;} span.FootnoteTextChar  {mso-style-name:&quot;Footnote Text Char&quot;;  mso-style-locked:yes;  mso-style-link:&quot;Footnote Text&quot;;  mso-ansi-language:ES-TRAD;  mso-fareast-language:X-NONE;} @page Section1  {size:8.5in 11.0in;  margin:1.0in 1.25in 1.0in 1.25in;  mso-header-margin:.5in;  mso-footer-margin:.5in;  mso-paper-source:0;} div.Section1  {page:Section1;} --&gt;&lt;/style&gt;Con el tiempo, los gobiernos y funcionarios públicos que buscaban formas de enriquecerse, empezaron a constituir sus propias ONG, hechas &lt;span style=&quot;font-style: italic;&quot;&gt;a la medida&lt;/span&gt; para obtener los contratos que el Estado concedía. En la actualidad, la mayoría de estas ONG no tienen historia, trayectoria o currículum de experiencia, sino más bien son empresas disfrazadas de ONG con la finalidad de conseguir contratos estatales. Para el año 2009, alrededor de Q197 millones fueron asignados a 37 ONG para su ejecución, la mayoría de éstas sin contar con la experiencia necesaria para llevar a cabo los proyectos que administraron.&lt;br /&gt;&lt;br /&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhvw0V6pL4_ht9XPNWKBZ6anRLcVdsTXyb7_LmqJ0-4Pcb25gUU-t0-fZ2arwey3t6-uklP98i38TwRfWfIUQMDxpAp1OBAjJb3Jt2ZIsJWdhsv29GDWDNwzFkESROq0kwc35LBjyl2HNlh/s1600/get_img.php24.jpg&quot;&gt;&lt;img style=&quot;display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 357px; height: 238px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhvw0V6pL4_ht9XPNWKBZ6anRLcVdsTXyb7_LmqJ0-4Pcb25gUU-t0-fZ2arwey3t6-uklP98i38TwRfWfIUQMDxpAp1OBAjJb3Jt2ZIsJWdhsv29GDWDNwzFkESROq0kwc35LBjyl2HNlh/s320/get_img.php24.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5659839847291107202&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;http://goo.gl/WvnN0&lt;br /&gt;La Asociación para el Desarrollo Comunitario Hoy Guatemala adjudicó&lt;br /&gt;contratos por Q110 millones a empresas constructoras vinculadas a la&lt;br /&gt;esposa del alcalde de Chinautla, Arnoldo Medrano, en los años 2009 y 2010.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;La Ley de ONG, creada durante el gobierno de Alfonso Portillo (2000-2004), regula las Organizaciones No Gubernamentales, identificándolas como asociaciones &lt;span style=&quot;font-style: italic;&quot;&gt;sin fines de lucro&lt;/span&gt;, con intereses culturales, educativos, deportivos, de asistencia, beneficencia, promoción y desarrollo económico-social. Las ONG conforman, junto con las asociaciones y fundaciones, las entidades no lucrativas de nuestro ordenamiento jurídico. ¿Cómo es posible entonces que, siendo las ONG entidades no lucrativas, sean una de las principales herramientas de los funcionarios públicos para ejecutar fondos estatales de forma arbitraria y utilizarlas para lucrar y enriquecerse?&lt;br /&gt;&lt;br /&gt;La Ley de ONG no regula absolutamente nada acerca de la posibilidad de que las ONG ejecuten fondos del Estado. Sin embargo, la Ley del Presupuesto General de Ingresos y Egresos del Estado para el Ejercicio Fiscal 2010, que se emite cada año para estructurar el presupuesto del Estado (Artículo 24) autoriza de forma indirecta la celebración de convenios entre entidades estatales y ONG, estableciendo que, para el efecto, las entidades estatales que ejecuten proyectos con ONG deben suscribir, bajo su responsabilidad, los convenios respectivos. La Ley establece que la entidad estatal debe evaluar discrecionalmente la capacidad y los antecedentes de la institución que ofrece sus servicios, para garantizar que el trabajo se ejecute con apego a las normas de calidad y transparencia, emitiendo un dictamen que se remite a la Contraloría General de Cuentas antes de suscribir el convenio, pero sin facultar a la Contraloría General de Cuentas para improbar el dictamen emitido, por lo que éste sirve para fines puramente informativos. Por otro lado, la Ley determina que la ONG debe rendir informe físico y financiero mensual a la entidad estatal, y que los intereses generados por los recursos trasladados deben despositarse en una cuenta del Gobierno de la República. Asimismo, según dicha ley, los fondos públicos que ejecuten las ONG están sujetos a la fiscalización de la Contraloría General de Cuentas y que, como no se adjudican por procedimientos de licitación pública, se rigen por las normas de derecho común.&lt;br /&gt;&lt;br /&gt;Aunque la Ley del Presupuesto General de cada año autoriza la ejecución de fondos públicos por medio de ONG, y determina que éstos serán fiscalizados por la Contraloría General de Cuentas, fracasa rotúndamente en regular la forma en que se escogen a las ONG que ejecutarán dichos proyectos. En efecto, la entidad estatal tiene discrecionalidad suficiente para escoger la ONG que ejecutará un proyecto determinado, con la que firma un convenio de cooperación, en virtud del cual, la ONG pasa a ser la coordinadora y supervisora del mismo. No obstante, ya que la Ley de ONG determina que las ONG son entidades no lucrativas, éstas subcontratan la ejecución de los proyectos a empresas privadas, que generalmente son propiedad de los mismos miembros de la ONG, y de esta forma, sus socios cuentan con la libertad de asignarse los sueldos que quieran, administrar los fondos estatales como lo consideren adecuado, y repartirse cualquier utilidad que genere el proyecto. Consecuentemente, las entidades estatales se ahorran los procesos de cotización y licitación pública determinados en la Ley de Contrataciones del Estado para adjudicar los contratos públicos a empresas que presenten las ofertas que más convengan a los intereses del Estado, y escogen a las ONG que ejecutarán los proyectos prácticamente &lt;span style=&quot;font-style: italic;&quot;&gt;a dedo&lt;/span&gt;.&lt;br /&gt;&lt;br /&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjbqN-WQ_f8TdoBGIJVyJYgTezd_JOqJSeYzXNToFBKIa4ZKfy7sUV2ZdtxQgQhqs3jY8fKCOjLeDOEscc8-UvvbQbEqoIqJOpUykpwgUDTw-PnHK2z2Y2j9HTaRLV8BF2ukdTQropCZmXY/s1600/get_img.php235.jpg&quot;&gt;&lt;img style=&quot;display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 320px; height: 213px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjbqN-WQ_f8TdoBGIJVyJYgTezd_JOqJSeYzXNToFBKIa4ZKfy7sUV2ZdtxQgQhqs3jY8fKCOjLeDOEscc8-UvvbQbEqoIqJOpUykpwgUDTw-PnHK2z2Y2j9HTaRLV8BF2ukdTQropCZmXY/s320/get_img.php235.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5659838441888154258&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;http://goo.gl/WeoYl&lt;br /&gt;El Consejo Departamental de Desarrollo de Suchitepéquez le adjudicó a la&lt;br /&gt;ONG Nueva  Esperanza un  contrato por Q2 millones 173 mil para construir&lt;br /&gt;aulas de  una escuela, sin llevar a cabo un proceso de licitación.&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;Como se mencionó anteriormente, la Ley del Presupuesto General de Ingresos y Egresos del Estado determina que las ONG que ejecutan fondos públicos  son fiscalizadas por la Contraloría General de Cuentas. No obstante, la Contraloría General de Cuentas únicamente se dedica a sancionar las anomalías que encuentra en los proyectos deficientemente ejecutados, pero no cuenta con la capacidad suficiente para fiscalizar la forma en que las entidades estatales escogen a las ONG que ejecutarán los proyectos, por lo que realmente no pueden prevenir que el gasto público se ejecute mediante ONG sin experiencia o que pertenezcan a los mismos funcionarios públicos que realizan la contratación. Asimismo, las sanciones que impone la Contraloría General de Cuentas no se comparan a la cantidad de dinero que habrán sustraído los funcionarios públicos por medio de ONG que, a fin de cuentas, estarán a cargo de las mismas.&lt;br /&gt;&lt;br /&gt;Los fondos públicos ejecutados por ONG son especialmente cuestionados cuando son asignados por los Diputados al Congreso de la República para la ejecución de obras de infrastructura, pero que son utilizados únicamente para enriquecerlos a ellos mismos y a sus allegados. ¿En qué momento se determinó que los diputados, que son funcionarios encargados exclusivamente de legislar y de fiscalizar la labor gubernativa y administrativa del Órgano Ejecutivo, podían asignar fondos públicos a ONG? Resulta que la Ley del Presupuesto General de Ingresos y Egresos del Estado, faculta en sus anexos a la Comisión de Finanzas Públicas y Moneda del Congreso de la República para que apruebe el listado de obras. De esta forma, los diputados se atribuyeron a sí mismos la facultad de distribuir las obras que se construirían cada año, y como pueden hacerlo sin límite alguno, se asignan arbitrariamente fondos públicos para ejecutarlos como les plazca.&lt;br /&gt;&lt;br /&gt;La arbitrariedad con la que se ejecuta el gasto público por medio de ONG, que se traduce en corrupción y clientelismo político, ha provocado un grave malestar en la sociedad, y la presión que han ejercido los medios de comunicación y organizaciones de auditoría social, ha provocado que el Presidente de la República, Álvaro Colom, anunciara en abril del 2010 que sus funcionarios públicos dejarían de utilizar ONG para la ejecución de fondos estatales. No obstante, la aseveración del presidente no es totalmente cierta, pues en la actualidad, casi el 100% del presupuesto de los Consejos de Desarrollo se continúa ejecutando por medio de Organizaciones No Gubernamentales. Asimismo, los diputados del Congreso de la República continúan ejecutando sus fondos públicos mediante ONG.&lt;br /&gt;&lt;br /&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjr-DipKdcwwO67LaHz1SQ3C37kTjjczDBD43393bwWYTrsP3R3Yksxh1vHYxb-LJ3Ikk3O1j1yfeZ2cdi7Hvltw-ieAwQ7aedRLhyeRbMtM6lLnUFhD0fP-5MYN4NRkreo_qGs7ct-osHg/s1600/presid-colom-despacho.jpg&quot;&gt;&lt;img style=&quot;display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 348px; height: 231px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjr-DipKdcwwO67LaHz1SQ3C37kTjjczDBD43393bwWYTrsP3R3Yksxh1vHYxb-LJ3Ikk3O1j1yfeZ2cdi7Hvltw-ieAwQ7aedRLhyeRbMtM6lLnUFhD0fP-5MYN4NRkreo_qGs7ct-osHg/s320/presid-colom-despacho.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5659841918366252338&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;http://goo.gl/km3wq&lt;br /&gt;El Presidente Álvaro Colom anunció en su programa &lt;span style=&quot;font-style: italic;&quot;&gt;Despacho Presidencial &lt;/span&gt;&lt;br /&gt;en el 2010 que prohibiría el uso de ONG para ejecutar gasto público.&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;La ejecución del gasto público mediante ONG debe ser una excepción que sólo debe aplicarse en el caso en que se determine fehacientemente la imposibilidad del Estado de poder cumplir con los proyectos respectivos. Asimismo, las ONG únicamente deben estar facultadas para ejecutar proyectos de desarrollo económico, cultural y social, y no realizar obras de infraestructura o de suministro de insumos, como ocurre en su mayoría en la actualidad. Por otro lado, no debe permitirse a las entidades estatales escoger arbitrariamente a las ONG a las que se asignarán los proyectos. El Estado debe buscar eficiencia por parte de las Organizaciones No Gubernamentales, por lo que es necesario abrir a procesos de licitación pública las contrataciones estatales para que todas las ONG que quieran participar presenten sus ofertas, y se adjudique el proyecto a la que haga la oferta que más convenga a los intereses del Estado. De esta forma, los proyectos asignados a ONG pasarán por los procesos de cotización y licitación establecidos por la Ley de Contrataciones del Estado, como debe ser.&lt;br /&gt;&lt;br /&gt;Para instaurar las recomendaciones indicadas, es necesario llevar a cabo una reforma sustancial a la Ley de ONG, para limitar su actuación exclusivamente a programas de desarrollo social, económico y cultural, así como también reformar la Ley Orgánica del Presupuesto para determinar la obligación de las entidades estatales de abrir a procesos de cotización y licitación pública regulados en la Ley de Contrataciones del Estado todos los proyectos en donde se pretenda adjudicar los mismos a una ONG, para que todas las ONG que quieran ejecutarlo puedan presentar ofertas y tener oportunidades de obtener el contrato, y evitar así que los funcionarios públicos las escojan arbitrariamente. Asimismo, debe dejar de regularse la contratación con ONG en la Ley del Presupuesto General de Ingresos y Egresos del Estado, pues esta cambia anualmente, facultando al Congreso para modificar a su placer las normas que regulan su estructura legal, y regularse de forma permanente en la Ley Orgánica del Presupuesto.&lt;br /&gt;&lt;br /&gt;El argumento de que la Ley de Contrataciones del Estado es demasiado burocrática, y que se busca agilizar la ejecución de los proyectos al generar mecanismos paralelos a la misma no es válido, pues si la Ley de Contrataciones del Estado es el problema, ésta debe reformarse para hacerla más eficiente, en lugar de buscar salidas alternativas que atenten contra la transparencia del gasto público y que fomenten el clientelismo político y la corrupción. Que nuestros gobernantes tengan la voluntad política de hacerlo es, en mi opinión, el verdadero problema que tenemos que enfrentar.&lt;br /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://lfuego.blogspot.com/feeds/3819899244212455916/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://lfuego.blogspot.com/2011/10/la-ejecucion-del-gasto-publico-por-ong.html#comment-form' title='1 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8013430517781797892/posts/default/3819899244212455916'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8013430517781797892/posts/default/3819899244212455916'/><link rel='alternate' type='text/html' href='http://lfuego.blogspot.com/2011/10/la-ejecucion-del-gasto-publico-por-ong.html' title='La ejecución del gasto público por ONG'/><author><name>Luis Fuentes</name><uri>http://www.blogger.com/profile/10289323544834666479</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhMKN2C9y0DWLBZxzktwO7fN1XQSGMPOtzVSMzX_D-BRpjhSnQ0riprGWiMU4iI_azsZ-hFBd7fIf52Yi8L8Ln5ewOhBWl9lSvf5ot2gevJrhqs1oZltGL4yVyCzGyXpaCWI_mIp_3Wdvr8/s72-c/corrupcion1.jpg" height="72" width="72"/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8013430517781797892.post-8504520922105451360</id><published>2011-09-14T11:39:00.000-07:00</published><updated>2011-09-14T11:40:00.502-07:00</updated><title type='text'>La Personificación de la Democracia</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;
Cielos nublados y lluvias dispersas 
acompañaron a Guatemala el día después de la fiesta cívica en la que el 
pueblo, en el legítimo ejercicio de su soberanía, acudió a las urnas 
para personificar la Democracia y definir el rumbo de su país. Muchos 
pasaron aquel día con cara de derrota, con un nudo en la garganta, el 
semblante confuso, y la trágica realización de que pareciera que, una 
vez más, se han quedado con las manos vacías. Por otro lado, otros 
pasaron un plácido día de victoria, con una sonrisa de optimismo, la 
euforia del valiente y la confianza del deber cumplido. Los distintos 
partidos políticos deben estar en estos momentos reunidos analizando 
incesantemente las razones por las que se dieron los resultados que se 
dieron, y pensando la estrategia que tomarán para la segunda vuelta, y 
para los próximos 4 años.&lt;/div&gt;
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&lt;span style=&quot;font-size: xx-small;&quot;&gt;Guatemaltecos votando. &lt;br /&gt;
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&lt;span style=&quot;font-size: xx-small;&quot;&gt;http://goo.gl/LjWzV&lt;/span&gt;&lt;/div&gt;
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La última actualización de los 
resultados de las votaciones ha dejado a la cabeza a Otto Pérez (Partido
 Patriota), con el 36%, cifra sorpresiva, dado que las encuestas de los 
medios de comunicación le pronosticaron incluso un posible triunfo en 
primera vuelta (El Periódico le dio un 48% y Prensa Libre un 43%). En 
segundo lugar quedó Manuel Baldizón (LÍDER), con el 23% de los votos (El
 Periódico le dio 18% y Prensa Libre 26%), por lo que en este caso las 
encuestas no fallaron (tanto) en definir el compañero de Pérez en la 
segunda vuelta que se llevará a cabo el 6 de noviembre. En tercer lugar,
 Eduardo Suger (CREO), que con un 16% (El Periódico le dio 11% y Prensa 
Libre 14%) se despide casi seguramente de las elecciones, ya que a sus 
73 años es muy complicado que vuelva a participar. La gran sorpresa la 
realizó Mario Estrada (UCN), apadrinado por el ex-presidente Alfonso 
Portillo, obteniendo el cuarto lugar con 9% de los votos (El Periódico 
le dio 3% y Prensa Libre 4%), y Harold Caballeros, la víctima de las 
cortes, que obtuvo un 5% de los votos (El Periódico le dio 4% y Prensa 
Libre 6%). Rigoberta Menchú (WINAQ), Juan Gutierrez (PAN), Patricia de 
Arzú (Unionista), Alejandro Giammattei (CASA) y Adela de Torrebiarte 
(ADN) no lograron alcanzar el 5% de las votaciones.&lt;br /&gt;
&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
La
 segunda vuelta entre Otto Pérez (PP) y Manuel Baldizón (LÍDER) será 
intensa, porque cualquiera de los 2 candidatos puede obtener la 
victoria. En 1990, Jorge Carpio, postulado por la Unión del Centro 
Nacional, &quot;UCN&quot; (Ojo: No se trata de la misma UCN de Mario Estrada, que 
por sus siglas se denomina Unión del &lt;i&gt;Cambio&lt;/i&gt; Nacional), obtuvo en 
primera vuelta el 26% de los votos, y en segundo lugar quedó Serrano 
Elías, postulado por Movimiento de Acción Solidaria (MAS), con el 24% de
 las votaciones. En la segunda vuelta, Serrano Elías obtuvo el 65% de 
las votaciones, derrotando a un estupefacto Jorge Carpio, que únicamente
 obtuvo el 30% de los votos. Así las cosas, el Partido 
Patriota no puede dormirse en sus laureles, como lo hizo en las 
elecciones pasadas en las que Álvaro Colom le arrebató la presidencia, y
 como pareciera que lo hizo en la primera vuelta del presente proceso 
electoral, en el que se creyó triunfador y enfocó sus esfuerzos en la 
millonaria campaña de Alejandro Sinibaldi para la alcaldía de la Ciudad 
de Guatemala (derrotado categóricamente), y en la campaña de su hijo, 
Otto Pérez Leal, para la alcaldía de Mixco. Si Otto Pérez no deja la 
posición de &lt;i&gt;inalcanzable&lt;/i&gt; que tomó en la primera vuelta, para 
entrar a la ofensiva con una estrategia clara y diferente, existen 
muchas posibilidades de que, como el agua, se le escurra la presidencia 
de nuevo de sus manos.&lt;/div&gt;
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&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: xx-small;&quot;&gt;Otto Pérez, ganador de la primera vuelta de las elecciones de Guatemala 2011 &lt;br /&gt;
  &lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: xx-small;&quot;&gt;http://goo.gl/3KFPF&lt;/span&gt; &lt;/div&gt;
&amp;nbsp; &lt;div style=&quot;text-align: justify;&quot;&gt;
Por su parte, el Partido LÍDER debe 
trabajar muy duro si quiere acortar la distancia con respecto al 
Patriota. Es interesante desde el punto de vista sociológico que Manuel 
Baldizón haya quedado segundo lugar en la primera vuelta de las 
elecciones, y que muy pocas personas de la Capital hayan reparado en su 
fortaleza (concentrados en impedir la participación de la &lt;i&gt;terrible&lt;/i&gt;
 Sandra Torres) y que prácticamente nadie conozca sobre su pasado. 
Muchos escépticos pensaron que las encuestas de los medios de 
comunicación inflaban al electorado de Baldizón, para dejar fuera a 
Suger de la contienda en un apoyo irrestricto a Otto Pérez. En todo 
caso, pareciera que las encuestas inflaron a Otto Pérez, o bien, fueron 
horriblemente mal hechas al no tomar en cuenta a electorados específicos
 como el que votó por UCN. En este sentido, sería interesante determinar
 el número de personas del área rural que votaron en las presentes 
elecciones, y compararlo con el número de votantes rurales de las 
elecciones anteriores. Las poblaciones rurales han crecido a un ritmo 
más acelerado que las áreas urbanas, y es posible que los votantes 
rurales hayan pasado a constituir la principal fuerza electoral, y que 
la capital ya no sea la clave para ganar las elecciones como lo era 
antes. Claro, éstas son solo suposiciones, dado que todavía no tenemos a
 disposición esta información. En cualquier caso, Baldizón ha culminado 
una primera vuelta sobresaliente, con una campaña política que supo 
llegar a la gente de las áreas rurales (Solo el Pueblo salva al Pueblo),
 por lo que debería continuar con la misma estrategia empleada, pero con
 más fuerza.&lt;/div&gt;
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&lt;div style=&quot;text-align: center;&quot;&gt;
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&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: xx-small;&quot;&gt;http://goo.gl/0ArRM &lt;/span&gt;&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Por
 otro lado, las elecciones para el Congreso de la República representan 
talvez la mayor sorpresa de este proceso electoral. Según los datos que 
parecen más acertados (aunque en este momento nadie lo sabe), de los 158
 diputados que conforman el Congreso de la República, la bancada 
mayoritaria la tendrá el Partido Patriota, con 57 diputados (36%), pero 
no por mucho, pues contra todos los pronósticos, la coalición UNE/GANA, 
huérfana tras el impedimento de su líder Sandra Torres para optar a la 
presidencia, logró obtener 48 diputados (30%). La tercera fuerza será 
para la sorprendente UCN y para el Partido LÍDER, ambos con 14 diputados
 (8%), y les seguirá el Partido CREO, con 12 (7%). La coalición VIVA-EG 
obtendrá 6 curules (4%), mermados por la incertidumbre sobre la 
participación de Harold Caballeros, su candidato presidencial, mientras 
que la coalición Frente Amplio obtuvo 2 diputados (2%). El PAN también 
tendrá 2 diputados (1%), mientras que el FRG, el Partido Victoria y el 
Partido Unionista tendrán únicamente 1 diputado (0.5%) cada uno. 
Finalmente, ADN y CASA, los grandes perdedores, no obtuvieron 
diputaciones, por lo que el combate jurídico de Adela de Torrebiarte y 
su &lt;i&gt;defensa&lt;/i&gt; de la Constitución, así como también la victimización 
de Giammattei como perseguido político, no rindieron los frutos 
esperados. La Ley Electoral y de Partidos Políticos dispone que si un 
partido político no obtiene al menos el 5% de los votos de las 
elecciones presidenciales, o no logra introducir al menos 1 diputado 
para el Congreso de la República, deberá cancelarse y cesar su 
existencia, por lo que los partidos ADN y CASA morirán.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Independientemente
 de quién sea el vencedor de las elecciones para Presidente, tendrá 
dificultades gobernando con el Congreso de la República. Si gana Otto 
Pérez, carecerá de mayoría suficiente por sí solo para tomar decisiones
 en el 
Congreso, por lo que deberá buscar alianzas con partidos afines, como 
VIVA, EG, CREO y PAN, pudiendo enfrentarse a una férrea oposición de 
bancadas como la UNE, GANA, UCN y LÍDER. Por otro lado, si Baldizón 
gana, también tendrá muy complicado manejar el Congreso
 pues su bancada es muy corta, así que deberá buscar alianzas con 
partidos similares como UNE, GANA y UCN, y se enfrentará una oposición 
igual de fuerte por parte del Partido Patriota, y otros. En dos platos, 
el Congreso será una zona de guerra. Una posible alianza 
PP-CREO-VIVA-PAN estaría compuesta por 77 diputados, mientras que una 
posible alianza LÍDER-UNE-GANA-UCN-WINAQ-URNG-ANN se conformaría por 78 
diputados. ¿Qué tal?&lt;br /&gt;
&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi9qOyXe-Fm8uwio0SgFnZI8fL1WHgaaVXTcUTbJo0A5AbnJjAsX-4cp04g-MZMIw3ESA3evsXqp6B_LLPI6oa-Yp5K5BYK1QPJ-aCv17Uh9CyhJnmaqMw1jfSRUuud1JikVP5qpytjZuTH/s1600/get_img.php.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;267&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi9qOyXe-Fm8uwio0SgFnZI8fL1WHgaaVXTcUTbJo0A5AbnJjAsX-4cp04g-MZMIw3ESA3evsXqp6B_LLPI6oa-Yp5K5BYK1QPJ-aCv17Uh9CyhJnmaqMw1jfSRUuud1JikVP5qpytjZuTH/s400/get_img.php.jpg&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: xx-small;&quot;&gt;Haciendo cola para votar &lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: xx-small;&quot;&gt;http://goo.gl/MfDfP&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Lamentablemente,
 las elecciones para las Municipalidades del país fueron opacadas por la
 violencia entre partidos opositores. Según El Periódico, 70 municipios 
del occidente del país sufrieron hechos violentos después del cierre de 
las mesas electorales, al conocer los resultados de las elecciones a 
alcalde, esto sin tomar en cuenta a los demás municipios de Guatemala 
(333 en total), de los que, desafortunadamente, no se tiene información.
 Lo que sí se sabe es que hubo varios detenidos por intentar comprar 
votos en las urnas y presiones a la hora de emitir el sufragio; 
obstrucciones a la locomoción; campañas negras en contra de candidatos; y
 quema de papeletas ante inconformidad con los resultados. Lo que me 
queda claro de las presentes elecciones, es que es absolutamente 
necesario que se instaure una segunda vuelta para las elecciones a 
alcalde en las Municipalidades, porque en la actualidad, muchos de ellos
 ganan y se reeligen varias veces (Hay noticias que hablan de &lt;i&gt;enésimas&lt;/i&gt;
 reelecciones de alcaldes), con porcentajes menores al 50%. En este 
sentido, es fácil entender la disconformidad de los pobladores de los 
municipios, al verse gobernados de nuevo por alcaldes que no son 
suficientemente populares, y que utilizan la maquinaria municipal para 
ser reelectos una y otra vez. En definitiva, si ningún candidato a 
alcalde obtiene el 51% o más en las elecciones, debe haber una segunda 
vuelta entre los 2 candidatos que obtuvieron más votos. Para instaurar 
una segunda vuelta en las elecciones municipales, debe reformarse el 
artículo 202 de la Ley Electoral y de Partidos Políticos.&amp;nbsp; &lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;
&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
En las elecciones para los diputados al 
PARLACEN, lo único que se ha informado es que dominó el voto nulo y voto
 blanco de rechazo a la existencia del mismo. De las 7 millones 342 mil 
personas empadronadas, según los medios, hubo un abstencionismo del 42%,
 es decir que el 58% de los empadronados acudió a las urnas, en otras 
palabras, alrededor de 4 millones 258 mil personas. Según resultados 
preliminares, se emitieron 845,597 votos nulos y blancos en las 
elecciones al PARLACEN, lo que indica que un 20% de los votos fueron 
nulos o blancos. En cualquier caso, según Prensa Libre, de las 20 
curules disponibles para el PARLACEN, los partidos Patriota y UNE 
parecen haber obtenido 6 diputados cada uno, y LÍDER, CREO, VIVA y UCN 
lograrían 2 diputados cada uno. Nuevamente, estos no son datos 
concluyentes.&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0322Ap_VDudXp3Sf03PYHuvmKip974hqSt2P2_c0bOM2jY_LIcaj73npIFDvM9807YdnO6xH1SB1jJ_yXPLxMC53MNpKsjTv3bPJBZs088Vjpgw5DoiJzAe3X8uosT85dXg6igNl0l-7O/s1600/parlacen_PREIMA20110501_0281_5.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;271&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0322Ap_VDudXp3Sf03PYHuvmKip974hqSt2P2_c0bOM2jY_LIcaj73npIFDvM9807YdnO6xH1SB1jJ_yXPLxMC53MNpKsjTv3bPJBZs088Vjpgw5DoiJzAe3X8uosT85dXg6igNl0l-7O/s400/parlacen_PREIMA20110501_0281_5.jpg&quot; width=&quot;400&quot; /&gt;&amp;nbsp;&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: xx-small;&quot;&gt;Sesión del PARLACEN &lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: xx-small;&quot;&gt;http://goo.gl/7HiuY&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Finalmente,
 protesto enérgicamente contra la desinformación de la que hemos sido 
víctimas, tanto de los partidos políticos y de los medios de 
comunicación, como del Tribunal Supremo Electoral. La absurda cantidad 
de encuestas que se publicaron por parte de partidos políticos y medios 
de comunicación no hicieron más que confundir al electorado, pues 
prácticamente ninguna le acertó a los resultados. Por otro lado, el 
Tribunal Supremo Electoral fracasó rotúndamente en llevar a cabo el 
conteo de los votos de manera eficiente, y después de 3 días de las 
votaciones, aún no tenemos los resultados oficiales finales de las 
elecciones. No me gustaría pensar que este lapso de tiempo se utilice 
para hacer algún tipo de &lt;i&gt;marufiada &lt;/i&gt;en los resultados electorales.
 Por su parte, los medios de comunicación, ante la ausencia de 
información oficial, se han dado a la tarea de publicar innumerables 
datos incorrectos sobre los porcentajes finales de los candidatos a 
presidente, la integración del Congreso de la República y los resultados
 de las elecciones para alcaldes municipales. Si no se tienen los 
resultados oficiales aún, que hagan silencio y que se dediquen a 
informar los hechos que ya están acreditados. De lo contrario, solo 
contribuyen a aumentar la incertidumbre entre la población, y en épocas 
electorales tan particulares como la actual, eso es lo menos que 
necesita el país. &amp;nbsp; &lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://lfuego.blogspot.com/feeds/8504520922105451360/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://lfuego.blogspot.com/2011/09/la-personificacion-de-la-democracia.html#comment-form' title='1 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8013430517781797892/posts/default/8504520922105451360'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8013430517781797892/posts/default/8504520922105451360'/><link rel='alternate' type='text/html' href='http://lfuego.blogspot.com/2011/09/la-personificacion-de-la-democracia.html' title='La Personificación de la Democracia'/><author><name>Luis Fuentes</name><uri>http://www.blogger.com/profile/10289323544834666479</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhdGi_ayjo4Zc-m6SH2bDYky2fch3ECxhmo8Ir8_-fn2Fucc3q9j6ydAnF7mrf9thf1VDVVTRNo2jhy1lGBGYgwcirRXCVy-gBKv8-HuwzVKg19F-Z8yDS0UPUb_u9-CgoNmjFIyS8unsv1/s72-c/elecciones-guatemala-presdi.jpg" height="72" width="72"/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8013430517781797892.post-7806020731088859005</id><published>2011-09-14T10:01:00.001-07:00</published><updated>2011-09-23T09:26:44.865-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Elecciones"/><category scheme="http://www.blogger.com/atom/ns#" term="Guatemala"/><category scheme="http://www.blogger.com/atom/ns#" term="Ley Electoral y de Partidos Políticos"/><category scheme="http://www.blogger.com/atom/ns#" term="Partidos Políticos"/><category scheme="http://www.blogger.com/atom/ns#" term="reforma"/><category scheme="http://www.blogger.com/atom/ns#" term="sistema electoral"/><category scheme="http://www.blogger.com/atom/ns#" term="Tribunal Supremo Electoral"/><title type='text'>El Raquítico Sistema Electoral de Guatemala</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;La campaña de los partidos políticos que pasaron a la segunda vuelta  electoral ha iniciado con la búsqueda de alianzas con las demás organizaciones que no lograron puntear lo suficiente para continuar en la  contienda, y seguimos con este proceso electoral que tiene ya exhaustos a los guatemaltecos. El Partido Patriota ha conseguido una alianza con VIVA y ADN, mientras que el Partido LÍDER a forjado  alianzas con los partidos políticos UNE, GANA, UCN y PAN. En fin, las campañas  continúan, pero al menos los guatemaltecos podemos ver de nuevo los árboles  que adornan nuestra ciudad, después de que muchos candidatos (no todos)  han procedido a remover sus caras de las calles. La conclusión más importante que se puede sacar de las pasadas elecciones es que Guatemala cuenta con  un raquítico sistema electoral que debe pasar por cambios profundos en  su contenido y regulación para evitar una futura elección que sea tan  sucia, arbitraria, superficial y poco transparente como la actual.&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;En primer lugar, considero indispensable referirme a la  desnaturalización que han sufrido los partidos políticos y su crisis  institucional. Los partidos políticos son organizaciones que concilian  intereses e ideales colectivos, y que tienen como objetivo la  proposición de soluciones a la problemática del país, así como también  la búsqueda del poder y el control del gobierno para poder implementarlas.  En la práctica, la mayoría de los partidos políticos no son más que  vehículos creados por políticos determinados, con el objeto de llevarlos  a ellos al poder. En las elecciones del presente año, de los 13 partidos políticos que  participaron en las elecciones para los distintos cargos, 10 de ellos (un 77%) fueron creados y dirigidos por una persona específica para llevarla al poder (Partido Patriota a Otto Pérez, LÍDER a Baldizón, ADN a Adela Torrebiarte, UCN a Mario Estrada, WINAQ a  Rigoberta Menchú, VIVA a Harold Caballeros, Encuentro por Guatemala a  Nineth Montenegro, CREO a Roberto González y el Partido Unionista y PAN a  Álvaro Arzú). ¿Dónde están los intereses convergentes y los  ideales colectivos?&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgvr6EC74-XpY45yEZ09Eh0TiP068cIqI_SSCEq_wZrVssQX-yVM4-ltRsjqKdDzvdzEHIdMv0k7ejkLq_iGlXoAXGon63PeD02IaAMQrV9wRjB8EEIzo2MfqT-x3iQDtbYdlYCB3bj1FuC/s1600/photo_1312812866700-1-0.jpg&quot;&gt;&lt;img style=&quot;display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 291px; height: 437px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgvr6EC74-XpY45yEZ09Eh0TiP068cIqI_SSCEq_wZrVssQX-yVM4-ltRsjqKdDzvdzEHIdMv0k7ejkLq_iGlXoAXGon63PeD02IaAMQrV9wRjB8EEIzo2MfqT-x3iQDtbYdlYCB3bj1FuC/s320/photo_1312812866700-1-0.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5655408943396945906&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;La excesiva publicidad de los Partidos Políticos&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;http://goo.gl/QdfRtv&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;Un partido político debe ver al poder como un medio  para implementar las soluciones propuestas para los problemas del país, y  no ver al poder como una finalidad en sí misma. Mientras esto no  cambie, los partidos políticos seguirán siendo propiedad de personas  determinadas, cual empresas privadas, y los canales de participación  ciudadana se verán mermados por los intereses de su dueño. Si realmente deseamos que los partidos políticos dejen de enfocarse en el poder y comiencen a hacerlo en las necesidades del país, es imperativo que la Ley Electoral y de Partidos Políticos los obligue a actuar de tal forma que se conviertan en auténticos canales de participación ciudadana y proposición de soluciones a la problemática nacional.&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt; Otro  aspecto que es fundamental mencionar es el nulo poder sancionatorio del Tribunal Supremo Electoral (TSE) sobre las organizaciones  políticas que participan en las elecciones. Hoy en día, el TSE es un  simple administrador del proceso electoral, pero en definitiva, los  partidos políticos pueden hacer lo que se les venga en gana en sus campañas políticas. Según la  Ley Electoral y de Partidos Políticos, al TSE le  corresponde &lt;i&gt;&quot;Cumplir y hacer que se cumplan las disposiciones legales sobre organizaciones políticas y procesos electorales (...) y resolver en virtud recurso&lt;/i&gt;&lt;i&gt; acerca de la inscripción, sanciones y cancelación de organizaciones políticas&quot;. &lt;/i&gt;Es  decir que el TSE es el órgano encargado de imponer sanciones durante el  proceso electoral, pero sin embargo, existen numerosas conductas que son prohibidas por la Ley, pero ésta no prevé infracciones para aquellas organizaciones que la violen, por lo que la conducta será ilegal, más no punible.&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgvjnEYVo-2gy0WQIAkuqvGlWIcZRi_qmyJl_CiR1fKrO78DBLihS_kvVTnOeACJGFl00FN101ZLndo32WnejguAUVX8e9UEN_D9aIa1S5Z3VcL9lyDbqKyC-21Kkl30BIkfczc_S9M3mID/s1600/Picture+10.png&quot;&gt;&lt;img style=&quot;display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 403px; height: 249px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgvjnEYVo-2gy0WQIAkuqvGlWIcZRi_qmyJl_CiR1fKrO78DBLihS_kvVTnOeACJGFl00FN101ZLndo32WnejguAUVX8e9UEN_D9aIa1S5Z3VcL9lyDbqKyC-21Kkl30BIkfczc_S9M3mID/s320/Picture+10.png&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5655410682746020130&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;Tribunal Supremo Electoral de Guatemala&lt;br /&gt;http://goo.gl/aeJcg&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Un  ejemplo del precario régimen sancionatorio con el que cuenta la Ley  Electoral y de Partidos Políticos puede encontrarse en lo referente al  financiamiento de los partidos políticos. ¿Cómo es posible que muchos  partidos políticos hayan tomado la &lt;i&gt;decisión&lt;/i&gt; de no revelar al TSE  los financistas de sus millonarias campañas políticas? La Ley Electoral  regula detalladamente este tema, expresando que corresponde al TSE el  control y la fiscalización de los fondos públicos y privados que reciban  los partidos políticos para financiar sus campañas. Entre otras cosas,  la ley determina que los partidos políticos tienen prohibido: A) Obtener  financiamiento de Estados y personas extranjeras; B) Obtener contribuciones anónimas; C) Que el partido político no  lleve un registro público de las contribuciones que reciba; y D) Que se hagan aportaciones más altas del 10% del límite de gastos  de la campaña. A simple vista, se puede concluir que la regulación de la  Ley con respecto al financiamiento de partidos políticos es adecuada, y  al mismo tiempo se pueden identificar varias ilegalidades cometidas por los partidos  políticos en la forma en que manejaron el financiamiento de sus  campañas en las presentes elecciones. ¿Por qué entonces no fueron sancionados los partidos  políticos, y obligados a apegarse a la Ley?&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt; &lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Según el artículo 23, inciso g) de la Ley Electoral, &lt;i&gt;&quot;el incumplimiento de las normas que regulan el financiamiento a las organizaciones políticas conlleva la aplicación de &lt;u&gt;sanciones administrativas o penales que determine la ley&lt;/u&gt;, así como la &lt;u&gt;eventual cancelación de la organización&lt;/u&gt; respectiva&quot;&lt;/i&gt;.  Es decir que debe aplicarse una sanción para el partido político que no  cumpla la ley en cuanto a financiamiento de sus campañas. Sin embargo,  la Ley Electoral fracasó rotúndamente en determinar qué sanciones se  impondrían en estos casos. En efecto, el capítulo de las sanciones  regulado por la misma, sólo contempla penalidades a infracciones formales, por ejemplo, por no cumplir a cabalidad con procedimientos legales para  inscribir partidos políticos o fusiones, no levantar actas, o incumplir  con plazos legales.&lt;br /&gt;&lt;br /&gt;Es decir que el financiamiento ilegal de partidos políticos conlleva a  una sanción que debe determinar la Ley, pero la misma no determina  sanción alguna. Asimismo, la cancelación de un partido político sólo  puede ocurrir por los casos expresamente delimitados en el artículo 93  de la Ley Electoral, y entre ellos, no se encuentra el financiamiento  ilegal del partido político, por lo que, aunque la Ley reconoce la  posibilidad de cancelar un partido político por violar las normas de  financiamiento político, esta posibilidad no puede llevarse a cabo.  Consecuentemente, el financiamiento ilegal de partidos políticos existe  impune en nuestro sistema, precisamente porque, aunque hay una  regulación legal, no existen sanciones que puedan aplicarse al  partido político que la viole. En mi opinión, el partido político que viola las normas jurídicas con respecto al financiamiento de su campaña, aspecto tan importante éste, debe sancionarse con la cancelación del mismo, y punto. Veremos si así continúan incumpliendo la Ley.&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh2tGZVOcWKolumJ0ikb6qs4tGC7r7_dbItuMmAHErF1YNr1GxMu1vGa5ICsdHt0G-UmZUDPGj9c6w3lWhB_yXIWzQTdPobkJwsXjM024F4rj7P2iH5Jc-VlaVEA6nq1SRP74t9EU8F6pYH/s1600/eleciones-en-gatemala.jpg&quot;&gt;&lt;img style=&quot;display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 345px; height: 258px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh2tGZVOcWKolumJ0ikb6qs4tGC7r7_dbItuMmAHErF1YNr1GxMu1vGa5ICsdHt0G-UmZUDPGj9c6w3lWhB_yXIWzQTdPobkJwsXjM024F4rj7P2iH5Jc-VlaVEA6nq1SRP74t9EU8F6pYH/s320/eleciones-en-gatemala.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5655407714162605026&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;Ciudadano después de emitir su voto&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;http://goo.gl/PzQPu&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Por otro lado, el tema de los &lt;i&gt;acarreados&lt;/i&gt;,  o personas que viven en un lugar y que son trasladados a otro para  emitir un voto en favor de un candidato determinado de dicha área, es  uno de los problemas electorales más importantes que deben ser solventados. Para llevar a cabo esta movida, personas que no  viven en un municipio, son empadronadas allí, aún cuando  realmente tienen su domicilio en otro municipio. En los presentes  comicios, no se tendrá ni la más remota idea de cuántas personas fueron  acarreadas de un lugar a otro para emitir su voto, pero sin duda, podemos hablar de miles de acarreados. ¿Cómo es posible que no se puedan detectar  a los acarreados de un proceso electoral? La Ley Electoral y de  Partidos Políticos en ningún momento se refiere al tema de los  acarreados, y pareciera que el TSE nunca le dio  importancia, como si este tema &lt;span style=&quot;font-style: italic;&quot;&gt;excediera de sus facultades&lt;/span&gt;. &lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Según  el artículo 1 del Reglamento de la Ley Electoral y de Partidos  Políticos, las personas son registradas en el padrón del municipio en  donde &lt;span style=&quot;font-style: italic;&quot;&gt;declaren&lt;/span&gt; tener su residencia bajo juramento. No obstante, en la práctica, como muchos de ustedes se dieron cuenta,  para poder empadronarse únicamente se requería llevar a la mesa de  empadronamiento el documento de identificación. En primer lugar, esta norma debería estar  regulada en la Ley y no en el reglamento, con graves sanciones para las  autoridades que no cumplan su disposición. Asimismo, el TSE debe tener la facultad &lt;span style=&quot;font-style: italic;&quot;&gt;y la obligación &lt;/span&gt;de  verificar la residencia de todas las personas empadronadas en cada  municipio, para determinar que realmente viven en él. Esta modificación  debe hacerse mediante una reforma a la Ley Electoral y de Partidos  Políticos, y claro, requiere de una buena inversión de fondos públicos en  logística y funcionamiento, pero honestamente, considero que nuestro  país lo necesita. ¿Cuántas veces hemos escuchado esta historia de los  acarreados en nuestro país?&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEggX-Ymt5ij_ngMqY3sVYeMSY0WQnLiLGxIxId0uBTEZtnQMiMQbR0g-dQzsPRO-fKoslnJxxdfRUkV9CaJMq9ZhPqeTOOHQgNUkldyCSKsXceqp23P16aZ4H1BlBjHcUdc6Nr4yytREM_c/s1600/Acarreos-Plaza_PREIMA20110114_0233_5.jpg&quot;&gt;&lt;img style=&quot;display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 415px; height: 282px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEggX-Ymt5ij_ngMqY3sVYeMSY0WQnLiLGxIxId0uBTEZtnQMiMQbR0g-dQzsPRO-fKoslnJxxdfRUkV9CaJMq9ZhPqeTOOHQgNUkldyCSKsXceqp23P16aZ4H1BlBjHcUdc6Nr4yytREM_c/s320/Acarreos-Plaza_PREIMA20110114_0233_5.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5655411595361200450&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;Miles de acarreados fueron trasladados en buses el día de las votaciones&lt;br /&gt;http://goo.gl/1xHSR&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;Por otro lado, la arbitrariedad con la que se conducen las campañas políticas, así como también el excesivo gasto en propaganda publicitaria de los candidatos a cargos políticos, debe ser controlado, limitado y equiparado. Tanto la Ley Electoral y de Partidos Políticos, como su respectivo reglamento, regulan extensamente la propaganda política. Entre otras cosas, se prohíbe: A) Pegar rótulos en paredes, señales, puentes y monumentos, salvo que sean de propiedad privada; B) Usar recursos y bienes del Estado para propaganda; C) Usar a funcionarios públicos para que se dediquen, durante su cargo público, a actividades electorales; D) Hacer propaganda anónima; E) Pintar leyendas sobre el asfalto de las carreteras y calles; F) Fijar letreros pintados o pegados en edificios públicos; y G) Publicitar actividades benéficas con fines políticos. A simple vista podemos identificar que prácticamente todas estas prohibiciones han sido violadas en las presentes elecciones. ¿Por qué no fueron sancionados los partidos políticos por las repetitivas infracciones a las regulaciones sobre propaganda electoral?&lt;br /&gt;&lt;br /&gt;El problema, una vez más, se debe a la ausencia de sanciones para los infractores a la Ley. En efecto, la Ley Electoral y de Partidos Políticos no prevé sanción alguna para el caso de violación de las normas sobre propaganda política, y el Reglamento de la Ley Electoral dispone, como &lt;span style=&quot;font-style: italic;&quot;&gt;única&lt;/span&gt; sanción, que la propaganda electoral que contraviene la ley debe ser removida inmediatamente, a costa de la organización política infractora. ¿Es esta sanción suficiente para impedir la propaganda ilegal? A la luz de las circunstancias, es obvio que no. Por otro lado, la Ley Electoral no se pronuncia sobre el límite máximo de inversión en propaganda política, por lo que tuvo que ser el TSE, mediante conferencia de prensa, quien lo fijó. Dicho esto, las sanciones para las organizaciones que rebasen dicho techo no pasan de ser &lt;span style=&quot;font-style: italic;&quot;&gt;amonestaciones públicas&lt;/span&gt;, porque la Ley no reconoce sanción alguna, y aunque se viole este techo presupuestario, la sanción impuesta no implica el cese inmediato del acto ilegal, por lo que los partidos políticos pueden simplemente pagar la multa y continuar violando la ley, como efectivamente lo hicieron muchos.&lt;br /&gt;&lt;br /&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6m3P9OxCDLO3QZb8Xf8ilVxN3PS6cg1dpBj57OShT9-unf-6h9EanH1t1wwFaqyM0UtafxtnWJydFBIyZf7EQ9UvDUQHPUijPIbzuRgl0WcSH7_gi18HyXoXq2VKRrkKoOFfSf-Qq8A4F/s1600/2122489473_79b2c86f80.jpg&quot;&gt;&lt;img style=&quot;display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 368px; height: 244px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6m3P9OxCDLO3QZb8Xf8ilVxN3PS6cg1dpBj57OShT9-unf-6h9EanH1t1wwFaqyM0UtafxtnWJydFBIyZf7EQ9UvDUQHPUijPIbzuRgl0WcSH7_gi18HyXoXq2VKRrkKoOFfSf-Qq8A4F/s320/2122489473_79b2c86f80.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5655409156416916434&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;Propaganda política pintada sobre asfalto&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;http://goo.gl/8UUmy&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;br /&gt;&lt;/div&gt;Para buscar una equiparación entre las organizaciones participantes en un proceso electoral, considero que la Ley debería otorgar el mismo tiempo y espacio publicitario para todos los partidos políticos, y evitar así la posibilidad de que grandes inversiones de dinero distingan a unos partidos políticos de los demás, y que éstos busquen atraer financiamiento por cualquier medio para producir más propaganda política, y terminen comprometiendo sus principios y propuestas. Asimismo, cualquier infracción legal a las normas reguladoras de la propaganda política debe ser fuertemente sancionada con una multa, para evitar que el partido político continúe su práctica ilegal, y si el partido político reincide en la misma, debe ser cancelado. Estas sanciones deben consagrarse en la Ley Electoral y de Partidos Políticos mediante una reforma a la misma.&lt;br /&gt;&lt;br /&gt;Es fundamental contar con una regulación adecuada para los procesos electorales, pero de nada sirve ésta si no se encuentra respaldada de un régimen sancionatorio efectivo que prevenga infracciones a la misma. Mientras la Ley no pueda aplicarse a cabalidad y sancionar su incumplimiento, seguiremos siendo testigos de partidos políticos que participan en elecciones anárquicas que se convierten en auténticas &lt;span style=&quot;font-style: italic;&quot;&gt;chamuscas&lt;/span&gt; en donde los que tienen más posibilidades de ganar son los que juegan más sucio. Si no promovemos una reforma inmediata a la Ley Electoral y de Partidos Políticos, la decepción continuará siendo la cara de los votantes. Es hora de que los corrompidos partidos políticos dejen de gobernar, y que empecemos a conquistar nuestra Democracia, que es el imperio de las mayorías, y en especial, nuestra República, que es el imperio de la Ley.&lt;br /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://lfuego.blogspot.com/feeds/7806020731088859005/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://lfuego.blogspot.com/2011/09/el-raquitico-sistema-electoral-de.html#comment-form' title='3 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8013430517781797892/posts/default/7806020731088859005'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8013430517781797892/posts/default/7806020731088859005'/><link rel='alternate' type='text/html' href='http://lfuego.blogspot.com/2011/09/el-raquitico-sistema-electoral-de.html' title='El Raquítico Sistema Electoral de Guatemala'/><author><name>Luis Fuentes</name><uri>http://www.blogger.com/profile/10289323544834666479</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgvr6EC74-XpY45yEZ09Eh0TiP068cIqI_SSCEq_wZrVssQX-yVM4-ltRsjqKdDzvdzEHIdMv0k7ejkLq_iGlXoAXGon63PeD02IaAMQrV9wRjB8EEIzo2MfqT-x3iQDtbYdlYCB3bj1FuC/s72-c/photo_1312812866700-1-0.jpg" height="72" width="72"/><thr:total>3</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8013430517781797892.post-2013266073280414011</id><published>2011-09-07T19:09:00.000-07:00</published><updated>2011-09-08T14:39:09.883-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Congreso"/><category scheme="http://www.blogger.com/atom/ns#" term="diputados"/><category scheme="http://www.blogger.com/atom/ns#" term="Guatemala"/><category scheme="http://www.blogger.com/atom/ns#" term="PARLACEN"/><category scheme="http://www.blogger.com/atom/ns#" term="parlamento centroamericano"/><category scheme="http://www.blogger.com/atom/ns#" term="tratado"/><title type='text'>La elección de los diputados al PARLACEN</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family:Arial, Helvetica, sans-serif;font-size:85%;&quot;&gt;Nos encontramos ya en la última semana de la primera vuelta del presente proceso electoral, caracterizado por su intensidad, conflicto y contaminación visual, y nos acercamos al simbólico día en que el pueblo ejercerá su derecho de elegir a los candidatos a presidente, alcaldes y diputados al congreso que gobernarán el país los próximos 4 años. Asimismo, los guatemaltecos votaremos por los diputados que integrarán el desconocido y ambiguo Parlamento Centroaméricano (PARLACEN). No obstante, la gran mayoría de personas ignora cuáles son las funciones del PARLACEN, cómo se integra, y en general, para qué sirve. Según el Tratado Constitutivo del Parlamento Centroamericano que creó el PARLACEN, éste es un órgano regional de planteamiento y recomendación de asuntos políticos, económicos, sociales y culturales de interés común, con el objeto de buscar una integración económica centroamericana, y consolidar una convivencia pacífica, respetando las legislaciones nacionales de los Estados firmantes.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-family:Arial, Helvetica, sans-serif;font-size:85%;&quot;&gt;La idea de un PARLACEN se le ocurrió a Vinicio Cerezo Arévalo, ex-Presidente de Guatemala, quien en su discurso de toma de posesión de 1986 propuso integrar un parlamento centroaméricano &quot;como un foro permanente de diálogo y negociación política en Centroamérica&quot;. En 1987, Guatemala y El Salvador suscribieron y ratificaron el tratado, y en 1988, lo hicieron Honduras y Nicaragua. En 1991, se instaló el primer Parlamento Centroamericano con sede en la República de Guatemala. Más adelante, en 1993, el gobierno de Panamá suscribió el tratado, y un año después, se incorporó al PARLACEN, al igual que la República Dominicana. Actualmente, se encuentra pendiente la integración de Costa Rica, que aprobó el tratado pero no lo ha ratificado, y de Belice, mientras que México, Taiwan, Venezuela y Puerto Rico participan como países observadores.&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style=&quot;font-family:Arial, Helvetica, sans-serif;font-size:85%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiFaKUJm99DoEh1wiLqAtr0QuGVNR4Wnm3nP2kXyWXB5JCP9QZQA0IAefHA3PGjPG7OmSWmjTidOmcycpQRLOhP9pVXp0svdJcxG2zv55vP1YyQKNGhOa_QLwUDXbpSyv8u9c9y1WkhyjMx/s1600/logo+parla.png&quot;&gt;&lt;img style=&quot;display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 295px; height: 295px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiFaKUJm99DoEh1wiLqAtr0QuGVNR4Wnm3nP2kXyWXB5JCP9QZQA0IAefHA3PGjPG7OmSWmjTidOmcycpQRLOhP9pVXp0svdJcxG2zv55vP1YyQKNGhOa_QLwUDXbpSyv8u9c9y1WkhyjMx/s320/logo+parla.png&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5649831674240453426&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;Logo del PARLACEN&lt;br /&gt;http://goo.gl/WhEgS&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style=&quot;font-family:Arial, Helvetica, sans-serif;font-size:85%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family:Arial, Helvetica, sans-serif;font-size:85%;&quot;&gt;El PARLACEN está integrado por 20 diputados titulares por parte de cada Estado firmante, que son elegidos por votación popular en cada país. Éstos son, básicamente, los diputados que elegiremos en la papeleta de PARLACEN. Por otro lado, el tratado aprobado indica que integran también el PARLACEN los presidentes de cada una de los países, así como también sus vicepresidentes, al concluir su mandato, lo que da un total de 22 diputados al PARLACEN por cada Estado firmante. Los diputados se eligen, según el tratado anteriormente identificado, para un período de 5 años, mediante sufragio universal, directo y secreto, pudiendo ser reelectos. Esto ha creado un desfase en nuestro país, dado que en Guatemala los períodos presidencial, legislativo y municipal duran 4 años. Así las cosas, para evitar hacer una convocatoria exclusiva cuando se necesite, el Tribunal Supremo Electoral ha decidido convocar a elecciones para diputados al PARLACEN junto con a las demás elecciones populares.&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style=&quot;font-family:Arial, Helvetica, sans-serif;font-size:85%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family:Arial, Helvetica, sans-serif;font-size:85%;&quot;&gt;Anualmente, cada país debe aportar US$.1.7 millones de su Presupuesto  General de la Nación para financiar el PARLACEN, y cada diputado del  mismo tiene un salario de US$.4,100 al mes, es decir, más de Q.30 mil. &lt;/span&gt;&lt;span style=&quot;font-family:Arial, Helvetica, sans-serif;font-size:85%;&quot;&gt;Asimismo, Los diputados al PARLACEN gozan, de conformidad con el Tratado Constitutivo del Parlamento Centroamericano, de las mismas inmunidades que los diputados al Congreso de la República, es decir, un derecho de antejuicio que consiste en que, como requisito previo para que se les inicie un proceso legal, la Corte Suprema de Justicia de Guatemala debe resolver que existe suficiente fundamento y pruebas para poder enjuiciarlo. Es decir que, prácticamente, los presidentes y vicepresidentes de los países centroamericanos se garantizaron, con el referido tratado, 5 años de inmunidad personal después de que cesaran sus cargos, porque inmediatamente pasaban a integrar el PARLACEN. ¿Qué tal?&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style=&quot;font-family:Arial, Helvetica, sans-serif;font-size:85%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJUDKN8xBWmKaY10fa2e2iGj_5Ek48fnzT6oQg1TRcQzidvgxGnisxHtRsQ7UPFPtw3nB6E8M4giq_RPub_Q9XNw-X7DpKqgWgL9bqvTq44uLckEzrkQAOMs0C8IzvRCRsVwaPVBuGKRRf/s1600/panama-parlacen.jpg&quot;&gt;&lt;img style=&quot;display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 381px; height: 253px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJUDKN8xBWmKaY10fa2e2iGj_5Ek48fnzT6oQg1TRcQzidvgxGnisxHtRsQ7UPFPtw3nB6E8M4giq_RPub_Q9XNw-X7DpKqgWgL9bqvTq44uLckEzrkQAOMs0C8IzvRCRsVwaPVBuGKRRf/s320/panama-parlacen.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5649832165482090386&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;PARLACEN&lt;br /&gt;http://goo.gl/EAA4e&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style=&quot;font-family:Arial, Helvetica, sans-serif;font-size:85%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family:Arial, Helvetica, sans-serif;font-size:85%;&quot;&gt;En el 2004, la Corte de Constitucionalidad declaró inconstitucionales las normas del Tratado Constitutivo del Parlamento Centroamericano que incorporaban a los ex-Presidentes y ex-Vicepresidentes de Guatemala como diputados al PARLACEN, y que les garantizaba una inmunidad a todas luces inconstitucional. Por esta razón, el ex-Presidente Óscar Berger, y el ex-Vicepresidente Eduardo Stein no pudieron incorporarse al PARLACEN, y de la misma forma se verán impedidos de hacerlo el actual Presidente Álvaro Colom y su Vicepresidente Rafael Espada.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-family:Arial, Helvetica, sans-serif;font-size:85%;&quot;&gt;Otro aspecto que es importante resaltar del PARLACEN es que sus resoluciones no eran vinculantes para los Estados firmantes, por lo que no pasaban de ser simples recomendaciones. En el 2008, &lt;/span&gt;&lt;span style=&quot;font-family:Arial, Helvetica, sans-serif;font-size:85%;&quot;&gt;los Estados de Guatemala, Nicaragua, El Salvador, Honduras&lt;/span&gt;&lt;span style=&quot;font-family:Arial, Helvetica, sans-serif;font-size:85%;&quot;&gt; y República Dominicana, firmaron el Protocolo de Reformas al Tratado Constitutivo del Parlamento Centroamericano, acordando más atribuciones para el PARLACEN, para que pudieran aprobar su propio presupuesto, proponer legislaciones tendientes a la integración de Centroamérica, y que las decisiones adoptadas por el mismo tuvieran más incidencia y carácter vinculante para los Estados participantes. A pesar de los intentos por mejorar la estructura y funcionamiento del PARLACEN, en el año 2011 Panamá decidió retirarse del mismo, por considerar que el Parlamento Centroamericano era inoperante y costoso.&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style=&quot;font-family:Arial, Helvetica, sans-serif;font-size:85%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi947bowjvcKhS_lVwwZ7eja0mPwMf5gpOmCNdsCo1RwiN1HcHlXmEDY2sXls-NRdDCmyORb6h6PpqM3RBDBMZbju9xCi5-VFpeh3Iaz6kH1tSAf04M0AxKeJHTKk0FjyxmlWNJtPXCOB66/s1600/0+052.jpg&quot;&gt;&lt;img style=&quot;display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 320px; height: 214px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi947bowjvcKhS_lVwwZ7eja0mPwMf5gpOmCNdsCo1RwiN1HcHlXmEDY2sXls-NRdDCmyORb6h6PpqM3RBDBMZbju9xCi5-VFpeh3Iaz6kH1tSAf04M0AxKeJHTKk0FjyxmlWNJtPXCOB66/s320/0+052.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5649833602981407794&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;El Vicepresidente de Guatemala, Rafael Espada, visita al PARLACEN&lt;/span&gt;&lt;br /&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-family:Arial, Helvetica, sans-serif;font-size:85%;&quot;&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;http://goo.gl/AMZ9G&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;span style=&quot;font-family:Arial, Helvetica, sans-serif;font-size:85%;&quot;&gt;Sin duda, la idea de contar con un consejo conformado por representantes de los países centroamericanos para buscar una integración económica y social entre sus miembros suena genial, pero la forma en que se reguló y se llevó a la práctica dejó mucho que desear. En la actualidad, existen muchos aspectos del PARLACEN que mejorar, entre otros, el de permitir que el mismo pueda conocer asuntos relacionados con tratados de libre comercio entre los Estados firmantes; que pueda fiscalizar a todas las entidades que conforman el Sistema de Integración Centroamericana (SICA); que se limite la inmunidad de los diputados al PARLACEN estrictamente a actos y opiniones realizados en el ejercicio de sus cargos; y que esté facultado para conocer de asuntos ambientales, sanitarios y de seguridad que involucren a todos los países de Centroamérica.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-family:Arial, Helvetica, sans-serif;font-size:85%;&quot;&gt;Mientras no se empodere al PARLACEN y se le otorguen funciones que realmente puedan incidir en el proceso de integración centroamericano, seguirá siendo un órgano burocrático y sin importancia alguna para los países de Centroamérica. Muchos críticos lo tildan de nido de políticos y corruptos, por la posibilidad de que los ex-gobernantes puedan integrarlo. En el estado en que se encuentra ahora, el PARLACEN es costoso, ineficiente, y lamentablemente, no genera beneficio alguno para nuestro país. En este sentido, aunque la iniciativa es interesante, no funciona y debe ser reformulada para que pueda proteger de una mejor forma los intereses de los países centroamericanos. &lt;/span&gt;&lt;br /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://lfuego.blogspot.com/feeds/2013266073280414011/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://lfuego.blogspot.com/2011/09/la-eleccion-de-los-diputados-al.html#comment-form' title='4 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8013430517781797892/posts/default/2013266073280414011'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8013430517781797892/posts/default/2013266073280414011'/><link rel='alternate' type='text/html' href='http://lfuego.blogspot.com/2011/09/la-eleccion-de-los-diputados-al.html' title='La elección de los diputados al PARLACEN'/><author><name>Luis Fuentes</name><uri>http://www.blogger.com/profile/10289323544834666479</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiFaKUJm99DoEh1wiLqAtr0QuGVNR4Wnm3nP2kXyWXB5JCP9QZQA0IAefHA3PGjPG7OmSWmjTidOmcycpQRLOhP9pVXp0svdJcxG2zv55vP1YyQKNGhOa_QLwUDXbpSyv8u9c9y1WkhyjMx/s72-c/logo+parla.png" height="72" width="72"/><thr:total>4</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8013430517781797892.post-1067840515021879646</id><published>2011-08-18T22:36:00.001-07:00</published><updated>2011-08-29T11:50:47.132-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="asesores del congreso"/><category scheme="http://www.blogger.com/atom/ns#" term="Congreso de la República"/><category scheme="http://www.blogger.com/atom/ns#" term="diputados"/><category scheme="http://www.blogger.com/atom/ns#" term="formación de ley"/><category scheme="http://www.blogger.com/atom/ns#" term="interpelación de ministros"/><category scheme="http://www.blogger.com/atom/ns#" term="sanciones"/><title type='text'>La Importancia del Congreso de la República - Parte III</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;En la primera parte de esta serie de artículos sobre la importancia del Congreso de la República en Guatemala, se expuso la forma en que se integra el Congreso, con los defectos que se consideran determinantes en la ausencia de representatividad que proyecta el mismo, así como también las soluciones propuestas que pueden mejorar dicho sistema. En la segunda parte, se identificaron los órganos administrativos internos que existen en el Congreso y se ilustraron los mecanismos de funcionamiento que utiliza el Congreso para llevar a cabo las funciones legislativas y fiscalizadoras que le encomienda la Constitución Política. Dicho esto, el presente artículo, último de este compendio, tocará en detalle ciertos temas específicos del Congreso que merecen una consideración especial.&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;La función legislativa por excelencia del Congreso de la República es la  de decretar, reformar y derogar las leyes que rigen en el país. La  mayoría de las personas sabe que el Congreso es el órgano encargado de  emitir las leyes, pero desconocen el procedimiento que se lleva para  crearlas. La Constitución Política define a grandes rasgos el proceso de  formación y sanción de ley (Artículo 174), y la Ley del Organismo  Legislativo lo desarrolla en detalle (Artículo 109). El proceso para  crear una ley se puede dividir en 6 pasos: &lt;span style=&quot;font-weight: bold;&quot;&gt;Iniciativa de ley, discusión, aprobación, sanción, promulgación &lt;/span&gt;y&lt;span style=&quot;font-weight: bold;&quot;&gt; publicación&lt;/span&gt;.&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiafSLWPdVE2R9-5cLJwuEsB0Mg-t0U8-PIWs6bm3GElTqML5Tzn0Xm6I7Pl_jTL61EjsRNnR00_v15ls2D6yfrxUujn2ZpLhte3f6a8jeIZD5HvqX99SjT7oIE_NuAevxak1x9dG5gf5Ld/s1600/logo-palacio-legislativo.jpg&quot;&gt;&lt;img style=&quot;display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 302px; height: 361px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiafSLWPdVE2R9-5cLJwuEsB0Mg-t0U8-PIWs6bm3GElTqML5Tzn0Xm6I7Pl_jTL61EjsRNnR00_v15ls2D6yfrxUujn2ZpLhte3f6a8jeIZD5HvqX99SjT7oIE_NuAevxak1x9dG5gf5Ld/s320/logo-palacio-legislativo.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5644910544915704034&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;Logo del Palacio Legislativo&lt;br /&gt;http://goo.gl/dHftj&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;La &lt;span style=&quot;font-weight: bold;&quot;&gt;iniciativa de Ley&lt;/span&gt; es la elaboración de un proyecto para crear leyes o introducir modificaciones a las mismas. No todas las personas y entidades estatales pueden  proponer un proyecto de ley. Según la Constitución, tienen capacidad  para proponer una iniciativa de ley, los diputados, el  Organismo Ejecutivo, la Corte Suprema de Justicia, la Universidad de San  Carlos y el Tribunal Supremo Electoral. Es decir que ninguna persona o  asociación civil puede proponer cambios en el ordenamiento jurídico, si  no es por medio de dichas entidades estatales. Ahora bien, propuesta una iniciativa de Ley, el funcionario público correspondiente del organismo que propone la iniciativa de ley acudirá al Pleno del Congreso a expresar las razones por las que dicha iniciativa es necesitaria. Concluida la lectura en el pleno, el proyecto de ley pasa a la Comisión de Trabajo que corresponda según el tema de que se trate, para que lo estudie. Durante este trámite, la comisión sostiene reuniones con los funcionarios ponentes para conciliar temas de importancia del proyecto e introducen cambios a la misma si lo consideran, y finalizado el procedimiento, elabora un dictamen que se presenta a la Junta Directiva del Congreso.&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;De regreso el proyecto de ley en el Pleno, se da lectura al dictamen y se pone a &lt;span style=&quot;font-weight: bold;&quot;&gt;discusión&lt;/span&gt;  durante 3 sesiones  ordinarias. Este es el momento en que cada diputado tiene derecho a  expresarse sobre la viabilidad del mismo e introducir cambios. Finalizadas las sesiones, se procede a votar por su  aprobación o improbación. Para aprobar una ley ordinaria, se necesita el  voto favorable de la mitad más uno (51%) de los diputados que integran  el Congreso (80 de 158 diputados), y una vez aprobado el proyecto de  ley, se continúa su discusión artículo por artículo, y se procede a  votar de nuevo. Con la &lt;span style=&quot;font-weight: bold;&quot;&gt;aprobación&lt;/span&gt; de la iniciativa, la Junta Directiva del Congreso lo envía al Presidente de la República, para que lleve a cabo la &lt;span style=&quot;font-weight: bold;&quot;&gt;sanción&lt;/span&gt;  de la Ley, esto es, la autorización del Ejecutivo, para darle validez a  la misma, en 15 días. El Ejecutivo puede sancionar la ley, vetarla u  omitir declaración. Si sanciona la Ley, ordena su &lt;span style=&quot;font-weight: bold;&quot;&gt;promulgación&lt;/span&gt;,  que es el acto por medio del cual el Presidente reconoce la existencia  de la Ley y ordena su acatamiento, lo envía al Diario de Centroamérica  (oficial) para su &lt;span style=&quot;font-weight: bold;&quot;&gt;publicación&lt;/span&gt; por 8 días, entrando después en vigencia para todo el territorio nacional.&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimvoYuMA2VKCoqaG73ys3eEbDDY3yKiplH3_bGlAySVOgW44BYso2DEwZrl8n204RGZUUPNqqq2kN65ZrqNHPisbds_pqzfpv9H-sGDS-YY4VWu3A21XQdXKxAau5-TfVewOVwNc24kXvD/s1600/foto-dictamen2.jpg&quot;&gt;&lt;img style=&quot;display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 387px; height: 258px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimvoYuMA2VKCoqaG73ys3eEbDDY3yKiplH3_bGlAySVOgW44BYso2DEwZrl8n204RGZUUPNqqq2kN65ZrqNHPisbds_pqzfpv9H-sGDS-YY4VWu3A21XQdXKxAau5-TfVewOVwNc24kXvD/s320/foto-dictamen2.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5644913430790907186&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;Comisión de Finanzas elabora dictamen favorable a la emisión&lt;br /&gt;de bonos por Q.7 millardos&lt;br /&gt;http://goo.gl/H14Jl&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;El Ejecutivo puede vetar la Ley por considerar que la misma va en contra de los intereses del país, y en ese caso, el proyecto de ley regresa al Congreso para que el Pleno lo reconsidere. Lamentablemente la Constitución limita el control del Ejecutivo sobre la actividad legislativa del Congreso, al considerar que los proyectos de Ley solo pueden ser vetados en su totalidad, y no partes del mismo. Esta limitación no debería existir, pues el Presidente debería poder vetar artículos concretos de las leyes. En efecto, la mayoría de leyes declaradas inconstitucionales lo son por artículos concretos de las mismas, y no necesariamente en toda la ley. Pero para facultar al Presidente a vetar parcialmente una ley, debe reformarse la Constitución (Artículo 178).&lt;br /&gt;&lt;br /&gt;En fin, si las razones esgrimidas por el Presidente no son aceptadas y se rechaza el veto por las 2/3 partes de los diputados, el Ejecutivo está obligado a sancionar y promulgar el decreto, y si no lo hace, la Junta Directiva del Congreso ordena su publicación en 3 días. Esto es lo que se denomina &lt;span style=&quot;font-style: italic;&quot;&gt;Primacía Legislativa&lt;/span&gt;, debido a que el Congreso es el órgano encargado exclusivamente de legislar. Por otro lado, el Ejecutivo puede tomar la posición de no manifestarse al respecto del proyecto, y terminado el plazo de 15 días, se tiene por sancionada la iniciativa de Ley y el Congreso ordena su promulgación y publicación. Han habido casos en que el Presidente decide no responder al Congreso en el plazo para lavarse las manos políticamente, y que la iniciativa retorne a éste para que lo promulgue y entre en vigencia en el país.&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjTiYFxCuTeEWOrHIQUAUSi5BWJA1yABVnljre3BBX6e9jZRdY0kar9IulyYT_YEi9ui7BEm_EBpOC_QEoqJMH0E42VFunmkVpp3xpIMnWPWW0mshymN4dXtt6OVIoaW0GmxQ4FNJrWfwUH/s1600/2220500354-colom-veta-ley-reactivaria-pena-muerte-guatemala.jpg&quot;&gt;&lt;img style=&quot;display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 290px; height: 320px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjTiYFxCuTeEWOrHIQUAUSi5BWJA1yABVnljre3BBX6e9jZRdY0kar9IulyYT_YEi9ui7BEm_EBpOC_QEoqJMH0E42VFunmkVpp3xpIMnWPWW0mshymN4dXtt6OVIoaW0GmxQ4FNJrWfwUH/s320/2220500354-colom-veta-ley-reactivaria-pena-muerte-guatemala.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5644912294202678354&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;El Presidente Colom vetando proyecto de Ley que restaura la pena de muerte&lt;br /&gt;http://goo.gl/Yl16k&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Pasando a otro tema de especial trascendencia en el Congreso, su función fiscalizadora más importante es la &lt;span style=&quot;font-weight: bold;&quot;&gt;Interpelación de Ministros de Estado&lt;/span&gt;, que son, según   la Constitución, los encargados de ejecutar el presupuesto del   Ejecutivo. La interpelación consiste básicamente en la asistencia obligatoria de los ministros al Congreso para contestar las preguntas que le hagan los   diputados, sobre temas coyunturales de trascendencia, salvo asuntos diplomáticos o militares que no hayan terminado. En cualquier momento de la interpelación, al menos 4 diputados   pueden proponer al Pleno del Congreso un voto de falta de confianza al ministro interpelado, y si éste es aprobado por mayoría absoluta (51%), presenta inmediatamente su renuncia. No obstante, el   Presidente de la República puede denegar la renuncia, si considera que no   conviene a la política de gobierno, por lo que en este caso el   ministro interpelado regresa de nuevo al Congreso, a responder preguntas adicionales.   Si el voto de falta de confianza es ratificado por las 2/3 partes del Pleno, se tiene al ministro por separado de su cargo de   inmediato.&lt;br /&gt;&lt;br /&gt;El derecho a interpelar que le corresponde a un diputado   es absoluto, pues ni el Congreso ni autoridad alguna puede   limitarlo. Puede ser planteado por cualquier diputado, y al ser interpuesto, el Presidente del Congreso   debe anunciar de forma inmediata la fecha de la sesión en que se llevará a cabo   la interpelación, que ocurrirá dentro de las 5 sesiones inmediatas   siguientes. Una vez empezada la interpelación, la agenda se suspenderá   hasta que se realicen todas las preguntas posibles del Pleno del Congreso. Es por   este derecho casi divino del diputado que se utiliza   políticamente con fines de atascar la agenda legislativa y generar   presión para que se haga o deje de conocer determinado tema. Esto es lo   que sucedió este año con el conflicto que se generó entre el Presidente   de la República, Álvaro Colom, urgido de endeudar más al país para poder subvencionar a un Estado desfinanciado, planteó la solicitud   al Congreso, que es el encargado de autorizar cualquier endeudamiento público  del  Estado. Sin embargo, el tema del endeudamiento fue bloqueado por la interpelación al Ministro  de  Gobernación Carlos Menocal, que duró varios meses, así como también el resto de la agenda legislativa, que se estancó hasta finalizada dicha interpelación.&lt;br /&gt;&lt;br /&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg2TQReQXo2DQfjBmXIpaYwdRHiBZwJt9BS_l9vb5f0XGSVIOpcL7xKRNI_euJ0sXLZaDeCViLy6btN7PGjvtTdFtrIqCNDB9uPA3aSGzpjfT_VO_18B_N2Vlh__o_tEB6Uec_fVPm4ua0p/s1600/Ludwig-Ovalle-ministro-Salud-interpelado_PREIMA20110330_0027_5.jpg&quot;&gt;&lt;img style=&quot;display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 374px; height: 254px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg2TQReQXo2DQfjBmXIpaYwdRHiBZwJt9BS_l9vb5f0XGSVIOpcL7xKRNI_euJ0sXLZaDeCViLy6btN7PGjvtTdFtrIqCNDB9uPA3aSGzpjfT_VO_18B_N2Vlh__o_tEB6Uec_fVPm4ua0p/s320/Ludwig-Ovalle-ministro-Salud-interpelado_PREIMA20110330_0027_5.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5644917977232122802&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;Interpelación realizada al Ministro de Salud actual, Ludwig Ovalle&lt;br /&gt;http://goo.gl/UQkgt&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;Las interpelaciones son fundamentales en   una Democracia Representativa como la nuestra, pero este derecho, al igual   que cualquier otro (salvo la seguridad jurídica), no puede ser absoluto, porque esto provocará que se  abuse  de él, como ha sucedido en la actualidad. Varias veces se ha  visto al Congreso prácticamente atado de  manos ante  la impotencia de  poder continuar con la agenda legislativa,  debido a  grupos de diputados  que provocan interpelaciones que duran  una  eternidad, por lo que se le  debe dar al Pleno al menos una  alternativa  para poder contrarrestar este  tipo de estrategias por parte  de los  diputados. Considero que el Pleno  del  Congreso debe tener facultad para detener la interpelación hecha  por un  diputado si hay asuntos más urgentes e importantes que conocer, y si lo  acuerda una mayoría relativa (66%) de los diputados.  Esto evitaría  abusos por parte de los diputados para utilizar las  interpelaciones como  herramientas políticas para sus intereses  personales. La Constitución reconoce el derecho a un diputado para solicitar una interpelación, pero no establece que este derecho es absoluto. De nuevo, para modificar este aspecto del congreso debe reformarse la Constitución, pues ella reconoce que es imposible limitar el derecho a interpelar. Pareciera que el Legislativo se cubrió las espaldas en las 2 funciones más importantes que realiza.&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Otro tema que es fundamental en la forma en que la ineficiencia del Congreso es el casi inexistente régimen de sanciones que se le puede imponer al diputado por faltar a las sesiones. Según la ley, la inasistencia de un diputado a una sesión del Pleno, da lugar a un descuento del 70% de su remuneración diaria, y la inasistencia a una sesión de una Comisión de Trabajo da lugar a un descuento del 30%. Es decir que al diputado se le descuenta una parte de su día cada vez que no llega a una sesión. Asimismo, la ley indica que la inasistencia a 4 sesiones celebradas en el Pleno en un mes (Se celebran 8 sesiones cada mes), da lugar, primero, a una llamada de atención privada, y la segunda vez, se somete el asunto a la Junta Directiva para que se impongan las infracciones &quot;que procedan&quot;. Es decir que, en teoría, un diputado puede faltar las veces que quiera, siempre que no se ausente a más del 50% de las sesiones en un mes.&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhlnrO7WH_yrwCp8xfkvgmCvr4MwB6_C3_uIbkvPhMCCtUuUPcLUtZIooR86pOgENZo1voHceV8liSycUTTL64zh6AQRegQn941udmTkEhBHy57W2ETomuvQnev00spAnU2yNk0amBDwD6o/s1600/Diputados-Registro-Nacional-Personas-Guatemala_PREIMA20101007_0027_5.jpg&quot;&gt;&lt;img style=&quot;display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 373px; height: 254px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhlnrO7WH_yrwCp8xfkvgmCvr4MwB6_C3_uIbkvPhMCCtUuUPcLUtZIooR86pOgENZo1voHceV8liSycUTTL64zh6AQRegQn941udmTkEhBHy57W2ETomuvQnev00spAnU2yNk0amBDwD6o/s320/Diputados-Registro-Nacional-Personas-Guatemala_PREIMA20101007_0027_5.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5645271698692454322&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;http://goo.gl/SyE7c&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Por otro lado, la Ley establece que la reiterada inasistencia del diputado da lugar a declarar vacante el cargo. No obstante, según Roberto Alejos, Presidente del Organismo Legislativo, nunca en la historia del Congreso se ha declarado la vacante de un cargo, por lo que las únicas sanciones que realmente existen son los descuentos económicos al diputado, y una amonestación de manera privada, si falta a más de la mitad de las sesiones. ¿Son estas sanciones suficientes para controlar a un diputado?&lt;br /&gt;&lt;br /&gt;En los primeros 3 meses del año 2011 se celebraron 19 sesiones del Congreso. Alejandro Sinibaldi, diputado por el Partido Patriota, faltó a 15 sesiones (79% del total, faltó a 8 de las 10 sesiones celebradas en marzo); y José Guillermo Samayoa, también diputado por el PP, faltó a 11 sesiones (58% del total, faltó a 9 de las 10 sesiones celebradas en marzo). Que los diputados falten a las sesiones del Congreso es inaceptable,  pero que no existan infracciones duras y eficaces contra la  inasistencia, es inaudito. En mi opinión, el diputado que no llegue a una  sesión debería descontársele 1 semana de sueldo, y si falta a más  de 2 sesiones seguidas injustificadas al mes, se debe declarar la vacante del cargo, y punto.  Ahí veremos si los diputados faltan a las sesiones del  Congreso y cumplen el trabajo para el que fueron electos.&lt;br /&gt;&lt;br /&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhMO3n_BHq1zaKPHh6IQiqh3Q1I3tAYr_6rhditaTPhPc-q5toQVw0l1UpetM4Zm2k72aLekVnAt55uDCpEr5_7K_sb7quyzb7RsEIb0jwODwzQ6c4qbAzDoDz4vJBg6JwQHxme2PSFL4Pw/s1600/portada.jpg&quot;&gt;&lt;img style=&quot;display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 376px; height: 251px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhMO3n_BHq1zaKPHh6IQiqh3Q1I3tAYr_6rhditaTPhPc-q5toQVw0l1UpetM4Zm2k72aLekVnAt55uDCpEr5_7K_sb7quyzb7RsEIb0jwODwzQ6c4qbAzDoDz4vJBg6JwQHxme2PSFL4Pw/s320/portada.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5644966590357193922&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;http://goo.gl/rqJCi&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;Que los diputados falten a las sesiones del Congreso es inaceptable, pero que no existan infracciones duras y eficaces contra la inasistencia, es inaudito. En mi opinión, el diputado que no llega a una sesión de forma injustificada se le debe descontar el emolumento del día, pero si falta a más de 2 sesiones al mes, se debe declarar la vacante del cargo, y punto. Así veremos si los diputados dejan de faltar a las sesiones del Congreso. Las funciones de los diputados deben llevarse a cabo en su mayoría en las sesiones del Pleno y de las comisiones, por lo que si éstos faltan a ellas, están incumpliendo el trabajo para el que fueron electos. Si no trabajan, que se vayan. Una modificación al régimen de sanciones de los diputados puede hacerse mediante una reforma a la Ley del Organismo Legislativo, que es quien la regula (Artículo 66).&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Finalmente, la contratación de asesores para las comisiones de trabajo y los diputados genera muchas dudas y se realiza con una transparencia mínima. El artículo 38 de la Ley del Organismo Legislativo establece que las comisiones de trabajo pueden tener, al menos, 1 asesor permanente, pagado con fondos del Congreso, y tienen derecho a que la Junta Directiva les nombre a otros asesores para proyectos específicos que se requieran. Esta disposición abre la puerta a que las comisiones de trabajo puedan contar con un número &lt;span style=&quot;font-style: italic;&quot;&gt;ilimitado &lt;/span&gt;de asesores, bajo contrato de prestación de servicios profesionales dentro del renglón adminstrativo 0-29, que opera con discrecionalidad preocupante en la asignación de salarios y atribuciones. La Ley también expresa que cada partido político representado en el Congreso tiene derecho a 2 asesores y a uno más por cada 4 diputados que tenga en el mismo. ¿Por qué el Congreso tiene que financiar a los asesores de los partidos políticos? Esta disposición es un auténtico abuso, y debe modificarse junto con la eliminación de las juntas de bloque en el Congreso, y la presencia de partidos políticos como tales dentro del mismo, con una reforma a la Ley del Organismo Legislativo (Artículos 46-52).&lt;br /&gt;&lt;br /&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhWaSmrx7xVDQ3_fjjntoz9eZ9-CGtgiqdANQXOV_dR_CjjYkw8m1MicYbDSpeHCJIZ7Jl8I07syuLPjcfuOgqD-7RNq8IjNPtt_H92IWVjWPrYJqOrqAH3ukrBAXPIbilMKcEWr2WBJSB_/s1600/congreso.jpg&quot;&gt;&lt;img style=&quot;display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 416px; height: 174px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhWaSmrx7xVDQ3_fjjntoz9eZ9-CGtgiqdANQXOV_dR_CjjYkw8m1MicYbDSpeHCJIZ7Jl8I07syuLPjcfuOgqD-7RNq8IjNPtt_H92IWVjWPrYJqOrqAH3ukrBAXPIbilMKcEWr2WBJSB_/s320/congreso.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5645274074632764274&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;span style=&quot;text-decoration: underline;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;Edificio del Congreso de la República&lt;br /&gt;http://goo.gl/s4j4&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;Por otro lado, la Procuraduría General de la Nación (PGN), según la Constitución, tiene a su cargo &lt;span style=&quot;font-style: italic;&quot;&gt;&quot;la función de asesoría y consultoría de los órganos y entidades estatales&quot;&lt;/span&gt;. Es decir que, de conformidad con la Constitución, si cualquier entidad estatal requiere de algún asesor para sus funcionarios públicos, se los debe requerir a la PGN. ¿Por qué entonces la Ley faculta al Congreso para subcontratar a asesores, si éstos deben venir de la PGN, órgano asesor del Estado según la Constitución? La presencia de asesores externos de los diputados es discutible, tomando en cuenta que el tema de los asesores tiene muchas sombras y lo reconoce la ley solo en su artículo 38. Definitivamente, si se va a permitir que los diputados tengan asesores externos, es necesario regular su funcionamiento en más de un artículo de la ley. Esto puede llevarse a cabo por medio de una reforma a la Ley del Organismo Legislativo (Artículo 38).&lt;br /&gt;&lt;/div&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Con todo lo que se ha descrito sobre el Congreso, la importancia crucial que tiene el Congreso de la República en el desarrollo de nuestro país es incrontrovertible. Si elegimos a diputados que solo van por el cabildeo político y el negocio, las oportunidades que tenemos de salir adelante se reducen radicalmente. Tenemos un ordenamiento jurídico que contiene muchos errores que son fundamentales para la realidad en la que vivimos actualmente. Los diputados deben ser conscientes de que llevan en sus espaldas a millones de guatemaltecos que carecen de condiciones mínimas para sobrevivir, y si no lo son, nosotros debemos hacerles ver la enorme responsabilidad que tienen en sus manos. El Congreso de la República es la base de nuestro sistema de gobierno, y por ende, el órgano más importante de nuestro país. Si el Congreso no comienza a funcionar, Guatemala no empezará a aumentar sus índices de desarrollo económico, social y político. El Congreso debe trabajar para el pueblo, y buscar siempre la protección del interés personal, y si no lo hace, el pueblo debe exigírselo.&lt;br /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://lfuego.blogspot.com/feeds/1067840515021879646/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://lfuego.blogspot.com/2011/08/la-importancia-del-congreso-de-la_18.html#comment-form' title='1 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8013430517781797892/posts/default/1067840515021879646'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8013430517781797892/posts/default/1067840515021879646'/><link rel='alternate' type='text/html' href='http://lfuego.blogspot.com/2011/08/la-importancia-del-congreso-de-la_18.html' title='La Importancia del Congreso de la República - Parte III'/><author><name>Luis Fuentes</name><uri>http://www.blogger.com/profile/10289323544834666479</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiafSLWPdVE2R9-5cLJwuEsB0Mg-t0U8-PIWs6bm3GElTqML5Tzn0Xm6I7Pl_jTL61EjsRNnR00_v15ls2D6yfrxUujn2ZpLhte3f6a8jeIZD5HvqX99SjT7oIE_NuAevxak1x9dG5gf5Ld/s72-c/logo-palacio-legislativo.jpg" height="72" width="72"/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8013430517781797892.post-5466610137945945930</id><published>2011-08-18T20:51:00.000-07:00</published><updated>2011-08-18T21:02:03.586-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Congreso de la República"/><category scheme="http://www.blogger.com/atom/ns#" term="fiscalizadoras"/><category scheme="http://www.blogger.com/atom/ns#" term="Funciones"/><title type='text'>Funciones Fiscalizadoras del Congreso de la República</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;Las funciones fiscalizadoras más importantes del Congreso de la República son:&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;ul style=&quot;text-align: justify;&quot;&gt;&lt;li&gt;Recibir juramento de ley al Presidente y Vicepresidente de la  República, al Presidente del Organismo Judicial, y darles posesión de  sus cargos (Artículo 165, inc. B de la Constitución Política).&lt;/li&gt;&lt;/ul&gt;&lt;ul style=&quot;text-align: justify;&quot;&gt;&lt;li&gt;Aceptar o no la renuncia del Presidente o del Vicepresidente de la República (Artículo 165, inc. C de la Constitución Política).&lt;/li&gt;&lt;/ul&gt;&lt;ul style=&quot;text-align: justify;&quot;&gt;&lt;li&gt;Desconocer al Presidente de la República si continúa en el ejercicio de  sus funciones después de vencerse su período constitucional, pasando automáticamente el Ejército a depender del Congreso (Artículo 165, inc. G de la Constitución Política), y declarar  la incapacidad física o mental del Presidente de la República, fundada  en dictamen previo de 5 médicos (Artículo 165, inc. I de la Constitución Política).&lt;/li&gt;&lt;/ul&gt;&lt;ul style=&quot;text-align: justify;&quot;&gt;&lt;li&gt;Conocer el antejuicio presentado contra el  Presidente de la República, los Magistrados de la Corte Suprema de Justicia,  los Magistrados de la Corte de Constitucionalidad, los Ministros de Estado, el Procurador de los Derechos Humanos, el Fiscal General y  el Procurador General de la Nación (Artículo 165, inc. H de la Constitución Política).&lt;/li&gt;&lt;/ul&gt;&lt;ul style=&quot;text-align: justify;&quot;&gt;&lt;li&gt;Interpelar a los Ministros de Estado sobre cualquier ámbito que se considere pertinente del ejercicio de sus cargos (Artículos 165, inc. J y 166 de la Constitución Política).&lt;/li&gt;&lt;/ul&gt;&lt;ul style=&quot;text-align: justify;&quot;&gt;&lt;li&gt;Recibir la rendición de cuentas de los funcionarios públicos del Ejecutivo y del Judicial, y la fiscalización del gasto público (Artículos 183, inc. W y 213 de la Constitución Política).&lt;br /&gt;&lt;/li&gt;&lt;/ul&gt;</content><link rel='replies' type='application/atom+xml' href='http://lfuego.blogspot.com/feeds/5466610137945945930/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://lfuego.blogspot.com/2011/08/funciones-fiscalizadoras-del-congreso_18.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8013430517781797892/posts/default/5466610137945945930'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8013430517781797892/posts/default/5466610137945945930'/><link rel='alternate' type='text/html' href='http://lfuego.blogspot.com/2011/08/funciones-fiscalizadoras-del-congreso_18.html' title='Funciones Fiscalizadoras del Congreso de la República'/><author><name>Luis Fuentes</name><uri>http://www.blogger.com/profile/10289323544834666479</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8013430517781797892.post-2232297015788765990</id><published>2011-08-18T20:36:00.000-07:00</published><updated>2011-08-18T20:52:35.187-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Congreso de la República"/><category scheme="http://www.blogger.com/atom/ns#" term="Funciones"/><category scheme="http://www.blogger.com/atom/ns#" term="legislativas"/><title type='text'>Funciones Legislativas del Congreso de la República</title><content type='html'>Las funciones legislativas más importantes del Congreso de la República son:&lt;br /&gt;&lt;ul style=&quot;text-align: justify;&quot;&gt;&lt;li&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;Decretar, reformar y derogar las Leyes del país (Artículo 171, inc. A de la Constitución Política):&lt;/span&gt; Esta es la actividad legislativa por excelencia, e implica la discusión y aprobación de  iniciativas de ley sobre asuntos que no están regulados, la modificación de normas jurídicas que necesiten cambios en su contenido, y la derogación de las Leyes  que ya no sean necesarias para el ordenamiento jurídico.&lt;/li&gt;&lt;/ul&gt;&lt;ul style=&quot;text-align: justify;&quot;&gt;&lt;li&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;Aprobar, modificar o improbar el Presupuesto de Ingresos y Egresos del Estado (Artículo 171, inc. B de la Constitución Política): &lt;/span&gt;Los Órganos Ejecutivo y Judicial elaboran los proyectos de presupuesto de sus ramos, y  los envían al Congreso para que se discutan entre los diputados y se  aprueben, modifiquen o imprueben. Los diputados aprueban los proyectos de presupuesto presentados, con la emisión de la Ley  del Presupuesto General de Ingresos y Egresos del Estado para el  Ejercicio Fiscal del año que corresponda. Por otro lado, si el Congreso imprueba el proyecto de presupuesto, regirá de nuevo el presupuesto que fue ejecutado el año anterior.&lt;/li&gt;&lt;/ul&gt;&lt;ul style=&quot;text-align: justify;&quot;&gt;&lt;li&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;Decretar impuestos ordinarios y extraordinarios (Artículo 171, inc. C, y 239 de la Constitución Política)&lt;/span&gt;: El Congreso tiene la facultad exclusiva para decretar impuestos en el país, así como sus bases de recaudación, de conformidad con la equidad, la justicia tributaria y la capacidad económica de los contribuyentes.&lt;/li&gt;&lt;/ul&gt;&lt;ul style=&quot;text-align: justify;&quot;&gt;&lt;li&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;Declarar la guerra y aprobar tratados de paz (Artículo 171, inc. F de la Constitución Política)&lt;/span&gt;:  Se declara la guerra cuando existe peligro inminente a la seguridad e  integridad del Estado, tanto de fuerzas armadas extranjeras como  internas. Asimismo, le corresponde al Congreso aprobar los tratados de paz que se negocien con el Estado enemigo o las fuerzas insurgentes en el país.&lt;/li&gt;&lt;/ul&gt;&lt;ul style=&quot;text-align: justify;&quot;&gt;&lt;li&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;Contraer deuda pública interna o externa (Artículos 133 y 171, inc. I de la Constitución Política): &lt;/span&gt;El Congreso debe aprobar cualquier intención de endeudar al Estado. En este sentido, el Banco de Guatemala tiene prohibido otorgar financiamiento al Gobierno, salvo casos de catástrofes y desastres públicos, siempre que sea aprobado por las dos terceras partes de los diputados.&lt;br /&gt;&lt;/li&gt;&lt;/ul&gt;</content><link rel='replies' type='application/atom+xml' href='http://lfuego.blogspot.com/feeds/2232297015788765990/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://lfuego.blogspot.com/2011/08/funciones-fiscalizadoras-del-congreso.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8013430517781797892/posts/default/2232297015788765990'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8013430517781797892/posts/default/2232297015788765990'/><link rel='alternate' type='text/html' href='http://lfuego.blogspot.com/2011/08/funciones-fiscalizadoras-del-congreso.html' title='Funciones Legislativas del Congreso de la República'/><author><name>Luis Fuentes</name><uri>http://www.blogger.com/profile/10289323544834666479</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8013430517781797892.post-4518233828472690542</id><published>2011-08-17T22:13:00.000-07:00</published><updated>2011-08-19T07:13:59.704-07:00</updated><title type='text'>Mecanismos de control interorgánico del Judicial sobre el Legislativo</title><content type='html'>&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;&lt;br /&gt;&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgUdff4VLkJEJr91CEh0-Rkz2DTmwg0v-wfuj4LYRwzjdaVhNTuoja-ShFw6ooc4rQf8CxCYtLvD95v0MPq-hCNq5V8-gfA8CGXIjBDgfD9S0sH8T8ht_ag7GAma0oWjaRPvGpniUBXnZ3J/s1600/corte_de_constitucionalidad_PREIMA20110205_0087_4.jpg&quot;&gt;&lt;img style=&quot;display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 242px; height: 320px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgUdff4VLkJEJr91CEh0-Rkz2DTmwg0v-wfuj4LYRwzjdaVhNTuoja-ShFw6ooc4rQf8CxCYtLvD95v0MPq-hCNq5V8-gfA8CGXIjBDgfD9S0sH8T8ht_ag7GAma0oWjaRPvGpniUBXnZ3J/s320/corte_de_constitucionalidad_PREIMA20110205_0087_4.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5642062840935739682&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;Corte de Constitucionalidad Guatemala&lt;br /&gt;http://goo.gl/DTMjV&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;1) Conocer de los antejuicios promovidos contra los Diputados al Congreso de la República, analizando la existencia de motivos suficientes para determinar que han cometido un delito (Artículo 14 Ley de Antejuicio).&lt;br /&gt;&lt;br /&gt;2) Conocer de todas las controversias de derecho privado en las que el Congreso de la República actúe como parte (Artículo 212 de la Constitución Política).&lt;br /&gt;&lt;br /&gt;3) La Corte de Constitucionalidad conoce de los amparos promovidos contra el Congreso de la República (Artículo 11 de la Ley de Amparo, Exhibición Personal y de Constitucionalidad).&lt;br /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://lfuego.blogspot.com/feeds/4518233828472690542/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://lfuego.blogspot.com/2011/08/mecanismos-de-control-interorganico-del.html#comment-form' title='1 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8013430517781797892/posts/default/4518233828472690542'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8013430517781797892/posts/default/4518233828472690542'/><link rel='alternate' type='text/html' href='http://lfuego.blogspot.com/2011/08/mecanismos-de-control-interorganico-del.html' title='Mecanismos de control interorgánico del Judicial sobre el Legislativo'/><author><name>Luis Fuentes</name><uri>http://www.blogger.com/profile/10289323544834666479</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgUdff4VLkJEJr91CEh0-Rkz2DTmwg0v-wfuj4LYRwzjdaVhNTuoja-ShFw6ooc4rQf8CxCYtLvD95v0MPq-hCNq5V8-gfA8CGXIjBDgfD9S0sH8T8ht_ag7GAma0oWjaRPvGpniUBXnZ3J/s72-c/corte_de_constitucionalidad_PREIMA20110205_0087_4.jpg" height="72" width="72"/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8013430517781797892.post-7771376415679688926</id><published>2011-08-17T22:04:00.001-07:00</published><updated>2011-08-17T22:23:08.219-07:00</updated><title type='text'>Mecanismos de control interorgánico del Ejecutivo sobre el Legislativo</title><content type='html'>&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiu3hJmy9O1OKSU29OWybl8_E5sRff8-GY45xxDBKWb0qPWZynIP6Fj-IJE5Migp_YYZqnnTKHQVeIRDC0DbkXP7gfMf6YeQKrpaZMhRIqLYURx-RPeCq3n8Fapl6zTNHHSe0UCCewcVoQZ/s1600/Guatemala-city-central-park.jpg&quot;&gt;&lt;img style=&quot;display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 409px; height: 306px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiu3hJmy9O1OKSU29OWybl8_E5sRff8-GY45xxDBKWb0qPWZynIP6Fj-IJE5Migp_YYZqnnTKHQVeIRDC0DbkXP7gfMf6YeQKrpaZMhRIqLYURx-RPeCq3n8Fapl6zTNHHSe0UCCewcVoQZ/s320/Guatemala-city-central-park.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5642058962662953394&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;/span&gt;Parque Central Guatemala&lt;br /&gt;http://goo.gl/QLfYy&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;1) Convocar al Organismo Legislativo a sesiones extraordinarias (Artículo 183, inc. L de la Constitución Política).&lt;br /&gt;&lt;br /&gt;2) Aprobar la amplicación del Presupuesto General de Ingresos del Estado que resuelva el Congreso de la República, aunque aún con la opinión desfavorable del Ejecutivo, el Congreso de la República la puede aprobar con el voto de las dos terceras partes de sus diputados (Artículo 241 de la Constitución Política).&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://lfuego.blogspot.com/feeds/7771376415679688926/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://lfuego.blogspot.com/2011/08/mecanismos-de-control-constitucional_4643.html#comment-form' title='1 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8013430517781797892/posts/default/7771376415679688926'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8013430517781797892/posts/default/7771376415679688926'/><link rel='alternate' type='text/html' href='http://lfuego.blogspot.com/2011/08/mecanismos-de-control-constitucional_4643.html' title='Mecanismos de control interorgánico del Ejecutivo sobre el Legislativo'/><author><name>Luis Fuentes</name><uri>http://www.blogger.com/profile/10289323544834666479</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiu3hJmy9O1OKSU29OWybl8_E5sRff8-GY45xxDBKWb0qPWZynIP6Fj-IJE5Migp_YYZqnnTKHQVeIRDC0DbkXP7gfMf6YeQKrpaZMhRIqLYURx-RPeCq3n8Fapl6zTNHHSe0UCCewcVoQZ/s72-c/Guatemala-city-central-park.jpg" height="72" width="72"/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8013430517781797892.post-4036723138471399708</id><published>2011-08-17T21:48:00.001-07:00</published><updated>2011-08-20T17:02:37.077-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="control constitucional"/><category scheme="http://www.blogger.com/atom/ns#" term="interorgánico"/><category scheme="http://www.blogger.com/atom/ns#" term="judicial"/><category scheme="http://www.blogger.com/atom/ns#" term="legislativo"/><category scheme="http://www.blogger.com/atom/ns#" term="Mecanismos"/><title type='text'>Mecanismos de control interorgánico del Legislativo sobre el Judicial</title><content type='html'>&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;&lt;br /&gt;&lt;br /&gt;&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiPj5pSkcxGDj0NC8watGhAFkx2qNyHaVylL9q6cbt_uQRiw_gemgE0d1Jkh7uPzGUDxpinMTfTw-bDV6oSeGxcAUMhKfZsvQU9rppK4ragyS5m7ktXCdSnpUufcQeWnAT9eQMGbtxSO-9V/s1600/corte_suprema_guatemala1.jpg&quot;&gt;&lt;img style=&quot;display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 396px; height: 275px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiPj5pSkcxGDj0NC8watGhAFkx2qNyHaVylL9q6cbt_uQRiw_gemgE0d1Jkh7uPzGUDxpinMTfTw-bDV6oSeGxcAUMhKfZsvQU9rppK4ragyS5m7ktXCdSnpUufcQeWnAT9eQMGbtxSO-9V/s320/corte_suprema_guatemala1.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5642056806042640818&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;Corte Suprema de Justicia Guatemala&lt;br /&gt;http://goo.gl/hCaJE&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;br /&gt;1) Conocer y resolver los antejuicios presentados contra los magistrados de la Corte Suprema de Justicia (Artículos 206 de la Constitución Política).&lt;br /&gt;&lt;br /&gt;2) Conocer y resolver los antejuicios presentados contra los magistrados de la Corte de Constitucionalidad, para analizar si existen suficientes hechos para concluir que cometieron un delito (Artículo 165, inc. H de la Constitución Política).&lt;br /&gt;&lt;br /&gt;3) Recibir el informe cuatrimestral del Organismo Judicial acerca de los alcances y de la ejecución analística de su presupuesto programático (Artículo 213 de la Constitución Política).&lt;br /&gt;&lt;br /&gt;4) Elegir a los Magistrados de la Corte Suprema de Justicia, de una nómina de 26 candidatos propuestos por una comisión de postulación (Artículo 215 de la Constitución Política).&lt;br /&gt;&lt;br /&gt;5) Elegir a los magistrados titulares de las Salas de la Corte de Apelaciones, de una nómina que contenga el doble del número a elegir, propuesta por una comisión de postulación (Artículo 217 de la Constitución Política).&lt;br /&gt;&lt;br /&gt;6) Elegir a uno de los cinco magistrados que integran la Corte de Constitucionalidad (Artículo 268 de la Constitución Política).&lt;br /&gt;&lt;br /&gt;7) Asignar el porcentaje del Presupuesto General de la Nación que se  asigne al Organismo Judicial, no menor de 2% (Artículo 213 de la  Constitución Política).&lt;br /&gt;&lt;br /&gt;8) Decretar la integración oficial de la Corte de Constitucionalidad (Artículo 157 de la Ley de Amparo, Exhibición Personal y de Constitucionalidad).&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://lfuego.blogspot.com/feeds/4036723138471399708/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://lfuego.blogspot.com/2011/08/mecanismos-de-control-constitucional_17.html#comment-form' title='1 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8013430517781797892/posts/default/4036723138471399708'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8013430517781797892/posts/default/4036723138471399708'/><link rel='alternate' type='text/html' href='http://lfuego.blogspot.com/2011/08/mecanismos-de-control-constitucional_17.html' title='Mecanismos de control interorgánico del Legislativo sobre el Judicial'/><author><name>Luis Fuentes</name><uri>http://www.blogger.com/profile/10289323544834666479</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiPj5pSkcxGDj0NC8watGhAFkx2qNyHaVylL9q6cbt_uQRiw_gemgE0d1Jkh7uPzGUDxpinMTfTw-bDV6oSeGxcAUMhKfZsvQU9rppK4ragyS5m7ktXCdSnpUufcQeWnAT9eQMGbtxSO-9V/s72-c/corte_suprema_guatemala1.jpg" height="72" width="72"/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8013430517781797892.post-4185233568210321335</id><published>2011-08-17T21:25:00.000-07:00</published><updated>2011-08-20T14:42:16.419-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="control estatal"/><category scheme="http://www.blogger.com/atom/ns#" term="Corte de Constitucionalidad"/><category scheme="http://www.blogger.com/atom/ns#" term="legislativo"/><category scheme="http://www.blogger.com/atom/ns#" term="Mecanismos"/><category scheme="http://www.blogger.com/atom/ns#" term="sobre ejecutivo"/><title type='text'>Mecanismos de control constitucional del Legislativo sobre el Ejecutivo</title><content type='html'>&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;&lt;br /&gt;&lt;br /&gt;&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjkMM0wHryacnZcICErQizO84c3_oTShR0gudVHyAGqydekq1TxIzzLCWZAidMch9tWWyHL6YvpUMtjBclahsGF-PFbaXJ-kpicOG5DgmuJRWQtl1u17Sglj_h5oR7V6yj8CSKsoa4Lo1oC/s1600/Interpelacion-Menocal_PREIMA20110614_0234_5.jpg&quot;&gt;&lt;img style=&quot;display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 320px; height: 218px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjkMM0wHryacnZcICErQizO84c3_oTShR0gudVHyAGqydekq1TxIzzLCWZAidMch9tWWyHL6YvpUMtjBclahsGF-PFbaXJ-kpicOG5DgmuJRWQtl1u17Sglj_h5oR7V6yj8CSKsoa4Lo1oC/s320/Interpelacion-Menocal_PREIMA20110614_0234_5.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5642055201793724290&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;Interpelación de Ministro de Gobernación actual, Carlos Menocal&lt;/span&gt;&lt;br /&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;http://goo.gl/OIAdi&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;1) Recibir el juramento de ley al Presidente y Vicepresidente de la República, y darles posesión del cargo (Artículo 165, inc. B de la Constitución Política).&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;2) Desconocer al Presidente de la República si habiendo vencido su período, continúa ejerciendo el cargo, pasando el Ejército a depender del Congreso (Artículo 165, inc. G de la Constitución Política).&lt;br /&gt;&lt;br /&gt;3) Conocer y resolver el antejuicio que se promueva contra el Presidente de la República y Vicepresidente, analizando si hay motivos suficientes para creer que cometieron un delito, antes de ser juzgados (Artículo 165, inc. H de la Constitución Política).&lt;br /&gt;&lt;br /&gt;4) Declarar la incapacidad física o mental del Presidente de la República para el ejercicio del cargo, fundado en dictamen previo de una comisión de 5 médicos (Artículo 165, inc. I de la Constitución Política).&lt;br /&gt;&lt;br /&gt;5) Interpelar a los Ministros de Estado, y destituirlos en caso de voto de falta de confianza (Artículo 166 de la Constitución Política).&lt;br /&gt;&lt;br /&gt;6) Aprobar, modificar o improbar el Presupuesto General de Ingresos anual que el Organismo Ejecutivo le presente (Artículo 171, inc. B de la Constitución Política).&lt;br /&gt;&lt;br /&gt;7) Aprobar o improbar el detalle de todos los ingresos y egresos de las finanzas públicas que le presente el Organismo Ejecutivo (Artículo 171, inc. D de la Constitución Política).&lt;br /&gt;&lt;br /&gt;8) Conocer con antelación el propósito de cualquier viaje que realice el Presidente de la República y los resultados del mismo (Artículo 183, inc. V de la Constitución Política).&lt;br /&gt;&lt;br /&gt;9) Recibir el informe analítico cuatrimestral que le presente el Presidente de la República sobre la ejecución presupeustaria, para su conocimiento y control (Artículo 183, inc. W de la Constitución Política).&lt;br /&gt;&lt;br /&gt;10) Designar a la persona que termine el período presidencial en caso de falta absoluta del Presidente y Vicepresidente de la República (Artículo 189 de la Constitución Política).&lt;br /&gt;&lt;br /&gt;11) Designar a la persona que sustituirá al Vicepresidente de la República en caso de falta absoluta o renuncia del mismo, escogiéndola de una terna propuesta por el Presidente de la República (Artículo 192 de la Constitución Política).&lt;br /&gt;&lt;br /&gt;12) Ampliar el Presupuesto General de Ingresos, aún habiendo opinión desfavorable del Organismo Ejecutivo (Artículo 240 de la Constitución Política).&lt;br /&gt;&lt;br /&gt;13) Aprobar la rendición de cuentas del Estado presentada por el Organismo Ejecutivo (Artículo 241 de la Constitución Política).&lt;br /&gt;&lt;br /&gt;14) Aprobar el financiamiento extraordinario que, en caso de catástrofes o desastres públicos, el Banco de Guatemala pueda otorgar, directa o indirectamente, al Estado (Artículo 133 de la Constitución Política).&lt;br /&gt;&lt;br /&gt;15) Aprobar la creación de entidades descentralizadas y autónomas (Artículo 134 de la Constitución Política).&lt;br /&gt;&lt;br /&gt;16) Aprobar el decreto del Presidente de la República en virtud del cual se instaura un estado de alarma, calamidad pública, de sitio o de guerra, regulados por la Ley de Orden Público (Artículo 138 de la Constitución Política).&lt;br /&gt;&lt;br /&gt;17) Abrobar las concesiones de cualquier tipo que pretenda efectuar el Ejecutivo (Artículo 96 de la Ley de Contrataciones del Estado).&lt;br /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://lfuego.blogspot.com/feeds/4185233568210321335/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://lfuego.blogspot.com/2011/08/mecanismos-de-control-constitucional.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8013430517781797892/posts/default/4185233568210321335'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8013430517781797892/posts/default/4185233568210321335'/><link rel='alternate' type='text/html' href='http://lfuego.blogspot.com/2011/08/mecanismos-de-control-constitucional.html' title='Mecanismos de control constitucional del Legislativo sobre el Ejecutivo'/><author><name>Luis Fuentes</name><uri>http://www.blogger.com/profile/10289323544834666479</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjkMM0wHryacnZcICErQizO84c3_oTShR0gudVHyAGqydekq1TxIzzLCWZAidMch9tWWyHL6YvpUMtjBclahsGF-PFbaXJ-kpicOG5DgmuJRWQtl1u17Sglj_h5oR7V6yj8CSKsoa4Lo1oC/s72-c/Interpelacion-Menocal_PREIMA20110614_0234_5.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8013430517781797892.post-3069355215235636121</id><published>2011-08-17T21:07:00.000-07:00</published><updated>2011-08-20T14:43:36.510-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="bloques legislativos"/><category scheme="http://www.blogger.com/atom/ns#" term="Congreso de la República"/><category scheme="http://www.blogger.com/atom/ns#" term="estructura"/><category scheme="http://www.blogger.com/atom/ns#" term="funcionamiento"/><category scheme="http://www.blogger.com/atom/ns#" term="Junta Directiva del Congreso"/><category scheme="http://www.blogger.com/atom/ns#" term="Pleno del Congreso"/><category scheme="http://www.blogger.com/atom/ns#" term="Presidente del Congreso"/><title type='text'>La Importancia del Congreso de la República - Parte II</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;El sistema de frenos y contrapesos ideado por Montesquieu, en donde las tareas del poder público se dividen en varios órganos separados, y no subordinados entre sí, tenía como objeto el control que cada órgano podía tener sobre los demás, para limitar su actuación y evitar arbitrariedades en sus funciones. En este sentido, el Congreso de la República es, según la estructura del Estado que consagra la Constitución Política de Guatemala, el órgano más fuerte y dominante del país. En efecto, el Congreso tiene al menos &lt;a href=&quot;http://lfuego.blogspot.com/2011/08/mecanismos-de-control-constitucional.html&quot;&gt;17 mecanismos de control&lt;/a&gt; interorgánico sobre el Organismo Ejecutivo, mientras que éste cuenta únicamente con &lt;a href=&quot;http://lfuego.blogspot.com/2011/08/mecanismos-de-control-constitucional_4643.html&quot;&gt;2 mecanismos de control&lt;/a&gt; sobre aquél. Asimismo, el Organismo Legislativo ejerce por lo menos &lt;a href=&quot;http://lfuego.blogspot.com/2011/08/mecanismos-de-control-constitucional_17.html&quot;&gt;8 mecanismos de control&lt;/a&gt; interorgánico sobre el Organismo Judicial, mientras que este último solo cuenta con &lt;a href=&quot;http://lfuego.blogspot.com/2011/08/mecanismos-de-control-interorganico-del.html&quot;&gt;3 mecanismos de control&lt;/a&gt; sobre aquél. Es por ello que es de vital importancia conocer la estructura interna del Congreso, así como también su funcionamiento y forma de organización, para comprender que el trabajo de los diputados es crucial en el desarrollo del país.&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEheBb1qo7NbMvCgTJhKm18gEnX7U9_w09Phkc0sYeIZH0YxLvH3q1WT-9D8FumtFL5yT-vu56T-nj3JtZGDAVCJ3T7mXX8z9xE4zEoXcDavU1wsWC0fN9i1ZPx8wJ3JZrBmmMQexWt-cyhW/s1600/congreso.jpg&quot;&gt;&lt;img style=&quot;display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 386px; height: 257px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEheBb1qo7NbMvCgTJhKm18gEnX7U9_w09Phkc0sYeIZH0YxLvH3q1WT-9D8FumtFL5yT-vu56T-nj3JtZGDAVCJ3T7mXX8z9xE4zEoXcDavU1wsWC0fN9i1ZPx8wJ3JZrBmmMQexWt-cyhW/s320/congreso.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5642431528393569186&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;Diputados del Congreso de la República de Guatemala&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;http://goo.gl/dnn97&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Para entender de una mejor manera el trabajo que lleva a cabo el Congreso, es posible dividir sus funciones en dos tipos: Funciones Legislativas y Funciones Fiscalizadoras. Las &lt;a href=&quot;http://lfuego.blogspot.com/2011/08/funciones-fiscalizadoras-del-congreso.html&quot;&gt;funciones legislativas&lt;/a&gt; son aquéllas actividades que generan discusión entre los diputados, y que se aprueban mediante Leyes o Decretos emanadas del Congreso. Son éstas las atribuciones del Congreso que determinan la naturaleza de la institución. Por otro lado, las &lt;a href=&quot;http://lfuego.blogspot.com/2011/08/funciones-fiscalizadoras-del-congreso_18.html&quot;&gt;funciones fiscalizadoras&lt;/a&gt; son las atribuciones que tiene el Congreso para controlar la actuación de los demás Órganos del Estado, evitando que éstos abusen de sus cargos en detrimento del país. Básicamente, son ámbitos de actuación del Ejecutivo y Judicial, que deben pasar primero por la autorización del Congreso para poder ser llevados a cabo.&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;La organización interna que utiliza el Congreso de la República para poder cumplir las funciones legislativas y fiscalizadoras encomendadas es muy particular, por lo que merece ser explicada en detalle (Tomar como referencia la &lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhmCBdQi7V8XOXKNeZBQrgWDkkr5RCypgjXBBWxHCFDYwgmOIMoLE3ZfDbVHHjCUavcxHMyUxz43hHl9Ct1M4Ud4xAQ9Lw-vnyMonnXxbwwtv8YQu8Pn5dJWU1dfkbHjuWBmZJ4UPzAfl4d/s1600/Organigrama+Congreso.png&quot;&gt;Tabla A&lt;/a&gt; del presente artículo).  La autoridad superior del mismo es el &lt;span style=&quot;font-weight: bold;&quot;&gt;Pleno del Congreso&lt;/span&gt;, integrado por  todos los diputados reunidos con quórum suficiente, es decir, la  presencia del 51% de ellos. El Pleno discute  abiertamente los puntos de la Agenda Legislativa en las sesiones que efectúe, emitiendo las  resoluciones con el voto afirmativo del 51% del total de  diputados, mediante votación realizada por el &lt;a href=&quot;http://lfuego.blogspot.com/2011/04/el-tablero-electronico-en-el-congreso.html&quot;&gt;Tablero Electrónico&lt;/a&gt;.&lt;br /&gt;&lt;br /&gt;Las sesiones del Pleno se interrumpen cuando se rompe el  quórum mínimo para llevarlas a cabo, y  esto generalmente ocurre cuando bancadas de partidos políticos determinados están  en desacuerdo con lo que se discute, y abandonan el Congreso, con el fin  de interrumpir dicha sesión. Ésta es una de las causas principales de la burocracia y lentitud que existe en el Legislativo, pues los constantes retiros de los congresistas del hemiciclo en donde se realizan las sesiones paraliza la Agenda Legislativa. Considero que los diputados deben tener prohibido abandonar la sesión a la que hayan ingresado, una vez se constate el quórum suficiente para empezar la misma, y se inicie la sesión, salvo causa plenamente justificada. Si un diputado entró a la sesión, debe quedarse hasta el final de ella, discutir los puntos que se conozcan, y si está en desacuerdo con la moción y es momento de votar, que lo haga en su contra. Esta prohibición se puede materializar con una reforma a la Ley del Organismo Legislativo (Artículo 69).&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhmCBdQi7V8XOXKNeZBQrgWDkkr5RCypgjXBBWxHCFDYwgmOIMoLE3ZfDbVHHjCUavcxHMyUxz43hHl9Ct1M4Ud4xAQ9Lw-vnyMonnXxbwwtv8YQu8Pn5dJWU1dfkbHjuWBmZJ4UPzAfl4d/s1600/Organigrama+Congreso.png&quot;&gt;&lt;img style=&quot;display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 345px; height: 135px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhmCBdQi7V8XOXKNeZBQrgWDkkr5RCypgjXBBWxHCFDYwgmOIMoLE3ZfDbVHHjCUavcxHMyUxz43hHl9Ct1M4Ud4xAQ9Lw-vnyMonnXxbwwtv8YQu8Pn5dJWU1dfkbHjuWBmZJ4UPzAfl4d/s320/Organigrama+Congreso.png&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5642412975146020866&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;Tabla A: Organigrama del Congreso de la República&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;La &lt;span style=&quot;font-weight: bold;&quot;&gt;Junta Directiva&lt;/span&gt; es el órgano director y coordinador del Congreso, integrado por el &lt;span style=&quot;font-weight: bold;&quot;&gt;Presidente del Congreso&lt;/span&gt;, el funcionario de más alta jerarquía del Organismo Legislativo, que ejerce la ejecución y representación legal del mismo, por  3 Vicepresidentes y 5 secretarios. A la Junta Directiva le corresponde programar las líneas generales de actuación del Congreso, fijando sus actividades para cada sesión que se lleve a cabo y velando por la correcta administración del Organismo Legislativo y la conducta de su personal administrativo.&lt;br /&gt;&lt;br /&gt;Por su parte, el &lt;span style=&quot;font-weight: bold;&quot;&gt;Presidente del Congreso&lt;/span&gt; debe convocar, abrir, presidir y cerrar las sesiones del Pleno del Congreso, y velar por la pronta resolución de los asuntos que conozca el Congreso, entre otras cosas. Cuando el Pleno del Congreso entra en receso (Desde el 16 de mayo hasta el 31 de julio), se integra una Comisión  Permanente, compuesta por el Presidente del Congreso, 3  secretarios designados por sorteo y 3 diputados electos por el Pleno, que asume las funciones de la Junta Directiva, y vela por la conservación de los archivos, edificios y demás bienes del Congreso durante el receso. Asimismo, también puede convocar a sesiones extraordinarias a los diputados durante el receso.&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhUJlejPgH6QxjIEHNnKZiTeVa7XA-ik6PG8H1dOjsM2Cy3VSydQXZMlLxL3sqD-OJCk17e2ElXm-gcpJKwvxWm6uPyveluJw4paQSMaY30uW8Pl82wbJb84fiq9WvsBGkr0E5AfTOSAFlJ/s1600/roberto-alejos-400x181.jpg&quot;&gt;&lt;img style=&quot;display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 367px; height: 166px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhUJlejPgH6QxjIEHNnKZiTeVa7XA-ik6PG8H1dOjsM2Cy3VSydQXZMlLxL3sqD-OJCk17e2ElXm-gcpJKwvxWm6uPyveluJw4paQSMaY30uW8Pl82wbJb84fiq9WvsBGkr0E5AfTOSAFlJ/s320/roberto-alejos-400x181.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5642428425525203858&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;Roberto Alejos: actual Presidente del Congreso de la República&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;http://goo.gl/1V0SS&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Las bancadas de los partidos políticos que están representados en el Congreso conforman los denominados &lt;span style=&quot;font-weight: bold;&quot;&gt;Bloques Legislativos&lt;/span&gt;, a los que pertenecen los diputados de un mismo partido político y que son dirigidos por un Jefe de Bloque, generalmente el líder de la bancada. En este sentido, es prohibido que diputados de un mismo partido político conformen Bloques Legislativos distintos. Sin embargo, 11 o más diputados que hayan renunciado a sus respectivos partidos políticos pueden unirse formar un Bloque Legislativo Independiente. Todos los Jefes de los diferentes Bloques Legislativos del Congreso constituyen la &lt;span style=&quot;font-weight: bold;&quot;&gt;Junta de Jefes de Bloques Legislativos&lt;/span&gt;, a los que les corresponde aprobar las fechas de sesiones que se proponen al Pleno del Congreso junto con el Presidente, así como también la Agenda Legislativa que conocerá el Pleno en cada sesión.&lt;br /&gt;&lt;br /&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhKt8sKIGy8PWO5CkZKNjJDKgQgz4V89r3lJdTabVJvdyFpHp0c64yVH8zz5rN1jlE6SYnZmuG5wqSrjbophz2QvepPrOnpYjGzb34sUipeXE2jonR6j7Esbg30PIcrQ2OpPRU2vrurvqZ8/s1600/Picture+20.png&quot;&gt;&lt;img style=&quot;display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 363px; height: 194px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhKt8sKIGy8PWO5CkZKNjJDKgQgz4V89r3lJdTabVJvdyFpHp0c64yVH8zz5rN1jlE6SYnZmuG5wqSrjbophz2QvepPrOnpYjGzb34sUipeXE2jonR6j7Esbg30PIcrQ2OpPRU2vrurvqZ8/s320/Picture+20.png&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5642434970799435058&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;Junta de Jefes de Bloques Legislativos Congreso de la República&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;http://goo.gl/RYf5T&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;Considero que la Ley comete un grave error al otorgarle legalidad a la pertenencia de los diputados a sus respectivos partidos políticos, aún después de ser electos al Congreso, provocando que los mismos actúen en función de los intereses de sus partidos políticos, y no de la población, de la que realmente son representantes. Como puede verse, los diputados deben pertenecer a un bloque legislativo conformado por un partido político, y la única forma de actuar de forma independiente es obteniendo el apoyo de otros 10 diputados, para formar una bancada independiente. La Constitución Política establece que el Presidente de la República y su Consejo de Ministros tienen &lt;span style=&quot;font-style: italic;&quot;&gt;vedado&lt;/span&gt; favorecer a partido político alguno (Artículo 182), y determina que los magistrados y los jueces que conforman el Organismo Judicial son independientes en sus funciones y únicamente están sujetos a la Constitución Política y a la Ley (Artículo 203).&lt;br /&gt;&lt;br /&gt;¿Por qué no se trató de la misma forma a los diputados prohibiéndoles favorecer a partidos políticos una vez sido electos para el Congreso? ¿Decisión arbitraria de los diputados de la Asamblea Nacional Constituyente de 1985? En cualquier caso, creo que es necesario que los diputados, una vez sean electos al Congreso, tengan prohibido pertenecer y favorecer a partido político alguno, y concentrarse en velar por los intereses de los ciudadanos que votaron por ellos. A fin de cuentas, los diputados son representantes del pueblo y dignatarios de la Nación. La Ley del Organismo Legislativo regula la existencia de las Juntas de Bloque, por lo que para modificar este importante aspecto de la integración del Congreso sería necesario una reforma a la Ley del Organismo Legislativo (Artículos 46-52), más no una reforma a la Constitución.&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Finalmente, cada vez que el Pleno del Congreso conoce de un asunto que debe ser investigado y estudiado a profundidad, lo somete a las Comisiones de Trabajo, que son órganos técnicos de apoyo y estudio en temas específicos, conformados generalmente por un mínimo de 7 y un máximo de 15 diputados. Todos los diputados están obligados a pertenecer al menos a 2 comisiones de trabajo, y a asistir a las sesiones de dichas comisiones, que se llevan a cabo un mínimo de 2 veces al mes. Asimismo, cada comisión tendrá por lo menos un miembro de cada Bloque Legislativo que lo solicite. La Ley regula 32 comisiones de trabajo en el Congreso, entre ellas: De Agricultura, Ganadería y Pesca, de Asuntos Municipales, de Comunicaciones y Transporte, de Comunidades Indígenas, de Cultura, de Economía y Comercio Exterior, y de Educación. Las comisiones de trabajo también trabajan en sus respectivas áreas especializadas, estudiando y promoviendo iniciativas de ley sobre éstas para mejorar el ordenamiento jurídico del país.&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhI25-eZnjAkPR9a7JiEoR_alSOnUEmsFotCrQ_Hf77h4p01xcYQXWSzCLzRUvU7CpNx6M-3BjFXkyU3uLkl1h_oasxJ2oIjkT5SEoydMUiM9Q4m4sm-KdCH28x3tsox5OxHTBlLl7s-glR/s1600/axis-212-ptz-19216825011_2009-11-25_10_54_35_797.jpg&quot;&gt;&lt;img style=&quot;display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 376px; height: 282px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhI25-eZnjAkPR9a7JiEoR_alSOnUEmsFotCrQ_Hf77h4p01xcYQXWSzCLzRUvU7CpNx6M-3BjFXkyU3uLkl1h_oasxJ2oIjkT5SEoydMUiM9Q4m4sm-KdCH28x3tsox5OxHTBlLl7s-glR/s320/axis-212-ptz-19216825011_2009-11-25_10_54_35_797.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5642435545453866242&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;Comisión de Finanzas Públicas y Moneda, Congreso de la República&lt;br /&gt;http://goo.gl/ljPuy&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;El Congreso de la República funciona a través de sesiones ordinarias y extraordinarias. En las sesiones ordinarias, que se llevan a cabo los días martes y jueves de cada semana, se discuten todos los puntos de la Agenda Legislativa, acordados por la Junta de los Jefes de Bloques Legislativos junto con el Presidente del Congreso, y se celebran desde el 14 de enero hasta el 15 de mayo, momento en que los diputados gozan de vacaciones, para reanudar las sesiones desde el 1 de agosto hasta el 30 de noviembre cada año. Cada sesión se lleva a cabo en la fecha programada, y después de transcurridas 3 horas de empezada, sin haberse agotado la Agenda Legislativa, el Presidente consulta al Pleno si continúa o no la sesión. Si el Pleno acuerda terminar la sesión, ésta finaliza y se introducen con prioridad los puntos no vistos, en la sesión siguiente. Las sesiones extraordinarias son convocadas por la Comisión Permanente, el Organismo Ejecutivo o el 25% de los diputados, para conocer asuntos especiales en cualquier momento.&lt;br /&gt;&lt;br /&gt;Consecuentemente, los diputados no sólo acuden a las sesiones del Congreso que se llevan a cabo en el Pleno, pues deben asistir a sesiones de sus respectivos Bloques Legislativos (Bancadas de Partidos Políticos), así como también a las sesiones de las Comisiones de Trabajo a las que pertenecen, para generar iniciativas que ayuden al país. Lamentablemente, muchos diputados ejercen un trabajo eminentemente reactivo, pues la bancada de su partido político les dicta las directrices de su actuación, acuden a las comisiones de trabajo únicamente a hacer acto de presencia, y asisten a las sesiones del Pleno a perder el tiempo y a votar velando por los intereses de su bancada, y no por los intereses de las personas que los eligieron.&lt;br /&gt;&lt;br /&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_71AE81FLfZwOedsuazGVMwPvGKcVwEvAF21FSYAya2QEirn51MrEckV_Tt8qgPTvASNtoZ8b5oUUq8CN9PR9nt60z7Nv-ZEDMEeLikTflmSHeW6kIlaZ3wSmK_L6fXJYZe7EXbv3uQ0U/s1600/presupuesto18112010+%25282%2529.JPG&quot;&gt;&lt;img style=&quot;display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 410px; height: 267px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_71AE81FLfZwOedsuazGVMwPvGKcVwEvAF21FSYAya2QEirn51MrEckV_Tt8qgPTvASNtoZ8b5oUUq8CN9PR9nt60z7Nv-ZEDMEeLikTflmSHeW6kIlaZ3wSmK_L6fXJYZe7EXbv3uQ0U/s320/presupuesto18112010+%25282%2529.JPG&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5642583247642295938&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;Diputado revisando su facebook en una sesión del Pleno del Congreso&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;http://goo.gl/eoLGs&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;La Asamblea Nacional Constituyente de 1985 decidió debilitar  profundamente la actuación del Presidente, y empoderar el trabajo del  Congreso, otorgándole amplias facultades de fiscalización, que  prácticamente hacen imposible al Presidente ejercer su cargo si los  diputados deciden impedírselo. Es en esto que recae esencialmente la  gran importancia del Congreso de la República en Guatemala. Aunque en los últimos tiempos se ha visto alguna mejoría en su funcionamiento con la aprobación de la votación por Tablero Electrónico, o la emisión de leyes importantes como la Ley de Acceso a la Información Pública, ésta debe continuar. Para el efecto, los guatemaltecos deben entender en qué consiste el Congreso y cómo trabaja, para votar por los diputados que mejor representen sus intereses. Claro, para que la población esté realmente representada y el Congreso funcione efectivamente, es necesario reformar aspectos importantes en su integración, estructura y funcionamiento, como lo expuse en la primera parte de este informe, así como también en este artículo que conforma la segunda parte, y en una tercera que escribiré más adelante.&lt;br /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://lfuego.blogspot.com/feeds/3069355215235636121/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://lfuego.blogspot.com/2011/08/la-importancia-del-congreso-de-la_17.html#comment-form' title='7 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8013430517781797892/posts/default/3069355215235636121'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8013430517781797892/posts/default/3069355215235636121'/><link rel='alternate' type='text/html' href='http://lfuego.blogspot.com/2011/08/la-importancia-del-congreso-de-la_17.html' title='La Importancia del Congreso de la República - Parte II'/><author><name>Luis Fuentes</name><uri>http://www.blogger.com/profile/10289323544834666479</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEheBb1qo7NbMvCgTJhKm18gEnX7U9_w09Phkc0sYeIZH0YxLvH3q1WT-9D8FumtFL5yT-vu56T-nj3JtZGDAVCJ3T7mXX8z9xE4zEoXcDavU1wsWC0fN9i1ZPx8wJ3JZrBmmMQexWt-cyhW/s72-c/congreso.jpg" height="72" width="72"/><thr:total>7</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8013430517781797892.post-5608089413385989293</id><published>2011-08-16T11:47:00.000-07:00</published><updated>2011-08-20T17:27:51.336-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Congreso de la República"/><category scheme="http://www.blogger.com/atom/ns#" term="Constitución Política"/><category scheme="http://www.blogger.com/atom/ns#" term="diputados"/><category scheme="http://www.blogger.com/atom/ns#" term="Elecciones"/><category scheme="http://www.blogger.com/atom/ns#" term="Guatemala"/><category scheme="http://www.blogger.com/atom/ns#" term="Ley electoral"/><category scheme="http://www.blogger.com/atom/ns#" term="sistema de representación proporcional de minorías"/><category scheme="http://www.blogger.com/atom/ns#" term="voto uninominal"/><title type='text'>La Importancia del Congreso de la República  -  Parte I</title><content type='html'>             &lt;style&gt; &lt;!--  /* Font Definitions */ @font-face 	{font-family:&quot;ＭＳ 明朝&quot;; 	mso-font-charset:78; 	mso-generic-font-family:auto; 	mso-font-pitch:variable; 	mso-font-signature:-536870145 1791491579 18 0 131231 0;} @font-face 	{font-family:&quot;Cambria Math&quot;; 	panose-1:2 4 5 3 5 4 6 3 2 4; 	mso-font-charset:0; 	mso-generic-font-family:auto; 	mso-font-pitch:variable; 	mso-font-signature:-536870145 1107305727 0 0 415 0;} @font-face 	{font-family:Cambria; 	panose-1:2 4 5 3 5 4 6 3 2 4; 	mso-font-charset:0; 	mso-generic-font-family:auto; 	mso-font-pitch:variable; 	mso-font-signature:-536870145 1073743103 0 0 415 0;} @font-face 	{font-family:Georgia; 	panose-1:2 4 5 2 5 4 5 2 3 3; 	mso-font-charset:0; 	mso-generic-font-family:auto; 	mso-font-pitch:variable; 	mso-font-signature:3 0 0 0 1 0;}  /* Style Definitions */ p.MsoNormal, li.MsoNormal, div.MsoNormal 	{mso-style-unhide:no; 	mso-style-qformat:yes; 	mso-style-parent:&quot;&quot;; 	margin-top:0in; 	margin-right:0in; 	margin-bottom:10.0pt; 	margin-left:0in; 	mso-pagination:widow-orphan; 	font-size:12.0pt; 	font-family:Cambria; 	mso-ascii-font-family:Cambria; 	mso-ascii-theme-font:minor-latin; 	mso-fareast-font-family:&quot;ＭＳ 明朝&quot;; 	mso-fareast-theme-font:minor-fareast; 	mso-hansi-font-family:Cambria; 	mso-hansi-theme-font:minor-latin; 	mso-bidi-font-family:&quot;Times New Roman&quot;; 	mso-bidi-theme-font:minor-bidi; 	mso-ansi-language:ES-TRAD; 	mso-fareast-language:JA;} .MsoChpDefault 	{mso-style-type:export-only; 	mso-default-props:yes; 	font-family:Cambria; 	mso-ascii-font-family:Cambria; 	mso-ascii-theme-font:minor-latin; 	mso-fareast-font-family:&quot;ＭＳ 明朝&quot;; 	mso-fareast-theme-font:minor-fareast; 	mso-hansi-font-family:Cambria; 	mso-hansi-theme-font:minor-latin; 	mso-bidi-font-family:&quot;Times New Roman&quot;; 	mso-bidi-theme-font:minor-bidi; 	mso-fareast-language:JA;} .MsoPapDefault 	{mso-style-type:export-only; 	margin-bottom:10.0pt;} @page WordSection1 	{size:8.5in 11.0in; 	margin:1.0in 1.25in 1.0in 1.25in; 	mso-header-margin:.5in; 	mso-footer-margin:.5in; 	mso-paper-source:0;} div.WordSection1 	{page:WordSection1;} --&gt; &lt;/style&gt;     &lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family:Georgia;mso-bidi-Times New Roman&amp;quot;;mso-fareast-language: EN-USfont-family:&amp;quot;;font-size:130%;&quot;  lang=&quot;ES-TRAD&quot; &gt;El proceso electoral por fin está terminando de tomar forma en estos momentos. Los candidatos inscritos continúan con sus arduas campañas políticas, y los procesos de aquéllos a los que les fue negada su inscripción poco a poco llegan a su fin, esclareciendo el panorama político y los contendientes que participarán finalmente en el mismo. En este sentido, la intención de voto respecto a los candidatos a la presidencia comienza a aterrizar, mientras el esqueleto de sus planes de gobierno poco a poco va saliendo a luz, aunque siempre de forma ambigua y escueta. No obstante, las elecciones para diputados al Congreso de la República siguen en el aire, debido al poco conocimiento que tiene la población sobre la integración y funcionamiento del congreso, y no se entiende aún la magnitud de la importancia del Organismo Legislativo en nuestro sistema de gobierno.&lt;/span&gt;&lt;span style=&quot;font-family:Georgia;mso-bidi-Times New Roman&amp;quot;; mso-ansi-language:EN-US;mso-fareast-language:EN-USfont-family:&amp;quot;;font-size:130%;&quot;  &gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Georgia;mso-fareast-font-family:&amp;quot;Times New Roman&amp;quot;;mso-bidi-Times New Roman&amp;quot;; mso-fareast-language:EN-USfont-family:&amp;quot;;font-size:130%;&quot;  lang=&quot;ES-TRAD&quot; &gt;El Congreso de la República es uno de los 3 órganos supremos del Estado de Guatemala, y le corresponde esencialmente decretar, reformar y derogar las leyes que rigen el territorio guatemalteco. Actualmente, se integra por 158 diputados que son elegidos popularmente, por el Listado Distrital, en virtud del cual cada Departamento del país forma un distrito electoral, y el Municipio de Guatemala constituye el distrito central; y por el Listado Nacional, elegidos en una votación específica, por todos los ciudadanos empadronados del país. Asimismo, los diputados son elegidos por planilla, es decir que, en las elecciones para el Congreso, el ciudadano acude a votar por un partido político (PP, UNE, LÍDER, etc.), y por ende, por los candidatos a diputado que éste postula.&lt;/span&gt;&lt;/p&gt;   &lt;p class=&quot;MsoNormal&quot;  style=&quot;text-align: justify;font-family:georgia;&quot;&gt;&lt;span lang=&quot;ES-TRAD&quot;  style=&quot;font-size:130%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;  style=&quot;text-align: center;font-family:georgia;&quot;&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiAVw9LPgIyzS59DXwHStSiKMsfMA_DDkwhdK65a4ML699ycGUTNt49ykOHTZpiXBEL8Y7j6AWduILne3IAvDm0Z9q2eE6A6XWtttLJPOmZVKOY42AYe1aCApiGp8zJEMfVT2vckWCMO2Vu/s1600/congreso-efe.jpg&quot;&gt;&lt;img style=&quot;display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 398px; height: 265px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiAVw9LPgIyzS59DXwHStSiKMsfMA_DDkwhdK65a4ML699ycGUTNt49ykOHTZpiXBEL8Y7j6AWduILne3IAvDm0Z9q2eE6A6XWtttLJPOmZVKOY42AYe1aCApiGp8zJEMfVT2vckWCMO2Vu/s320/congreso-efe.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5641530806598491314&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;/span&gt;&lt;span lang=&quot;ES-TRAD&quot;  style=&quot;font-size:130%;&quot;&gt;http://goo.gl/TkYOc&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;span style=&quot;font-family:georgia;font-size:130%;&quot;&gt;  &lt;/span&gt;&lt;p class=&quot;MsoNormal&quot;  style=&quot;text-align: justify;font-family:georgia;&quot;&gt;&lt;span lang=&quot;ES-TRAD&quot;  style=&quot;font-size:130%;&quot;&gt; &lt;/span&gt;&lt;/p&gt;             &lt;style&gt; &lt;!--  /* Font Definitions */ @font-face 	{font-family:&quot;ＭＳ 明朝&quot;; 	mso-font-charset:78; 	mso-generic-font-family:auto; 	mso-font-pitch:variable; 	mso-font-signature:-536870145 1791491579 18 0 131231 0;} @font-face 	{font-family:&quot;Cambria Math&quot;; 	panose-1:2 4 5 3 5 4 6 3 2 4; 	mso-font-charset:0; 	mso-generic-font-family:auto; 	mso-font-pitch:variable; 	mso-font-signature:-536870145 1107305727 0 0 415 0;} @font-face 	{font-family:Cambria; 	panose-1:2 4 5 3 5 4 6 3 2 4; 	mso-font-charset:0; 	mso-generic-font-family:auto; 	mso-font-pitch:variable; 	mso-font-signature:-536870145 1073743103 0 0 415 0;} @font-face 	{font-family:Georgia; 	panose-1:2 4 5 2 5 4 5 2 3 3; 	mso-font-charset:0; 	mso-generic-font-family:auto; 	mso-font-pitch:variable; 	mso-font-signature:3 0 0 0 1 0;}  /* Style Definitions */ p.MsoNormal, li.MsoNormal, div.MsoNormal 	{mso-style-unhide:no; 	mso-style-qformat:yes; 	mso-style-parent:&quot;&quot;; 	margin-top:0in; 	margin-right:0in; 	margin-bottom:10.0pt; 	margin-left:0in; 	mso-pagination:widow-orphan; 	font-size:12.0pt; 	font-family:Cambria; 	mso-ascii-font-family:Cambria; 	mso-ascii-theme-font:minor-latin; 	mso-fareast-font-family:&quot;ＭＳ 明朝&quot;; 	mso-fareast-theme-font:minor-fareast; 	mso-hansi-font-family:Cambria; 	mso-hansi-theme-font:minor-latin; 	mso-bidi-font-family:&quot;Times New Roman&quot;; 	mso-bidi-theme-font:minor-bidi; 	mso-ansi-language:ES-TRAD; 	mso-fareast-language:JA;} .MsoChpDefault 	{mso-style-type:export-only; 	mso-default-props:yes; 	font-family:Cambria; 	mso-ascii-font-family:Cambria; 	mso-ascii-theme-font:minor-latin; 	mso-fareast-font-family:&quot;ＭＳ 明朝&quot;; 	mso-fareast-theme-font:minor-fareast; 	mso-hansi-font-family:Cambria; 	mso-hansi-theme-font:minor-latin; 	mso-bidi-font-family:&quot;Times New Roman&quot;; 	mso-bidi-theme-font:minor-bidi; 	mso-fareast-language:JA;} .MsoPapDefault 	{mso-style-type:export-only; 	margin-bottom:10.0pt;} @page WordSection1 	{size:8.5in 11.0in; 	margin:1.0in 1.25in 1.0in 1.25in; 	mso-header-margin:.5in; 	mso-footer-margin:.5in; 	mso-paper-source:0;} div.WordSection1 	{page:WordSection1;} --&gt; &lt;/style&gt;     &lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span  lang=&quot;ES-TRAD&quot;  style=&quot;font-family:Georgia;font-size:130%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family:Georgia;mso-bidi-Times New Roman&amp;quot;;mso-fareast-language: EN-USfont-family:&amp;quot;;font-size:130%;&quot;  lang=&quot;ES-TRAD&quot; &gt;Se ha generado discusión acerca de ciertos aspectos sobre la integración del Congreso de la República que deben ser modificados para lograr un funcionamiento más efectivo del mismo. En primer lugar, se discute que el número de diputados es demasiado alto, y que éste debe reducirse, al menos, en un 40%, para contar con menos de 100 diputados. La Ley indica que cada distrito electoral elige a un diputado como mínimo, y a un diputado más por cada 80 mil habitantes en cada distrito. Según diputados actuales, de conformidad con los censos de la población debería contarse más de 250 diputados. Por fortuna, no se ha acatado a cabalidad la Ley y contamos con 158 congresistas. Sin embargo, éste sigue siendo un número relativamente alto y ciertamente debe reducirse para buscar una optimización en la estructura y el funcionamiento del Órgano Legislativo. Esta reducción requeriría de una reforma a la Ley del Organismo Legislativo y la Ley Electoral y de Partidos Políticos, más no a la Constitución Política, pues ésta en su artículo 157 regula únicamente un mínimo de 1 diputado por distrito, dejando en manos de la Ley la determinación del número de diputados que corresponda a cada distrito de acuerdo con su población.&lt;/span&gt;&lt;/p&gt;  &lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span  lang=&quot;ES-TRAD&quot;  style=&quot;font-family:Georgia;font-size:130%;&quot;&gt;Es pertinente también tocar el tema de la justificación de la existencia de un Listado Nacional de diputados en el congreso, además de los diputados por cada distrito electoral. Resulta que la Asamblea Nacional Constituyente de 1985 tenía la intención de crear una especie de senado dentro del congreso, conformado por planillas de diputados propuestas por cada partido político, y que serían elegidas en una papeleta particular, por parte de todos los ciudadanos empadronados del país. No obstante, las funciones y atribuciones de los diputados por el Listado Nacional no se diferenciaron de las de los diputados distritales, por lo que ambos terminaron haciendo lo mismo. Según Roberto Alejos, Presidente del Congreso, el Listado Nacional es importante en el país, pues sus diputados son los que más resultados han producido en el congreso.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;   &lt;/span&gt;&lt;p class=&quot;MsoNormal&quot;  style=&quot;text-align: center;font-family:georgia;&quot;&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgtPT43DSs1DqE33qbhvaGc7awa5MZr_rsCZhghHnhH6UgeqtO4ap7LlfYXD5r4lyjL1poRwC5m05VdjLYg5la7ngKeaWgpJ4QwwZr0j2updC9Krb7jjpQKZ9Et1Oo8sGGPs5XfWvAMN0RA/s1600/diputados-congreso-de-guatemala.jpg&quot;&gt;&lt;img style=&quot;display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 380px; height: 247px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgtPT43DSs1DqE33qbhvaGc7awa5MZr_rsCZhghHnhH6UgeqtO4ap7LlfYXD5r4lyjL1poRwC5m05VdjLYg5la7ngKeaWgpJ4QwwZr0j2updC9Krb7jjpQKZ9Et1Oo8sGGPs5XfWvAMN0RA/s320/diputados-congreso-de-guatemala.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5641529278445792578&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;/span&gt;&lt;span lang=&quot;ES-TRAD&quot;  style=&quot;font-size:130%;&quot;&gt;http://goo.gl/NtDbM&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;  style=&quot;text-align: justify;font-family:georgia;&quot;&gt;&lt;span lang=&quot;ES-TRAD&quot;  style=&quot;font-size:130%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;  style=&quot;text-align: justify;font-family:georgia;&quot;&gt;&lt;span lang=&quot;ES-TRAD&quot;  style=&quot;font-size:130%;&quot;&gt;La Constitución Política consagra en su artículo 158 que los diputados del Listado Nacional representan el 25% del total de diputados que son electos para el congreso, es decir, 40 congresistas. No obstante, según los registros del Congreso de la República, actualmente hay 31 diputados por el Listado Nacional, lo que no concuerda con lo indicado por la Constitución Política y la Ley.&lt;span style=&quot;mso-spacerun:yes&quot;&gt;  &lt;/span&gt;Por otro lado, contar con dos clases de diputados dentro del Congreso puede ayudar a optimizar su funcionamiento, pero las atribuciones de cada uno deben ser distintas para una mejor organización. Podría determinarse que los diputados del Listado Nacional, que son los que mejor se han desempeñado y que en general están conformados por personas con un mejor nivel académico, se dediquen a la actividad legislativa, investigando las deficiencias de las leyes vigentes, proponiendo iniciativas de ley para modificar las normas existentes, y elaborando los proyectos de ley que estén dirigidos a legislar situaciones que necesiten ser reguladas.&lt;/span&gt;&lt;/p&gt;  &lt;p class=&quot;MsoNormal&quot;  style=&quot;text-align: justify;font-family:georgia;&quot;&gt;&lt;span lang=&quot;ES-TRAD&quot;  style=&quot;font-size:130%;&quot;&gt;Los diputados del Listado Distrital, por el contrario, se podrían encargar de la promoción de los proyectos de ley elaborados por los diputados del Listado Nacional, y de su cabildeo dentro del pleno del Congreso, en búsqueda de consensos con los demás diputados para discutir y aprobar la leyes que correspondan. De esta forma, se podría aprovechar la integración actual del congreso para buscar una mejor eficiencia en su actuación. Esto requeriría de una reforma a la Ley del Organismo Legislativo, para desarrollar las atribuciones específicas de los diputados al Listado Nacional, y la relación que éstos tendrían con los diputados al Listado Distrital. Sin embargo, si se quisiera eliminar de una vez por todas el Listado Nacional, como muchos analistas lo desean, debe reformarse la Constitución Política, pues es ella la que divide al Congreso por Listado Nacional y Listado Distrital (Artículo 157).&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;  style=&quot;text-align: justify;font-family:georgia;&quot;&gt;&lt;span lang=&quot;ES-TRAD&quot;  style=&quot;font-size:130%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;span style=&quot;font-family:georgia;font-size:130%;&quot;&gt;  &lt;/span&gt;&lt;p class=&quot;MsoNormal&quot;  style=&quot;text-align: center;font-family:georgia;&quot;&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiAMm_oZWWlVczeSj2n9rPkIe1BlDuvoQ6h1K42Ouh_g9NPOeOvxEQKB43Y-VaOFs1E3eCW37Y8CNoY-VNYTeCpO7F_2GJ_vH4UkkPeQyj2MZWO5pcvIffCyK5ngOxKlqFLnfzF40g67ok2/s1600/congreso-guatemala.jpg&quot;&gt;&lt;img style=&quot;display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 380px; height: 277px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiAMm_oZWWlVczeSj2n9rPkIe1BlDuvoQ6h1K42Ouh_g9NPOeOvxEQKB43Y-VaOFs1E3eCW37Y8CNoY-VNYTeCpO7F_2GJ_vH4UkkPeQyj2MZWO5pcvIffCyK5ngOxKlqFLnfzF40g67ok2/s320/congreso-guatemala.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5641528890713300050&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;/span&gt;&lt;span lang=&quot;ES-TRAD&quot;  style=&quot;font-size:130%;&quot;&gt;http://goo.gl/VvBqy&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;  style=&quot;text-align: justify;font-family:georgia;&quot;&gt;&lt;span lang=&quot;ES-TRAD&quot;  style=&quot;font-size:130%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;  style=&quot;text-align: justify;font-family:georgia;&quot;&gt;&lt;span lang=&quot;ES-TRAD&quot;  style=&quot;font-size:130%;&quot;&gt;Se critica también la forma de elegir a los diputados, que se realiza por medio de planillas de partidos políticos, mediante el sistema de la Representación Proporcional de Minorías (Sistema D&#39;Hondt), que permite obtener el número de curules electos para el congreso, en proporción a los votos conseguidos. Los ciudadanos votan por los partidos políticos y son ellos los que nombran a los candidatos a diputado, provocando que éstos no sean realmente representantes del pueblo en el Congreso sino de los partidos políticos. En este sentido, según varios sectores de la población, e incluso algunos jefes de las principales bancadas actuales de los partidos políticos en el congreso, los diputados deberían elegirse por voto uninominal, en virtud del cual, cada distrito electoral elige a los candidatos específicos que los representarán directamente, de forma similar a la elección del Presidente de la República. Así las cosas, el ciudadano podría votar por el candidato a diputado que quiere que lo represente en su distrito, y dependiendo de la población de este último, se elegirían diputados al Congreso con más representatividad en sus respectivos distritos. Para poder lograr esta reforma no es necesaria una modificación a la Constitución Política, pero sí a la Ley Electoral y de Partidos Políticos (artículo 203), y a la Ley del Organismo Legislativo (artículo 9).&lt;span style=&quot;mso-spacerun:yes&quot;&gt;  &lt;/span&gt;La elección de diputados al Listado Nacional por voto uninominal puede hacerse, pero habría que fijar su número para poder determinar posteriormente cuántos diputados podría postular cada partido político.&lt;span style=&quot;mso-spacerun:yes&quot;&gt;  &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class=&quot;MsoNormal&quot;  style=&quot;text-align: justify;font-family:georgia;&quot;&gt;&lt;span lang=&quot;ES-TRAD&quot;  style=&quot;font-size:130%;&quot;&gt; &lt;/span&gt;&lt;/p&gt;  &lt;p class=&quot;MsoNormal&quot;  style=&quot;text-align: justify;font-family:georgia;&quot;&gt;&lt;span lang=&quot;ES-TRAD&quot;  style=&quot;font-size:130%;&quot;&gt; &lt;/span&gt;&lt;/p&gt;  &lt;p class=&quot;MsoNormal&quot;  style=&quot;text-align: justify;font-family:georgia;&quot;&gt;&lt;span lang=&quot;ES-TRAD&quot;  style=&quot;font-size:130%;&quot;&gt; &lt;/span&gt;&lt;/p&gt;  &lt;p class=&quot;MsoNormal&quot;  style=&quot;text-align: justify;font-family:georgia;&quot;&gt;&lt;span lang=&quot;ES-TRAD&quot;  style=&quot;font-size:130%;&quot;&gt; &lt;/span&gt;&lt;/p&gt;  &lt;p class=&quot;MsoNormal&quot;  style=&quot;text-align: justify;font-family:georgia;&quot;&gt;&lt;span lang=&quot;ES-TRAD&quot;  style=&quot;font-size:130%;&quot;&gt;Otro aspecto que debe tomarse en cuenta sobre la integración de los diputados al Congreso es que, debido a que las elecciones de éstos se llevan a cabo en la misma época que las elecciones para presidente, el voto para este último tiende a ser determinante para la elección de diputados al Congreso, convirtiendo a la misma en un acontecimiento secundario en las votaciones. La elección de diputados debe realizarse a mitad del período presidencial, en un proceso electoral específico, que permita a la población enfocarse en elegir a sus representantes para el Organismo Legislativo. Claro, esto conlleva un gasto público agregado para financiar estas elecciones adicionales, pero considero que, objetivamente, es un costo que vale la pena sufragar para empoderar a nuestro congreso. Para llevar a cabo dicha modificación en la elección de los diputados, debe reformarse la Ley Electoral y de Partidos Políticos (artículo 196), para que indique que la convocatoria a elecciones de diputados al Congreso de la República debe hacerse a la mitad del período presidencial.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;  style=&quot;text-align: justify;font-family:georgia;&quot;&gt;&lt;span lang=&quot;ES-TRAD&quot;  style=&quot;font-size:130%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;  &lt;/span&gt;&lt;p class=&quot;MsoNormal&quot;  style=&quot;text-align: center;font-family:georgia;&quot;&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjdWJGF0dYxx5HVfjf3e5_qOovXPR7EZ-wukMyWiIMHc0L1if4xT5yVyeCpAJwV_HvmxLcNl4Wp9FcRh0xmgsc8kAyUHGCAwi3pXTzvGbDdaEKZ90Z3KqqoZUNoNUOhnfZX7t9E-4djcEt3/s1600/diputados-Congreso-aprobacion-donaciones-VIH_PREIMA20110211_0020_5.jpg&quot;&gt;&lt;img style=&quot;display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 386px; height: 262px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjdWJGF0dYxx5HVfjf3e5_qOovXPR7EZ-wukMyWiIMHc0L1if4xT5yVyeCpAJwV_HvmxLcNl4Wp9FcRh0xmgsc8kAyUHGCAwi3pXTzvGbDdaEKZ90Z3KqqoZUNoNUOhnfZX7t9E-4djcEt3/s320/diputados-Congreso-aprobacion-donaciones-VIH_PREIMA20110211_0020_5.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5641534722747095634&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;/span&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;http://goo.gl/53oCE&lt;/span&gt;&lt;span style=&quot;font-size:130%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;span lang=&quot;ES-TRAD&quot;  style=&quot;font-size:130%;&quot;&gt;&lt;/span&gt;&lt;p class=&quot;MsoNormal&quot;  style=&quot;text-align: justify;font-family:georgia;&quot;&gt;&lt;span lang=&quot;ES-TRAD&quot;  style=&quot;font-size:130%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;  style=&quot;text-align: justify;font-family:georgia;&quot;&gt;&lt;span lang=&quot;ES-TRAD&quot;  style=&quot;font-size:130%;&quot;&gt;Dentro de la estructura del Estado que consagra la Constitución Política, es de vital importancia la actuación del Congreso de la República. En efecto, en vista de los graves abusos cometidos por los Presidentes de la República a lo largo de la historia de Guatemala, y en especial, durante conflicto armado, la Asamblea Nacional Constituyente de 1985 tomó la decisión de restarle poder al Ejecutivo, e instaurar controles interorgánicos que permitieran al Legislativo una fiscalización constante sobre el Presidente de la República. Como consecuencia, el sistema de gobierno que se instauró es de corte semi-parlamentarista por la gran cantidad de controles que ejerce el Legislativo sobre el Ejecutivo, en comparación a las facultades que tiene este último sobre aquél. En este sentido, si no se elige un buen Congreso de la República, éste puede estropear cualquier plan de gobierno que quiera implementar el Ejecutivo, y se puede correr el riesgo de caer en una ingobernabilidad en donde el pueblo de Guatemala sea el mayor afectado.&lt;/span&gt;&lt;/p&gt;   </content><link rel='replies' type='application/atom+xml' href='http://lfuego.blogspot.com/feeds/5608089413385989293/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://lfuego.blogspot.com/2011/08/la-importancia-del-congreso-de-la.html#comment-form' title='8 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8013430517781797892/posts/default/5608089413385989293'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8013430517781797892/posts/default/5608089413385989293'/><link rel='alternate' type='text/html' href='http://lfuego.blogspot.com/2011/08/la-importancia-del-congreso-de-la.html' title='La Importancia del Congreso de la República  -  Parte I'/><author><name>Luis Fuentes</name><uri>http://www.blogger.com/profile/10289323544834666479</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiAVw9LPgIyzS59DXwHStSiKMsfMA_DDkwhdK65a4ML699ycGUTNt49ykOHTZpiXBEL8Y7j6AWduILne3IAvDm0Z9q2eE6A6XWtttLJPOmZVKOY42AYe1aCApiGp8zJEMfVT2vckWCMO2Vu/s72-c/congreso-efe.jpg" height="72" width="72"/><thr:total>8</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8013430517781797892.post-7093430985044658754</id><published>2011-08-08T13:56:00.000-07:00</published><updated>2011-08-08T15:28:41.004-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="1984"/><category scheme="http://www.blogger.com/atom/ns#" term="control estatal"/><category scheme="http://www.blogger.com/atom/ns#" term="despotismo"/><category scheme="http://www.blogger.com/atom/ns#" term="George Orwell"/><category scheme="http://www.blogger.com/atom/ns#" term="La Libertad"/><category scheme="http://www.blogger.com/atom/ns#" term="la pesadilla de los libertarios"/><title type='text'>1984: La pesadilla de los libertarios</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;Comparto con ustedes algunos extractos del libro &lt;span style=&quot;font-style: italic;&quot;&gt;1984,&lt;/span&gt;   una novela política que encarna una auténtica pesadilla para los   libertarios: la existencia de un gobierno omnipresente; la reducción de   la población a masas sometidas, pobres e ignorantes; el despotismo   soberano de la autoridad; la policía del pensamiento; y el cautiverio   absoluto de la Libertad individual.&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiMntOHJAF27qpCDwl0Zn2N1WMoayeAnKCV-EpbWVCjcB3tKKWCQWoRCl6YcN_fS55yi8e4sx2CUNDC-T3nANvjDUryiRygHcria6vPHngd5cKMIALRXq-A_m5e9qvmVgHBrXkKsIpkLCym/s1600/DESAbigbrother.jpg&quot;&gt;&lt;img style=&quot;display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 272px; height: 365px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiMntOHJAF27qpCDwl0Zn2N1WMoayeAnKCV-EpbWVCjcB3tKKWCQWoRCl6YcN_fS55yi8e4sx2CUNDC-T3nANvjDUryiRygHcria6vPHngd5cKMIALRXq-A_m5e9qvmVgHBrXkKsIpkLCym/s320/DESAbigbrother.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5638592027779000066&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;http://goo.gl/7f7S1&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size:85%;&quot;&gt;&quot;Do   you begin to see, then, what kind of world we are creating? It is  the   exact opposite of the stupid hedonistic Utopias that the old   reformers  imagined. A world of fear and treachery and torment, a world   of  trampling and being trampled upon, a world which will grow not less   but  more merciless as it refines itself. Progress in our world will  be   progress toward more pain.&quot;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-size:85%;&quot;&gt;&quot;There  was  of course no way of knowing whether you were being watched at  any  given  moment. How often, or on what system, the Thought Police   plugged in on  any individual wire was guesswork. It was even  conceivable  that they  watched everybody all the time. But at any rate  they could  plug in your  wire whenever they wanted to. You had to  live—did live,  from habit  that became instinct—in the assumption that  every sound you  made was  overheard, and, except in darkness, every  movement  scrutinized.&quot;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;http://4.bp.blogspot.com/-65GGLnsCzoM/TkBL9uCrvFI/AAAAAAAAAOA/IS9Ze8TG-BY/s1600/0151660387.01._SCLZZZZZZZ_.jpg&quot;&gt;&lt;img style=&quot;display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 274px; height: 423px;&quot; src=&quot;http://4.bp.blogspot.com/-65GGLnsCzoM/TkBL9uCrvFI/AAAAAAAAAOA/IS9Ze8TG-BY/s320/0151660387.01._SCLZZZZZZZ_.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5638590257171250258&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;http://goo.gl/TAI9X&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size:85%;&quot;&gt;&quot;From   where Winston stood it was just possible to read, picked out on  its   white face in elegant lettering, the three slogans of the Party:&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size:85%;&quot;&gt; WAR IS PEACE&lt;/span&gt;&lt;br /&gt;&lt;span style=&quot;font-size:85%;&quot;&gt; FREEDOM IS SLAVERY&lt;/span&gt;&lt;br /&gt;&lt;span style=&quot;font-size:85%;&quot;&gt; IGNORANCE IS STRENGTH.&quot;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size:85%;&quot;&gt;&quot;Never   again will you be capable of ordinary human feeling. Everything  will   be dead inside you. Never again will you be capable of love, or    friendship, or joy of living, or laughter, or curiosity, or courage, or    integrity. You will be hollow. We shall squeeze you empty and then we    shall fill you with ourselves.&quot;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;http://1.bp.blogspot.com/-Aj5bF8YMLmI/TkBG-HZWKgI/AAAAAAAAANg/4hbAAdnsL-0/s1600/1984.jpg&quot;&gt;&lt;img style=&quot;display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 277px; height: 280px;&quot; src=&quot;http://1.bp.blogspot.com/-Aj5bF8YMLmI/TkBG-HZWKgI/AAAAAAAAANg/4hbAAdnsL-0/s320/1984.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5638584766419053058&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;http://goo.gl/9dSF2&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-size:85%;&quot;&gt;&quot;The   Party seeks power entirely for its own sake. We are not interested  in   the good of others; we are interested solely in power. Not wealth or    luxury or long life or happiness: only power, pure power. What pure    power means you will understand presently. We are different from all the    oligarchies of the past, in that we know what we are doing. All the    others, even those who resembled ourselves, were cowards and  hypocrites.   The German Nazis and the Russian Communists came very  close to us in   their methods, but they never had the courage to  recognize their own   motives. They pretended, perhaps they even  believed, that they had   seized power unwillingly and for a limited  time, and that just round the   corner there lay a paradise where human  beings would be free and  equal.  We are not like that. We know that no  one ever seizes power with  the  intention of relinquishing it. Power is  not a means; it is an end.  One  does not establish a dictatorship in  order to safeguard a  revolution;  one makes the revolution in order to  establish the  dictatorship. The  object of persecution is persecution.  The object of  torture is torture.  The object of power is power.&quot;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-size:85%;&quot;&gt;&quot;We   are not content with negative obedience, nor even with the most   abject  submission. When finally you surrender to us, it must be of your   own  free will. We do not destroy the heretic because he resists us;  so  long  as he resists us we never destroy him. We convert him, we  capture  his  inner mind, we reshape him. We burn all evil and all  illusion out of   him; we bring him over to our side, not in appearance,  but genuinely,   heart and soul. We make him one of ourselves before we  kill him. It is   intolerable to us that an erroneous thought should  exist anywhere in the   world, however secret and powerless it may be.  Even in the instance of   death we cannot permit any deviation . . . we  make the brain perfect   before we blow it out.&quot;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;http://4.bp.blogspot.com/-xRy2licC8U0/TkBHclYnBwI/AAAAAAAAAN4/xoWozKf4-gs/s1600/1984-movie-bb_a1.jpg&quot;&gt;&lt;img style=&quot;display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 521px; height: 281px;&quot; src=&quot;http://4.bp.blogspot.com/-xRy2licC8U0/TkBHclYnBwI/AAAAAAAAAN4/xoWozKf4-gs/s320/1984-movie-bb_a1.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5638585289865103106&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;http://goo.gl/kHmjH&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;span style=&quot;font-size:85%;&quot;&gt;&quot;We   shall abolish the orgasm. Our neurologists are at work upon it now.    There will be no loyalty, except loyalty towards the Party. There will    be no love, except the love of Big Brother. There will be no laughter,    except the laugh of triumph over a defeated enemy. There will be no  art,   no literature, no science. When we are omnipotent there will be  no  need  of science. There will be no distinction between beauty and   ugliness.  There will be no curiosity, no enjoyment of the process of   life. All  competing pleasures will be destroyed. But always—do not   forget this  Winston—always there will be the intoxication of power,   constantly  increasing and constantly growing subtler. Always, at every   moment,  there will be the thrill of victory, the sensation of  trampling  on an  enemy who is helpless. If you want a picture of the  future,  imagine a  boot stamping on a human face—forever.&quot;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-size:85%;&quot;&gt;&quot;The   ideal set up by the Party was something huge,  terrible, and    glittering—a world of steel and concrete, of monstrous  machines and    terrifying weapons—a nation of warriors and fanatics,  marching forward    in perfect unity, all thinking the same thoughts and  shouting the  same   slogans, perpetually working, fighting, triumphing,   persecuting—three   hundred million people all with the same face.&quot;&lt;/span&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://lfuego.blogspot.com/feeds/7093430985044658754/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://lfuego.blogspot.com/2011/08/1984-la-pesadilla-de-los-libertarios_08.html#comment-form' title='1 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8013430517781797892/posts/default/7093430985044658754'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8013430517781797892/posts/default/7093430985044658754'/><link rel='alternate' type='text/html' href='http://lfuego.blogspot.com/2011/08/1984-la-pesadilla-de-los-libertarios_08.html' title='1984: La pesadilla de los libertarios'/><author><name>Luis Fuentes</name><uri>http://www.blogger.com/profile/10289323544834666479</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiMntOHJAF27qpCDwl0Zn2N1WMoayeAnKCV-EpbWVCjcB3tKKWCQWoRCl6YcN_fS55yi8e4sx2CUNDC-T3nANvjDUryiRygHcria6vPHngd5cKMIALRXq-A_m5e9qvmVgHBrXkKsIpkLCym/s72-c/DESAbigbrother.jpg" height="72" width="72"/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8013430517781797892.post-1497865059266722163</id><published>2011-08-08T09:36:00.000-07:00</published><updated>2011-08-08T09:47:10.370-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="books cannot be killed by fire"/><category scheme="http://www.blogger.com/atom/ns#" term="Franklin Roosevelt"/><category scheme="http://www.blogger.com/atom/ns#" term="motivación"/><category scheme="http://www.blogger.com/atom/ns#" term="War of Ideas"/><title type='text'>Books are weapons in the War of Ideas</title><content type='html'>&lt;div style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEizhswuyWsGLB_OCqiS9EBP5ndGoys0Uv4xiyUXtvJEH_zJkhcDWYD-1K2xxJnAW0XiltItLhUqpvKxnaopT3YH5yqNHBawjNZIBDx7jStk9_QbsqUEom9lfCugafuoq4eQb6umv_p89paV/s1600/posters-of-world-war-ii-21.jpg&quot;&gt;&lt;img style=&quot;display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 272px; height: 379px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEizhswuyWsGLB_OCqiS9EBP5ndGoys0Uv4xiyUXtvJEH_zJkhcDWYD-1K2xxJnAW0XiltItLhUqpvKxnaopT3YH5yqNHBawjNZIBDx7jStk9_QbsqUEom9lfCugafuoq4eQb6umv_p89paV/s320/posters-of-world-war-ii-21.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5638525268503544258&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;br /&gt;People die, but books never die.&lt;br /&gt;No man and no force can put thought in  a concentration camp forever.&lt;br /&gt;No man and no force can take from the  world,&lt;br /&gt;the books that embody man&#39;s eternal fight against tyranny.&lt;br /&gt;In this  war for humanity, we know, books are weapons.&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style=&quot;text-align: right;&quot;&gt; -  Franklin D. Roosevelt                              &lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://lfuego.blogspot.com/feeds/1497865059266722163/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://lfuego.blogspot.com/2011/08/books-cannot-be-killed-by-fire.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8013430517781797892/posts/default/1497865059266722163'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8013430517781797892/posts/default/1497865059266722163'/><link rel='alternate' type='text/html' href='http://lfuego.blogspot.com/2011/08/books-cannot-be-killed-by-fire.html' title='Books are weapons in the War of Ideas'/><author><name>Luis Fuentes</name><uri>http://www.blogger.com/profile/10289323544834666479</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEizhswuyWsGLB_OCqiS9EBP5ndGoys0Uv4xiyUXtvJEH_zJkhcDWYD-1K2xxJnAW0XiltItLhUqpvKxnaopT3YH5yqNHBawjNZIBDx7jStk9_QbsqUEom9lfCugafuoq4eQb6umv_p89paV/s72-c/posters-of-world-war-ii-21.jpg" height="72" width="72"/><thr:total>0</thr:total></entry></feed>