tag:blogger.com,1999:blog-23275261847254347402024-02-02T05:46:26.692-08:00La duda es apasionante.Entender no es una cuestión binaria. Sexto Empiricohttp://www.blogger.com/profile/11176766042647292546noreply@blogger.comBlogger48125tag:blogger.com,1999:blog-2327526184725434740.post-15376585304654200842019-02-02T10:51:00.002-08:002019-02-02T10:55:49.498-08:00¿Por qué y para qué sirven las evaluadoras de bonos de deuda?<div style="text-align: justify;">
<span style="font-family: "georgia" , "times new roman" , serif;">En los últimos meses con la cancelación del Nuevo Aeropuerto Internacional de la Ciudad de México y el bajón de la calificadora Fitch a los bonos de deuda de Pemex, se ha hablado mucho en nuestro país sobre la importancia de las agencias calificadoras. Aprovecho esta oportunidad para hablar aquí de la historia y el porqué de estas evaluadoras. Espero que esta breve entrada ayude al lector a comprender la riqueza y complejidad del tema y a formarse una opinión propia sobre estos últimos acontecimientos políticos.</span></div>
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<span style="font-family: "georgia" , "times new roman" , serif;">Etas agencias de notación surgen a mediados del XIX emitiendo manuales de evaluación crediticia en EU. Se centraron en el sector privado, dando información a los inversionistas sobre negocios en el interior del país. Con el fetiche por del número característico de la modernidad occidental, pronto se convirtieron en empresas estadísticas que dibujaban seguridad en la incertidumbre usando categorías numéricas para sintetizar grandes colecciones de información cualitativa. En estos años sufrieron demandas por clientes inconformes que habían perdido su dinero en una mala inversión, por lo que desarrollaron un cuidadoso lenguaje de protección que aún sobrevive (Carruthers, 2013, pp. 526-535). </span></div>
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<span style="font-family: "georgia" , "times new roman" , serif;"><br />No obstante, en aquel siglo el sistema de bonos de deuda nacional estuvo evaluado por el prestigio de los bancos intermediarios en la emisión de deuda. Es decir, un país que quería contraer deuda, buscaba a un banco intermediario que expidiera los bonos de deuda en un mercado extranjero. Por ejemplo, el gobierno argentino emitió casi toda su deuda en el siglo XIX en Londres a través de su estrecha relación con el banco Baring quien certificaba su deuda. Mientras más prestigio tuviera el banco intermediario, más confianza daban los bonos a los inversionistas. (Flandreau y Flores, 2009, pp. 661-679). Es hasta las primeras dos décadas del siglo XX cuando las evaluadoras entran a este mercado. </span></div>
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<span style="font-family: "georgia" , "times new roman" , serif;">En los años veinte hubo un crecimiento rotundo del mercado de bonos de deuda soberana en EU motivado por un optimismo económico generalizado que alcanzó su pico en 1927. En este periodo, las agencias de notación más destacadas hoy en día se consolidan. Sus procedimientos de evaluación observaban varios indicadores macroeconómicos y en este sentido eran parecidos a los actuales (Flandreau, Gaillard y Packer, pp. 495-508). </span></div>
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<span style="font-family: "georgia" , "times new roman" , serif;"><br />Antes de 1931 las compañías no tenían ningún rol regulatorio, sobrevivían de su prestigio y vendiendo manuales. Esto cambio en la década de los treinta, cuando empezaron a ser imbricadas en el entramado legal regulatorio. Por ejemplo, en 1931 se permitió a los bancos reportar sus bonos BBB o de mejor calificación (A, AA, AAA) a precio de libro. Pero el mayor cambio llegó en 1975 cuando se requirió a los bancos ajustar sus coeficientes de capital por inversión de acuerdo con las notas de estas: entonces las evaluadoras ganaron un gran poder de mercado. Disposiciones semejantes fueron incorporadas en Basilea II, proyecto que intentó regular la banca internacional (FCIC, 2011, p. 119). Otro cambio de importancia lo experimentaron en los años setenta cuando se empezaron a financiar bajo el modelo de el evaluado paga (algo parecido a la manera en que un estudiante de inglés paga a la empresa TOEFL para que evalúe su conocimiento del idioma). Con ambas modificaciones, las compañías lucraron a lo grande. (Carruthers, 2013, pp. 537-542). </span></div>
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<span style="font-family: "georgia" , "times new roman" , serif;"><br />Su participación en el sistema regulatorio y su forma de financiación han llevado a estas empresas a ser acusadas de conflicto de interés. Se ha argumentado que esto les ha impedido realizar correctamente sus evaluaciones. Por ejemplo, las agencias de notación fueron esenciales en el desarrollo de las innovaciones financieras de la vuelta del milenio, como la emisión de deudas en paquetes que unían su destino a acciones hipotecarias e incluso obligaciones colaterizadas (CDOs). La complejidad de estos paquetes financieros obligó a los inversores a recurrir a modelos matemáticos para determinar la viabilidad de una deuda, en la práctica esto incrementó su dependencia en las agencias evaluadoras. A su vez, los bancos las necesitaron para poder vender estos paquetes. Así, las ganancias de estas agencias se cuadruplicaron entre el 2000 y el 2007 (FCIC, 2011, pp. 43-44 y 118-119). </span></div>
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<span style="font-family: "georgia" , "times new roman" , serif;"><br />En el caso del mercado de deuda soberana, se ha demostrado que las evaluadoras influyen directamente en él al fungir como agencias de certificación y no solo de información. Esto ha levantado miedos de seguridad nacional, pues una mala nota puede encarecer injustificadamente el endeudamiento (FMI, 2010, pp. 85-91). No es pues fortuito que China esté impulsando su propia agencia en coordinación con los BRICS. En 2015 su agencia Dagong Global daba una calificación de A- a EU y A a Rusia. El peso político de estas agencias no parece estar justificado en su capacidad de predicción que no es mayor a la del mercado (Krugman, 2012, p. 124; Stiglitz, 2006, p. 279; Carruthers, 2013, pp. 540-546).
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<span style="font-family: "georgia" , "times new roman" , serif;">Esto ha llevado a distintas propuestas para mejorarlas. El FMI sugiere reducir el peso regulatorio de sus notas, desincentivar el uso mecánico de estas en contratos privados, aumentar la regulación sobre las agencias, obligarlas a ser transparentes y modificar su forma de financiación (FMI, 2010, p. 110-112). En el 2015 se obligó a S&P el pagó de 125millones de dólares al fondo de pensión de los empleados públicos de California, hasta entonces la mayor compensación monetaria de una de estas agencias, aunque algunos críticos la consideraron <a href="https://www.cfr.org/backgrounder/credit-rating-controversy" target="_blank">modesta</a>. La opción de hacerlas entidades públicas parece poco viable en el contexto de intereses internacionales. </span></div>
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<span style="font-family: "georgia" , "times new roman" , serif;"><br />Lo cierto es que estas propuestas se basan en el supuesto de que la incompetencia predictiva de las agencias de notación se debe a los conflictos de interés. No obstante, se ha demostrado que incluso antes de 1931 estas agencias no anticipaban el futuro mejor que el mercado; pese a lo que algunos legisladores quisieron suponer (Flandreau, Gaillard y Packer, 2011, p. 532). Esto no extraña, se diseñaron en el siglo XIX para el estudio de transacciones bilaterales y se utilizan hoy en día para reglamentar mercados financieros complejos, globales y estrechamente interrelacionados de los que se han vuelto variables endógenas (Carruthers, 2013, pp. 545-546).
De lo cual podemos concluir dos cosas: las calificaciones de estas agencias son cosa seria por la repercusión en el costo de contraer deuda que pueden tener; aún así, su tarea no es nada sencilla, al evaluar un entorno financiero mundial económicamente muy complejo y enredado en entramados de intereses políticos y económicos sus calificaciones pueden ofrecer algo de claridad a los inversionistas, pero están muy lejos de ofrecer la última palabra. No hay que tomar sus notas como sentencias absolutas, pero tampoco descalificarlas a la ligera.</span></div>
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<span style="font-family: "georgia" , "times new roman" , serif;">Para saber más: </span></div>
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<span style="font-family: "georgia" , "times new roman" , serif;">Carruthers, Bruce G. "From uncertainty towards risk: the case of credit ratings", Socio-Economic Review, 11: 2013, pp. 525-551.</span></div>
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<span style="font-family: "georgia" , "times new roman" , serif;"><br /></span></div>
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<span style="font-family: "georgia" , "times new roman" , serif;">FCIC, The Financial Crisis Inquiry Commission, The Financial Crisis Inquiry Report, Official Government Edition, Washignton 2011</span></div>
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<span style="font-family: "georgia" , "times new roman" , serif;">Flandreau, Marc y Juan H. Flores. "Bonds and Brands: Foundations of Sovereign Debt </span></div>
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<span style="font-family: "georgia" , "times new roman" , serif;">Markets, 1820-1830", The Journal of Economic History, 69(3): 2009, pp. 646-684.</span></div>
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<span style="font-family: "georgia" , "times new roman" , serif;">Flandreau Marc, Norbert Gaillard y Frank Packer, "To err is human: US rating agencies and the interwar foreign government debt crisis", European Review of Economic History, Cambridge Univesrity Press,15(03): 2011, 495-538.</span></div>
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<span style="font-family: "georgia" , "times new roman" , serif;">FMI, Global Financial Stability Report. Sovereigns, Funding, and Systemic Liquidity, FMI, 2010.</span></div>
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<span style="font-family: "georgia" , "times new roman" , serif;">Krugman, Paul. ¡Detengamos esta crisis ya!, Debate, Barcelona: 2012.</span></div>
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<span style="font-family: "georgia" , "times new roman" , serif;">Stiglitz, Joseph. ¿Cómo hacer que funcione la globalización?, Tauros, México: 2006.</span></div>
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Sexto Empiricohttp://www.blogger.com/profile/11176766042647292546noreply@blogger.com1tag:blogger.com,1999:blog-2327526184725434740.post-46030523226147714282017-01-29T19:45:00.000-08:002017-01-29T20:34:03.230-08:00Todos somos migrantes...Y este punto azul pálido es nuestro hogar<span style="background-color: white; color: #1d2129; font-family: "helvetica" , "arial" , sans-serif; font-size: 14px;">Esta tarde mis amigos y yo discutimos (intensa y prolíficamente) sobre si la bandera nacional mexicana es o no una buena manera de simbolizar la unidad de los mexicanos y el rechazo que sentimos hacia la "criminalización de la migración" (así como a su indigno homenaje, el muro de Trump). Yo no estoy de acuerdo con la idea de usar la bandera nacional (o su escudo) pero sí creo necesaria hacer pública una postura de rechazo al racismo y la xenofobia. Por lo tanto decidí hacer un sencillo cartel que refleje mi sentir al respecto. </span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhsRBSLFOz7rW5dH9Wf0-AA6BMZzBh4P5guxW17t2z3po5VIzrB0lQGPIRQ8Z9voi6F6xgvXAhEV2Uftgyavb7GPmyMR3LtvNOckidoyUizmAX9BgLgyZIzG6mm7Jdr2tkjnUrjzEi-uE10/s1600/TODOS+SOMOS+MIGRANTES2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhsRBSLFOz7rW5dH9Wf0-AA6BMZzBh4P5guxW17t2z3po5VIzrB0lQGPIRQ8Z9voi6F6xgvXAhEV2Uftgyavb7GPmyMR3LtvNOckidoyUizmAX9BgLgyZIzG6mm7Jdr2tkjnUrjzEi-uE10/s320/TODOS+SOMOS+MIGRANTES2.jpg" width="289" /></a></div>
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<span style="background-color: white; color: #1d2129; font-family: "helvetica" , "arial" , sans-serif; font-size: 14px;"><br /></span>
<span style="background-color: white; color: #1d2129; font-family: "helvetica" , "arial" , sans-serif; font-size: 14px;">La criminalización de la migración consiste en fomentar una política de seguridad pública injustificada y asimétricamente punitiva para con los migrantes, a pesar de que existe evidencia de que éstos no presentan una mayor tasa de criminalidad que los nacidos en Estados Unidos (incluso que son menos propensos a cometer crímenes) [1]. Criminalizar a los migrantes, en esos términos, es el primer paso para generar una propaganda de odio que delimita a un otro extranjero a quien culpar y en quien justificar un nacionalismo de corte fascista.</span><br />
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<span style="background-color: white; color: #1d2129; font-family: "helvetica" , "arial" , sans-serif; font-size: 14px;">Aquel es un grave problema a</span><span class="m_-556099031271325150gmail-text_exposed_show" style="background-color: white; color: #1d2129; display: inline; font-family: "helvetica" , "arial" , sans-serif; font-size: 14px;">l que no se enfrentan únicamente los mexicanos. Creo que los procesos migratorios, sus orígenes y consecuencias, deben ser abordados desde la cooperación, por lo tanto en lugar de recurrir a un símbolo nacionalista prefiero una perspectiva que muestre solidaridad para con la humanidad, para con todos los que se encuentran en la misma circunstancia: migrantes centroamericanos, mexicanos, refugiados y gente en busca de refugio.</span><br />
<span class="m_-556099031271325150gmail-text_exposed_show" style="background-color: white; color: #1d2129; display: inline; font-family: "helvetica" , "arial" , sans-serif; font-size: 14px;"><br />Tanto los humanos (como diversas especies que viven en nuestro planeta) buscamos incansablemente mejores condiciones de vida o a veces no tenemos más remedio que huir de donde es imposible vivir. En ese sentido ¡todos somos migrantes! Las culturas son el resultado de una historia de mezclas, de movimientos constantes de pies y de ideas. El capricho y delirio de superioridad de un individuo o grupo social no puede o no debe cegarnos de ver todo lo que compartimos, así como a privilegiar el diálogo y negociación cuando hay desacuerdos.</span><br />
<span class="m_-556099031271325150gmail-text_exposed_show" style="background-color: white; color: #1d2129; display: inline; font-family: "helvetica" , "arial" , sans-serif; font-size: 14px;"><br />La imagen que elegí de fondo para el cartel es conocida como “Punto azul pálido”. Es de los primeros <i>retratos</i> que tenemos de nuestro sistema solar, capturado en 1990 por la sonda espacial “Voyager 1”. A unos seis mil millones de kilómetros de distancia, nuestro planeta parece un frágil punto azul pálido [2]. Una de las reflexiones más bellas, a mi parecer, sobre la fragilidad y fugacidad de la existencia humana fue escrita por el astrofísico Carl Sagan en su obra “Un punto azul pálido. Una visión del futuro humano en el espacio”: </span><br />
<span class="m_-556099031271325150gmail-text_exposed_show" style="background-color: white; color: #1d2129; display: inline; font-family: "helvetica" , "arial" , sans-serif; font-size: 14px;"><br />“Desde este lejano punto de vista, la Tierra puede no parecer muy interesante. Pero para nosotros es diferente. Considera de nuevo ese punto. Eso es aquí. Eso es nuestra casa. Eso somos nosotros. Todas las personas que has amado, conocido, de las que alguna vez oíste hablar, todos los seres humanos que han existido, han vivido en él. La suma de todas nuestras alegrías y sufrimientos, miles de ideologías, doctrinas económicas y religiones seguras de sí mismas, cada cazador y recolector, cada héroe y cobarde, cada creador y destructor de civilizaciones, cada rey y campesino, cada joven pareja enamorada, cada madre y padre, cada niño esperanzado, cada inventor y explorador, cada profesor de moral, cada político corrupto, cada “superestrella”, cada “líder supremo”, cada santo y pecador en la historia de nuestra especie ha vivido ahí —en una mota de polvo suspendida en un rayo de sol.<br />La Tierra es un escenario muy pequeño en la vasta arena cósmica. Piensa en los ríos de sangre vertida por todos esos generales y emperadores, para que, en gloria y triunfo, pudieran convertirse en amos momentáneos de una fracción de un punto. Piensa en las interminables crueldades cometidas por los habitantes de una esquina de este píxel sobre los apenas distinguibles habitantes de alguna otra esquina. Cuán frecuentes sus malentendidos, cuán ávidos están de matarse los unos a los otros, cómo de fervientes son sus odios. Nuestras posturas, nuestra importancia imaginaria, la ilusión de que ocupamos una posición privilegiada en el Universo... Todo eso es desafiado por este punto de luz pálida. Nuestro planeta es un solitario grano en la gran y envolvente penumbra cósmica. En nuestra oscuridad —en toda esta vastedad—, no hay ni un indicio de que vaya a llegar ayuda desde algún otro lugar para salvarnos de nosotros mismos..."</span><br />
<span class="m_-556099031271325150gmail-text_exposed_show" style="background-color: white; color: #1d2129; display: inline; font-family: "helvetica" , "arial" , sans-serif; font-size: 14px;"><br /></span>
<span class="m_-556099031271325150gmail-text_exposed_show" style="background-color: white; color: #1d2129; display: inline; font-family: "helvetica" , "arial" , sans-serif; font-size: 14px;">Fuentes:</span><br />
<span class="m_-556099031271325150gmail-text_exposed_show" style="background-color: white; color: #1d2129; display: inline; font-family: "helvetica" , "arial" , sans-serif; font-size: 14px;">[1] Para una argumentación más extensa sobre este tema se puede ver: "The Criminalization of Immigration in the United States" by Walter A. Ewing, Ph.D., Daniel E. Martínez, Ph.D., and Rubén G. Rumbaut, Ph.D. <i>American Immigration Council: </i>Special Report July 2015. https://www.americanimmigrationcouncil.org/sites/default/files/research/the_criminalization_of_immigration_in_the_united_states.pdf</span><br />
<span class="m_-556099031271325150gmail-text_exposed_show" style="background-color: white; color: #1d2129; display: inline; font-family: "helvetica" , "arial" , sans-serif; font-size: 14px;">[2]http://visibleearth.nasa.gov/view.php?id=52392</span>Anonymoushttp://www.blogger.com/profile/11433586810226653653noreply@blogger.com0tag:blogger.com,1999:blog-2327526184725434740.post-14209799291894664302016-09-13T10:46:00.001-07:002021-04-15T10:26:33.698-07:00Entendiendo la Reforma Educativa y a la CNTE<!--[if gte mso 9]><xml>
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<![endif]--><span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: large;"><b><span style="font-size: x-small;"><span face="Arial,Helvetica,sans-serif"> </span></span></b></span></span></div>
<div style="text-align: left;">
<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: large;"><b>Uno</b></span> de los logros políticos de la Revolución Mexicana fue haber logrado la irrupción de las masas en la política. Verán, durante el Porfiriato el gobierno trató de impedir este fenómeno prohibiendo la asociación de obreros y campesinos en sindicatos y recurriendo a la violencia para sofocar huelgas. Eso cambió con la Revolución, pero tomó tiempo para que estas asociaciones formalizaran su papel dentro del nuevo régimen. <br /><br /> La historia de como esto sucedió es larga y compleja, aquí solo diremos que para 1934 el gobierno del país estaba en disputa por dos grandes grupos. Por un lado el grupo de Plutarco Elías Calles, conocido como el jefe máximo de la revolución, y por el otro el gobierno del recién nombrado presidente Lázaro Cárdenas. Calles era una persona muy poderosa e influyente y Cárdenas estaba decidido a ponerle un fin a su influencia política. El problema es que Calles tenía aliados poderosos, así que para contrarrestarlo Cárdenas buscó el apoyo de Vicente Lombardo Toledano, un líder obrero que había adquirido mucho poder y seguidores en los últimos años. –Cárdenas buscaba la alianza con Toledano para crear una única organización obrera que pudiera negociar con el gobierno federal. Sus deseos cristalizarían no sin pocos esfuerzos y así nacería la CTM, aunque dicha organización nunca logró reunir cabalmente a todos los obreros del país; el Sindicato de Electricistas y el de Ferrocarrileros, por ejemplo, se separaron al poco tiempo. Pese a ello, la CTM no estuvo tan lejos de lograr su cometido y logró convertirse en uno de los pilares del gobierno de Cárdenas y de los posteriores gobiernos del PRI subsiguientes. <br /><br /> Aunque no hay duda de que Cárdenas era una persona inteligente, hay que admitir que la idea de unir a los trabajadores en sindicatos únicos no era nueva; prácticas similares se habían llevado a cabo en otras partes del mundo, notablemente en los regímenes fascistas europeos. Esta manera de organizar a las masas dentro del aparato de estado es conocida como Corporativismo. Gracias a él, Cárdenas obtuvo el respaldo político necesario para realizar campañas que agradaban muy poco a la clase empresarial (como el reparto agrario que consistía en quitarles tierras a los terratenientes y repartirlas entre la comunidad, o la expropiación de empresas privadas, notablemente las petroleras). <br /><br /> Cárdenas también trató de unificar a los maestros en un sindicato único, pero sus iniciativas tuvieron poco éxito. Sería su sucesor, Ávila Camacho quien lograría ponerse de acuerdo con los líderes educadores para fundar el Sindicato Nacional de los Trabajadores de la Educación, mejor conocido como SNTE. El sindicato funcionaría bajo la misma lógica corporativa, los maestros ofrecerían apoyo político al régimen y a cambio recibirían prestaciones laborales. <br /><br /> Con los años el SNTE usó su gran influencia política para movilizar masas de maestros a cambio de plazas, asensos, puestos dentro de la misma SEP o en el congreso. La democracia al interior del sindicato se convirtió en algo que importaba poco a los líderes tanto del sindicato como del gobierno. Esto se ve reflejado en los largos reinados de los directores del SNTE: </span></div>
<blockquote class="tr_bq">
<span style="font-family: Georgia,"Times New Roman",serif;">Jesús Robles Martínez: 1949-1972 -> 23 años <br />Carlos Jonguitud Barrios: 1972-1989: 17 años </span><div style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif;">Elba Esther Gordillo: 1989-2013 24 años. </span><br /><span style="font-family: Georgia,"Times New Roman",serif;"></span></div>
</blockquote>
<span style="font-family: Georgia,"Times New Roman",serif;"> Este tipo de prácticas ejemplifican el como la cúpula sindical se fue alejando de los intereses de las bases, lo que terminó relegando a un segundo plano sus condiciones laborales. Por ejemplo, se ha calculado que al final de la década de los 70's en Chiapas los precios crecieron casi tres veces más de lo que lo hacían sus salarios [1]. En este contexto surgieron dentro del sindicato varias corrientes opositoras, la más exitosa de las cuales en 1979 se organizaría bajo el nombre de Coordinadora Nacional de Trabajadores de la Educación, la CNTE, en Tuxtla Gutiérrez. En un principio la lucha de la Coordinadora se enfocó en los fines loables de democratizar el sindicato nacional y acabar con el matrimonio entre gobierno y sindicato. </span><br /><span style="font-family: Georgia,"Times New Roman",serif;"></span><br /><span style="font-family: Georgia,"Times New Roman",serif;"> La pérdida del valor de los salarios fue solo una de las razones por las que le movimiento surgió en Chiapas. Durante la época de Cárdenas el gobierno había impulsado en el país un modelo educativo conocido como educación socialista con el fin de transmitir ideas nacionalistas y de izquierda a la población. Las normales rurales del sur del país hicieron una particular resonancia con estas ideas; entre las normales rurales que existieron durante el cardenismo encontramos la de Ayotzinapa que este año cumple unos asombrosos 90 años de antigüedad. Les cuento esto porque ayuda a comprender porque la CNTE nació como un movimiento de izquierda bastante radical y porque en su Pliego Petitorio encontramos declaraciones como la siguiente: </span><br /><span style="font-family: Georgia,"Times New Roman",serif;"></span><span style="font-family: Georgia,"Times New Roman",serif;"><br /></span><br />
<div style="text-align: justify;">
<blockquote>
<span face="Arial,Helvetica,sans-serif">Para superar la crisis capitalista mundial, el Imperialismo, a través de las oligarquías criollas y extranjeras, mediante el Banco Mundial (BM), el Fondo Monetario Internacional (FMI) y la Organización para la Cooperación y el Desarrollo Económico (OCDE), impone a los países dependientes, reformas estructurales cuyos objetivos fundamentales son: la legalización del saqueo de los recursos naturales; la sobre-explotación de la mano de obra de los obreros, campesinos y del pueblo en general; la privatización de los servicios básicos; recorte del gasto social; aumento de la deuda pública; precarización del empleo; despido de cientos de miles de trabajadores y la imposición de leyes que criminalizan la lucha social, acentuando el proceso de nuevo colonialismo en nuestro país [2]. </span></blockquote>
</div>
<span style="font-family: Georgia,"Times New Roman",serif;">Aunado a todo lo anterior, el sur del país es también la zona más pobre y marginal de la república. La marginalidad ha llevado a que sea la zona con mayores niveles de analfabetismo, lo que a su vez ocasiona un ciclo vicioso de pobreza. </span><br /><br /> <img alt="" height="307" 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" width="640" /><br />
<blockquote class="tr_bq">
<span style="font-size: xx-small;">INEGI. Analfabetismo por estado en México [3]. </span></blockquote>
<span style="font-family: Georgia,"Times New Roman",serif;"> Ahora viajaremos unos años hacia adelante y llegamos a 1992. Para esta época el gobierno había empezado a resentir la fuerza del sindicato como un factor que le impedía tomar las riendas de la educación, para bien o para mal. Esto llevó al entonces presidente, Carlos Salinas, a impulsar una reforma educativa que buscaba descentralizar la educación con el fin de menguar el poder del SNTE. La maniobra resultó en un rotundo fracaso, porque la nueva líder sindical, Elba Esther, supo moverse con agilidad y logró colocar a miembros del sindicato en las secretarías de educación locales. </span><br /><span style="font-family: Georgia,"Times New Roman",serif;"></span><br /><span style="font-family: Georgia,"Times New Roman",serif;"> Para ese entonces la coordinadora se había convertido en la facción mayoritaria dentro de la sección 22 del SNTE en Oaxaca. Esto le permitió a los líderes de la coordinadora negociar con el gobernador y lograr conseguir que él funcionario firmara una minuta en la que el gobierno del estado se comprometía a entregar a la coordinadora control de plazas dentro de la secretaría de educación y la administración directa de fondos para la vivienda y becas de las familias de los agremiados [13]. Este nuevo poder implantó prácticas de clientelismo dentro de la CNTE parecidas a las que sus fundadores habían criticado en la SNTE. Un resultado irónico para una iniciativa que buscaba menguar el control de los líderes sindicales sobre la educación. </span><br /><span style="font-family: Georgia,"Times New Roman",serif;"></span><br /><span style="font-family: Georgia,"Times New Roman",serif;"> ¡Y por fin llegamos a los tiempos recientes! En el 2012 los entonces principales partidos políticos de México (PRI, PAN, PRD) se pusieron de acuerdo para pasar la famosa Reforma Educativa que incluye cambios a la constitución en materia de educación, modificaciones sustanciales a la Ley General de Educación, y la creación tanto de la Ley del Servicio Profesional Docente como de la Ley del Instituto Nacional para la Evaluación Educativa o INEÉ. Las cuales se aprobaron en el 2013, lo que ocasionó que maestros de la CNTE establecieran un plantón en la ciudad de México que, con vaivenes, ha durado hasta nuestros días. </span><br /><span style="font-family: Georgia,"Times New Roman",serif;"></span><br /><span style="font-family: Georgia,"Times New Roman",serif;"> Entre las críticas de los plantistas hallamos quejas como que la reforma fue ordenada por organismo y empresarios internacionales. Sobre lo cual cabe mencionar que no queda del todo claro que la reforma haya sido estrictamente ordenada, pero es cierto que la OCDE lleva tiempo sugiriendo a los países miembros que realicen reformas educativas con especial énfasis en la evaluación de los profesores y alumnos para medir la calidad de la educación. Y es innegable que los legisladores han escuchado el llamado de la OCDE pues el nuevo artículo 3o constitucional establece que el ingreso al servicio docente y la promoción "se llevarán a cabo mediante concursos de oposición que garanticen la idoneidad de los conocimientos y capacidades que correspondan" [3]. </span><br /><span style="font-family: Georgia,"Times New Roman",serif;"></span><br /><span style="font-family: Georgia,"Times New Roman",serif;"> Aun así, no porque una idea provenga del exterior la convierte en algo malo, muchos de los avances en legislación en defensa de los derechos humanos que ha habido en México en los últimos años se deben a la firma de tratados internacionales. De cualquier manera, el supuesto de la OCDE es que con incentivos adecuados las evaluaciones propician que los maestros dediquen sus esfuerzos a la enseñanza. El gobierno mexicano, por otro lado, desea que el establecimiento de un Servicio Profesional Docente basado en evaluaciones permita menguar la fuerza que el control sobre las plazas ha dado al sindicato de maestros. </span><br /><span style="font-family: Georgia,"Times New Roman",serif;"></span><br /><span style="font-family: Georgia,"Times New Roman",serif;"> Antes de continuar, quiero aclarar que hemos llegado aquí al punto en el que hay que distinguir entre las preocupaciones del maestro que sale a manifestarse a la calle y las de los líderes sindicales que organizan las marchas. Porque los intereses de unos y otros pueden ser muy distintos y la gente a menudo se confunde al criticar a los maestros como sí todos fueran líderes sindicales o todos unos flojos. Cosas muy alejadas de la realidad. </span><br /><span style="font-family: Georgia,"Times New Roman",serif;"></span><br /><span style="font-family: Georgia,"Times New Roman",serif;"> Para el maestro promedio, la mayor preocupación es que el tenerse que someter cada cuatro años a una evaluación durante todo el tiempo que dure su carrera mina su estabilidad laboral. Además, hasta antes de la reforma los normalistas tenían garantizado un trabajo en el magisterio al terminar su educación superior y el perder ese derecho en un mundo donde es difícil conseguir trabajo no es precisamente una buena noticia para la mayoría de ellos. </span><br /><span style="font-family: Georgia,"Times New Roman",serif;"></span><br /><span style="font-family: Georgia,"Times New Roman",serif;"> Pero quizá una de las cosas que más disgusta a los maestros es la manera en que se les ha señalado reiteradamente por diversos medios como los responsables del mal desempeño académico de los alumnos mexicanos, cuando la realidad es mucho más compleja y el gobierno tiene mucha responsabilidad en el asunto. </span><br /><span style="font-family: Georgia,"Times New Roman",serif;"> </span><br /><span style="font-family: Georgia,"Times New Roman",serif;"> Para empezar, según datos de la propia OCDE, los únicos países miembros que pagan peores salarios a sus maestros son Estonia, Eslovaquia, Hungría y Polonia. En teoría el salario promedio de un maestro en México es de 18,000 pesos al mes, pero el número es engañoso porque México es también el país donde hay mayor brecha salarial entre los propios maestros. Lo que significa que hay pocos maestros que ganan más de 18,000 pesos al mes y la mayoría gana bastante menos que eso. Tomando todas esas consideraciones, nos enfrentamos a la triste conclusión de que los maestros en México son los que ganan los peores salarios de la OCDE con respecto al número de alumnos que educan [4]. No sólo esto sino que el Censo de Escuelas y Maestros realizado hace un par de años reveló que 48% de las escuelas no tienen drenaje, 31% no tiene agua potable y 11% no tienen electricidad [5]. </span><br /><span style="font-family: Georgia,"Times New Roman",serif;"></span><span style="font-family: Georgia,"Times New Roman",serif;"><br /><img alt="" height="365" 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AQgsDgCCOPFFSkZggAElkIAYbyUkiQfEIAABCAAAQjMnQDCeO4lRPogAIG9JYAw3tuiJ+MQgAAEIAABCGyYAMJ4w8CJDgIQgAAEIAABCEAAAhCAAATmRQBhPK/yIDUQgAAEIAABCEAAAhCAAAQgsGECCOMNAyc6CEAAAhCAAAQgAAEIQAACEJgXAYTxvMqD1EAAAhCAAAQgAAEIQAACEIDAhgkgjDcMnOggAAEIQAACEIAABCAAAQhAYF4EEMbzKg9SAwEIQAACEIAABCAAAQhAAAIbJoAw3jBwooMABCAAAQhAAAIQgAAEIACBeRFAGM+rPEgNBCAAAQhAAAIQgAAEIAABCGyYAMJ4w8CJDgIQgAAEIAABCEAAAhCAAATmRQBhPK/yIDUQgAAEIDBC4OzZs92RI0dWP+fPn18Er23naWr8pe+XvreIQicTEIAABCAwKwII41kVB4mBAAQgMG8CV65c6Y4ePXooTC1QNylU5yKm7t692504ceILLC5evFhUgNvO0+nTpw/zcebMmew8lL5f+l52AnkBAhCAAAQgMEIAYYyJQAACEIBAMoELFy4MimKL44ceeqg7ODhIDjP3wW2LSKe3b5KgRFQqvG3naWr8Q++HjE6dOtXdu3fvC8U9Nd5c2+F5CEAAAhCAwBABhDG2AQEIQAACyQRCYRwKnRs3bnTHjh07FM19Iig5kpEH5yKmnI4HHnig+8pXvrLKe+mkwFzyVKuM+iYPWtpE7XQTHgQgAAEI7B8BhPH+lTk5hgAEIFBMYEgYK8DQOyixeO3ateJ41r04BxEZLqOW4PvWt751OClQspx6DnlqUVhjHuMWcRImBCAAAQhAoIQAwriEGu9AAAIQ2FMC64Rx6DXuE8ZD+5PXHaAV7kH1YVtjIrJvuXeft9LPOa1hXGPiNsyL0p8jAEvy1PdOyDtkGPKJ8xGyGXonLo+UJeN9ZRKnOdyP7jji9+J923H613Eusa89rcZkGwIQgAAEegggjDELCEAAAhBIJlAqjNeJJAmmWLj2HWwVH/TVdyr1unjiZc6hMPZSaMcxJowdj0V1mN4hb3lJnta989WvfvXwILRWwjgUrjH/cD91LWEsQwzDivdsDwn7XPtKNngehAAEIACBvSGAMN6boiajEIAABKYTWCeMw+9CETr091j0DYm7UDT3eU6dqyFPchh/KLTWHSS2ThiHntqhtPV5wcP0leSp5J0pHuOhfIq3ymFMGOu5MU96X5mF78STGX1e/RL7ml4TCAECEIAABJZGAGG8tBIlPxCAAAQaEkg9fMvCcMyT2ieCxt4JxVFfPLGYCsMbEuw5dyIPeS3XTRpMzVOfF7qPg4q+1lLqdcI4NrGap1IPLacO0+NyHOO6TmQ3rCYEDQEIQAACO0gAYbyDhUaSIQABCGyLQMp1TUOnVfed2Ny3L7lPAIX57RNh8anYfcuu41OjhzzJY2zjZdR+ft0e66l56mM3JEZrCWPlK/bQDy0TrymMY3Fvz3Qocv23Ma5j+97HyprvIQABCEBgfwggjPenrMkpBCAAgckE1gnjsQO3+g7A6vP4TV1+OySKawjjMS/qkBd3ap5y7gCuKYyH9jjHZV1bGPd5evvyNcZ1zKM8uUIQAAQgAAEILIYAwngxRUlGIAABCLQnsG65cF/sOR49e0XH3hnbl5p6X26JxzjFY25hnuM5H/OCb8tjHJZpfBBXmKbawjgWtM8//3x34sSJL90VPWYrY9+3rzHEAAEIQAACu0IAYbwrJUU6IQABCMyAQK4wHvPY9Xn81i1/HTqwq2TJbIkwHjv9OPZW+/Cr2nlKPbgsPgQsZV/yuuuzZIJ9S8lrC2PFE4Z57ty57tixYythHB76VWJfM6hGJAECEIAABGZIAGE8w0IhSRCAAATmSiBXGMcCJ/SirhN3oYBLPY156B2lwcI0FH25wjjV+ximIxRxNfO07nTuoVOac0/09qRFeLL1kBAdEsZjzNbdST10L3F80vbQad/r7Guu9Yt0QQACEIDA9gggjLfHnpghAAEI7ByBEmGccn9vfF/tusO0hu7vTTmAa4owThXSQ8K0VZ7iE7Wn3n1sRkPC1F7xoeu11nmp43fXCWNVjljM9y0pL7Gvnat4JBgCEIAABJoTQBg3R0wEEIAABJZDoEQYO/d9+3OHTjnWO32CR97CUGCO3RdsIdYXT6rQdfr77tDtK9lYAA95XJ22sTwNcVgnKnPZpSyFXseyJC1iNyaMY5uJJ1BC/rn2tZxaSU4gAAEIQKAGAYRxDYqEAQEIQAACENgwgTFRueHkEB0EIAABCEBgpwkgjHe6+Eg8BCAAAQjsKwGE8b6WPPmGAAQgAIEWBBDGLagSJgQgAAEIQKAxAYRxY8AEDwEIQAACe0UAYbxXxU1mIQABCEBgKQQQxkspSfIBAQhAAAJzIIAwnkMpkAYIQAACEIAABCAAAQhAAAIQ2BoBhPHW0BMxBCAAAQhAAAIQgAAEIAABCMyBAMJ4DqVAGiAAAQhAAAIQgAAEIAABCEBgawQQxltDT8QQgAAEIAABCEAAAhCAAAQgMAcCCOM5lAJpgAAEIAABCEAAAhCAAAQgAIGtEUAYbw09EUMAAhCAAAQgAAEIQAACEIDAHAggjOdQCqQBAhCAAAQgAAEIQAACEIAABLZGAGG8NfREDAEIQAACEIAABCAAAQhAAAJzIIAwnkMpkAYIQAACEIAABCAAAQhAAAIQ2BoBhPHW0BMxBCAAAQhAAAIQgAAEIAABCMyBAMJ4DqVAGiAAAQhAAAIQgAAEIAABCEBgawQQxltDT8QQgAAEIAABCEAAAhCAAAQgMAcCCOM5lAJpgAAEIAABCEAAAhCAAAQgAIGtEUAYbw09EUMAAhCAAAQgAAEIQAACEIDAHAggjOdQCqQBAhCAAAQgAAEIQAACEIAABLZGAGG8NfREDAEIQAACEIAABCAAAQhAAAJzIJAsjC9cuNAdOXKku3jxYm+6z549+6Xv/Y7e08/58+dX7w79fey7OQAjDRCAAAQgAAEIQAACEIAABCCwLAJJwvj06dPdmTNnOv3uE8ZXrlzpvvnNb3Zf//rXD7+/ceNG9+CDD3bXrl1bEdMzx48f7y5fvtz7dz039I7DWBZ6cgMBCEAAAhCAAAQgAAEIQAACcyCQJIyd0D5hfPfu3e5rX/vaSgCH38srLDEdfvT9yZMne/8ub/LQO/Y0zwEYaYAABCAAAQhAAAIQgAAEIACBZRGYLIy1hNrCNRTG+nssjL3cuu/vCmPonVxh/I//+I/duXPn+IEBNoANYAPYADaADWAD2AA2sBAbeOqpp5alxMjNrAhMEsZaHv3www93BwcHq0zNRRhLFPOBAAQgAAEIQAACEIAABCAAAQikEJgkjONDtMJDtvq8vxLOeqZvifWQx1jv5HqMEcYpRc8zEIAABCAAAQhAAAIQgAAEICACk4RxjDD0GPuwrfjwraeffnp1CFf8d/1/6J3cw7cQxhg3BCAAAQhAAAIQgAAEIAABCKQSSBLG9vTaI/zAAw8cCtswovhwrtij7BOth/6usNZ9l5ophHEqKZ6DAAQgAAEIQAACEIAABCAAgSRhvGuYEMa7VmKkFwIQgAAEIAABCEAAAhCAwPYIIIy3x56YIQABCEAAAhCAAAQgAAEIQGAGBBDGMygEkgABCEAAAhCAAAQgAAEIQAAC2yOAMN4ee2KGAAQgAAEIQAACEIAABCAAgRkQQBjPoBBIAgQgAAEIQAACEIAABCAAAQhsjwDCeHvsiRkCEIAABCAAAQhAAAIQgAAEZkAAYTyDQiAJEIAABCAAAQhAAAIQgAAEILA9Agjj7bEnZghAAAIQgAAEIAABCEAAAhCYAQGE8QwKgSRAAAIQgAAEIAABCEAAAhCAwPYIIIy3x56YIQABCEAAAhCAAAQgAAEIQGAGBBDGMygEkgABCEAAAhCAAAQgAAEIQAAC2yOAMN4ee2KGAAQgAAEIQAACEIAABCAAgRkQQBjPoBBIAgQgAAEIQAACEIAABCAAAQhsjwDCeHvsiRkCEIAABCAAAQhAAAIQgAAEZkAAYTyDQiAJEIAABCAAAQhAAAIQgAAEILA9Agjj7bEnZghAAAIQgAAEIAABCEAAAhCYAQGE8QwKgSRAAAIQgAAEIAABCEAAAhCAwPYIIIy3x56YIQABCEAAAhCAAAQgAAEIQGAGBBDGMygEkgABCEAAAhCAAAQgAAEIQAAC2yOAMN4ee2KGAAQgAAEIQAACEIAABCAAgRkQQBjPoBBIAgQgAAEIQAACEIAABCAAAQhsjwDCeHvsiRkCEIAABCAAAQhAAAIQgAAEZkAAYTyDQiAJEIAABCAAAQhAAAIQgAAEILA9Agjj7bEnZghAAAIQgAAEIAABCEAAAhCYAQGE8QwKgSRAAAIQgAAEIAABCEAAAhCAwPYIIIy3x56YIQABCEAAAhCAAAQgAAEIQGAGBBDGnxXCp59+2h3c/qD75JNPRn8OPvig+/Wvf716hw8EIAABCEAAAhCAAAQgAAEI7D6BvRfGErgSuhLF3zt9avRHz3388cfdvXv3EMe7b//kAAIQgAAEIAABCEAAAhCAQLf3wtiiOEcYv/vuu93du3cRx1QgCEAAAhCAAAQgAAEIQAACCyCw18JY3mJ5fu/cuZPlMb569WoncSzPsYQ1HwhAAAIQgAAEIAABCEAAAhDYXQJ7L4x/9atfde+//36WMH7uuee6N954o/voo48Qxrtr+6QcAhCAAAQgAAEIQAACEIDAisDeC2Mtob5161aWML58+XL36quvrjzN9+/fx5QgAAEIQAACEIAABCAAAQhAYIcJIIw/E8Y3b97MEsaXLl3qrl+/jjDeYcMn6RCAAAQgAAEIQAACEIAABEwAYYwwpjZAAAIQgAAEIAABCEAAAhDYawIIY4TxXlcAMg8BCEAAAhCAAAQgAAEIQABhjDCmFkAAAhCAAAQgAAEIQAACENhrAghjhPFeVwAyDwEIQAACEIAABCAAAQhAAGGMMKYWQAACEIAABCAAAQhAAAIQ2GsCCGOE8V5XADIPAQhAAAIQgAAEIAABCEAAYYwwphZAAAIQgAAEIAABCEAAAhDYawIIY4TxXlcAMg8BCEAAAhCAAAQgAAEIQABhjDCmFkAAAhCAAAQgAAEIQAACENhrAghjhPFeVwAyDwEIQAACEIAABCAAAQhAAGGMMKYWQAACEIAABCAAAQhAAAIQ2GsCCGOE8V5XADIPAQhAAAIQgAAEIAABCEAgWRhfuHChO3LkSHfx4sUvUPPf9d2pU6e6e/fuHX4ffqfvz58/v/pu6O9j36UW17lz55Ie/fTTT7tPEMZJrHgIAhCAAAQgAAEIQAACEIDAUgkkCePTp093Z86c6fQ7FMY3btzofv/3f38lhu/evdudOHHiUPzquwcffLC7du3ait2VK1e648ePd5cvX+79u54besdhpBYCwjiVFM9BAAIQgAAEIAABCEAAAhCAQJIwNqZYGMf4zp49+wWvsMR0+NH7J0+eXIns+O/yJsuTPPRdTlEhjHNo8SwEIAABCEAAAhCAAAQgAIH9JlBNGNtjbI+yRHIscvU3Lanu+7uE8dA7XoKdWlQI41RSPAcBCEAAAhCAAAQgAAEIQAAC1YRxLGq3LYwljsd+vvOd73RPPPFE99hjj632Gn/v9KnRHz33yCOPdI8++mj3+OOPd08++eRoPGPp4PvxsoIRjLABbAAbwAawAWwAG9hvG3jqqadQbxBoRqCKMJYIjg/e6hPGWkrd5zHW34c8xv4uhwAe4xxaPAsBCEAAAhCAAAQgAAEIQGC/CUwWxj6YK8bow7biw7eefvrp1SFc8d/1/6F3OHxrv42U3EMAAhCAAAQgAAEIQAACEGhJIEkY29Mrb69+HnjggZWwlZA9evTo6m/+eeihh7qDg4NVmuNrmbz/eOjv697JgYDHOIcWz0IAAhCAAAQgAAEIQAACENhvAknCeNcQIYx3rcRILwQgAAEIQAACEIAABCAAge0RQBh/dpjWzZs3sw7funTpUnf9+vXuzp073f3797dXesQMAQhAAAIQgAAEIAABCEAAApMJIIwRxpONiAAgAAEIQAACEIAABCAAAQjsMoG9EMaffvpp1/fz61//uvv444+7d999F4/xLlsxaYcABCAAAQhAAAIQgAAEIDCBwKKFscTw7TsHK9Gb8pN6jzFLqSdYHK9CAAIQgAAEIAABCEAAAhCYGYHFCmOJYu3/lSD+xre/O/qj5xDGM7NOkgMBCEAAAhCAAAQgAAEIQGADBBYrjL1MGmG8ASsiCghAAAIQgAAEIAABCEAAAjtMYLHC+N69e92HH36Ix3iHjZOkQwACEIAABCAAAQhAAAIQ2ASBxQrjX/3qV917772HMN6EFREHBCAAAQhAAAIQgAAEIACBHSawWGGsJdS3bt1CGO+wcZJ0CEAAAhCAAAQgAAEIQAACmyCwaGF88+ZNhPEmrIg4IAABCEAAAhCAAAQgAAEI7DABhPFvTqzmVOodtmKSDgEIQAACEIAABCAAAQhAYAIBhDHCeIL58CoEIAABCEAAAhCAAAQgAIHdJ4AwRhjvvhWTAwhAAAIQgAAEIAABCEAAAhMIIIwRxhPMh1chAAEIQAACEIAABCAAAQjsPgGEMcJ4962YHEAAAhCAAAQgAAEIQAACEJhAAGGMMJ5gPrwKAQhAAAIQgAAEIAABCEBg9wkgjBHGu2/F5AACEIAABCAAAQhAAAIQgMAEAghjhPEE8+FVCEAAAhCAAAQgAAEIQAACu08AYYww3n0rJgcQgAAEIAABCEAAAhCAAAQmEEAYI4wnmA+vQgACEIAABCAAAQhAAAIQ2H0CCGOE8e5bMTmAAAQgAAEIQAACEIAABCAwgQDCGGE8wXx4FQIQgAAEIAABCEAAAhCAwO4TQBgjjHffiskBBCAAAQhAAAIQgAAEIACBCQQQxgjjCebDqxCAAAQgAAEIQAACEIAABHafAMIYYbz7VkwOIAABCEAAAhCAAAQgAAEITCCAMEYYTzAfXoUABCAAAQhAAAIQgAAEILD7BBDGCOPdt2JyAAEIQAACEIAABCAAgS0QuHHjRnfs2LHuyJEja38uXryYnborV650R48e7R544IHu2rVr2e9v+oVdS2/MB2GMMN50nSE+CEAAAhCAAAQgAAEIzILA7TsH3SeffJL0o2eHPkOi8MKFC4eC+cyZM1l53jWhuWvpRRj/Rgh/I/qtCvG906dGf/TcpUuXuuvXr3d37tzp7t+/n2XgPAwBCEAAAhCAAAQgAAEIzIOAxvaxLhj6v54d+thz3OfdPXv27Eoc74rndx4ls/lU4DHGY7x5qyNGCEAAAhCAAAQgAAEIzIDAJoRx6DUuWVI9A0x7kQSEMcJ4LwydTEIAAhCAAAQgAAEIQCAmsElhjMd43vaHMEYYz9tCSR0EIAABCEAAAhCAAAQaEdiEMD59+vRqKfWpU6e6e/fudd6L6wO75EUOvcrnz59f5fbu3bvdiRMnvrAEO3xO78fv6m9+Pz4YzPHHKPsOEIv3Q6ekuS+9YVwp8TQq5qRgEcYI4yRD4SEIQAACEIAABCAAAQgsjUBrYWxRHHuLLSIlZE+ePNlJiFr0SsB+/etfPzy0K343FJh+NxTSCvO//bf/1j388MPdwcHnB4Z5n/OQ4A2XeDvNFtgu83VpDk/l7vOMW1inxLMtG0MYI4y3ZXvECwEIQAACEIAABCAAga0SqC2M+65tigWmMxwLUItHi9d1B3oNiddQXMs77Y/Deuihhw7Fsr7rC8fp6PMwr0tzbnrXxbMNo0AYI4y3YXfECQEIQAACEIAABCAAga0TqC2Mc/YRW2QOHci1bmny0LsWxrFneEgY25McpsHPrhPGfWlel97ceLZhGAhjhPE27I44IQABCEAAAhCAAAQgsHUC+y6M4wKwgA33RIfPrBPzY3uMw3DG4tmGYSCMEcbbsDvihAAEIAABCEAAAhCAwNYJIIz//3JqH9zVwmOsgraoTolnG4aBMEYYb8PuiBMCEIAABCAAAQhAAAJbJ7DPwjg8TCvcB52yxzhnKXVJPNswDIQxwngbdkecEIAABCAAAQhAAAIQ2DqBjw4+7iSOU3707NBn3cFTQ+9se4+xBXB8IFdtYVwSzzYMA2GMMN6G3REnBCAAAQhAAAIQgAAEFkMgvOd36DCtOLNDJ0v7udDTGoY55IHVe0PXMvUJ9/Dap75rlGLBrPDXpXkovSXxbMMwEMYI423YHXFCAAIQgAAEIAABCEBg5wmEoi++qmlIIIciOnwnfN6nS4ff66Tpvnd1evQHH3zQnThx4vDuY73nE7LDg64cnpdO94WndITv6NmxNA+l1wWcGs82DQJhjDDepv0RNwQgAAEIQAACEIAABCAAga0TQBgjjLduhCQAAhCAAAQgAAEIQAACEIDANgkgjBHG27Q/4oYABCAAAQhAAAIQgAAEILB1AghjhPHWjZAEQAACEIAABCAAAQhAAAIQ2CaBZGHsDdXxJvJ4o3V4B9bQdyXv5EA6d+7c6sj1mzdvrn5/4zfid91vPfe906dGf/TcpUuXuuvXr3d37tzp7t+/n5M0noUABCAAAQhAAAIQgAAEIACBmRFIEsY6llunoOl3KIx1CtuDDz7YXbt2bZUtnTZ2/Pjx1f+Hvrt8+XL2Ow4/lR3COJUUz0EAAhCAAAQgAAEIQAACEIBAkjA2plgYy/MrwRx+9Iy8xkPfnTx5Mvud0AudUmQI4xRKPAMBCEAAAhCAAAQgAAEIQAACIjBJGOt+q1gY628SskPf6e6s3HdKhPETTzzRPfbYY02WUj/yyCPdo48+2j3++OPdk08+2UmI8wMDbAAbwAawAWwAG8AGsAFsoJ0NPPXUUyg4CDQjsFhhzB7jZjZDwBCAAAQgAAEIQAACEIAABBZFoLow9lLqPo+xvuvzGI+9U+IxRhgvyk7JDAQgAAEIQAACEIAABCAAgWYEJgnj8LAtpTD8/9B3Tz/99OEBXanvcPhWs/InYAhAAAIQgAAEIAABCEAAAntPIEkY29Mrb69+HnjggcOTqOOrl8JTq4e+K3knp6Q4fCuHFs9CAAIQgAAEIAABCEAAAhDYbwJJwnjXECGMd63ESC8EIAABCEAAAhCAAAQgAIHtEUAYf/u73Tc++9Ge5O+dPjX6o+cuXbrUXb9+vbtz5053//797ZUeMUMAAhCAAAQgAAEIQAACEIDAZAIIY4TxZCMiAAhAAAIQgAAEIAABCEAAArtMAGGMMN5l+yXtEIAABCAAAQhAAAIQgAAEJhNAGCOMJxsRAUAAAhCAAAQgAAEIQAACENhlAghjhPEu2y9phwAEIAABCEAAAhCAAAQgMJkAwhhhPNmICAACEIAABCAAAQhAAAIQgMAuE0AYI4x32X5JOwQgAAEIQAACEIAABCAAgckEEMYI48lGRAAQgAAEIAABCEAAAhCAAAR2mQDCGGG8y/ZL2iEAAQhAAAIQgAAEIAABCEwmgDBGGE82IgKAAAQgAAEIQAACEIAABCCwywQQxgjjXbZf0g4BCEAAAhCAAAQgAAEIQGAyAYQxwniyEREABCAAAQhAAAIQgAAEIACBXSaAMEYY77L9knYIQAACEIAABCAAAQhAAAKTCSCMEcaTjYgAIAABCEAAAhCAAAQgAAEI7DIBhDHCeJftl7RDAAIQgAAEIAABCEAAAhCYTABhjDCebEQEAAEIQAACEIAABCAAAQhAYJcJIIwRxrtsv6QdAhCAAAQgAAEIQAACEIDAZAIIY4TxZCMiAAhAAAIQgAAEIAABCEAAArtMAGGMMN5l+yXtEIAABCAAAQhAAAIQgAAEJhNAGCOMJxsRAUAAAhCAAAQgAAEIQAACENhlAghjhPEu2y9phwAEIAABCEAAAhCAAAQgMJkAwhhhPNmICAACEIAABCAAAQhAAAIQgMAuE0AYI4x32X5JOwQgAAEIQAACEIAABCAAgckEEMYI48lGRAAQgAAEIAABCEAAAhCAAAR2mQDCGGG8y/ZL2iEAAQhAAAIQgAAEIAABCEwmgDBGGE82IgKAAAQgAAEIQAACEIAABCCwywQQxgjjXbZf0g4BCEAAAhCAAAQgAAEIQGAyAYQxwniyEREABCAAAQhAAAIQgAAEIACBXSaAMEYY77L9knYIQAACEIAABCAAAQhAAAKTCSCMEcaTjYgAIAABCEAAAhCAAAQgAAEI7DIBhDHCeJftl7RDAAIQgAAEIAABCEAAAhCYTABhjDCebEQEAAEIQAACEIAABCAAAQhAYJcJIIwRxrtsv6QdAhCAAAQgAAEIQAACEIDAZAIIY4TxZCMiAAhAAAIQgAAEIAABCEAAArtMAGGMMN5l+yXtEIAABCAAAQhAAAIQgAAEJhNAGCOMJxsRAUAAAhCAAAQgAAEIQAACENhlAghjhPEu2y9phwAEIAABCEAAAhCAAAQgMJkAwhhhPNmICAACEIAABCAAAQhAAAIQgMAuE0AYI4x32X5JOwQgAAEIQAACEIAABCAAgckEEMYI48lGRAAQgAAEIAABCEAAAhCAAAR2mQDCGGG8y/ZL2iEAAQhAAAIQgAAEIAABCEwmgDBGGE82IgKAAAQgAAEIQAACEIAABCCwywQQxgjjXbZf0g4BCEAAAhCAAAQgAAEIQGAyAYQxwniyEREABCAAAQhAAAIQgAAEIACBXSYwSRhfuHChO3LkyOHP+fPnD1mUfLfunRzI586d6z755JPu5s2bq9/f+I34Xfdbz33v9KnRHz136dKl7vr1692dO3e6+/fv5ySNZyEAAQhAAAIQgAAEIAABCEBgZgSKhfGNGze6Bx98sLt27doqS1euXOkefvjh7uDgoOv77vjx46tnh767fPnyl8LzO7nMEMa5xHgeAhCAAAQgAAEIQAACEIDA/hJoIozl+T1z5swXqJ4+fbqTR3nou5MnTw6+k1s8CONcYjwPAQhAAAIQgAAEIAABCEBgfwkUC2Mhk5f46NGjq6XUDz300MpbrM/Zs2e/JHL1Nwnjoe8URiym/U5u8SCMc4nxPAQgAAEIQAACEIAABCAAgf0lMEkYS7hKED/77LMrgWxhOwdh/MQTT3SPPfZYkz3GjzzySPfoo492jz/+ePfkk092EuL8wAAbwAawAWwAG8AGsAFsABtoZwNPPfXU/qo2ct6cQLEw1pLoU6dOdffu3Vsl8u7du92JEye6ixcv9nqFvZS6TzTruz6Psd/JpYDHOJcYz0MAAhCAAAQgAAEIQAACENhfAtWEsQ7VOnbs2EoYa4l1eHBW+P+h755++unBd3KLB2GcS4znIQABCEAAAhCAAAQgAAEI7C+BYmEsZPb0+sqmddc1STD7E1/L5O+G/p5bPAjjXGI8DwEIQAACEIAABCAAAQhAYH8JTBLGc8WGMJ5ryZAuCEAAAhCAAAQgAAEIQAAC8yOAMP72d7tvfPbzySefdN87fWr0R89dunSpu379enfnzp3u/v378ytVUgQBCEAAAhCAAAQgAAEIQAACyQQQxgjjZGPhQQhAAAIQgAAEIAABCEAAAkskgDBGGC/RrskTBCAAAQhAAAIQgAAEIACBZAIIY4RxsrHwIAQgAAEIQAACEIAABCAAgSUSQBgjjJdo1+QJAhCAAAQgAAEIQAACEIBAMgGEMcI42Vh4EAIQgAAEIAABCEAAAhCAwBIJIIwRxku0a/IEAQhAAAIQgAAEIAABCEAgmQDCGGGcbCw8CAEIQAACEIAABCAAAQhAYIkEEMYI4yXaNXmCAAQgAAEIQAACEIAABCCQTABhjDBONhYehAAEIAABCEAAAhCAAAQgsEQCCGOE8RLtmjxBAAIQgAAEIAABCEAAAhBIJoAwRhgnGwsPQgACEIAABCAAAQhAAAIQWCIBhDHCeIl2TZ4gAAEIQAACEIAABCAAAQgkE0AYI4yTjYUHIQABCEAAAhCAAAQgAAEILJEAwhhhvES7Jk8QgAAEIAABCEAAAhCAAASSCSCMEcbJxsKDEIAABCAAAQhAAAIQgAAElkgAYYwwXqJdkycIQAACEIAABCAAAQhAAALJBBDGCONkY+FBCEAAAhCAAAQgAAEIQAACSySAMEYYL9GuyRMEIAABCEAAAhCAAAQgAIFkAghjhHGysfAgBCAAAQhAAAIQgAAEIACBJRJAGCOMl2jX5AkCEIAABCAAAQhAAAIQgEAyAYQxwjjZWHgQAhCAAAQgAAEIQAACEIDAEgkgjBHGS7Rr8gQBCEAAAhCAAAQgAAEIQCCZAMIYYZxsLDwIAQhAAAIQgAAEIAABCEDgwoUL3ZEjRw5/Hnrooe7g4GCnwSCMEcY7bcAkHgIQgAAEIAABCEAAAnMgcOXKle7o0aNfEoyPPvpod/78+TkksXoaLJBbC2OzfeCBB7pr165Vz4cCRBgjjJsYFoFCAAIQgAAEIAABCEBgXwicPXu2i0Vb6FVdqjC+ceNGd+zYsQ5hPFNLP3fuXPfJJ590N2/eXP3+xm/E77rfeu57p0+N/ui5S5cuddevX+/u3LnT3b9/f6YUSBYEIAABCEAAAhCAAAQgsI7Awe3bK72Q8qNn+z72ZvaJX4tjhPH87RCPMR7j+VspKYQABCAAAQhAAAIQgEADAqnOMTnQ9GzfR95i7bcdEr+nT59e7FLqTXmMGxT9l4JEGCOMN2FnxAEBCEAAAhCAAAQgAIHZEagpjE+dOtXdu3fvS3mU1xiP8eyKHmE8tJw6tVKwlHr+Rk0KIQABCEAAAhCAAAQgkEIgVQOs8xiHe4lT99revXu3O3HixBcO6hoSz+tOgLa3Wh5rC/M47DBNfWkNwxg73Ere7/A06q9+9aurA8f68m1vcvj8mTNnvlAs8YFlFy9e7Pr2ZjtPfelLiSfFFvAY4zFOsROegQAEIAABCEAAAhCAwOII1BDGghILxnVLq/uWH/ftRQ4FrgSjP4qrT+zGHmuLzli0hn//3d/93UNvttPQ5/kOxWecFuV1KI6+Z+MJgDCfJ0+e7CSew7R8/etfPxTjsTB2XlLiGTNehDHCeMxG+B4CEIAABCAAAQhAAAKLJFBLGAtO7Nm1pzQWghK2scCzOAwFZt/e5T6xbNEaC9qh/b9DgnudV9bCP87LUBx9z1vE9gnv+Hk/aw+z44m55cazzogRxgjjRTZyZAoCEIAABCAAAQhAAAJjBGoKY8fVd5+xBeWQF1fvWuTJ+zkkBP1cKBBLhXHs5R0SxuvSMiSMLepDT+5QOuO895XZUNpy40EYc13TWJvA9xCAAAQgAAEIQAACENg7Ai2EsSGGy48tQoe8yuE+XInJdQI6LqTWwnhdWlJPpe7bCx3mI5wUyBHG8bNj8SCMEcZ718iRYQhAAAIQgAAEIAABCIwRmCqMJQx/53d+pzs4OOiNyqLSHl4L47FDupYgjMN91/KYt/AYC3pOPAhjhPFYm8D3EIAABCAAAQhAAAIQ2DsCNYTxsWPHunDJcAgxXgKcKnjXLV+OC6m1x3idV7jvu3APc7gnOWWPcSpHMSiJB2GMMN67Ro4MQwACEIAABCAAAQhAYIzAVGHcd2hWGGcsWofEnN/RUmCLSXtC4yuO9KxE5je/+c3VvcmthbHiG1rq3CeMx07DXnf4Vo4wLokHYYwwHmsT+B4CEIAABCAAAQhAAAJ7R+Djjz7qJI5TfvRs/InvDI6FXXy1kkWt7v7VvuLweS2zDkVjuEc59LzGy7f7TpkO/xaf5Dx09dLQadVK89A73tPbdxhYnD+L675l5EOnXpv3utO4c+JBGCOM966RI8MQgAAEIAABCEAAAhBoTUCC7Wtf+1r39NNPdxa74UFa8fVGfULPz/d5hvV8fEdyn7AMhavCk1C9fPlyp2Xe4bVRfYd/KY19f4/TE08CKNx//Md/7E6cOHEYh4V938ncmgQID8dSvH3P9U0YhEz1b6ctNZ4UO+C6Jq5rSrETnoEABCAAAQhAAAIQgAAEILBYAghjhPFijZuMQQACEIAABCAAAQhAAAIQSCGAMEYYp9gJz0AAAhCAAAQgAAEIQAACEFgsAYQxwnixxk3GIAABCEAAAhCAAAQgAAEIpBBAGCOMU+yEZyAAAQhAAAIQgAAEIAABCCyWAMIYYbxY4yZjEIAABCAAAQhAAAIQgAAEUghMFsbh8eHh0eHxkd/hUeVD3617JyUzfubcuXOru8hu3ry5+v0NrmvKwcezEIAABCAAAQhAAAIQgAAE9orAJGEsUdx335bu0XrwwQe7a9eurWDqfqnjx4+v/j/0ne7ZGnont0QQxrnEeB4CEIAABCAAAQhAAAIQgMD+EigWxhK4v/M7v9MdHBx8iZ48v7Fgloj25dF93508eXLwndziQRjnEuN5CEAAAhCAAAQgAAEIQAAC+0ugWBjLCywxe/To0e7IkSOrHwves2fPfknk6m8SxkPfhe+7OPxObvFIGD/xxBPdY4891mQp9SOPPNI9+uij3eOPP949+eSTneLjBwbYADaADWAD2AA2gA1gA9hAOxt46qmncmUBz0MgmcAkYfzwww8feozlQT527Fh38eLFQfG7SWHMHuNkG+BBCEAAAhCAAAQgAAEIQAACe02gmjAWRS2XHhLGXkrd5zH2AV5Dy69zS4il1LnEeB4CEIAABCAAAQhAAAIQgMD+EigWxnfv3u1OnDixEsL6hAdshf9O/e7pp58+PKArfie3eBDGucR4HgIQgAAEIAABCEAAAhCAwP4SKBbGFq/hHmOLZH0XX72U8t26d3KKCGGcQ4tnIQABCEAAAhCAAAQgAAEI7DeBScJ4rugQxnMtGdIFAQhAAAIQgAAEIAABCEBgfgQQxt/+bveNz350WNf3Tp8a/dFzly5d6q5fv97duXOnu3///vxKlRRBAAIQgAAEIAABCEAAAhCAQDIBhDHCONlYeBACEIAABCAAAQhAAAIQgMASCSCMEcZLtGvyBAEIQAACEIAABCAAAQhAIJkAwhhhnGwsPAgBCEAAAhCAAAQgAAEIQGCJBBDGCOMl2jV5ggAEIAABCEAAAhCAAAQgkEwAYYwwTjYWHoQABCAAAQhAAAIQgAAEILBEAghjhPES7Zo8QQACEIAABCAAAQhAAAIQSCaAMEYYJxsLD0IAAhCAAAQgAAEIQAACEFgiAYQxwniJdk2eIAABCEAAAhCAAAQgAAEIJBNAGCOMk42FByEAAQhAAAIQgAAEIAABCCyRAMIYYbxEuyZPEIAABCAAAQhAAAIQgAAEkgkgjBHGycbCgxCAAAQgAAEIQAACEIAABJZIAGGMMF6iXZMnCEAAAhCAAAQgAAEIQAACyQQQxgjjZGPhQQhAAAIQgAAEIAABCEAAAkskgDBGGC/RrskTBCAAAQhAAAIQgAAEIACBZAII4w0K408//bQ7uP1B98knn6z9Ofjgg+7Xv/51p+f5QAACEIAABCAAAQhAAAIQgEBbAgjjDQljCd179+6tBPH3Tp9a+6NnDg4OVs/rPT4QgAAEIAABCEAAAhCAAAQg0I4AwngDwlieX4ncO3fuJAvjGzdudB9++OHqPTzH7SoAIUMAAhCAAAQgAAEIQAACEEAYb0AYy+v78ccfd++8806yMH7ppZe6t99+e+U5xmtMRYUABCAAAQhAAAIQgAAEINCOAMJ4A8L4/v373d27d7vXXnstWRj/8Ic/7K5fv77yMuv9OX7kyU79mWP6SRMEIAABCEAAAhCAAAQgAAERQBhvSBhL4P7rv/5rsjC+ePFi94tf/GK1nHpuwjj1EDHtlf7os4PElH4OE6PBgQAEIAABCEAAAhCAAATmSgBhvCFhLIF77dq1ZGH87LPPdlevXu1u3749K2EsUSyhm3KImA4Z03Pylv/qV79iSfhcWwHSBQEIQAACEIAABCAAgT0ngDBGGGdVAXl+fd3U2OnaFsZvvfXWyvMtccxBYlm4eRgCEIAABCAAAQhAAAIQ2AABhDHCONnM7C2WBzjHY6yDxHTwGAeJJaPmQQhAAAIQgAAEIAABCEBggwQQxgjjZHPztVNa3p0jjP/pn/6p++Uvf7laUj23/dLJmedBCEAAAhCAAAQgAAEIQGCxBBDGCONk47Ywfv/997OE8eXLl7tXX3111idsJ0PgQQhAAAIQgAAEIAABCEBgcQQQxgjjZKMuFcaXLl2a/dVTyRB4EAIQgAAEIAABCEAAAhBYHAGEMcI42ahrCuPbdw4OD/HyYV59v+/+xju97hl9d3D7g0kHe6Xex8zhYcnmwoMQgAAEIAABCEAAAhDYGQIIY4RxsrHWEMb37t1bXdskMfuN37Bf9ztnL7P2L+cK15I7mXPjSAbMgxCAAAQgAAEIQAACEIDAVgggjBcojOU9HfOwlnhZpwpjX9n08ccfNxHGH3300epwr1Th6vzkiG/FIXGfGodrdW6Z5Ia/ldaDSCEAAQhAAAIQgAAEILAQAgjjBQljiSl7Y1PvGLYHN0WI1RDGurLpgw8+F+61PcY3b97sJLrFIOUjES2hmyOMde2UT9dOYaZ06LmcOHTfc47Ad15zvN9eep6ahxSePAMBCEAAAhCAAAQgAIFdJYAwXpAwtijOEWF37tzpJMRSxORUYaxrnhTf22+/3UQYv/7664cnX48JPn2vfFukp04kXLt2rXvvvfdW747FYVEskZtTJkqTJhByxHGJ99vlnpKPXW3gSDcEIAABCEAAAhCAAARSCCCMFyKMLYy0XDlHhEmkpnpApwpjCT6JYwnYFh7jX/ziFyuhm7LU2V7cd999N4vXCy+80N24cSPZM+14cspEV1tJfOudFNGqZySiVY458XhSIGVSJKUx4RkIQAACEIAABCAAAQjsKgGE8UKEsb3FWk6cI47kAdW9xCke0BrCWGJMwq+FMP75z3++ykuqMNayay2NzuH1z//8z91bb7218uimCEo9kytY/+Vf/qV74403Vsu8U+NQHnLLXnHIg5/CK27gOMV7V5t80g0BCEAAAhCAAAQg0EcAYbwgYSyh52XKqUuDX3zxxc5e0zHvZC1hfP369SbC+OWXX84WxvL+5gjj5557rnvzzTeThbE8uble/MuXL2fd+yzxLBEtoZuTF3nYUydF3Hjk7GP+6LNJkJzl4DTREIAABCAAAQhAAAIQ2BYBhPGChLG8mBJtOeLopz/96eHSYITxqW7dhIK4lghjLR/PKZP/+3//b/fKK6+sBLWE5djHy6jtiU+dFHnppZe6W7duZS/ZzsmLBHvKaoSxPPI9BCAAAQhAAAIQgAAEWhJAGO+5MH7++ecRxp8J3lQxuQlhfPHixU5L3HOEsZZE2xOfmhetFvDy67FJETVCEuCafMkRxvLIly7XbtnwETYEIAABCEAAAhCAAARCAghjhDHCGGE8esiXl9HnnuJ99erV5KX6NM0QgAAEIAABCEAAAhDYFgGEMcIYYYwwThLGJQd8/eQnP1kt7089SGxbDSHxQgACEIAABCAAAQjsNwGEMcIYYYwwXgnj23c+Xyad8pO6XPvHP/7x6nouncydcsL2fjfH5B4CEIAABCAAAQhAYFsEEMYIY4QxwnglWltcofXDH/6we+211xDG22rhiRcCEIAABCAAAQhAIIkAwhhhjDDec2Gsa750cjTCOKnN5CEIQAACEIAABCAAgQUSQBgjjBHGey6Mtf9XPwjjBbbwZAkCEIAABCAAAQhAIIkAwhhhjDDeY2H87rvvrpY5+7Tpb/ymPqz7nXNdU+lS6oPbHyTtdT744IPVMvCU66aSWkQeggAEIAABCEAAAhDYSwIIY4QxwnjPhbHuGb5169ZsPMbe75x6wJfuVr537x6He+1lF0amIQABCEAAAhCAQB0CVYTx2bNnuyNHjnQXL148TNWFCxdWf/PP+fPnR79b905Ods+dO7ca5N+8ebPJYP/SpUvd9evXOwmK+/fvjyZNz3z44YfdtWvXVukZG/DrmWeffbbTHbC3b99OikNiQgJBV+OkxKE06Lnnn38eYZxQJub13HPPrRiLdcopyyp7lWFOmageyVZkM6n2JVuUTebE8+KLL67uGFY8+j2HpdS+LzknHzdu3FjlQeIYz/Foc8QDEIAABCAAAQhAAAI9BCYL4ytXrnTf/OY3u69//euHwlgD1QcffHA1uNdHzxw/fnz1/6HvLl++PPhObskhjMfF95AwbnFljycStFxXPxZwtZftvvzyy93777+fJJAkoHTolOwxR4QhjL+bxSt3KbUneHLK5KWXXurefvvt5MkKtyeygeQl258t7dbzJcI7N47c9o7nIQABCEAAAhCAAASmE5gkjLU38Wtf+9pK8J4+ffpQGMvze+bMmS+kTt/Lazz03cmTJwffyc0mwrhMGLe6sgdhjMc49R5jecjl/c4RxhLfOSs41J5I4CqunHj0rN7JEcd6NicOLwnPiSO3feR5CEAAAhCAAAQgAIEvE5gkjLWE2kukQ2Gsv8fC2M8Ofacl10Pv5BachPETTzzRPfbYY02Whz7yyCPdo48+2j3++OPdk08+2Sm+dT96Rs/+xV/8RdIgWQPpP/iDP+j+/M//vBOvlDi+853vdH//93/f/fVf/3VSHPYY/8mf/En3rW99q/v2t7+9YtZiOa15/d3f/V2nH7FrEc+f/dmfrcIXL/FYVybmpbznCJc//uM/XjEW67E4FL/SojLMieMP//APV7aSa1/mOrZU32X/p3/6p93f/u3fruJpVVf+6I/+qPvLv/zLlX2l8lJ6cnmprqTyUjpULkpTTjyyrdRyV9k7npw4ZCuOI4VXaON6PvVnrM3i+/VtOnzggw1gA9jAdmzgqaeeypUFPA+BZALFwljLox9++OHV8kV95iaM2WN8Kmkvs/cY67oelWULwYrHGI9xjsc4d0927n58e3F94FjqRMLrr7++2i+eupdZ3mXXqZw4tN1A90qneo1zloR/9FnYShcneSf3kTwIAQhAAAIQgMCeECgWxvFBWeEhW31eYS+lHvquz2Psd3LLgqXUeUuptT9TwkUHGCGMhycUxIY9xm33GJccVpYrjL2P+a233sryGGsPu8X0mGj1IWK5Iv+FF17I3i+de4q363nusvDcdpjnIQABCEAAAhCAwC4RKBbGcSZDj3F42JaeC/8/9N3TTz99eEBX/E4uUIRxvjDWvk4dXIUwRhiPHYqWszQ49/CtTQljrZCQBzgnLxKt77zzzurQthRhLK/ve++9lxXHj370o1W6NFGVciK50qF4cvLxy1/+8rCup5ysntv+8jwEIAABCEAAAhDYRQJNhLFAxB7ldVc5+bt17+TA3bQw1uC05mnOm76uSR5jCWMP4seEkb7PGYizlJql1HNaSi0xqPS89tprWXace7VZuJ0jdSn1D37wg+7VV19Nvgqu5BTvn/70p90bb7xxKL7HRH5O28uzEIAABCAAAQhAYFcJVBPGcwKwSWEsb432HNb0tCKMv9tZnOcIcK5r2v17jDflMZ6rMC65Iz33FG+J71deeSVrv/Sc2nfSAgEIQAACEIAABFoQQBh/5v0s9YBqr56WVXpgWsvTijBGGOsKNNlXynJaX3Hk+6FTvZMvvvhi9+67767i0e+akzs++XquS6mXJIy9Zzi13LUn++c//3nynd8tOh7ChAAEIAABCEAAAnMjgDCeIIx1sI4G2Np3WFNUIIwRxgjj9H3yJYdv7bMwfuaZZ7qc1RVz67RIDwQgAAEIQAACEGhBAGE8QRjrWhWJY+9VxGP85YOrJPLZY8weY/YYp12fVrKUOtdjjDBu0ZUSJgQgAAEIQAACu04AYTxRGEsc/+u//ise49P9A3+E8f3V5EnOXmkdRofHGI9x6jJ6hPGud8OkHwIQgAAEIACBORBAGE8UxrriSCKm9VLq2idfew+oTtrlVOp0ERbfY1zzNHKXCcI4byKBpdSf3z+euscYj/Ecul7SAAEIQAACEIDA3AggjHdAGOvUa13LUlN8I4w/XR2cduPGjSxREQpjefRalAnCGGGsA/3wGM+tuyQ9EIAABCAAAQgsmQDCeAeEsa6EkohrIcLwGJcJ448++mhVHi3KBGGMMJ6zMNbqlZSfKR1nSvh+Zko8vAsBCEAAAhCAAARMAGE8c2GsPcwSxd6nWuuALzzG0zzGOkzK4rh2mSCMEcZzFMYSoge3PzicEPLEUN/vjz5rt7TKRe/kfHLjkFe9JB6lKTUvei43Hzl55lkIQAACEIAABOZBAGE8c2GsPcwSYK3umcVjXOYxljD2oUcI4+GD17jH+GbWUv25nkotYagtHTl7mQ8ODlbvpIpKPectI6n7pVUPtaJG76V+SuKRAE/NR2o6eA4CEIAABCAAgXkRQBjvgDDW4E8HZLVYtoswLhPG8ujJm9+iTPAYT/MYtzyoTnvStYJjTCTpe9nGzZu7L4yVFwlDr5BIFa2azNM7qaLSojhHfL/55pur1TQSx2Nloq7XothbU1LzonzkiPx5dfOkBgIQgAAEIACBFAII4x0QxhJhGgC2EGEI43JhLG9+izJBGJcL49YH1e2rMJbwfO+997I8xq+88srqnRTRavGtScAcYfziiy+uJg3lnU7xGisepceTWqnCWCJfcaQciJbS8fIMBCAAAQhAAALzI4AwRhhzXVPGVTc+lVqTFQjj/iXUFhsSOJteSt36oLp9FMYSnCUnuL/wwgurU9/17pho9VLt3Du/f/SjH3Wvvvpql7onW+mQwPUKnFRhfP369ZVnOsdrnLNf2vuYU7ze8xtGkCIIQAACEIDAMgggjBHGCGOEcbM97JsUxps4qG5fhbHE5FtvvZXlzf3JT36yeifFm2th7MmmVMH6/e9/v5NnWvv9U7y5ekZe6ddffz0rLy+//HKy9ztcsp3j/fZeacTxMgZX5AICEIAABHaPAMIYYYwwRhhvVBivu4pHHrncZa7PPvtsd/Xq1ZUHv/VBdfssjL2dI1W0hnd+p3qMc4Vx6bYDeZlzROtLL710uF88RbiW7Jf2xM4Yq90bZpBiCEAAAhCAwG4QQBgjjBHGCOONCGN5627fOUi67idHtITCuPVBdQjjT7olCGMtjc6xMe1l9kFqY8LY3m8t786JQ17s3OXauzHMIJUQgAAEIACB3SCAMEYYI4wRxhsRxr7up/b1VqEwbn1QHcIYYZwijLUs+tatW1nCWF5pX8uH13g3BlCkEgIQgAAElkUAYYwwRhgjjJsLYwlWX5GDMB6+93mO9xj7wKolLaVu7TGWp/idd97JEsb/8i//smqLUw4rW9YwhNxAAAIQgAAE5kEAYYwwRhgjjJsLYx2O5Kt4EMYI47j7Kz18q3SPcWthXHKK9z//8z+vruVLOaxsHsMHUgEBCEAAAhBYFgGEMcIYYYwwbi6MtXfSV/EsSRgPHSTmK468NDZ1Xy4e48/vBk/ltSRhnHNYWTgM0VVPYjb2c/DBB6trs8aWgi9riENuIAABCEAAAukEEMYIY4RxxkCce4y/myVcfF2TRLFPm16CMJbAaHGQGMIYYZzjMfbp16kTCQpbe/3Zw5w+SOJJCEAAAhDYHwIIY4TxYoVxC+GCMEYYS1zohG156GqLfIQxwjhVGHv5eY6HXYfHab+/xDGe4/0Z6JFTCEAAAhBII4AwRhgvUhi3Ei4IY4Sx7kpudZAYwhhhnCqMfShajjD+2c9+tjoUzAd8SRynTiDe/eye8LHl2vpeS7tj0Z0ah57z9oS0IQxPQQACEIAABOoRQBgjjBcnjHVVigdwtT16COP9FsY6NViHiPmO2tr2hTBGGKcKY03+5d6V/OMf/7h77bXXVjYsr3GrCUSFa4Hr5d4pdeWjz/ZB54hvvN71BoOEBAEIQAACXYcwRhgvThjLG9JKuCCMEcayrVb7pRHGCOMcYazT3nM8xt///ve7V155pfN7Wv3QYkuAwvVeZk9UpgjjnLzoWQtwBnMQgAAEIACBGgQQxgjjRQnj9957r9OgTL9bDPgQxghjCeNW9oUwRhjnCGOf9J56+JZP8dZ7aidv3brVpJ3UaewW3a2uaVMd9H7/GoMhwoAABCAAAQggjBHGixPGGohpHx3CuP++XA2ixebFF19cXdMk75GvFart1VnaqdRaSo0wHrYrCzTZV871Q9xjnMdLQxd5S0uFsVY8yI7feuutJu2k7olWHBLH7/9mb3LttkVxKGx5pFlSzWAWAhCAAARqEEAYI4wXJ4w14JOAQRgjjMcG4zlLN59//vmN1RXZsITP2EfP5C6nfeaZZ7qXX355JSp8OnHq4Ug5vLYhjHMOk8rJiyaRbt68uWpTxkSYvtd2Dp0AnRNHDq8awlh28/rrrzdpJ2Vf8kZrktLcxuqivs/h9cILL6zqY6qHfawu8T0EIAABCEAAYYww3thgXx4E/Wimv4Vo1WBMy+sQxmkePTzGeQPxpQrjnMORcoRLjtCr4TFueZjUEoWxvM06iKtFW/zSSy81X43yT//0T90vf/nLlVeae5kZzEIAAhCAQA0CCGOEMcL4My9Q6h499hjniUmWUufx2vQeYy1DbXU4UiyMW3ilwz2zq6uCPrtjuoXQQxjn2fEmJt1+9KMfHZ6wjTCuMRwkDAhAAAIQQBgjjBHGCGP2GH+273rd5IjE1hI9xlry2+pwpFAYy5vbQrBaGHs/a6tD0WJh3ELkb3IiQbxaeow3IYw96Sb7RRgzmIUABCAAgRoEEMYIY4QxwhhhvIfC2Ce4tzocyULPpxO3FsbaM9vqMCkLY00ktLr7d9MTCQjjGkMowoAABCAAgSURQBgjjBHGCGOE8Z4K402c4K44Wnml7TGWuG8t9HSIlJZqSxy3EPmbnkhozWtTJ97jMV7SkJS8QAACENguAYQxwhhhjDBGGO+pMNZBdT49ufapwRJ6b7zxxuowPC3dbSEmQ2Hc8mA/Lw2WCPMp4C14vfnmm6tJhNYTCSyl3u7Ai9ghAAEIQGCeBBDGCGOEMcIYYbzHwrjl1WYSxhKSrfb+bloYS+TrGqIWIj882M/3E9cW3+Ge7H31GB/c/nySZuxHz+m09LHrueY5tCNVEIAABCBQQgBhjDBGGCOMEcYI4662CLPHWMK4lZjctDBWXt55553mwri1h31fPcYSuTlXjunEdu0pRxyXDC95BwIQgMDuEUAYI4wRxghjhDHCGGE8YAMSUl5KLS9rSw+7llLLK93qQLR99hhL3PrgtNTr+TSBoH3liOPdG9ySYghAAAIlBBDGCGOEMcIYYYwwRhgjjNfaQI6ndY7XNUkY+87uVGF8/fr1w20AeI1Lhpi8AwEIQGC3CCCMEcYI45kLYw3IWtybusnBqzxtrZaHPvvss93Vq1dXXjZ52+R1a7EHdGn3GGvfr3i19IB6j/FSllLjMV5/37cEZ+hh19JznU7doj7m3mOsu459dViqMP7JT36yOkBO7+XelZy7l3m3ho6kFgIQgMAyCSCMEcYI4xkL43v37jW7NxVh/N2s/YYI4zxeS9xjjDDeXWGs5dCaCMrxfP/gBz/oXnnlldUBcno/5aOJTInonHgUdq7wTkkLz0AAAhCAQB4BhDHCGGE8U2Hsk2nt5ah9OBLCOE/oIYzzeCGM83mxx/iTLtWbm+sxlvj0VVupcfyf//N/ul/84herO7JThbEEbu6SbV3PpXdYrp03gOVpCEAAArUJIIwRxgjjGQtjieJWy1ARxnnCBWGcxwthnM8LYTxNGPt6pb7fWn3jycZUYextGqnCWPEqnlzPtO4SlzhOFd+1B4KEBwEIQAACnxNAGCOMEcYzFcbak6sB1ltvvdVkjx7COE+4IIzzeCGM83khjMuEsQRli3MYcoWxl1B7MjNVgGu5ts5IwGvM0BwCEIDAdgkgjBHGCOMZC2Mt/Xv99dcRxmtODObwrQ+z9jM+88wz3csvv7w6bZfDt/L2zLLHOI/Xpg7fkpe2xQFfJcL4448/PjzQLlUYe5JSeWA59XYHxcQOAQjsNwGEMcIYYTxjYayB+GuvvdZk0IfHOM+jh8c4jxce43xeeIzzPcaa3JEYnYsw1r3HXuWTKox/+tOfdlpOrXwgjPd7UE7uIQCB7RKYJIwvXLjQHTlyZPVz6tSp1d4af8Lv9P358+dHv1v3Tg6mc+fOrTrJmzdvNuksL1261Ol+Qy111fKna9euVY1HaV+iF0y89CN2LQYxm/KCMXjNH7xyXVOap81tiwb7KfsNSw4UwmP83dV9vTmnBnsSCY9xmh1vctJNXmntz23Rp5R4jCWMfWVcqjDWpFuuMJaATr4S6rN+V8u8Ed05I0mehQAE9pFAsTBWI/77v//7KzGsTunEiROH4lffPfjggyvBqM+VK1e648ePr/4/9N3ly5cH38ktGIRxunDZpBcMYZw2qLx48eKqrogXHuP1zJY6iYQwzqsrmqBsOemGMC6bSNjEUmq1kT5Uq/bJ/XMVxiVXQskbrfEa4jh3RMnzEIDAPhEoFsYxpLNnzx4KY3l+z5w584VHTp8+vfp+6LuTJ08OvpNbIAhjhPHbb7/dxIOg5aF4jNPty1eq4DFOE3p4jPMEmCeREMZp9sWkW559zVUY+5CvnFUP77777sqJgTjOHVHyPAQgsE8Eqghje4zV6eojkRwLYwvnoe+03HrondwCQRinCxc8xnkDJYRxHi+EcR4vhHEeL4RxGS9Wo6RNJMxRGJdeCXX16tVO4lieYwlrPhCAAAQg8GUCVYRxLHbnIIyfeOKJ7rHHHmviNXzkkUe6Rx99tPu7v/u71c9f/MVfVI1Hs8B/8Ad/0P35n//5KvzHH3+8++u//uuqcWjvk+L5kz/5k+5v/uZvVnEorhb7tGJeYtcinj/7sz9blbny8q1vfatJHH/8x3+8KouWvP7wD/9wZVOqR/r5y7/8yyZ5+dM//dPub//2b1d5aVVX/uiP/miVfuelRbkvsa6oTJ588slOk3zrfvSMns3xHP2n//Sfuk3Vlb/6q79qal+uK26LW7UtriuyY9qW8e0NS2tbVO4p9fE73/lO9/d///eH/XXqHmP1w7IrvaswVOf1u+9H6dBzbrNT43Df9e1vf/swjrH2he/Xt7/w2Q6fp556Cj0HgWYEJgtjdRjxwVt9wthLqYe+6/MY+53c3OMxxmPMUurxwesmD8hhKXWahwqPcZkHlKXUafbFUuo8+9qGx1je3BZ3Muscl1dffXV1RVvKwX654y6ehwAEILAEApOEsYRrvPxZUMLDtuL/D3339NNPHx7Q1RdGDmyEMcIYYYwwrn0Qzya3HaQOXjmV+vOD6hDGCOMWq1E2LYx1onWrO5lzJ91yxlw8CwEIQGApBIqFsQTu0aNHD69rksf3oYce6tSw6xNfveT9x+u+W/dODnCEMcIYYYwwRhh/2QYkHriuieua2GOcNpGwaWH80UcfNbuTGWGcM4rkWQhAYF8JFAvjOQNDGCOMEcYIY4QxwnidDeTsy+a6prwlyEvbpqGtICnLj7UMuvQeY/VZOshUq0VaeL8RxnMetZI2CEBgLgQQxt/O9x64g9Gsu5bwaSlfzY5sqXezco9xmpeCfYB5g3B7dVQXNajUdVo166MPqmMpdV656AT3N954o9Ndtrdu3WpSJpxKnVcmtC15vDbpMZYwVvulfrJF+4Uwnsuwm3RAAAJzJoAwRhh37pDfe++9ph0ywhhh3GLAhzD+MOtUapZS50+G4jHOE5RL9hi3OBhrjpNucx64kjYIQAACrQggjBHGCOPP9l2mXnnBPcZ5A2TuMc7jlevV4fAtDt/KWRKOxzivPsYeY90h3GJyD2HcaohLuBCAAATyCCCMEcYIY4Rx9+677zYZ8CGM8wbiCOM8XiylLuPF4Vtpq3dCYazToludGI0wzhu48jQEIACBVgQQxghjhDHCGGF8evywsjkOXvEY4zHGY3y72b5cC2Pv+9XhWPvmMT64/fme57EfPafDx+RV5wMBCEBgVwkgjBHGCGOEMcIYYdzVPsWbw7fyvLls08jjtcnVKBLGOm261Tkcc5x006DWS8dTtxp9/PHHK6+6BDIfCEAAArtIAGGMMEYYI4wRxghjhPGADchTxuFbeaJ1aYdv6cR7eYtv3LixNx5jiWKtSMlZkaBBsE7WljjGc7yLkoA0QwACCGOEMcIYYYwwRhgjjBHGa20gRyAtURhL8L311lt7I4zl9ZUHOKfcNaTW5IG863iNERgQgMAuEkAYI4wRxghjhDHCGGGMMEYYBzYgQbjPV8FJ2H700UfZwvj69euru8vlbcZrvIuygDRDYL8JIIwRxghjhDHCGGGMMEYYI4wRxocjYglbeclzPcZXr15dHYaWs5xaAjrnkC89j+jeb/FC7iHQigDCGGGMMEYYI4wRxghjhDHCGGH8BWEsz2+uMH755Zc77clOFcYle5mVJjzSrWQB4UJgvwkgjBHGCGOEMcIYYYwwRhgjjBHG1YXx7TsHo1c9+Sqo1NOvdTo4+5j3W7yQewi0IoAwRhgjjBHGCGOEMcIYYYwwRhhXFcY+1br2VXCvvvrqarn2r371q6wl1cnLtT8LmzuZW8kOwoXAvAkgjBHGCGOEMcIYYYwwRhgjjBHG1YSxRKs9wbWFsU49f+edd1bhp5x+reXaei5nWbg80tzJPG8BQ+og0IIAwhhhjDBGGCOMEcYIY4QxwhhhXE0Y66onH95VWxj/5Cc/WV2dlbqcWsLYQj11ubaunSq9kznFM61nphwilhKHJgIcTwsBQZgQWCIBhDHCGGGMMEYYI4wRxghjhDHCuIow1h5gXfWk3xJntYXxc88917355ptJwtiHe+VePfWzn/1s5ZWWwE/xSgtcjmdaXCTW40PEWuzJtuebk7yXKOPIU20CCGOEMcIYYYwwRhg3Gby+8cYbqztNb9261WSAfPHixe7atWurU3C151B3qLYYiGvp5rvvvtvdvn171V62iMODfXmplJ8WcZiXWCkvr732WpN4zEtlL24t8vLDH/5wlX7lQ/lpEcc+32MswVZ6KrUE8d27dw+XO89BGMtOcpZS//jHP17Zl/IhFmMfi2IJ6ZR49Iw+EuwWrl7uXZuXy9ECP1V867kpXu0xZnwPgTkSQBgjjBHGCGMGrwhjhDEeYzzGeIyreYw1wdN6EillKbWEnYSnJ09Sl1J///vf71555ZXVcupUYSwPcGo8FsaaOFI+FIeXe9cWxpqg1MSABXjOJFKfV3uOYoY0QaAWAYQxwhhhjDBGGCOMEcYIY4QxwnixwtirMFKFsVdXyNuaIozljZXA9WTAWDwWxlrlIjHdck/2Sy+9tPLeK3254lvcQq+2Pch9v2sJE8KBwDYJIIwRxghjhDHCGGGMMEYYI4wRxgjjz2xAojVXGEs8a9n166+/nrWU+uc///lqq4nebbWFQts05DVWHBLHqR7jj36zRcGniw/91nPK/5QrrtYJ7vC7bQom4t4PAghjhDHCGGGMMEYYI4wRxghjhDHCeIIw1rJr3bGcs8dY3lwtp9a7N2/eTBatKXHIa63nfvSjH60Eu7zfrU4Kd7ipB5XZ0CR6DzIE+BTxvR+yjlxOJYAwRhgjjBHGCGOEMcIYYYwwRhjvpDBOPUwqR0yWeIwlDn0AYOpS6k0fVOdDyFrsY9aScC3VTj392vu/c8pFS85TlrZPFUe8v78EEMYIY4QxwhhhjDBGGCOMEcZ7JIwlSlIF5ZjIs2dSQ+mXX355dU3Tpg7f0oFSqUuDcwTYUoVxqxPcX3jhhdXd0tqPnHv6dU65aNm5loPzgUArAghjhDHCGGGMMEYYI4wRxgjjPRHGEpOpgjJHtGxaGPtu4k0J49SJhBRmPnxr0x7jVsL4ypUrK2+5JkRKTr9OnXzRUnXlgQ8EWhFAGCOMEcYIY4QxwhhhjDBGGO+BMPadtjqIKUVQpoi8bXmMlYfUfGjpcE5eQo9xC6G3NGEsXr/4xS9W10L55OsU+8otl5/97Gervdh8INCKAMIYYYwwRhgjjBHGCGOEMcJ4D4SxhIs8rakHPeWIyU17jOWdbLVnNhTGLYTe0oTxs88+2129evXw6qlW5aIl27p6ig8EWhFAGCOMEcYIY4QxwhhhjDBGGO+JMJbXWNf3pHj05i6MWy0NtjCWwNOe1tpCb6nCWFdOyYsv8ZpiX7ke4+eff767ceNGK01EuBDoEMYIY4QxwhhhjDBGGCOMEcZ7IIwlJCXyfK3Q2OnEcxfGre7+tTAWLwk9ibGaQm/Jwjhn4gVhjBKdGwGEMcIYYYwwRhgjjBHGCGOE8Z4IY4k9XyuEMD7VxQc/SbSGwriF0FuyMNbEi+5NrjmR4H3seIznJiOXlx6EMcIYYYwwRhgjjBHGCGOEMcL4SzaAx/hzD3ttobd0Yfzaa68hjJenGfciRwhjhDHCGGGMMEYYI4wRxghjhDHC+DMbiD3GEsa1hR7C+LuHtpYz+YLHeC+06VYziTBGGCOMEcYIY4QxwhhhjDBGGCOMEcZFgtWnUmvPd4uJBJZSb1Ur7lXkCGOEMcIYYYwwRhgjjBHGCGOEMcIYYYww3isZSGZjAghjhDHCGGGMMEYYI4wRxghjhDHCGGGMMEYr7jUBhDHCGGGMMEYYI4wRxghjhDHCGGGMMEYY77UsJPMIY4QxwhhhjDBGGCOMEcYIY4QxwhhhjDBGG+41AYQxwhhhjDBGGCOMEcYIY4QxwhhhjDBGGO+1LCTzCGOEMcIYYYwwRhgjjBHGCGOEMcIYYYwwRhvuNQGEMcIYYYwwRhgjjBHGCGOEMcIYYYwwRhjvtSwk8whjhDHCGGGMMEYYI4wRxghjhDHCGGGMMEYb7jUBhDHCGGGMMEYYI4wRxghjhDHCGGGMMEYY77UsJPMIY4QxwhhhjDBGGCOMEcYIY4QxwhhhjDBGG+41AYQxwhhhjDBGGCOMEcYIY4QxwhhhjDBGGO+1LCTzCGOEMcIYYYwwRhgjjBHGCGOEMcIYYYwwRhvuNQGEMcIYYYwwRhgjjBHGCGOEMcIYYYwwRhjvtSwk87MTxhcuXOiOHDly+HP+/PnsUjp37lz3yWdi5+bNm6vf3/iN+F33W899b2RwrO/13KVLl7rr1693H3zwQff+++93165dqxqP4nj22We7q1evrsK/c+dO9+abb1aNw3l5/vnnEcYZZf/cc8+tykJlorJpYV8XL15c2ZTs6/bt291rr73WJJ4XX3xxJYg//PBDhDHCuHo7qbryxhtvrOzr1q1bTWzYdUV1UfVF7XKLOum6ovr49ttvN4mDtuW7K66p/fAPf/jDVduoMlHZtyh3+uG8MtFg7eWXX+7ee++9VR9JXTk1aM+yV32W2A+3HLdozHrjxo1sXcALEEglMCthLGN/8MEHV6JAnytXrnTHjx8//H9qphDG6YMLhHFex8/gNY8Xg9c8Xp5006Dy/v37o02enpHwzBEUzzzzzMYGrwjj9LaYtiWvrtC25PEKJ/RzJpFy2haE8XdXE4wpzBDGn7NK5RU6cxDGo0MDHphAYFbCWN7iM2fOfCE7p0+f7nK9xgjj9MEYwjitE3OjzOA1jxeD1zxeCOM8XniMy3ixGmXYk2ePNSu38kULwjidGcIYYTxBu/FqQwKzEsZnz579kjDW33KF8X/9r/+1kzjmBwbYADaADWAD2AA2gA1gA9jAMmzgf/7P/9lQFhH0vhNYpDDe90Il/xCAAAQgAAEIQAACEIAABCCQTmD2wrhkKXV69nkSAhCAAAQgAAEIQAACEIAABPadwKyEcXzYVunhW/teqOQfAhCAAAQgAAEIQAACEIAABNIJzEoYK9nxdU06XIUPBCAAAQhAAAIQgAAEIAABCECgFYHZCeNWGSVcCEAAAhCAAAQgAAEIQAACEIBAHwGEMXYBAQhAAAIQgAAEIAABCEAAAntNAGG818VP5iEAAQhAAAIQgAAEIAABCEAAYYwNQAACEIAABCAAAQhAAAIQgMBeE0AY73Xxk3kIQAACEIAABCAAAQhAAAIQQBhjAxCAAAQgAAEIQAACEIAABCCw1wQQxntd/GQeAhCAAAQgAAEIQAACEIAABBDG2AAEIAABCEAAAhCAAAQgAAEI7DUBhPFeFz+ZhwAEIDBM4K/+6q+6s2fPgiiDwIsvvpjxNI9CIJ3A//pf/6t75ZVX0l/gSQhAAAIQyCKAMM7CxcMQgAAE9oeABuG//du/jThOLPL/+B//Y/ef//N/TnyaxyCQR0CTVKqPiOM8bjwNAQhAIJXA3gtjze4/88wz3ZtvvpnKrOi5pXRkzz33XPdf/st/ac5L8bT+/OAHP+hae3dU7v/jf/yPprwODg66//7f/3u3CWaty+S9997rVC580giozL/yla80ZbYkcSz7UnuvOlP7I1GsHz77TUD21fKDOG5Jl7A3RUBtsFZA6IcPBOZEYK+FscSEZl//3b/7d91v/dZvdRcuXKheNhq4Ko7jx493p0+fbjIgUwPzH/7Df+iOHDnS/d7v/V6nwV+LjwSeWCmuVrPWEqoa6IvXv//3/75ZXjSA/bf/9t+u4pHQb/FRg6+8KK5WvDSho3wojpZ50ZLaf/Nv/s3KhlvZlwaU4qWfVnastIuVwm8pwP/hH/5hVR+Vl5YTFqqPrSd3VDdai2O1varv8ra2EK3Kg+qK6qHrfc1yUbqVfn+Uhxb9icP/3//7f69sS21xq/qoMhcr2bHqf6uPhJ7630ceeaRZ2attURyt+nnbl+qj27CWk+GtxbHaRrWRLe1LdqsyV7/ScruGxi2q9y3zojZYZa/60qpfUZsiXq1X8Gjcojj0ozFyi4/aYtUTtZn6LXat2rEW6SfMZRPYW2GshkyNmAdhGmio06w5WFLYHhj73+psag/8NChTx2KBrHzVbmTckCkO52Wq2FMaYxZqIFUW+qjRrJGXOA6JFnWS+mjApIFf7Y5ZcSrtXomgvEzl1dcUqezV8euj3y3yIl4SkxaVNcpEXMJyUdghH8VRI56YmexL+VGHr/puW6vZzKscZF/Knwf9NdsVp9XMZMPKj2xMExetVr+0EscWxcqH2scWbaTKQhNg9k6ojGq297IjDfAVruJSHmq3KaEoVt1QnKr/LdoVxeW22BMKLbzhEtwKV7bVquzddykO1UO1kW4za9Z71T3bV6vJUI1bPBHWShx7clp5kX3Vaofd55q5eKkt9gRMC/tSHmRXals8GV57bKTwNM5TXDX7lXgySvz0N9V7T4bXtF+Fpfqheq8y8Zi4xQSP8hJ6ij1ZXTs/hAeBEgJ7K4zVMWr2LfxYAJSA7HtHjYz3m3mwPLXz96DLjZUFmOLX3zQ4VqMztTOLl/+qs/RgQnmyuJgyKFMjHw6CNYBx5+hBco3OTGGEnYzSL1bq0MTLM6RTBrIxL+VFjPTxAUZeoVDa0cieYiHnfLlD0295jqfkJbZlTyCZlwY0U+1LdS8se82yO83ipjKaWvYKIxSkHuiFA4Cp4lhMYs+gbMriVKyUjpoiLCwfMVN84unBX40VEBb1Sn/oAakhjpW+0MsdTiCp7dLAbIo4VhrjOqZ8xG1VK3Gs/MT1b8pkhepDWAZiY7tWufflLbcPU3gKxx/F5/5RbY7ibDEYV5noo3qk8JWGKWWvsOK+XWXhOqr2UvlSfZwijlU/1M6GdqZ062PvocptSv8Yl6HqjeIMV1O1EMdqd70cXOHXmqQMV4CJm+3NTooa9qXyDdsWeyJVXratqX2X+hH37SojlYs9q7Iz2cHUfkXhKu1uN/Rb/9dH/7bTYMpkgjjFqxhV3sqLeXm8UXsyoa9exPUptw3jeQjUIrC3wlgdvypiWOHVCMSzmjVAu1FTY+Ol1WHDmhuHG66w0VQYauQ8YFLDXJoXe577lmjqb+EAQA10qdfNIj8eCFnsq2ymDMTNx57peCAkweIBkzqYKcuExbrPKxh2aGInXqVLLPXekN2EZW8xlmtX8fOKS+n34E+MPMurjs12UBLPUNm701eYGpxpEFPKKxY+yofKQHF7wKQ8ytNXuvwtLF9zMC8PMvR3LxkrYZXzjgb9Uwb8jktlqwGffsQnrOMe1JaufFG9C9sWsw8HZd56kpN3PxvWa//NwiseSIpV6TJh5cGDYpd56Dl23IpDHqXSj94P2xbHpX7AAlz2bJFZEo+XfoereLyqw0LCy5Gn9F1x2mwHaj9tYyr70r5L4StM2VTc/it8izGv5JiyDUFxiFcchj1uSovyEk/Al5SPyt/9pD34oedYZTT1o3DVvlsUh+MhT4aW1nmlTfYa2pftWG2j22aNW6ZM7OndcLLC/1Ydt3j19rlSXir3sI11PXEZKVzFp7xMsS/Vs3B82sdr6goxe2pdrsqX7Ezl7foY9smlzOL3VL/jyUPZ8BRetdJGOBDYK2GsSh82uvZIeXlSjf0hPgwnPJlUHY06SzU+obiYYn72coadgBpixaGGe8pMotPlfUZhZ2hhr/jVoU1dItonkCyG1SCr8SwZiKlMQy+dxXbIRQMWdWDKZ8nAwgNj8xILL6H13/SMBkde0lU6iRDaijquOBzZl1lNGVQ6Hu8pDjsqCSRxVLlMmURwHH1lr7LwwFJlNZVXn1dQQtv108KmZEZc9u9lekqnBl6hZ9DbKOxpn1LfPeBXmBoMeTAZ2p7KpEa9DwfEbs9qeEDC/LvOhdxVT7xVQ1xLV1Z4SaPCVtvrNmpIHJeUiz11XvUS7l0NxbHsr8Rr6NU/5iO7Ep+wvZUNuH6W8lJbEQ7yVS/CiUqv3BEj1ZWpky5e0u5l/06/y95taEl9jMtRdSUcfKus3P+X8orj8AR7WC4WRFMmXeJ4FJbKxm2J4/Ok0pQVCYpL4XjvqtmH/Uwt0aLyiFcKeW++6q3KZ2rZe4wSth+yBYtyxT+Vl5iJSVgflHaPVbyCp6RtCd9ReCEv5cmeY5WZbLokL+oDPa4LxbEnje1JFjPFP7Xe2zvtflf5UD1R+tXG6O81xi1TefM+BERgb4SxD8NRIxAKPVVMdcrqFKYOwgVUDXAcjuJT468B7dSBq8IKPVLhoEthq7GpuSQlnlFUHsVS+ZnaWNrb5kMrwg7Ah4lNObAsFkXxwFiNtWePSwS+wwsHX+t41TrIwnt/QjvzbLX3Ak9p3pQf8VdnJVtyx6vO3kv5pp686oGYPalh2avMaxzIovKRrfrQHZexfutvYuUJq1xeCtveJ8Xh5b9hfdRAyfVxatui+Hz6tP6tdktxuWw8IZabj76BfuhZ1+BP/1ddUplMLXfFp/D0Ey+VF0+3BVNOKhUflbHSLvsKDz6sIY6V7rgfUXpDPhbHJaLYZRLzidsz7y+WXZS2xa4Lfj+erNL/Fb7seOoSZ4tr5Uvxqj3xIN9nMIhXSVvcZ/fxaiPnVXmpudVEZR1OWihs9fU1DxTyBGs4Gd23WqW0/nuCL3zfkz+Ks3RVRZyePvvygXgWr6V56Et7uNrJB0pNbYsdT1x33Ab4gNIp+fCqPU+ou+55Cb8PeSsRxR6Phu+G4xa1kR5/qU2bOm5xGxK3USobH+Ta8tDFKeXAu/tJYC+EsZdQaVCnwVetRl7hhd5MdV5qSPo6g1rm5UGZw4v3GClNU2dc47T2ib0a+VGjGPJrEc+YOJ6aj1RxPDWe+P0+cVwrDg0c/YkPyZCgLfXkhemTaLHIGlpWPTU/Gkyofij82A4U91TvhJeZhx6IuD5q8JQ7ePFKiTD/muGPJ9UkLGremavww2WfsWddeZvattiD6sFWKP5cTjWEkQbzti97PczPEyYl9qUw1cb31YF4yXS4nLckLr0zJo5Dj3hpHGPiWLxKtxrEafJEiz3i5qiyV15y60ocvsIL+8BYHHtSppSV3rNwsKjX32JxPCX8oXe9x1hiST9hGzo1PoUVT0aJo+ppDSEZrv6J23uv7Jjatmj8FdbLvrHR1KW6nhB1WuO6o/BrTB4qDHvSh3hNrSv21Np2ao2/1FbEk/ZTtpJMtW3eh0Augb0QxuHJvRbHuaD6nlcDoM4k9EBr5jicYXOjViM+e6bifT41D+BQfuzl6js1MI57Sr40SRHvHxW/Gp4JpUvl7isBwhl9i9laEyStxbE9A/JChFeatBLHPrlZdcUHI2nQLzub2hnbXuKBmOzK141NsanwXYUX2qtPDK0hvMJ8xMvwp9bHPq+m6mI4EPdgPDwwaQo37ytT3Xf7pfbN1+ioHk2t+7IdhRcPgGPxNyUffjcue8c9NQ8Kf6h8FbbyV6uOhAPW8MCgvu0BpcyUVnttwtOaW05Wqd0NtwLEhxmV5kX1Wu28WIXtfSyOS8P3e6orfdt7LI6nii/FIxGs8oiXz/sEd6Wh1mSFbdqHLOr/Kv8pe9ZjxnFfVdu+POEWXy02tS3us5W4vYrF8VT7Ur/r66UcVm1eCrevn6khjtV/hPVD8cSTiWp3pq6enMqZ9yEwRGDRwthCUo2yGhr937Osvt6kxpIqDVi9TMQeBf1fjZkqf6kACwdx9iKp4e/reBVfLU+e4nJHFi5/UV5qdsZ9+6TFcsoyShu60h8KlnhGX4311AGs3ndZDInjGrPtPjhE8WlAFE4chPtBazVz6ui9xFn/VrlLgGkAXWsfkOpfuHTOy7tqlL05WOD7/96fVbND7it3D2ynCPB40CI+yk/Ylqgspi5zU1rD07otIsJ6pEH61Lqi8Lz3L2zX9G/9XZNYNTwtYdnHS/e8jzW3niiN3lYQHhTWt0y6T/jnxqfn1a4o/Z5E6PMclx5KF6ZHbYltqM9zrD5z6mRCuH9Q/HytlfOpdmCqfXmgbRuKJ8Fk17XalnjSJeSp/E3lpXT6rIqakyBhOj2esA1ZePlEddlF6bglFHMhiz5x7H3TJXUkfMfL1pWv+HRrtV9T25a4TPvE8VReYX76yl1p0MT41LoSxtMnjmu1xSoH94HxBIVY1eQ11X54HwIhgcUKY3VQ4eEkFmG+FkYDfTWW4R7KXNNQZ6vw4gGFwvUhOar8pR2lGkEvnbaA1++p1w305dNiKBQNtWdCvXxOg0fPKHrA6WWbtZaGem9OmFefFDlFsISCQWUcnjo6JJJy7Sp83vsuw8FGLI6nhG8Rp3woP+HyU+/9su2JW6mH0ge5hQMh2ZoPfBnywuTmLVxG6QPYPPjTYKNGZ+xJNdtqi3LX4Efhh+cSWNiLmcqqxmm34usrRryc1WUsljW8X2EZxgciyS5KbSoe4IX3FFuAqZ1RPtyW5tqTnveEUOzpjgd7ir/GxJHKQ5y83zrcJ1m77feBjeaiOl7znl/3hWEf6H5XeQnbnJKy8Tvq65WXcHK4lahUmmOPsZe9TsmD3vUybdV/TxbKzmLP8ZR4vP/ee9TD2wWUL9XHGhNuqg+xvXrvfY0JYzHwRF7Iv0/sTeGld0Pnh8OqcS1mmC71h6GAr2G/agfDfsJh+mBI21yNq7JixnH6vfde7cuUs2OmliXvQ2CMwGKFsRp7zUyHIsgV0wMxdTylSwTdIA/Nto+BT/leDbw6+3hJUytxrIY5PgDD4niqN9qs1SH6IBELLg0Evfe7dBIh5qlwNJgIvUYSRer4p+ZFg5bwlEvFE+5fDGdKU8p53TN9AwnP7tdY7SD7VQevPHkPm9OjclI90m/ZYrhvMydfLntNVvjaD4sMlb3yUcP75bsdw+uFfMiXD8OZOtsuXp5UCwcTHoxNuWrETJVG266Xs8cTVlMnd1Qm4eBXefIBSypvDQT1E4uNnHLXswpL8bjOuT3RYE320HdYYW4cro8K09eIKX+ejNHfSicoFca6PsLiWOWueKbuk7THy+HIxkLPtLnlMhp6Pj5zw2KsxgSlwlL6+87dsKiplY8hMaT2v4bIC/c/h6vClH6Lyal58Qo3hxO2i27bpsah99Xee+WD2pUa/UhfukIvdFgvVJ9qrtrpE5CKT+1XrYm9PieB4pV9T23zxcmHXcW26ryV5iOsF/q32xIfSul+xM/VWBEYbvnpO+Nl6virRh0gDAisI7A4YRwe5tHnWVOnZiEQH/6UaiqKw427Bo6e5avtYfUSw77ZPHVmNbwTisP3Cyr/Lfb7KdzwIB8NiH0Kac1O2UzcuKtcvEdS35VOgsR2ofRbcGsA6StbanX26qTU2SrNsrVWe4mVLw2MfaBWKOg9kHEHqg61RLzKvpSP0FNb28Y0sBAjD+Z9hUotr0RY/rYhxWlvfjgpUiJYPVnkeGRboS218ID0hakykvAKryFROkrKXXnxvj+FIXHkcGTTimfKHehmJSEZ7mnzYLxG2+g8jIVVcx+jl1Arbm+h8AnkNQaU4qNysZ0qTLWRXsmh3337Z1P7xvi5FrYblr3y4va+RVzewqA6EV5Z5q05tU6f9uRwKIBUP3yAWy2PtNh5f3IoilWPSut5XObhXeqhOJatqa7WmHTxIVeeSK/hXY3z4bTHk3qq7/ouPFCstH7oPfFSmJ6Ei/stjTdKJnSVRqXd9SI+XbwFM+Undgy0imcKc96FwN4IYzUe4f4lN2zhnkzPYoeHzKwDpEYlPPDI4tH7leLTYjXgmLpcU2lU5+GOKu7w3VBO9U6ok5Lg0QBfA/6WS/aUJ6XXB0lZzIT3f06pqp619/27Fq7qQL1HtnTW1emS0I5PW/TqA4uAGnuZNOOq8teP78RsJY69/y/szGTD4fKrKafrerIoHgxZHE8pc7+rspcdh6sDFK+8rrXFsctXdqb4vDJhymBP74bp9OEr4eoJi69ag1exi9sV/V9p8SDcS7dL2xmVifLgdrh2WVg8hpOT+pvim+rptm35ALK+lSxqT6aWh+1Jv0Phq397iau+07+n7pH1yg0vO7YAVlxqxyTy4nvYS+qnV4G4PrYQrK4j3ooT3ruqtqzGNoN4wq1VG2xxJP7hxJr46W+xfZeUSfiOwtU4KRyniN9U+3L74W1k8Wotxam+rUTkhen3+RQ+ZM11qKYA8727vsrTdVN/V7w1rt50nsJDz9TO11jh4PGI64HrYLxtRc+Vnr0QlonPpbEN9Hm+p/SRU22e9yGQQ2BxHmMvPXWj7EFZ6T62PnGtCm6x7Bl2NQwaaExt9C284+U5XhrkOyWnxhMu2fOAKVyyFw/Wc4xq3bMqFzfWymONTsCz7R68xjZQK+0aoIRLjbw304PYqcJb6RQfD1j07/igrRoDPnG3fXnZrjst5SHcf1SD3dBKiqkDsTBtfadpTtkTHYbddwWHBhP6iJ/ExFRvng9WswiVeFHZh/+fWuc9AA8H333iODyJusQDbtFt77raXoti/a6Rj7js472MKp8a9VHxDN1Lqno6dcWL0q1yDicmFWfoPfKqjil1UeUcHrLmO9ynpj9Ok9onX5PmSVfbg/JaMjjum5hR2OHBh6E3TM+HoqyUmyejwrBaiuO+lTTea5yTB7VFodffWwpUNmbp/cXKo8qrxmontYMKV/1w7dVzzr/CDe+el02rrrv9VVnVmJxWffSkV80VIX3lqHbEByuqjvh8Cdl0SR/pff1xOzs0QZXbHiuceFWJxnHKgydyVD+9cmBq35hj+zwLgRoEFiGM1XiEnWefOJ4ySIrFsQexnnVVY+1BgAfMUwrHA0o1KBIwPhlU6Qj3Ok2JI/R2qDNTw1ZzyZ7Sro5SHW7YMIqd902Hh35MyYviUIPcZwNTPTpKlz1n8XU5XmYnO6i1/FDpdYcSiuKSAeUQUw9aPCj2nlJfDzJ1YCFeGqCEHW7tgZLKWvYaH+ZV66ovs7M3WnVSddxCUbaguPS3Wp7QcGCs/GlgZI9FafkrHNcLpb3Pq+K/ebJEA+nSk6jDZbo+2dx8vFondyCW0jaYnbdTjC1/HgpT7yvdet/plj27fQ8H4PpbSV5Uxx22/m1PbZwme+9rtC0+pTkUec7XFHEcetItWpwPD8Sdfv2/ZJCsuham0ZN5IS+FW6PvDcPsmxTX97VuAhCXmH2NbSZhuSoP3gYTn++gcVO4jzmlnq17Jpys0HOyh5oHuSlMMYtX5NU+4dj8wrzWHBspXNXHUPQqXxLFHmuo/fUhfLnlss77X2P1hp0069pQpcFtaY1Jl1wGPA+BKQQWIYzjBt8NqBrlEmFk7+9YJ6mBsQYvbtD0fI0DWCz01NF7/+rU5dlDRuIDltzh11iyp7DERI2/Tx6OxXGNQx7CPPUNKOLliTkVRe965ltpVyNfa3lmXzrEXQMudTq+i9ODTh+QlZP+vmfjQazyM2VQ3BeHZ6st6kKPo8VxqRfS8VlghcvALf76PMel3ByPuWnw4lPsFZ/KZcqEW1+6YjtW+FN4+WRYhWtxbSHsCRA9o7/1eeZy2FmwmIkHmBKZCl8Cp6Q9DtMgFl6qGa+qUR6nLJ/3mRTi4hPszUxsfECO95WWln3odVRcylOLU2HjsuvzfKmMSlehhCtPFJfyEu+Ftbcyx47iZ/sEfHzmgbc0TIlH73rCTeWvfw+J46nxuG/sW6LvNmxKHGamsMLylQ3UPtncVywqrlgEqZzUz5R68NXmegWA7EtiMlx6LEZiWWrDQ/1kvHzdS/f7rmjLLSe38Z5ssw3Y4+qJJLUvJXvLx8ZwFrZT+hXVD7X3sif9hG2hl5vncuF5CMyFwCKEsTuvsMFXY6kKW+L9srcmLqS4k/Q+FIuLeL9xTiGrMRzydoUHV+WEGT+rAZnSGjaIPrVXHY4a5qmCVY1lfFVSi6VIviYrzGON2XaHp8kWnwRqUd8iH44vPNnUh0cpDerwfUfj1LKPO3XZgbzdpeK4b4lxOEnkk47jpbu5+RCDMAyvblA4Xq0R1n0N2PsGnDnx+qTjeGCitNSapPJyWYm5cEtBTTu2YIjv11Wbor/5ELypvCzuYk+thYa4TW1bvOXDe9591VeNNkD84xUsXm4cemxDD3yOPfW1xeFhTvbkiJ/7lSnh613ZsOqgfjxwrdmGKaywLnhvd+gJ8/7oqXmJxbEPVvQdtV6+PSUerwBSnsLJ9hriWKxCceirJD3Bpu/D1QclnnUx8dJ8cQjFccjF4nhqndf7GlO4jfTEmJdsezzkCdGSSTGfNB+277Zp5c8ibGrborQrLtd12bDrp/KpNtke9tKVIi4T5UUflX18QKzKRmlQfsLrRnPsWmEMrcZTPkpWucTxK+2aoPSqLZ+F4udq3eeek2+ehUAtAjsjjGPvn0829iBYjZcPkXLDXzqjL7heSuj9xA6rTxxrYOullaWdTV/n65nSGrOUHoT7QKewk/aSl5KOq6/BVMMf7+n2gKxGo+xBi7jHos4HbU2tIOLVt8Sx5sAyTKMFjAWgOGmwXqNMvFS+z3uvslIHXOIt9ODUy0IVhr14XvLmJZxTZqfj5b8WRmLkSYOaYtLl4pNnY1Fea2mY0i6G9kaEtqw4auy/9+qXof2Liruk7O09j9NcY8WM+dub6TbVA1N97/39st++NiC3jHwFV9xuyNY0eVTCaKwNivereqCsdmfq8mlPIqjuqE5qoGo7ntoWuw1X2DFnb2PySbvh9oMxHmPfx+JYZeMJzKlX5ihuMXc4qhdeuWPPsbc0jaWz7/t4K4nqtvdj+o7teKtOTjwanyi9sSNgaLl8icMgTo/ypDhDEab49H+vqrDA17Ml4zHV87AclAbZtvo01UvZdck+3DAvngDzXl8f5Oa4fdCW26HS1TUuo7DOxOM+M41Pds6xBdlr36ShtxuUjlHDNIQ3AfS1AzXGLTl55lkI1CSwM8I4FCQWxfZMhrOJqqS1rgHRjJivFwgPeHBj5oGrBgOlS4XCQXfcSKqBi2eSSwtf4VjAxJ10aZhD79n7EQ9YSzqw+B3938um1Lmr04rjqSG+3ZH3HUzi/T9TuWkgpE7YNhB6jaeG7ffFwqcD628Wx+qkS5dqhWnrO4zGS5D1nDpj1cepA/2+vbHh4W0aKMkOpgoYLz324MHiWHanzl4sS7wTKmOXswVQOBCusd8zthnZbsjd4tirOkryoTjU7g0tx6w5QdE3Wai0e0JE33typqRtCXmJ1dBEhJeK1qqTY/WnJJ7wgDO9r3J32cuGfSe1bVC2XDJAFmdP1A55gxWH2mjVyRIxFOZfZa144uX5patc1rH1VpZWE27r+l2f81BS9m7Xh8YgtdsW2Y1tx0Ku1jkLYf6VbpWFx0Fhm1Niu0Nsw/ME1AZY7NeMw/3SUH+p+lJj3OI8hpMW7ruUr5Jxap/Q9rg4FsWlZ2GU2j3vQaAFgZ0Rxsq8xbEGMaGg9NKamoA0qPBASfHmeiBS0uKOMuxUPNNf6xAhN/TxzGpNcawOzPv+fN3HkDhO4RIPWEP23tvi5e7e01proOQDL2xfHpwrX/pb6enmffl2h6+y8cmz4QRMLqv4eYtiL93y9xJ/mm1XXKXiaN3g3geseRKj1uxxLI4t0DzTP5WXPVBxOPaChUtSc+Py0uXQaxfvWfcAduog04JRdTL+aOCiyaTS5YCy2Tjdrhce/LUWx7IDe6k0oJwqisXIkx59g1N79nPLPPX5Gicdx2GoTDyJoIkpe9niJY+paQyfcz+sOGVH4l/DA9lX7xS+0q/2yoNu15MaXmL3t6EN+f5opUf2pXamlkiK+12F632zUxiOOQPMbEocYf8RitQW4ljjL9W7cGJFdqc2TfU/3mdcYseqH+av98XG4xfFU+twUKd3nTguSf/YO14eLtsYs491YakMfGCqx1leNh9uNVKZIYzHSoXvd4HATgljAVXFjO/7UyWNTyXOge8ly6FIUKdrL5SFmfea5IQ99mzfoMhXT9SYQfTsfrycTulSh1ZjUOm9yZ5ZtKi3OJ4Sh4VpPDHhA4OUD32nDm2qt9DpjcNxucvGpg7GFJY6ENlx6EH00lR1QFPjCG3Og5aSmeIx2w2/j+1Yg8nwCpWcsMJnxUvhuG6G4ljf+SyBkrIX57DOK2wvqbVn3asT+pZV5+YpFvZ9y/Jr1HlPiPQJY6W5ZP+i82rvo/8v+/IhMuFgWW1njUG44ulbSeNDfWpOVFnQh3yUX98SkFveOc9PWXUUlk24b1l/960G+rcnEWqIPNmu4lK7633q4dLgnLz3Pav6HF5hZWHnyWr9f2qbpjjUN8U25FUj4Z3eU/MTt8nhgVRq+8OJ/pK4lNahyXvlR3ktaSP70uL62CeOa9R5tV/xZK7TobzI3mpMtqrcwxU1GrdYiOvfU+0rZBdPFrq/rMGrxF5y3/GqmXCJtscWagP04yXouWHzPATmRmDnhLEAxgNKdZLqaEo+qtzqgNXYKgx3vH0zYlOuBVBDqzj6GkJ7pCz2Sk4ijPOufKkxCzvLvuWouczERWF65lDCwnEoHz5MIhTHuXHEz/eJYx+CpPin7M2KByzqkFVGvp6hZmNv74QGMT71NuyY9b3KaOrA1dfthPu7ppwM2ld+GkB4QsI2XcPzFcbl2fx4wFfDjmW/8XJgxSe7Uv3zidNqGyyeLY6nlE+KOJ5aX/R+7eWTTpNXaPj/4aDeg78pfIby3ieOpy7T7WtnVP6+x1n50aqKqaKlRnmmhhHXQQk/5UF5qeUBc1r6JnbsqU5N79Bzfe26wh4STCnxeeLT7ZXisLiP2x1PXtYSk339s+KuIfAUtuqCvOrxJLTSr/Kfmg/Vv3hlm+wpFscl8XgfvBl5L6zsS/3vlBUu6+zCdcPtlcWdtwGk2NS6Z+KxXiyO9X2NidCp6Ux5X3YqPnG/ovSr/KauckpJA89AYFMEdkIY+/TbcMClRlMNvq+FKelg4iVAaqhCURrOiPluy9JBn6/j8EEScQemuNTRqCOY4tEJDUcNsQb2YWflgXlJPtQIKjwJ+DCNCl/heS+rl4vVODzI+YnFsfdkKT1TB64aIJmH7Eplrd/Ko8qjZOZYTOKBu7iFp7iaU80BvpcVe4DvMnBcJfUkbox8WInC8rJsh+uBeYkNqwzc+SpOLz/uOwU6XE6b21j2ieK+MOy1CutP6kDGh9D0DRSVdl/7pHiVnhqrBOw99yClhThWGQ0deOP2sqRtSSlDhetr4FKeL31G7YHLpGSgXxrvlPdC5n3ieMrBUevS1SeOc/MRHqLliULlR0IvFBey51JhbFEcb7mpPZmXk3fVl6l9Vxif2hUf3Kb8qq1yX5aTLj3r/taTgl5OG/aFnuidcv1TvMzY6fRBe+5X1J+V9MNxvr182n9X2j0W03fhCotcZhpvuTztrInTrPim8MpNU63nPb4Toxb9Sq10Eg4EahCYvTDWYE+Cq69B8YxiKQg1iOFpneqE1Rl7SZhn9NS4Td2LGS7ZUnjKk35qNPZh/j2oc7h9+/1KRIvikGgZOkQpPIglXOZcWjZ6z3c9urPp8xxPCd/vqtMd2tOtv5eUva9cCgc+4XUQYdw1RJHCiz0qFsMeXNYaiMkOQoFtz4tFY6l9KQ/xQLvGwDu0EQu7UGwrjngSR/VHky5TZsLX7bWt5ZVw3mSnKhflS6I73o9Zc5LK7WZoA54smbJtIqUux8sfU97pe0Y2W1KvS+Nr9Z6Xncblu0nBp/pTumrH+5RlS54Isw35/8qb+5dSO1b64v2Pbps3yaqVHThc2bTGShrDaCxT0re4n40nEdyfhGMWcdX/SyaQ+kRx36SaJzVqTCCr/VD76Iki7++uUS7eXmC7GuIlG06dYK2RrpwwvA1HjHwzi9/31kL93+K4dXufk3aehUAtArMXxhrwuRGpKfIM0B5UVfBwIGyvUi3QCif0brpTUCemRmjKANxpdCOvRl9x+U7RWofhSMgPdU7q0DQ77WsapnqNfEKzr5cyH3fate6SNTsvNXS6vbcwHhzk2EO8L9WDwFA4TpkJjwWoJxLCNIpjfLdsTh68rC0U+KqTcYeoAUetTrK1OPaARfHop29SxAcX5bDqe3ao7mnQX2t/rLiHZey9/qEnpPZAzOJYbYJPPK7Rhq3jLftWfZnatngljdrIGitOptpIzvuxx2vomimFqfLwHvmcOEqeLRFGalsk3sK2RYPxcOuE+zSvVCpJm97xfbhuMxVHWP8sjpcwWVLKSO+5fx1afu22U/2vD8gqjU9tVug9VVsc26vKX21MjZVOTqfK2isNPVaq2XeFzpawr/GYr5TXJt6zp1vloPJR/VRdUb3wWMDtb+0+ZRP5Iw4IpBCYrTD24T3x3uFaIi+EEy5B8t8lAIcOr0kB2/eMxV48U6pGOdfLphn0eBmW73R15xbO7EpgTm381x164bBrzOoq3eHe3nhGX/mb2iiroY+99aE4Vhy5ZdJX5rE4Vjn4/mV1PiqzkoG+vbShDfiexDDdGlBMHRzHM+Gqm/ESfQ1wapS9GW5KHMcHK4nn1HoS24HbrNBm110PlNu++KDA8D21NVPLfSwdslu1Q/opseGx8Ft8L1bhJILtbFfSH69uUfvh5Z+y5b59pi041goz7s8luKZMRq5Llw/UU/n3TYapTS0R+LVYpIaj+qY+RGVdc8VZ6CleN85S/+LzJab0w45PfYfKvdZNHDFHb4nS+CX0oKutly30XfmYUhZKfzwG857uUByrX/T+5Zp9ZEoaS54JPd1i5/NQ1NbI7mpOUpSkj3cg0JrALIWxGg/v/fDe3BBEzRNPHa49x2oU3GCXLtsaKjSFG19WX1rAYXodhhoupT88UbHmQN/L2vtObdasbuknPMxLYSj96qz69s3VOsWxb5mT4tZgo9YhNe4EY3GsjkV5nrrvr88GVDc8w+5VEDU641gc+2Ai72mu7cFXWcTiuHTJ3pBdhrP5ekb/F7t4sFNq1+F74aFOEjAlolX1QdxVN8IT0j0hEnveWgmMGjw2EYZ5he2I+MWebQ2Ya0+GtMqf+yaLCLf3vjNYeSvdh9sqzWPhWoSpPVT9aylOFZfa+Bpt4li+Wnzvcz6U/qF9rKXx+tBGv9/CCRGnzfasMglFtuy6xtU/5qU+16sP4pU6pRPgnpx2exLuY4/7y9Iy2dZ78fhI5eTx3773K9sqE+LdHIHZCWOLBovSVvtK+xBbaJQeWJFSbPYapzw79kwsjMRMHUx4gMnQSdhjYQ99r04l9A568Fnaidkzq07Fg9N48Oe0SBSXdGIaRPR5hOLG34eVTB00ed9fODsdi+NS/vF7feJYf1O5x/d9p8apDj8WD44nnAnXM+okWy6hrb3HOGZgG/BSyxaiOLRf5adkcsd1QvVM/1YZhctQXT6aoNAzsUc/teyX9Jw4iUdY9/vOpdAzu+QFGWofVXZq++NT3HehTD3h07L+hYLP1xjuApswjerj7SX26ocWZ5VsQxx7WbVsoGR7mU9IDnmpvofnovhAxVp9llezqf1Q+kPRaHE8dTyxLRsdch5sKz3EC4FNEZidMI69OALhgUCJlyUXpDqdkgMrUuNRXuJ9VanvrhPzHlCEnjwNjocOy5oSpwbe3kusTlnLhEqWIiqtZu19ke5Y1g3+ctLuayx84EbsjbC9eXa8xiqBoYG2xXFpR+n91uIdek/7xHEOo/jZeOm6wvdAchsz4bU9xX3iuMZeU9lSeL3TlDLomwCJ9/3ZDkLh7TrV0utWM18twlKbFy4xVZ0Or4+TLYuTBtKapPBp+i3S0irMuH30/zUhtqtlvwkPZSyOpywFblW268JVOat8vVJAz9Zu/+P4N1Eu4bLqElGsNPedlty3zcSn99cqP/WX3ovb126XTObXStvUcBDHUwny/i4SmJ0wFsS+ymgvyS5CjtOsgVtJhzzUwMYdo/ipQygVYCmMPagsPaxEnW3s2Yg7thqrBbx83Z56eTwl7kL+vqahZBZZgxQtYQ/D834pC1lNInhSJ7waKoVz+IyX4yr9ilPh+s7d2oLV4thLs0Pbc1y7OgDP5Z76fO191usGqJ5I2uVBVyrX3Of6+o/w/ACx88Ey3n6SG8ccno/F8RJswSJsE3ynbmXZRBoVh0+aDie5w4OqSlcG5aS/r7/OeT/lWa8+K+mHHX48hvBy8zBM5aXm3mzFvaSTzeOyqrWsPcUGeAYCcyAwC2GsRkVLdCUoPNhmpuqL5iHPhr20ffvhWs8a1zRWC8cwTAvsPnFcMokQhh2ezOyZds3wSvRNGUx6T1HcyervmpjwdQfq8OND5Ep5euCodHvpmAb5Cl95mrLXO06TZ8L7BhGbWPJYymgb71moqp7K3jRhoTZtqu0OiWOJ8BarQbbBrkWcY+K4RZzbCNPieEn7/qYIo22UQcs4fX1O3N5a8KndL93GlJvuklVhuXHUeD4eQ2i8JC+0J8dq3QbQ11+qPLDfGqVIGBDYHoGtC2Pvh1TjpZlPDSj98V6T2oPL7eEuj9kdpA9A6NtXZHE89w6sb6muBvpOtzu2WgN/hSteYmgPr1h5X1uJZ71PFA/ZqeKqdaCXLMinq8aivnQP9jqrXPJMeHlt7H9T4kTtlzz7Kgv9brEtw9sl8Nj3l4MPitGydk0mhhM7oee4dvlvK7y5t/fb4rKL8WocFK7C0v/DMVGYJ/U3UyZ2d5HPujSHe4z7PMcaT7Q+ZE/9Zemd3ksrD/IDgV0lsHVhrEZEjZgFC7Ntw6akmWGLRR/2EO+d3ZVJhHCpbniXoXNf6x5Zh+dDaWRvNWwsPhFU/+/bpypvbot9f0PiuEVDhDjup6oJFV9b0mdTU+6oHivHTez7G0vDXL/XihTVO/Upfase9P2utJNzZUy62hDQxHco3nxGRjh5q0m3Ja0QqEEyPH3a4fXtOa4RF2FAAALLJrA1YazGXzPdviojFCyaMa3lLVxS8dmD7pOcJcTkkZKw1BKeXRvsedC6iRNhvZy5ZlxerqkyUFnUENw59rppcUyd/P+lo0GXJqXkjdRgVv+2d1h2oeV6rU8H3sS+vxx7nMuz8QFo67YEzCXNpGN/Cajf9kSOKHiFk5dPa0Lc5xfoO7UtNQ6J3GXi8WoZTXaZidpmTR7oGYvjTffNu8yWtENg3wlsTRhLEKvhl0DWcjc3al6iyh7GftNUp+jrWMLGftdEsXO3SW+kuNXej2VxHIfr5bStGxjfX9o6nn0Ov2/JYuwNDj07Grxuqv1iOfWXLVNlE99gIGFRczvDPtcH8l6fQLwCJD4zRMJPZ0horNTizvj6OWoXoldnhV5035ygcaUmKeVo8X3euzo2akeQkCEAgXUEtiaMw/vl5IlSY6ZGTXtBW+8D2WWT0IBbneOSGG1KHKuDlGe99p68+KCfJe5j3OU6MzXt3tcf7ufrWybdcun01Dzs0/vh1W+q6/IeySPHBwJzJjAmjuec9k2lzaK4zwOsfjjcn60xJR8IQAACuQQ2Kox9OqAGKfoJrxnw8hcOkxgvQnmNl7astcXBUX0kW9mXxbEmd3xn6nhJ8sSuENBEnu9yVpp9J3VoTyr30uvLdoXDHNMpQaEJL/14q4TKRXVRk4gqt5ID9uaYV9K0bAKI4+Hy9QGkoVNA/W68akaTYfKqt97KsmxLJHcQ2F8CGxXGwqwBipa9SNxpIKP9YFoipP/X9uQttVg1KK95Lc9SOW06X+qk1Rljx5sm3z4+Db4kfENxrD3Fvi5F3zEQa18OcQyaIPQ2Bv2bdnHzZUCMdQn0ieOlTYSXEFO/6i0R3q7SN+mllTv7vty8hC/vQAACnxPYiDCWYAgHlIrYy930b83uM6OfZ5LysPKBAATaE1D7pQk8CbD4wDN5iOVNrnmoW/scLScGrzpSGWnQbA8++wqXU8ZLyonGPVrJYDv1gZpa2aC2xd5PTp3vL3WfQeNtd5s6y2FJNkheIACB9QQ2IoyVhHgpov4Wi2UKCwIQgMDcCGiQGgrfvrZsbmnel/SoLLTaKBTFWmoZH761LzzI5/wJhO2HDonS5JpPptb/veJI7c6+nz7dV5qhODYr/dYk2ZLOXpm/JZNCCCyTQFNhHHuB4wGlGn48xcs0LHIFgaUQ0HkI8VJGDWDlReZU6M2WsvcPahCsLSVeeeQtDN5mgsd4s+VCbOsJxNtrPBaS5zP8yK65o3jcmiyOxcvbXOA2zo0nIACBcQLNhLHv4osbq03evTqefZ6AAAQgsJ6Ati1oL3F4sJYGtEzqbd5y1J9oosLX2ei3Bsb6m86qoFw2XybEOE5AE2nxR7ask5PDA/xkz1wrNs5TT1gcq21GFKcx4ykIQGCcQDNhrKh9uXrYaPm0QPbIjhcOT0AAApsnIG+jDtaKB6wagGmJrgaute/D3nwudy9GlUe4yii+Jm33ckSK94WA79SVzapt8SdcRecJHg7aSrcKMdNkAh8IQAACtQhUEcZqyPvulQvFsQY0ekYdBMvcahUf4UAAAjUJyCussw/kgZQQDts1eYg1kGXfX03iaWGpPHRAkX7CSVWLY/YWpnHkqe0QcDvS5yxQmyK7llcZz+d2yodYIQABCJhAFWGsRj8eRIaIPROqZW6c3orxQQACcyWgwalPOtVknpbnDk36zTUPS0uXJiu8vFSTsOprwtNo9e9W95MvjSX52T6BIXHM2Gj7ZUMKIAABCFQRxsI4Jo5BDQEIQGBuBLx6Rb91LoI9NvJA6rRjtWuI4+2VmpZJyoMfetK8v5irWrZXLsScTsB7YcPJmz5xnB4iT0IAAhCAQCsC1YTxkDjW4IX9eK2Kj3AhAIEpBHT4jfb86YTpUGjp/xLK+tH2D/b9TaE87d2+O10ljr1vc1rovA2B9gT6rnjzQaSct9KePzFAAAIQSCVQVRjH4lgDTc32M7OfWhw8BwEIbJKAPMPa3xdP3mm5rvYS67AtRPEmS+TzuLR8OjwFvE8cbz5VxAiBdALyFIc2bHHs8RDnraSz5EkIQAACmyJQXRiH4hhRvKliJB4IQKCEgMSv962Gp5tqCbXORNAp+nw2S0AiWB579R/a8+0lqIjjzZYDsZUTkBdYq1E06SYB7Kvd1N74EDlNuvGBAAQgAIF5EWgijJVFdQx4iudV2KQGAhD4nIDaJu0htujy6cY+cRov8XYsRdwlgP3Rv8M7YDVRwa0G2ykbYk0noMPiPP7RVg2J5PA8g9CTnB4qT0IAAhCAQGsCzYRx64QTPgQgAIESAlriKLFlL47D8NYP31dcEjbvTCPgA8/CUORx42TwaVx5ezMEfCZBvP9d3mE8xJspA2KBAAQgMIUAwngKPd6FAARmT0CCN1y9IpGle3H10R5jeSV9VYpEM4fhbLZIJSbsudde71hAhOWz2ZQRGwTyCWhLhk6yD9sctSnamsEHAhCAAATmTQBhPO/yIXUQgMAEAn0HAEr8ag+r9vppyaOWT+v/LG+cAHrCqxK+Xj6tsvH1TBLMEhQqG/2dDwR2hYCvFNPEm2xY7Ux45diu5IN0QgACENg3AgjjfStx8guBPSGQcyq+Bq54ijdvGJqU0LJ2iWB/5D2Wd00TFxLF8ZL3zaeSGCEwTEATarJhbcEID+uTOJYNa3uAzy6AIwQgAAEIzJsAwnje5UPqIACBQgLyPIaHaGkJdXjytIKV6NKyag1e+bQnINEbX8Mk8YD4bc+eGOoT0IFa2k8sm5YNSxyH++HtOeYg0vrsCRECEIBACwII4xZUCRMCENg6AQ1QPVDVv+V99F5WJ04D2lgsbz3hC02A9g7rdF6ViTz09hJzDdNCC3wPsqWl0t4TLzv2culwBYTFMZM/e2AQZBECENh5AgjjnS9CMgABCAwRsDiORbEGrgxUN2c34T5iedlUHuHyUsTx5sqCmMoIyG61ukQ/bjvkCdZkTyiKFXq8PUDtUCiWy1LAWxCAAAQg0JoAwrg1YcKHAAS2SiD0HCshGqDKY6n7Rfm0JyARoeXS4RJTedb6Tp9mSXv78iCGfAI+r0B7iCWMJYbDFQ/atqED4vQ3ieRwr3F+bLwBAQhAAALbIoAw3hZ54oUABDZGwOJYSx85IXZj2A8j8hU29pzJo9Z3N7G8cnwgMCcC3jsc7hOWMPa2DIlhCWFd0aQJIF05xgcCEIAABHaTAMJ4N8uNVEMAApkEJMQ0eOXalExwlR63OJYopgwqQSWY5gQ0WSOPsK8U0/+1T17/l02zRLp5ERABBCAAgY0RQBhvDDURQQAC2yYQH7617fTsW/yh53jf8k5+d5eA2g2LY03syCusyR1f04SXeHfLlpRDAAIQCAkgjLEHCEAAAhDYGAHE8cZQE1FFAhbH8T54TravCJmgIAABCGyZAMJ4ywVA9BCAAAT2jYDEsU6m5gOBXSIQeo53Kd2kFQIQgAAE0gggjNM48RQEIAABCEAAAntOAHG85wZA9iEAgUUTQBgvunjJHAQgAAEIQAACNQlIHGvVAx8IQAACEFgWAYTxssqT3EAAAhCAAAQgAAEIQAACEIBAJgGEcSYwHocABCAAAQhAAAIQgAAEIACBZRFAGC+rPMkNBCAAAQhAAAIQgAAEIAABCGQSQBhnAuNxCEAAAhCAAAQgAAEIQAACEFgWAYTxssqT3EAAAhCAAAQgAAEIQAACEIBAJgGEcSYwHocABCAAAQhAAAIQgAAEIACBZRFAGC+rPMkNBCAAAQhAAAIQgAAEIAABCGQSQBhnAuNxCEAAAhCAAAQgAAEIQAACEFgWgf8HYcFRxNon88QAAAAASUVORK5CYII=" width="640" /></span><br />
<blockquote class="tr_bq">
<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: xx-small;"><span style="font-family: inherit;">OCDE. Salario de los Maestros por estudiante tomando en cuenta la PPP [4].</span></span></span><br /><span style="font-family: Georgia,"Times New Roman",serif;"></span></blockquote>
<span style="font-family: Georgia,"Times New Roman",serif;"> Las cosas se ponen aún más interesantes cuando tomamos en cuenta los resultados de la primera evaluación docente que se realizó el año pasado y que presentaron el 90% de los maestros del país. En ella se detectó que solamente el 14% de los maestros de educación básica y el 18% de educación superior obtuvieron resultados insuficientes [12]. <br /></span><span style="font-family: Georgia,"Times New Roman",serif;"><img alt="" height="233" 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" 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" width="400" /></span><br />
<blockquote class="tr_bq">
<span style="font-family: Georgia,"Times New Roman",serif;"> <span face="Arial,Helvetica,sans-serif"><span style="font-size: xx-small;">Resultados de los maestros en la Primera Evaluación del Servicio Profesional Docente. 2015 [12].</span></span></span><br /><span style="font-family: Georgia,"Times New Roman",serif;"></span></blockquote>
<span style="font-family: Georgia,"Times New Roman",serif;"><br />Todo esto significa que los maestros, y en realidad todos los mexicanos, tenemos razones para estar descontentos con la manera en que los gobiernos han administrado la educación pública. Sin embargo, el país viene arrastrando estos problemas desde hace mucho y difícilmente derogar la reforma y volver al estado anterior de las cosas solucione el problema ¿Entonces por qué la CNTE exige que se retire la reforma en su totalidad? <br /><br />Esto se debe a que los líderes sindicales tienen razones muy distintas para manifestarse que los maestros comunes. Como ya dijimos, la reforma busca minar el poder de los líderes sindicales; y esto atenta contra los cimientos del poder corporativo de la CNTE en Oaxaca. Qué es un hecho. Por ejemplo, una convocatoria para ocupar un puesto en el Departamento de Escuelas Telesecundarias dice explícitamente que “no podrán participar los que hayan hecho labores contrarias a nuestro MDTEO ó haber militado en la espuria sección 59 ó en vanguardia revolucionaria”[6]. Y los criterios del 2012 para un cambio de zona establecían como requisito una acta de participación sindical con el visto bueno del representante sectorial [7]. <br /><br />Obviamente, luchar para que los líderes mantengan el control del sindicato no es un slogan que anime a la gente a manifestarse, por lo que algunas personas se han encargado de difundir ideas bastante equivocadas sobre la reforma y ganar el apoyo popular. Por ejemplo, se ha dicho que el objetivo de la reforma es la privatización de la educación o que el gobierno quiere empezar a cobrar colegiaturas a través de las llamadas cuotas de los padres de familia. Sin embargo, la Ley General de Educación es muy clara al afirmar que: </span><br />
<blockquote class="tr_bq">
<div style="text-align: justify;">
<span face="Arial,Helvetica,sans-serif">La educación que el Estado imparta será gratuita. Las donaciones o cuotas voluntarias destinadas a dicha educación en ningún caso se entenderá como contraprestaciones del servicio educativo. Las autoridades educativas en el ámbito de su competencia, establecerán los mecanismos para la regulación, destino, aplicación, transparencia y vigilancia de las donaciones o cuotas voluntarias. </span><br /><span face="Arial,Helvetica,sans-serif">Se prohíbe el pago de cualquier contraprestación que impida o condicione la prestación del servicio educativo o los educandos. </span><br /><span face="Arial,Helvetica,sans-serif"></span><span style="font-family: Georgia,"Times New Roman",serif;"><span face="Arial,Helvetica,sans-serif">En ningún caso se podrá condicional la inscripción, el acceso a la escuela, la aplicación de evaluaciones o exámenes, la entrega de documentación a los educandos o afectar en cualquier sentido la igualdad en el trato a los alumnos, el pago de contraprestación alguna" Artículo 6. Ley General de Educación</span> [3] </span></div>
<span style="font-family: Georgia,"Times New Roman",serif;"></span></blockquote>
<span style="font-family: Georgia,"Times New Roman",serif;">Otro malentendido que se escucha comúnmente es que el estado desea despedir masivamente al personal educativo; al cesar de funciones a los maestros que no aprueben los exámenes de evaluación. Para empezar esto sería una muy mala idea, pues como hemos visto uno de los principales problemas de la educación en México es la falta de profesores. Además, tampoco es cierto. Más bien parece que la ley está hecha con el objetivo de que todos los maestros pasen la evaluación por lo menos en extraordinario. Eso sí, si alguien es despedido tras reprobar el examen y dos extraordinarios, no habrá responsabilidad para la autoridad. <br /></span><br />
<blockquote>
<span face="Arial,Helvetica,sans-serif">Cuando el resultado sea insuficiente, el personal evaluado deberá inscribirse a los programas de regularización de la autoridad competente. </span><br /><span face="Arial,Helvetica,sans-serif">Está persona deberá presentar una segunda oportunidad en no más de 12 mese (algo así como un extraordinario) </span><br /><span face="Arial,Helvetica,sans-serif">De ser insuficiente nuevamente el evaluado deberá efectuar nuevamente una tercera evaluación en un plazo no mayor a doce meses. </span><br /><span face="Arial,Helvetica,sans-serif">En caso de que el personal no alcance un resultado suficiente en la tercera evaluación que se le practique, se darán por terminados los efectos del Nombramiento correspondiente sin responsabilidad para la Autoridad Educativa o el Organismo Descentralizado, según corresponda. Artículo 53. Ley General del Servicio Profesional Docente [3]. </span></blockquote>
<span style="font-family: Georgia,"Times New Roman",serif;">Otra crítica dice que los exámenes no toman en cuenta las particularidades físicas y culturales de cada región. A diferencia de los casos anteriores, en un principio esta crítica fue certera y gracias a ella se logró modificar en 2015 la ley para tomar en cuenta estas consideraciones. Lo cual quiere decir que la crítica no ha sido en vano y que de algo han servido los distintos movimientos y manifestaciones. <br /></span><br />
<blockquote class="tr_bq">
<span style="font-family: Georgia,"Times New Roman",serif;"><span face="Arial,Helvetica,sans-serif">Las autoridades educativas locales, previa consulta al Consejo Estatal Técnico de Educación correspondiente, propondrán para consideración y, en su caso, autorización de la Secretaría, previa opinión de la Secretaría de Cultura, contenidos regionales que -sin menguar el carácter nacional de los planes y programas citados- permitan que los educandos adquieran un mejor conocimiento de la historia, la geografía, las costumbres, las tradiciones, los ecosistemas y demás aspectos propios de la entidad y municipios respectivos. Artículo 48. Ley General de Educación [3]. </span></span><br /><span style="font-family: Georgia,"Times New Roman",serif;"></span></blockquote>
<span style="font-family: Georgia,"Times New Roman",serif;">La última crítica que mencionaré es que la ley no busca la democratización del sindicato o la eliminación del sindicato único, lo cual es completamente cierto y no me queda más que unirme a esta queja. <br /><br />Lo peor, por lo menos desde mi punto de vista, es que todas estas falsas preguntas y discusiones acaloradas nos hacen olvidarnos de una de las preguntas más fundamentales para todo este asunto y es sí las evaluaciones servirán para mejorar el sistema educativo. Tal vez estudiar un breve episodio de la historia reciente nos ayude a aclarar este asunto. <br /><br />En el 2006 la SEP instituyó el examen ENLACE para evaluar el nivel educativo de los alumnos de 3o y 6o de primaria. El examen lo hacían todos los alumnos de todas las escuelas y sus resultados se presentaban a manera de ranking. ¿Qué fue lo que pasó? De hecho las calificaciones de los alumnos empezaron a mejorar significativamente año con año ¡Era un milagro! ¡Los exámenes habían resuelto el rezago educativo del país… ¿Oh no? De hecho una comparación con los resultados de la prueba EXCALE y PISA, que se realizan muestralmente y cuyos resultados se publican en agregados (de tal manera que nunca es posible saber si a una escuela le fue mejor que otra) demuestra que las calificaciones del examen ENLACE se alzaron artificialmente para conseguir recompensas y ganar lugares en el ranking [8]. <br /> <img alt="" height="412" 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" 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" width="640" /></span><br />
<blockquote class="tr_bq">
<span style="font-family: Georgia,"Times New Roman",serif;"> <span style="font-size: xx-small;"><span face="Arial,Helvetica,sans-serif">Comparación de resultados de las pruebas ENLACE y EXCALE [8]</span></span></span><br /><span style="font-family: Georgia,"Times New Roman",serif;"></span></blockquote>
<span style="font-family: Georgia,"Times New Roman",serif;">Este fenómeno tiene un nombre, se conoce como la Ley de Campbell, y establece que <br /></span><br />
<blockquote class="tr_bq">
<div style="text-align: justify;">
<span face="Arial,Helvetica,sans-serif">Entre más se utilice cualquier indicador social cuantitativo para tomar decisiones sociales, más sujeto estará a las presiones de corrupción y será más propenso a distorsionar y corromper los procesos sociales que pretende monitorear –Donald T. Campbell. </span></div>
<span style="font-family: Georgia,"Times New Roman",serif;"></span></blockquote>
<span style="font-family: Georgia,"Times New Roman",serif;">En pocas palabras, antes las presiones hubieron algunos directores y maestros que recurrían a todo tipo de artimañas con el fin de inflar artificialmente los resultados en la prueba. Tales tácticas incluían acciones tales como enseñar solamente lo que va a salir en el examen, dedicar tiempo a enseñar como contestar la prueba, evitar que los estudiantes con menor rendimiento sean evaluados o de plano permitir la copia el día de la prueba. Como resultado de todo esto, el experimento fue un fracaso y la prueba ENLACE se dejó de aplicar en la educación básica en el 2013. <br /><br />La lección es que los exámenes pueden ser una buena fuente de información sobre el estado de las cosas, pero una vez que se asocian sus resultados a premios y castigos es muy fuerte la presión para que sus resultados se alteren. El problema se puede resolver, pero plantea un enorme reto para los funcionarios del INEE, y los ciudadanos deberemos prestar atención a la manera en que abordan este problema. <br /></span><span style="font-family: Georgia,"Times New Roman",serif;">El segundo beneficio que se asocia a los exámenes es su capacidad para acabar con el clientelismo. Es indudable que la reforma tiene el potencial para luchar contra el clientelismo al restringir el poder de los sindicatos para repartir plazas a los maestros. Aunque es necesario recalcar el hecho de que las evaluaciones no harán nada por sí mismas para solucionar este problema si no hay voluntad política. De hecho resulta alarmante escuchar aquí y allí testimonios de profesores que han obtenido las puntuaciones más altas y que sin embargo son relegados a la hora de asignar escuelas. Esto se debe a que la reforma no eliminó todos los mecanismos del sindicato y de los funcionarios públicos para interferir en la distribución de plazas [9]. Además, es mentira que el SNTE esté siendo pasivo a la hora de implementar estas reformas. Sencillamente sus líderes han puesto trabas mucho más silenciosas que las puestas por los líderes de la Coordinadora [10]. Estos hechos son preocupantes porque van en contra del propio espíritu de la reforma y sería bueno prestarles más atención. </span><br /><span style="font-family: Georgia,"Times New Roman",serif;"></span><span style="font-family: Georgia,"Times New Roman",serif;"><br />No quisiera terminar este artículo sin mencionar el asombro que me causa el ver lo exitosos que han sido los falsos rumores sobre la reforma (tales como que los maestros son unos flojos, o que la reforma pretende privatizar la educación) para expandirse entre la población. Por supuesto que los funcionarios del gobierno tienen responsabilidad en ello pues se han dedicado a minar su credibilidad en los últimos años mintiendo reiteradamente sobre asuntos críticos y de suma importancia (Ayotzinapa, Nochixtlán, Tlatlaya, por mencionar unos casos). Esto es como el cuento de Pedrito y el lobo, los funcionarios nos han engañado tantas veces con el lobo que cuando dicen la verdad cuesta trabajo creerles. Pero creo que los mismos ciudadanos somos también responsables de ello, pues nos hemos hecho muy propensos a encerrarnos en nuestras burbujas informáticas; seleccionamos los medios de comunicación con el objetivo de oír lo que deseamos oír y no para enterarnos de lo que en verdad está sucediendo. No por casualidad los sitios web de noticias falsas fueron los de más rápido crecimiento en el 2015 [11]. Nos negamos a escuchar argumentos que contradicen lo que creemos, tomamos como insultos personales las críticas a nuestras ideas y, para terminar de estropearlo todo, insultamos con asombrosa facilidad a los que piensan distinto a nosotros. Que quede claro, insultar a alguien es la peor manera para iniciar una argumentación. </span><br />
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<span face="Arial,Helvetica,sans-serif">Fuentes: </span><br />
<br />
<span style="font-size: x-small;"><span face="Arial,Helvetica,sans-serif">1. La OCDE, El Estado de Derecho y La CNTE: un estudio de la reciente reforma laboral <a href="http://www.redalyc.org/pdf/270/27043549006.pdf">http://www.redalyc.org/pdf/270/27043549006.pdf</a> <br />2. CNTE. Reforma Educativa y Pliego Petitorio <a href="https://cronicadesociales.org/2015/05/12/pliego-petitorio-cnte-2015/">https://cronicadesociales.org/2015/05/12/pliego-petitorio-cnte-2015/</a> <br />3. Constitución Política de los Estados Unidos Mexicanos <a href="http://www.diputados.gob.mx/LeyesBiblio/htm/1.htm">http://www.diputados.gob.mx/LeyesBiblio/htm/1.htm</a> <br /> Ley General de Educación: <a href="https://www.sep.gob.mx/work/models/sep1/Resource/558c2c24-0b12-4676-ad90-8ab78086b184/ley_general_educacion.pdf">https://www.sep.gob.mx/work/models/sep1/Resource/558c2c24-0b12-4676-ad90-8ab78086b184/ley_general_educacion.pdf</a> <br /> Ley del Servicio Profesional Docente: <a href="http://www.diputados.gob.mx/LeyesBiblio/pdf/LGSPD.pdf">http://www.diputados.gob.mx/LeyesBiblio/pdf/LGSPD.pdf</a> <br />4. OCDE <br /> <a href="https://www.oecd.org/edu/school/46216786.pdf">https://www.oecd.org/edu/school/46216786.pdf</a> <br /> <a href="https://www.oecd.org/mexico/Education-at-a-glance-2015-Mexico-in-Spanish.pdf">https://www.oecd.org/mexico/Education-at-a-glance-2015-Mexico-in-Spanish.pdf</a> <br /> <a href="http://www.oecd-ilibrary.org/education/education-at-a-glance-2015/indicator-b7-which-factors-influence-the-level-of-expenditure-on-education_eag-2015-23-en">http://www.oecd-ilibrary.org/education/education-at-a-glance-2015/indicator-b7-which-factors-influence-the-level-of-expenditure-on-education_eag-2015-23-en</a> <br /> <a href="https://www.oecd.org/mexico/44906091.pdf">https://www.oecd.org/mexico/44906091.pdf</a> <br />5. Sobre el Censo de Escuelas y Maestros <br /> <a href="http://www.censo.sep.gob.mx/">http://www.censo.sep.gob.mx/</a> <br /> <a href="http://educacion.nexos.com.mx/?p=190">http://educacion.nexos.com.mx/?p=190</a> <br />6. Convocatoria para trabajar en las telesecundaria <a href="https://es.scribd.com/document/141510293/Convocatoria-Spat-Mayo-2013#fullscreen&from_embed">https://es.scribd.com/document/141510293/Convocatoria-Spat-Mayo-2013#fullscreen&from_embed</a> <br />7. Convocatoria para el proceso de cambio de zona: <a href="https://es.scribd.com/document/141503118/Convocatoria-Cambios-de-Zona-2012-2013#fullscreen&from_embed">https://es.scribd.com/document/141503118/Convocatoria-Cambios-de-Zona-2012-2013#fullscreen&from_embed</a> <br />8. Tendencias en el aprendizaje de la educación en México: Una comparación entre ENLACE, Excale y Pisa. <a href="http://www.nexos.com.mx/?p=22749">http://www.nexos.com.mx/?p=22749</a>. <br />9. La nueva distribución de poder en la educación <a href="http://www.letraslibres.com/blogs/polifonia/la-nueva-distribucion-de-poder-en-la-educacion">http://www.letraslibres.com/blogs/polifonia/la-nueva-distribucion-de-poder-en-la-educacion</a> <br />10. Reforma educativa pretende quitar poder a SNTE y CNTE: Gilberto Guevara en CNN <a href="http://aristeguinoticias.com/0607/mexico/reforma-educativa-pretende-quitar-poder-a-snte-y-cnte-gilbe">http://aristeguinoticias.com/0607/mexico/reforma-educativa-pretende-quitar-poder-a-snte-y-cnte-gilbe</a>rto-guevara-en-cnn/ <br />11. Whats fake on the internet this week <a href="https://www.washingtonpost.com/news/the-intersect/wp/2015/12/18/what-was-fake-on-the-internet-this-week-why-this-is-the-final-c">https://www.washingtonpost.com/news/the-intersect/wp/2015/12/18/what-was-fake-on-the-internet-this-week-why-this-is-the-final-c</a>olumn/ </span></span><br />
<span style="font-size: x-small;"><span face="Arial,Helvetica,sans-serif">12. Resultados de la Primera Evaluación del Servicio Profesional docente </span></span><br />
<span style="font-size: x-small;"><span face="Arial,Helvetica,sans-serif"> <a href="http://www.gob.mx/sep/articulos/resultados-de-la-evaluaciondeldesempeno-ciclo-escolar-2015-2016?idiom=ep">http://www.gob.mx/sep/articulos/resultados-de-la-evaluaciondeldesempeno-ciclo-escolar-2015-2016?idiom=ep</a> <br /> <a href="http://servicioprofesionaldocente.sep.gob.mx/ba/ingreso/estadisticas_concurso_en/">http://servicioprofesionaldocente.sep.gob.mx/ba/ingreso/estadisticas_concurso_en/</a> <br /> <a href="http://internacional.elpais.com/internacional/2016/03/01/mexico/1456857736_715784.html">http://internacional.elpais.com/internacional/2016/03/01/mexico/1456857736_715784.html</a> <br /> <a href="http://www.eluniversalmas.com.mx/editoriales/2014/04/69696.php">http://www.eluniversalmas.com.mx/editoriales/2014/04/69696.php</a> </span></span><br />
<span style="font-size: x-small;"><span face="Arial,Helvetica,sans-serif"></span></span><br />
<div style="font-family: Calibri; font-size: 11pt; margin: 0in;">
<span style="font-size: x-small;"><span face="Arial,Helvetica,sans-serif">13. Minuta de 1992</span></span><span face="Arial,Helvetica,sans-serif">
<span style="font-size: x-small;"><a href="https://es.scribd.com/document/141503354/minuta-xxii#fullscreen&from_embed">https://es.scribd.com/document/141503354/minuta-xxii#fullscreen&from_embed</a></span></span></div>
<span style="font-size: x-small;"><span face="Arial,Helvetica,sans-serif"><br /></span></span><br />
<br /> Sexto Empiricohttp://www.blogger.com/profile/11176766042647292546noreply@blogger.com0tag:blogger.com,1999:blog-2327526184725434740.post-47653382785836266112016-07-12T15:41:00.000-07:002016-07-12T16:19:16.599-07:00El fin de la herencia<!--[if !mso]>
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<br />
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-size: 12pt; line-height: 115%;"><b>La fuerza y las ideas</b> son dos de los principales
mecanismos que mantienen unidas a las sociedades y le procuran un gobierno
estable. Conocedores de esta máxima, nos han sido pocos en la historia los
gobiernos que justificaron su autoridad en la doctrina del Derecho Divino.
Según la cual la autoridad del rey (o similar) para gobernar su tertulio
proviene directamente de la deidad del pueblo en que cree su gente. Por
ejemplo, los reyes cristianos de Europa con bastante frecuencia intentaban<span style="mso-spacerun: yes;"> </span>presentarse como descendientes directos de
los primogénitos de Adán y Eva; quienes, suponían, habían recibido de su dios
la autoridad para gobernar sobre el resto de la humanidad. Así justificaban
ante su pueblo el que el poder político pudiera ser heredado de padres a
hijos.<span style="mso-spacerun: yes;"> </span></span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<span style="font-family: "georgia" , "times new roman" , serif;">
</span><br />
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-size: 12pt; line-height: 115%;"><span style="mso-tab-count: 1;"> </span>Sorprenderá
a algunos enterarse que a lo largo de la Época Medieval no fueron escasos los
clérigos y teólogos que se opusieron a la idea del Derecho Divino. Este hecho, que
en primera instancia parece difícil de comprender, tiene una explicación muy
sencilla. Verán, la relación entre los reyes y los papas durante la Edad Media
y hasta el siglo XIX no fue del todo armoniosa. Por un lado, los papas, al ser
líderes de la Iglesia, eran los jefes supremos de la maquinaria de control
ideológico que justificaba ética y moralmente el orden social operante en
Europa (qué era fundamentalmente desigualitario); por el otro lado, los reyes
tenían el poder de las armas y generalmente poseía mejores relaciones con la
alta aristocracia de sus territorios. En esta tensa relación por momentos la
iglesia estuvo más cerca de imponerse, y por otros los ganadores parecían ser
los reyes. En el siglo XVI la Reforma Protestante y la aparición de distintas
iglesias nacionales vino a complicar el panorama.</span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<span style="font-family: "georgia" , "times new roman" , serif;">
</span><br />
<div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;">
<span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-size: 12pt; line-height: 115%;">El proceso varío mucho
entre los distintos países, pero podemos decir de manera muy general que hacia
la segunda mitad del siglo XVIII los reyes, concentradores de cada vez más
poder, fueron siendo capaces de disociar cada vez más y más el orden político
del orden divino. Quitándoles a las iglesias poco a poco las influencias sobre
sus rebaños. </span></span></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;">
<br /></div>
<span style="font-family: "georgia" , "times new roman" , serif;">
</span><br />
<div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;">
<span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-size: 12pt; line-height: 115%;">Esto, por supuesto,
supuso un logro y a la vez una pérdida para los reyes. Una vez que el poder
civil se declaraba independiente del orden divino ¿qué quedaba entonces para justificar
que un grupo de personas heredaran el poder político a sus hijos? ¿Cómo
explicar que el simple hecho de haber nacido en una familia en vez de otra lo
exentase a uno del pago de impuestos y condenase al otro a no adquirir derecho
a obtener ciertos cargos políticos? Despojada de su Derecho Divino, la
aristocracia no pudo encontrar fuentes creíbles para legitimar la herencia de
su poder. Sus días estaban contados. </span></span></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;">
<br /></div>
<span style="font-family: "georgia" , "times new roman" , serif;">
</span><br />
<div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;">
<span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-size: 12pt; line-height: 115%;">Por supuesto, la caída
de las monarquías hereditarias en Europa no fue ni sencilla, ni rápida, ni
meramente una cuestión ideológica, ni su divorcio de la fe en el siglo XVIII
algo definitivo. Todo el siglo XIX en Occidente estuvo marcado por la huella de
la lucha entre regalistas y republicanos, entre los proyectos conservadores y
los liberales. Pero hoy en día el principio del poder hereditario ha sido casi
por completo eliminado de la política Occidental (esperemos que esto continué). </span></span></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;">
<br /></div>
<span style="font-family: "georgia" , "times new roman" , serif;">
</span><br />
<div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;">
<span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-size: 12pt; line-height: 115%;">En muchos lugares las
monarquías y las aristocracias han desaparecido o se han reducido a una reliquia
de los tiempos pasados. Es cierto que las cosas no han sido lindas y bonitas
desde entonces: los regímenes que las han sustituido no siempre han sido
ejemplos de buenos gobiernos, muchas repúblicas han caído en manos de
dictadores personales, de partidos políticos únicos o incluso de oligarquías
millonarias. Pero al menos el concepto según el cual el poder debe de ser
hereditario es algo que suena distante a muchas personas en la actualidad. </span></span></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;">
<br /></div>
<span style="font-family: "georgia" , "times new roman" , serif;">
</span><br />
<div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;">
<span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-size: 12pt; line-height: 115%;">A muchos de nosotros el
principio del poder político hereditario nos parece una aberración, un producto
de una horripilante excreción mental, de una demencia pretérita que esperamos
haber dejado atrás. Pero rara vez nos detenemos a pensar en lo natural que nos
parece que el poder sobre las vidas de los demás que es resultado de la
acumulación de capital y de dinero pueda ser hereditario. Si no tomásemos el
tiempo para reflexionar el porque nos parece tan normal que la riqueza <i style="mso-bidi-font-style: normal;">deba</i> de ser heredada de padres a hijos,
entonces, probablemente, estaríamos en mejor posición para comprender como
pensaban los defensores de la herencia del trono, el cetro y la corona. </span></span></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;">
<br /></div>
<span style="font-family: "georgia" , "times new roman" , serif;">
</span><br />
<div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;">
<span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-size: 12pt; line-height: 115%;">No tendremos que
sumergirnos mucho en el estudio del tema entes de descubrir que para las
personas de ataño el lazo que unía a un rey con su reino era muy parecido al de
la propiedad privada. El propietario de la tierra tiene varios derechos legales
importantes, uno muy importante es la capacidad de escoger a quienes se
quedarán con ella. La propiedad puede ser transmitida por herencia y estimamos
que el que ha heredado una finca tiene justo título a todos los privilegios que
esta le concede. En el fondo, la diferencia no es tan abismal.</span></span></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;">
<br /></div>
<span style="font-family: "georgia" , "times new roman" , serif;">
</span><br />
<div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;">
<span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-size: 12pt; line-height: 115%;">Como señalaba el
filósofo Bertrand Russel hace medio siglo </span></span></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;">
<br /></div>
<blockquote class="tr_bq">
<div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;">
<span style="font-family: "trebuchet ms" , sans-serif;"><span style="font-size: 12pt; line-height: 115%;">“Es curioso que el repudio del
principio hereditario en política no haya tenido casi ningún efecto en la
esfera económica en los países democráticos.<span style="mso-spacerun: yes;">
</span>Todavía consideramos natural que un hombre deba dejar sus propiedades a
sus hijos, es decir, aceptamos el principio hereditario en lo que se refiere al
poder económico, mientras lo rechazamos respecto al poder político. <span style="mso-spacerun: yes;"> </span>Las dinastías políticas han desaparecido, pero
las económicas persisten”.</span></span></div>
</blockquote>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;">
<br /></div>
<span style="font-family: "georgia" , "times new roman" , serif;">
</span><br />
<div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;">
<span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-size: 12pt; line-height: 115%;">Una idea muy difundida
en esta época sostiene que el éxito económico es consecuencia del mérito y del
trabajo propio. La idea no es del todo descabellada y cualquiera que la
defienda podrá citar incontables ejemplos de personas que han salido adelante
en la vida gracias al esfuerzo y al trabajo arduo. No obstante, al mismo tiempo
es un hecho innegable que existen en el mundo muchas personas que han
amalgamado riquezas sustanciales porque han tenido la suerte de nacer en una
familia con recursos económicos ¿Cuál de ambos será el caso más común? Quizá
exponernos a unas cuántas estadísticas arroje luz sobre la cuestión. </span></span></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;">
<br /></div>
<span style="font-family: "georgia" , "times new roman" , serif;">
</span><br />
<div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;">
<span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-size: 12pt; line-height: 115%;">La tabla siguiente
muestra la desigualdad en la propiedad del capital en el tiempo y el espacio.
Siguiendo los estándares del economista francés Thomas Piketty, de cuyo libro <i style="mso-bidi-font-style: normal;">El capital en el siglo XXI</i> he tomado la
información, se ha clasificado a las clases sociales de acuerdo con su un
criterio basado en percentiles. El nombre es rimbombante, pero la idea es muy
sencilla: Piketty ha llamado “clase alta” al 10% de la población que más
capital acumula en una sociedad, “clase baja” al 50% de la población más pobre
en capital y “clase media” al restante 40% de las personas que existen entre
las clase baja y alta.</span></span></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;">
<br /></div>
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" 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" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Fuente: http://piketty.pse.ens.fr/en/capital21c2</td></tr>
</tbody></table>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;">
<span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-size: 12pt; line-height: 115%;">Lo que la tabla nos
dice es que en las sociedades más igualitarias de las que se tiene un registro
confiable (que son los países escandinavos en la década de los años 1970 a
1980) el 10% de los patrimonios más elevados (lo que aquí llamamos clase alta)
poseía alrededor del 50% de la riqueza nacional. En un grupo de diez personas
esto significaría que la persona más rica acapararía la mitad de la riqueza del
grupo. Llama la atención que una sociedad en la que 10% de la población
concentra más de la mitad de la riqueza pueda considerarse “igualitaria”, sin
embargo una sociedad como esta es más igualitaria que la que hay en la mayoría
de los países europeos de nuestra época y que en Estados Unidos. Países en
donde hoy la clase alta concentra entre el 60 y el 70% de la riqueza.</span></span></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;">
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;"> </span></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;">
<span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-size: 12pt; line-height: 115%;">Lo más sorprendente es
que en todas las sociedades estudiadas por Piketty y sus colaboradores el 50%
de la población más pobre, la clase baja, no ha poseído nunca más del 10% de la
riqueza nacional y por lo general menos del 5%. Esto quiere decir que en
nuestra hipotética sociedad de diez personas, las 5 personas más pobres solo
tendrían entre el 10% y el 1% de la riqueza. </span></span></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;">
<br /></div>
<span style="font-family: "georgia" , "times new roman" , serif;">
</span><br />
<div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;">
<span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-size: 12pt; line-height: 115%;">Ahora veamos los mismos
datos pero desde otra perspectiva. Supongamos el caso de una sociedad con una
desigualdad como la que opera ahora en Europa, y digamos que en ella el
patrimonio promedio para una persona es de 200,000 pesos. En dicha sociedad, si
la clase baja tiene el 5% de la riqueza, entonces la mitad de las personas del
país apenas tendrán un patrimonio de unos 20,000 pesos por individuo ¡Esto es
180,000 pesos menos que el promedio de la sociedad!<span style="mso-spacerun: yes;"> </span></span></span></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;">
<br /></div>
<span style="font-family: "georgia" , "times new roman" , serif;">
</span><br />
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-size: 12pt; line-height: 115%;"><span style="mso-tab-count: 1;"> </span>Por
otro lado, imaginemos que en la misma sociedad la llamada clase alta concentra
el 60% de la riqueza. Si esto sucediese (como de hecho sucede en Europa)
entonces por la manera en que funcionan los promedios descubriríamos que el 10%
de las personas más adineradas de dicho país tendrían en promedio un patrimonio
de 1.2 millones pesos. ¡Esto es un millón de pesos más que el promedio de la
población. La riqueza en realidad continúa acumulándose más severamente
mientras más alto subimos en la pirámide de población. De hecho el 1% de la
población tendrá en realidad un patrimonio de 5 millones de pesos. </span></span></div>
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<span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-size: 12pt; line-height: 115%;">Los números son
devastadores y deberían de preocupar a todo ciudadano informado, pero no tienen
por qué hacernos caer en la desesperación. Se podría estar peor y de hecho la
mayoría de las sociedades que han existido en la historia lo han estado. Por
ejemplo, hasta antes de la primera guerra mundial en Francia, el Reino Unido y
Suecia, el 10% de la población concentraba un poco más del 90% de la riqueza. Una
cifra sumamente dura.</span></span></div>
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<span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-size: 12pt; line-height: 115%;">Pese a los progresos,
es importante recordar que todo avance histórico es frágil y que puede perderse
si no se le da el cuidado necesario. En efecto, si concluyésemos este ensayo al
leer el párrafo anterior, podríamos pensar que las cosas no van tan mal. Que
seguramente la desigualdad ha estado reduciéndose de manera constante en los
últimos cien años. Lamentablemente este sería un error. Si bien es cierto que
la desigualdad en 1910 era mayor a la desigualdad de patrimonio en el 2010,
también es cierto que la desigualdad de patrimonio en el 2010 fue mayor de lo
que era en 1960. En los últimos 50 años se ha retrocedido un poco. Este es un
hecho que no debe de ser menospreciado por ningún motivo. </span></span></div>
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<span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-size: 12pt; line-height: 115%;"><b>¿Por qué disminuyó la
desigualdad en la primera mitad del siglo XX y empezó a aumentar en la segunda
mitad?</b> Las investigaciones de Piketty muestran que gran parte de la disminución
de la desigualdad en las sociedades occidentales a lo largo del siglo XX se
debió a una combinación de factores: a la alta tasa de crecimiento demográfico,
al alto grado de crecimiento económico (lo que disminuyó el papel de la
herencia) y al surgimiento de los gravámenes al capital y la herencia por parte
del estado social. Sin embargo, desde los años 80’s del siglo pasado la
desigualdad ha empezado a crecer en Europa y Estados Unidos debido principalmente
a la disminución de la tasa de crecimiento poblacional (lo cual en sí es un
hecho positivo, no hay ecosistema que aguante un crecimiento demográfico
ilimitado), a la desaceleración del crecimiento económico en los países
desarrollados y a la reducción de las tasas fiscales en buena parte del mundo. El
aumento en la desigualdad en las últimas décadas ha sido lento pero constante,
ha sido mucho más notable en EEUU y ha afectado sobre todo las oportunidades de
las generaciones más jóvenes. Está tendencia puede observarse en la gráfica
siguiente. </span></span></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody>
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" style="margin-left: auto; margin-right: auto;" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Fuente: http://piketty.pse.ens.fr/en/capital21c2</td></tr>
</tbody></table>
<div class="separator" style="clear: both; text-align: center;">
<span style="clear: left; float: left; font-family: "times new roman" , "serif"; font-size: 12pt; line-height: 115%; margin-bottom: 1em; margin-right: 1em;"> </span></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;">
</div>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;">
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;"></span><span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-size: 12pt; line-height: 115%;"><b>¿Por qué un menor
crecimiento económico favorece el crecimiento de la desigualdad? </b>Sencillamente
porque el capital posé una propiedad oscura que le permite reproducirse a sí
mismo. <span style="mso-spacerun: yes;"> </span>La gente rica puede comprar
casas, terrenos, acciones de empresas y bonos de deuda pública que le
conferirán en el futuro una renta mensual o anual por el simple hecho de tener
propiedades. En una sociedad donde los rentistas ganan más que los
trabajadores, es inevitable que la desigualdad se exacerbe. De hecho la
situación se torna un tanto más preocupante cuando estudiamos el desarrollo de
la participación en el ingreso del 10% más rico. </span></span></div>
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<tr><td style="text-align: center;"><img alt="" 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" style="margin-left: auto; margin-right: auto;" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Fuente: http://piketty.pse.ens.fr/en/capital21c2</td></tr>
</tbody></table>
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<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;"><br /></span><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
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<span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-size: 12pt; line-height: 115%;">Se calcula que en lo
que resta del siglo XXI el crecimiento económico mundial no será muy mayor al
1.5% anual. <span style="mso-spacerun: yes;"> </span>Lo cual es una garantía de
que, de no tomarse medidas políticas al respecto, la desigualdad seguirá
aumentando en el futuro próximo. Quizá hasta recuperar los niveles previos al
siglo XX.</span></span></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;">
<br /></div>
<span style="font-family: "georgia" , "times new roman" , serif;">
</span><br />
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-size: 12pt; line-height: 115%;"><span style="mso-tab-count: 1;"> </span>Durante
el siglo XX el rápido crecimiento económico y demográfico propició una
disminución en la importancia de la herencia y de la renta y privilegió el
empoderamiento del ingreso debido al trabajo. Sin embargo, la vuelta del bajo
crecimiento económico y demográfico y la disminución de las cargas fiscales han
propiciado el retorno a un mundo donde la herencia está retomando la fuerza que
tenía en las sociedades pasadas. El siguiente gráfico de Pikkety muestran cómo
evolucionó la herencia en Francia a lo largo de los siglos XIX y XX y hace
algunas estimaciones sobre su futuro desarrollo.</span></span></div>
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<span style="font-family: "georgia" , "times new roman" , serif;"></span></div>
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<span style="font-family: "georgia" , "times new roman" , serif;"></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "georgia" , "times new roman" , serif;"></span></div>
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<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-size: 12pt; line-height: 115%;"> <b> ¿Estamos condenados a vivir
en un mundo donde la herencia determinará casi por completo quien ostentará el
poder económico? </b>Sin duda una sociedad donde esté prohibida la herencia sería
una píldora bastante difícil de digerir para la mayoría de las personas criadas
en la mentalidad contemporánea. Pero es indudable que es necesario tomar
medidas para evitar que el capital se siga reproduciendo en las manos de los
más ricos. Piketty recomienda al final de su monumental obra la aplicación de
un impuesto progresivo anual sobre el capital y uno más sobre las herencias y
donaciones en vida de los padres a sus sucesores. Al ser progresivo, el
impuesto se aplicaría con tasas bajas a aquellos patrimonios más pequeños, y
tasas considerablemente altas (del orden del 80% o mayores) para las riquezas 1%
de la población. </span></span><span style="font-family: "georgia" , "times new roman" , serif;"></span></div>
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<tr><td style="text-align: center;"><img alt="" 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" style="margin-left: auto; margin-right: auto;" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Fuente: http://piketty.pse.ens.fr/en/capital21c2</td></tr>
</tbody></table>
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<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;"> </span></div>
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<span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-size: 12pt; line-height: 115%;">El camino para
conseguir tales regulaciones será áspero y duro, pero es difícil saber qué efectos
tendrá una desigualdad pronunciada sobre las democracias liberales
occidentales. Probablemente el surgimiento de la derecha radical en Europa, el
triunfo del Brexit y el éxito de Donald Trump en EEUU tenga algo que ver con el
aumento creciente de la desigualdad <a href="http://egosumqui.blogspot.mx/2016/07/en-laentrada-anterior-les-compartia-mis.html" target="_blank">[1]</a>. Es posible que si no hacemos algo por
minar la importancia de la herencia económica, los progresos democráticos y liberales
que se han conseguido en los últimos 200 años desaparezcan. </span></span></div>
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<span style="font-family: "georgia" , "times new roman" , serif;">
</span><br />
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<span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-size: 12pt; line-height: 115%;">Es importante sacar una
lección de todo esto. Sí hoy la teoría del Derecho Divino nos parece una mala
broma o un ejemplo de la exorbitante imaginación humana, lo cierto es que nada
en nuestra naturaleza nos protege de creer semejantes barbaridades. Sí hoy la
idea de que los gobernantes puedan heredar el poder político nos parece
desagradable a la mayoría de nosotros, esto es una consecuencia del desarrollo
histórico de nuestra civilización y no de algún cambio intrínseco en la naturaleza
de la humanidad. Sí nos olvidamos de ello, corremos el riesgo de retomar
prácticas que hoy en día consideramos barbáricas y creemos que hemos dejado
atrás por completo. Quien sabe, tal vez las generaciones futuras al estudiar la
historia de nuestros días verán nuestra creencia en la herencia del capital
como una locura. De la misma manera en que nosotros juzgamos a los que
defendían tan pasionalmente el derecho de los reyes a heredar su trono, su
cetro y su corona. </span></span></div>
Sexto Empiricohttp://www.blogger.com/profile/11176766042647292546noreply@blogger.com0tag:blogger.com,1999:blog-2327526184725434740.post-72348919798763898692016-02-17T20:00:00.001-08:002016-03-12T08:03:20.764-08:00Sobre los 10 (no)mandamientos para los humanistas del siglo XXI<!--[if gte mso 9]><xml>
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<![endif]--><span style="font-family: "georgia" , "times new roman" , serif;">¿Puede la moral ser producto de un proceso democrático? Eso piensan Lex Bayer y John Figdor quienes iniciaron en el 2014 un sitio web que invita a todas las personas a compartir un “mandamiento” con el resto del internet. Fruto de esta actividad fue una lista de 10 mandamientos para los ateos del siglo XXI. Un título que deja muchas cosas a considerar. Para empezar, el nombre “mandamiento” es poco exacto, puesto que la lista no trata de imponer órdenes y leyes morales a nadie, de hecho sería mucho más exacto quitar la palabra “mandamiento” del título y sustituirla por “consejo”. Pero obviamente este sería un título mucho menos taquillero y se perdería de paso la obvia referencia a los 10 mandamientos de la tradición judeocristiana. Incidentalmente, esta es también la razón por la que los autores seleccionaron solamente diez mandamientos de entre todas las sugerencias (en vez de, digamos, 11, 42 o 1764). Sí, yo entiendo a todos los amantes del diez, es un número muy bonito formado por la suma de los cuatro primeros números enteros positivos, pero no hay nada en él que compela a la moral a ajustarse a sus designios cuantitativos. Tampoco me parece correcta la inclusión de la palabra “ateo” en el título puesto que el ateísmo es simplemente una aseveración sobre el estado natural del mundo y, como tal, es moralmente neutral. Por sí misma, la visión atea del mundo no incentiva ni castiga ningún comportamiento. A mi parecer un término más adecuado pudo haber sido “humanismo laico”. En fin, podría seguir despotricando contra el título del artículo, pero ese no es el objetivo de esta entrada. De cualquier manera, la lista no debe tomarse como un estricto código de ética sino más bien como una invitación a reflexionar sobre las razones que guían nuestro actuar en el mundo. </span></div>
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<span style="font-family: "georgia" , "times new roman" , serif;"> Empecemos por discutir la postura ética que existe detrás de una lista de normas morales. La idea que sostiene que la moral puede sujetarse a leyes de aplicabilidad universal y que las acciones de los seres pensantes son intrínsecamente buenas o malas se suele llamar deontología. La postura contraria, que sostiene que las acciones morales no deben juzgarse de acuerdo con leyes universales sino con respecto a sus consecuencias, recibe el nombre de consecuencialismo. A causa de ello, un consecuencialista evitará crear normas morales y juzgará sus acciones en el mundo según éstas colaboren o no a lograr un fin supremo (como, digamos, aumentar la felicidad o disminuir el sufrimiento). Ambas posturas, llevadas al extremo, conducen a encrucijadas éticas de difícil solución. </span></div>
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<span style="font-family: "georgia" , "times new roman" , serif;"> Por un lado, la moral deontológica -con su afán de establecer leyes morales que puedan aplicarse a cualquier situación particular- se enfrenta tanto a la diversidad de la vida social como a nuestra interacción con los demás seres sensibles de la naturaleza; complejidad que engendra comúnmente circunstancias no previstas por ninguna norma. Ni siquiera la constitución más larga, con el reglamento más largo y extenso, puede aplicarse universalmente. Siempre habrán situaciones que no están contempladas en ninguna ley y es por eso que la interpretación del derecho es importante. El intento de encuadrar toda la actividad moral humana en un conjunto de diez normas es claramente un ejemplo de esta moral deontológica. </span></div>
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<span style="font-family: "georgia" , "times new roman" , serif;"> El consecuencialismo, por otro lado, también tiene sus límites. Por ejemplo, imaginemos que alguien ha ideado un plan magnífico he infalible que eliminará la guerra del mundo, pero para llevarlo a acabo es necesario terminar con dos tercios de la población mundial. Un consecuencialista se verá tentado a considerar la opción de matar a varios miles de millones de personas con el fin de lograr una sociedad pacífica futura. Un deontologista, por el contrario, posiblemente considerará que el valor de una vida humana cualquiera es suficiente como para obligarnos a abstenernos de buscar la paz por aquel medio y, aunque deteste la guerra, reprobará el medio para su eliminación (eso sin mencionar que en la vida real difícilmente existen planes magníficos he infalibles). </span></div>
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<span style="font-family: "georgia" , "times new roman" , serif;"> Aclarado lo anterior -y a sabiendas de que cualquier intento de enlistar reglas morales tenderá hacia el lado deontológico del espectro ético- reflexionemos un poco sobre el contenido de la lista. Llama la atención que sus tres primeros consejos expresen una actitud de inquisición, investigación y asombro ante el mundo. Prácticamente es el reconocimiento del método científico como la manera correcta de estudiar la naturaleza. Lo cual se admite explícitamente en el tercer punto. Lo más valioso de esta primera tercia me parece que radica en su rechazo a todos los tipos de dogmas, en cierta manera su mera existencia implica también su condición como consejos morales en vez de mandamientos. Esta cualidad los hace contrastar drásticamente con los tres primeros mandamientos de la tradición judeocristiana, de tendencia mucho más afín al dogmatismo. </span></div>
<div style="text-align: justify;">
<span style="font-family: "georgia" , "times new roman" , serif;"><br /></span></div>
<blockquote class="tr_bq">
<div style="text-align: justify;">
<span style="font-family: "georgia" , "times new roman" , serif;">1. Ten la mente abierta y estate siempre dispuesto a ajustar tus creencias a la evidencia. </span></div>
<div style="text-align: justify;">
<span style="font-family: "georgia" , "times new roman" , serif;"><br /></span></div>
<div style="text-align: justify;">
<span style="font-family: "georgia" , "times new roman" , serif;">2. Busca comprender lo que es más probable que sea cierto, y no lo que deseas que sea cierto. </span></div>
<div style="text-align: justify;">
<span style="font-family: "georgia" , "times new roman" , serif;"><br /></span></div>
<div style="text-align: justify;">
<span style="font-family: "georgia" , "times new roman" , serif;">3. El método científico es la manera más confiable que tenemos para conocer el mundo natural. </span></div>
</blockquote>
<div style="text-align: justify;">
<span style="font-family: "georgia" , "times new roman" , serif;"><br /></span></div>
<div style="text-align: justify;">
<span style="font-family: "georgia" , "times new roman" , serif;"> El siguiente consejo de la lista se refiere a la relación de cada persona con su cuerpo y obviamente es una defensa de la libertad sexual y una condena a todos los tipos de maltrato físico. Posiblemente alguien pueda amparar en él una defensa del derecho al aborto, pero no estoy seguro si esta es una consecuencia que emane necesariamente de él. Por otro lado, el respeto al cuerpo humano es también una expresión de valores naturalistas. Pues para las personas que creemos que la conciencia es un producto de la materia, y no algo ajeno a ella, la existencia del cuerpo físico es una condición para que exista la mente. El cuerpo es para nosotros parte íntegra de nuestra propia identidad. </span></div>
<div style="text-align: justify;">
<span style="font-family: "georgia" , "times new roman" , serif;"><br /></span></div>
<blockquote class="tr_bq">
<div style="text-align: justify;">
<span style="font-family: "georgia" , "times new roman" , serif;">4. Cada persona tiene el derecho a elegir que hacer con su cuerpo. </span></div>
</blockquote>
<div style="text-align: justify;">
<span style="font-family: "georgia" , "times new roman" , serif;"><br /></span></div>
<div style="text-align: justify;">
<span style="font-family: "georgia" , "times new roman" , serif;">Sobre el quinto no tengo mucho que decir. Me parece algo redundante, pero supongo que no sobra dadas las condiciones sociales actuales. Ojalá que en un futuro no muy lejano ya no sea necesario tener que estar recordándolo. </span></div>
<div style="text-align: justify;">
<span style="font-family: "georgia" , "times new roman" , serif;"><br /></span></div>
<blockquote class="tr_bq">
<div style="text-align: justify;">
<span style="font-family: "georgia" , "times new roman" , serif;">5. Ningún dios es necesario para ser una buena persona o para vivir una vida llena de significado. </span></div>
</blockquote>
<div style="text-align: justify;">
<span style="font-family: "georgia" , "times new roman" , serif;"><br /></span></div>
<div style="text-align: justify;">
<span style="font-family: "georgia" , "times new roman" , serif;">El sexto consejo de la lista me parece el más curioso de todos. Guarda en su interior la contradicción de ser a la vez una norma moral, y por lo tanto de orden deontológico, y un principio consecuencialista. Es consecuencialista en cuanto nos obliga a pensar no tanto en las acciones en sí, sino en sus consecuencias como criterio para evaluar la pertinencia o no de una acción. La vieja disputa entre deontologismo y consecuencialismo puede resumirse en la famosa pregunta ¿Acaso el fin justifica los medios? Por supuesto, yo creo que no puede existir una respuesta sencilla a tal interrogante. Hay fines que justifican ciertos medios, pero también existen medios injustificables. Definir el momento exacto en que debe uno de apartarse del deontologismo y abrazar el consecuencialismo, o viceversa, es algo muy difícil de determinar. Una razón más por la que vivir es tan complicado. </span></div>
<div style="text-align: justify;">
<span style="font-family: "georgia" , "times new roman" , serif;"><br /></span></div>
<blockquote class="tr_bq">
<div style="text-align: justify;">
<span style="font-family: "georgia" , "times new roman" , serif;">6. Reflexiona sobre las posibles consecuencias de todos tus actos y reconoce que debes tomar responsabilidad de ellas. </span></div>
</blockquote>
<div style="text-align: justify;">
<span style="font-family: "georgia" , "times new roman" , serif;"><br /></span></div>
<div style="text-align: justify;">
<span style="font-family: "georgia" , "times new roman" , serif;">A propósito, el octavo no-mandamiento en la lista es casi una epílogo al sexto, y nos recuerda que nuestra responsabilidad no tiene por qué circunscribirse necesariamente a la existencia presente, sino que bien puede tomar en cuenta los futuros estados posibles del mundo. Es decir, es una invitación a considerar a las futuras generaciones en nuestra toma de decisiones, y es un consejo especialmente valioso sobre todo en lo relativo a los temas ecológicos. Esto es así porque nos recuerda que debemos preservar nuestros recursos y riquezas naturales, no solamente por el bien de nuestra salud, nuestra economía y nuestro sentido del gusto, sino por el bien de aquellos que nos sucederán como habitantes de este planeta y que deseamos tengan la oportunidad de aprovechar sus belleza y sus recursos de la manera en que nuestra generación lo puede hacer. </span></div>
<div style="text-align: justify;">
<span style="font-family: "georgia" , "times new roman" , serif;"><br /></span></div>
<blockquote class="tr_bq">
<div style="text-align: justify;">
<span style="font-family: "georgia" , "times new roman" , serif;">8. Tenemos la responsabilidad de considerar a los demás, incluso a las generaciones venideras. </span></div>
</blockquote>
<div style="text-align: justify;">
<span style="font-family: "georgia" , "times new roman" , serif;"><br /></span></div>
<div style="text-align: justify;">
<span style="font-family: "georgia" , "times new roman" , serif;">Retomando el orden previo, el consejo número siete es una formulación contemporánea de la Regla de Oro de la ética. A muchos les recordarán las palabras del Jesús bíblico, y esto no es casualidad pues el Jesús que aparece en la Biblia formula una versión de esta regla. Sin embargo, es importante tomar en cuenta que la Regla de Oro de la ética no es una patente exclusiva del cristianismo, distintas versiones de ella pueden encontrarse en varias culturas alrededor del mundo. Esta condición de cuasi-universalidad es lo que le ha ganado el renombre de Regla de Oro. </span></div>
<div style="text-align: justify;">
<span style="font-family: "georgia" , "times new roman" , serif;"><br /></span></div>
<blockquote class="tr_bq">
<div style="text-align: justify;">
<span style="font-family: "georgia" , "times new roman" , serif;">7. Trata a los demás como te gustaría que ellos te trataran a t<span style="font-family: "georgia" , "times new roman" , serif;">i</span> mismo, y de manera que t<span style="font-family: "georgia" , "times new roman" , serif;">ú</span> razonablemente creas que quieren ser tratados. Toma en consideración su perspectiva. </span></div>
</blockquote>
<div style="text-align: justify;">
<span style="font-family: "georgia" , "times new roman" , serif;"><br /></span></div>
<div style="text-align: justify;">
<span style="font-family: "georgia" , "times new roman" , serif;">La Regla de Oro me parece una de las mayores directrices de la vida moral. Aunque claro, llevarla a la práctica irreflexivamente puede ocasionar imposiciones injustas y sufrimiento. Un ejemplo mundano pero sencillo y claro ayudará a entender esta disyuntiva. Imaginemos que mi helado favorito es el de limón, siguiendo la Regla de Oro podría verme tentado a darles a todas las personas helado de limón aun cuando a ellas no les guste. Por supuesto, un segundo nivel de reflexión me llevará a darme cuenta de que lo que en realidad me gusta es saborear un helado que me cause placer, por lo cual me parecerá mejor preguntarle a cada persona por su tipo de helado favorito antes de imponerles un helado de limón. Claro está, un nuevo nivel de análisis superior me llevará a considerar que lo que en realidad me gusta no es tanto el helado, sino ingerir cosas que me parezcan sabrosas… y niveles de abstracción subsecuentes me llevarán a admitir que lo que en verdad quiero es sentir placer o evitar un estado incómodo como la sed o el hambre. La situación es compleja y nos demuestra lo complicado (y en muchos sentidos vano) que puede ser reducir la ética a un conjunto de reglas. </span></div>
<div style="text-align: justify;">
<span style="font-family: "georgia" , "times new roman" , serif;"><br /></span></div>
<div style="text-align: justify;">
<span style="font-family: "georgia" , "times new roman" , serif;">Llegando al final de la lista, el noveno consejo ha causado críticas pues asegura que no existe una manera correcta de vivir, lo que muchos han considerado como una aceptación del relativismo moral. Esta crítica se basa en un completo malentendido. Cuando algunas personas decimos que no hay una manera correcta de vivir la vida, o de organizar una sociedad, o de jugar un partido de futbol, lo que en realidad queremos decir es que hay muchas maneras de vivir una vida feliz y en armonía con los demás seres vivos, que existen varias maneras de organizar sociedades funcionales y que existen muchas formas en las que un partido de futbol puede ser entretenido. </span></div>
<div style="text-align: justify;">
<span style="font-family: "georgia" , "times new roman" , serif;"><br /></span></div>
<div style="text-align: justify;">
<span style="font-family: "georgia" , "times new roman" , serif;">Ciertamente esto no quiere decir que todo vale. Se pueden discutir que hay manera incorrectas de vivir, o de organizar una sociedad, y sin duda han habido y habrán partidos de futbol malísimos. Pero si nos preguntas ¿cómo debo de vivir? La respuesta es<span style="font-family: "georgia" , "times new roman" , serif;">:</span> construye t<span style="font-family: "georgia" , "times new roman" , serif;">u</span> vida tú mismo y no olvides considerar a los demás. Por ejemplo, si alguien nos pregunta cómo debe de desarrollar y practicar su sexualidad, le responderemos que hay miles de maneras de hacerlo: existen relaciones monógamas, polígamas, homosexuales, heterosexuales, con uno mismo; se puede elegir el celibato, usar máquinas, tener fetiches, practicar <i>x</i> o <i>y</i> posiciones, Etc. Etc. Etc. Sin embargo, pese a aceptar que no existe una manera correcta de experimentar la sexualidad, recriminamos y castigamos el forzar a alguien a tener sexo o el practicar relaciones sexuales con menores de edad. ¿Quieren llamar a esta postura relativista? Ciertamente es una moral más abierta que otras, pero no por eso deja de ser prescriptiva hasta cierto punto. </span></div>
<div style="text-align: justify;">
<span style="font-family: "georgia" , "times new roman" , serif;"><br /></span></div>
<blockquote class="tr_bq">
<div style="text-align: justify;">
<span style="font-family: "georgia" , "times new roman" , serif;">9. No existe una manera correcta de vivir. </span></div>
</blockquote>
<div style="text-align: justify;">
<span style="font-family: "georgia" , "times new roman" , serif;"><br /></span></div>
<div style="text-align: justify;">
<span style="font-family: "georgia" , "times new roman" , serif;">Me parece que el verdadero valor de estos mal llamados mandamientos no está tanto en que puedan o no servir como una verdadera guía para los humanistas, sino en que pueden incentivarnos a reflexionar sobre la moral y las razones por las cuales actuamos como actuamos. Ciertamente uno de los aspectos que más valoro del proyecto es la negativa a presentar estos consejos de manera dogmática, ellos son producto de la reflexión racional y el debate. No son hechos dados y pueden ser modificados. De hecho la página que inició el proyecto sigue abierta y uno puede ir y publicar un consejo moral para que los demás lo vean<a href="https://www.blogger.com/blogger.g?blogID=2327526184725434740#_ftn1">[1]</a>. A fin de cuentas, el dogma, ya sea por razones religiosas, políticas o ideológicas es pernicioso a largo plazo, el actuar irreflexivamente nos puede conducir por caminos indeseados, y la reflexión crítica y la discusión abierta de las ideas es la mejor manera de enfrentarnos a él. </span></div>
<div style="text-align: justify;">
<span style="font-family: "georgia" , "times new roman" , serif;"><br /></span></div>
<blockquote class="tr_bq">
<div style="text-align: justify;">
<span style="font-family: "georgia" , "times new roman" , serif;">10. Trata de hacer que el mundo sea un mejor lugar tras tu partida que cuando llegaste. </span></div>
</blockquote>
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<a href="https://www.blogger.com/blogger.g?blogID=2327526184725434740#_ftnref1">[1]</a> <a href="http://www.atheistmindhumanistheart.com/" target="_blank">Atheist mind, humanist head</a>.Sexto Empiricohttp://www.blogger.com/profile/11176766042647292546noreply@blogger.com0tag:blogger.com,1999:blog-2327526184725434740.post-9664527283466925142016-01-08T10:58:00.000-08:002016-01-08T10:58:50.927-08:00¿Qué significa decir que Newton descubrió la gravedad?<!--[if !mso]>
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<![endif]--><span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: x-large;">H</span>e de haber tenido unos diez u once años, no recuerdo bien, cuando la maestra me dijo que un tipo de nombre Newton había descubierto la gravedad. Según la leyenda, este personaje de un tiempo y una isla muy lejanos estaba tomando una siesta bajo un manzano, cuando de repente su tranquilidad se vio interrumpida por la agresión de una manzana que se había dejado caer desde lo alto. La leyenda también cuenta que, después de que Newton trituró la manzana en venganza, se puso a reflexionar sobre la causa que había hecho que esa fruta cayera al suelo y decidió llamarla gravedad. Así, me dijeron, fue como Newton descubrió la gravedad. En seguida pensé que la gente del pasado era seguramente más mensa que la actual, puesto que me parecía ridículo que nadie se hubiese dado cuenta antes de que todas las cosas que se sueltan caen al suelo. <br /> </span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif;"> Me tomó algún tiempo descubrir que el cuento de Newton y la agresiva manzana es completamente falso, todo parece indicar que lo inventó un enciclopedista en el siglo XVIII. Sí, sé que es deprimente saber eso, pero antes de que decidamos cortarnos las venas ante la tristeza les recomiendo tomarse un tiempo conmigo para comprender de una manera un poco más acertada lo que significa decir que Newton descubrió la gravedad. En la adolescencia me di cuenta que la gente del pasado fue igual de babosa que nosotros. Por lo que asumí que Newton en realidad había descubierto que los cuerpos caen a la tierra con una aceleración constante de 9.8 metros por cada segundo al cuadrado que pasa ¡Grato error! Mi hipótesis fue aniquilada cuando me enteré que el que había dicho tal cosa no fue Newton sino Galileo Galilei, quien fue también la primera persona en mirar a las estrellas con un telescopio. <br /> </span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif;"> De hecho, Galileo es muy importante para entender el descubrimiento de Newton. Unos 60 años antes de que Newton publicara su trabajo más famoso, Galileo había contribuido junto a Johannes Kepler a derrumbar los modelos del Sistema Solar que desde los tiempos de Aristóteles habían colocado a la tierra en el centro del universo. La historia de cómo esto sucedió es fascinante, pero lo que nos interesa saber aquí es que Kepler había descubierto hacia 1620 que existía una relación entre el tiempo que tarda un planeta en dar la vuelta al Sol y su distancia promedio esa misma estrella. Dicho en el idioma algebraico, </span></div>
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" 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<tr><td class="tr-caption" style="text-align: center;"><i>Imagen 1</i>. <i>Origen de la constante K en la Tercera Ley de Kepler</i>.</td></tr>
</tbody></table>
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<span style="font-family: Georgia,"Times New Roman",serif;"></span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif;"> Es decir, hay una relación invariable entre el tiempo que tarda un planeta en girar alrededor de su estrella y la distancia promedio a la que se encuentra de ella. Podemos llamar “K” a esta constante en honor a Kepler. </span></div>
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<tr><td style="text-align: center;"><img alt="" height="141" 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" 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<tr><td class="tr-caption" style="text-align: center;"><i>Imagen 2. Tercera Ley de Kepler.</i></td></tr>
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<div style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif;"> Por los mismos años, Galileo también descubrió que los cuerpos se mueven en líneas rectas a menos de que alguna otra cosa altere su dirección. Es difícil contextualizar la magnitud de este descubrimiento, hasta ese entonces se había supuesto que los planetas se movían en círculos porque los círculos eran algo así como una figura perfecta, y resultaba “<i>natural</i>” que los cuerpos se moviesen siguiendo formas perfectas. Por eso el descubrimiento de Galileo de que los cuerpos se mueven en líneas rectas fue tan trascendental, por primera vez en la historia las personas que reflexionaban sobre estos asuntos podían hacerse la pregunta correcta ¿Por qué los planetas no se mueven en línea recta? ¿Qué fuerza hace que su trayectoria rectilínea se curve? <br /><br /> El primer científico que pudo responder a esta pregunta de una manera aceptable fue Christian Huygens, y lo hizo de una forma muy ingeniosa. Contemporáneo de Newton, Huygens sabía, gracias a Kepler, que los planetas se mueven en elipses (y no en círculos) alrededor del Sol. Ahora bien, sí se preguntan que es una elipse les conviene ver la figura de abajo. También les gustará saber que nadie tiene del todo claro sí una elipse es un círculo achatado, o sí más bien los círculos son elipses de un tipo especial; pero ponernos a deliberar sobre esto sería como discutir sí un vaso está medio lleno o medio vacío. </span><span style="font-family: Georgia,"Times New Roman",serif;"> </span></div>
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<tr><td style="text-align: center;"><img alt="" height="640" 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" 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<tr><td class="tr-caption" style="text-align: center;"><i>Imagen 3. ¿Qué es una elipse?</i></td></tr>
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<span style="font-family: Georgia,"Times New Roman",serif;"> </span></div>
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<span style="font-family: Georgia,"Times New Roman",serif;"> Lo que hay que tener muy claro es que los círculos y las elipses están estrechamente relacionados, y por eso en ocasiones (dependiendo de qué tan precisos queramos ser con nuestras explicaciones) es posible tratar a las elipses como si fueran círculos. Esa es la razón por la cual oímos decir que la Tierra está a 150 millones de kilómetros del Sol, aunque en realidad la distancia entre ambos varía según la época del año. Para simplificar, de aquí en adelante haremos de cuenta que los planetas se mueven en círculos alrededor de las estrellas. Al final, nuestra comprensión general de lo que dijo Newton sobre la gravedad será bastante acertada y hará mucho más sencillas las explicaciones. </span></div>
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<span style="font-family: Georgia,"Times New Roman",serif;"><br /></span></div>
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<span style="font-family: Georgia,"Times New Roman",serif;"> Huygens se puso a pensar en qué pasaría si la Tierra en un momento dado se moviese en línea recta en vez de en línea curva. Al hacerlo, llegó a la conclusión de que el camino curvo de la Tierra podría interpretarse como si nuestro planeta estuviera cayendo hacía abajo después de haber sido aventada hacía el frente con fuerza. Es decir, se podría entender el movimiento de los planetas como si estos estuviesen cayendo indefinidamente hacía el Sol a una velocidad tal que no alcanzan a caer verdaderamente hacía él; pero tampoco tan rápido como para que se alejen de él y se pierdan en el espacio. </span><br /><span style="font-family: Georgia,"Times New Roman",serif;"></span></div>
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<tr><td style="text-align: center;"><img alt="" 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" style="margin-left: auto; margin-right: auto;" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><i>Imagen 4. Razonamiento de Huygens para entender la aceleración centrípeta.</i></td></tr>
</tbody></table>
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<span style="font-family: Georgia,"Times New Roman",serif;"> Usando un poco de trigonometría básica, Huygens conectó los puntos de la figura de arriba y encontró que la aceleración a la cual “cae” el planeta hacia el Sol se relaciona directamente con su velocidad y distancia respecto a su estrella. En la ecuación que aparece abajo expresamos esta distancia como el radio de un círculo, porque el radio es la distancia que separa a cualquier punto en la línea que forma un círculo con el centro de la figura (pero recordemos que un examen más preciso trataría con una elipse y no un círculo). </span></div>
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<tr><td style="text-align: center;"><img alt="" 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" style="margin-left: auto; margin-right: auto;" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><i>Imagen 5. Aceleración centrípeta de Huygens.</i></td></tr>
</tbody></table>
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<br /></div>
<div style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif;"> Una vez que gigantes como Kepler, Galileo y Huygens habían preparado el terreno, todo estaba listo para que alguien con el genio de Newton se subiera a sus hombros y atara los cabos sueltos. Una de las grandes genialidades de Newton fue haber descrito la fuerza de gravedad como la interacción entre dos o más masas. Era claro que la intensidad de la fuerza guardaba alguna relación con la distancia, pues los objetos distantes no se atraen tan desesperadamente como los más cercanos. Además, interactuaba con ellos alguna cosa de origen desconocido que, hasta donde sabemos hoy en día, es igual en todo el universo. A esta última la denominó la Constante Gravitacional y la representó con una “G” en las ecuaciones. El británico relacionó todos estos elementos en una sola ecuación. Por fin existía una fórmula que describía como funcionaba la Fuerza de Gravedad. </span></div>
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<tr><td style="text-align: center;"><img alt="" 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" style="margin-left: auto; margin-right: auto;" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><i>Imagen 6. Descripción de Newton de la Fuerza de Gravedad en un sistema de dos masas.</i></td></tr>
</tbody></table>
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<div style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif;"> Posiblemente recuerden en algún momento haber estudiado la Segunda Ley de Newton, que básicamente nos dice que cualquier tipo de fuerza (no necesariamente la de gravedad) puede ser calculada mediante la multiplicación de una masa por una aceleración. Pues bien, si observamos nuevamente la ecuación de Huygens que tratamos más arriba, nos daremos cuenta que se trata de una aceleración. Este hecho nos permite relacionar la ecuación de Huygens y la Segunda Ley de Newton. <br /> </span></div>
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<tr><td style="text-align: center;"><img alt="" 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7ZAAARAwAABCLcBiCgCBEAABGwSgHDbpA1bIAACIGCAAITbAEQUAQIgAAI2CUC4bdKGLRAAARAwQADCbQAiigABEAABmwQmzvmT3WCXDp89ob0OUeNOk1ZmspeIEkAABEAABMIJmBHu7iE92yZaXZ+jKZAGARAAARDIlYAZ4c7VRRQOAiAAAiDgJ4A1bvQHEAABECgZAQh3yRoM7oIACIAAhBt9AARAAARKRgDCXbIGg7sgAAIgAOFGHwABEACBkhGAcJesweAuCIAACEC40QdAAARAoGQEqiPc4iWg5jM67JaoBcroc4nwwlUQqCoBzRdwjmmnuUUtQaO2SBvr03SwQ7Qy6nfchQA+2aMO1WhxY53mlF/f7L+q7zSwbv4M3SK1zxlsIisIgEAlCGjMuIXIbVFncYOazSY1V4m2PREfNYqpOVrfWGTZ1f1M0dx6kzYWOae4EDV1RF/XViB9ap8z2kV2EJB3ek3aObaJQuhHk56V6pbYJh89W+rC3W1Tq1OjRt2dzgrhad6hhp69QqaemtaX/EJWBE5Vj4Dp5bTenV4BULkXkPKJuVh5GO1FSGOpxFsmadCd5gqFHwA4uPRQ49n5urdukdBh5KmC096Sh3vKoPt77c4G1fad0wf5+EFq9pZmfEs3gaWO7uEzeiIzOJ/YUwuPd6i5X+Oln7hDssLqRr1TEdmCyyWJU7TPRDH8CjDO4IJ9Asc7TdritcmBsZTVDXcs1kZ8kmf3cIfa9RWNpc2sFVfMz3qwQysxp5zyOD08o7m5jMegJtqJ9vd/eNmjqVadaao3LlD7/X/p/cEBHbQvUOPGZbrYy+yITmehSes/ztM8p/1ra4s+X5qn+jSL1a8vaZI7ivjuUveAjmoswOs/0vz8JeoeHLHucbrLl+mGtPGRJi9doIMtsW5N1Dn6RFf+/ZDu3uTvXr6nfxo36PJFYe93+vivDXp4d4kaF9rE2ejKTf7u6yH9Z6tD/9rgPEuOvf2joL++WvPdxMGnSbo5UB8/lai6LdHtJcf/2p11+n5a5Jmm2oUufbO8Qtf7cNzCYnyW9Ynip9ZCSFU1Asf0pt2ghdoR9+1vAuMtQ10vfqXP3piTfXY0n4uX6zyOR2M72iqPwxcv6csVoVtRqS7S5ctZwanYMSLcXMhFFtZ5V3g/fpQC3pXCzN91/6bd/Y/08YhFXQg7q+gXYfdSg25Mfubfv9CVBSG4LG0TXTo4mnA7Ypfa/k7kdaqbd+nuj54oPqTbl4V90eE+0aQQ58+v6Pf3Nfq/u9dZKvmryX9Y8PnxpPhuSvjp2JJSKuzFCXOScMfVjS82Nb5ovPz0Dc07IOjvv75S/br/ouY2wHGMz19j+BWvdxdttFXSn+7hG/p643u6/r88YdnfozNvrA3UVlzwf6Xfd91x173k9kORaPC79gUei7IvBcZcVDoxM/91l/659A/tPv2ddt3J2le+m/31911nnPs1QPoV4Y8s63d3IhdM16YLcjImsnvpGtR94dZroE7Bpk5R/ygbtWP2kTdfsHB1hI6J+l75TP8JMvD+Jn0Wd9BPqX3pErWfPqVt5tHnHNEGk38P2+FJYzzXwXprzLj7GafrPKOeb9CF9nv67/suXZqv0/TXz/TX+0n6P37A9yOL+7z7IzvKxUn6p71PrQmn43SPD+g9zdKSK3QDwj3QqYY7WPvgvbwa1s64jC9XaMGbJUv7rnD3ruIO1O0jnrdPXomeUScJd1zd5PXsG+pub3Hj8UWs+4r+qt2m6yEXZFnvKJ8phl8lZQmViifgmwDI8cNj7atflD1R8N2lXeIJyv6RK4Jxd3D+cRWR7oJ3x/uFPp5doX8/vEtLYqyx6EXfzQbK8vwRwv+7c/dcE3fWPDaOd36l91e8u+W/aGvrM8/xuvRC7g6LussOE23N+vfqFWLjJi+P9O6geXXgJou29MfHQIi2/Nsk391/Q38JoZf+TtCC0D6u8y6vCjgXogi2V/yTUrazlMR1uKeoP5wkFsGBx9BiR4Z4ONmhs97e6RYdhT6p5rSri0R7T+SOlCd7NbpjYgthh22H9n7nCXazeUSzYgfMnZSPUMUaVK8+UXUTDszQPO9Mae1z+n2i2bilr0ifRTlxNiB0Y0WAL/KdWe+ZyxQvU/ID9NYRj0Lfh9Ps0SLNe/1tZoX7vLszSm4m4CxbYhzwjyeI/cHqFBSVjuruTi3eIrvqe/YjNyX0d1/NzPrGVpQ/M4GNDCz++63+RoepuQXWkRbtt9mmu+GhwUuP8vHYFC89RjV8mvqLeqna6O388jEY2JQxQyu9stznfjPztFjrUKvNoqjaBqJ+cVxD6q8h3EJXtga3EB0fMe4aTUvAdZJ9a2un37lY+Jwnxiz6IkKO6EDyZ/jhZsftUN1DnpkrjNCpeoMtt2grbE+TaNBOyEPUbpfn88Of7ln/IWb/W/Z5yxXh2Lo5OWTn67SowzOKKN2O9VnBhgIWJKkIgeOjVl905WRH9NHBC3t4v/UDEGPAG3POv73NAgOcVNMNXDXkzoqmeHLqfpL9cRPyeBsccSzOsRu7OH3IDC3Znk69wm1k7046Pghrzo4VP9cwH7SEWzzZnj3ydQQWtv4OEzED3+CrDYup11mOZt2OIq6ae/Qk0IkczXVmqx13Nr7N115xDW9tPaNnvG9cdAvx/4fd/m4M+TvxVVzMpPliIi8G2/KGhSf1/N30rLyC9/wQnavD9rfbAQbOzFwOCvH9gH9sm3uTs+IRVzevSFEP9t3bLhlGW1xVo3zuqtjI3o1QQhkIHNNZzX1fwtcnZdfZP+xNPuQ2ViN3cDp3etF3s8n+uOzZbx7xQ2JckzNA9U+yPZ16qdtVSdmvi6oPmqsEIlhw/p/2+Zs3Z4Nmzt6cP33Rzt+0NQtn529evDkP1NKadRiqDoH2i6fnweEiayfGzM8/n/eHTfv8Bf/+s38ccZo3clhxf3zK3/384rw3ytovzp/Kgp18TraYdNJewBcuI1jmz0+535+dcUlx/oTYFPl69fL89KcTXwZ/97ezifoHbQTshTGQPnlcnPQOV+Gun49qGwTzub/3uA73bY193CrXmfA0ci8q+fdfi4fHz+hger06EeEz7MlMTxY5q0ZA3CY7iw+B4xeC70HIIyfE2nPgvYDe30UZgSMd5DsQ0753DzwbYemof7zFgC/B9xDcFoj1p05t3urqvFbh2fSXE+aH+NsCdZ64R2xEHkeRtf7DNqYPnL3zYv2mxnc0zrJOlN/+/CHtFtoGzmKqt0e/d3xI2JvoA+3Z7+1WhNtZt/EawDFu9IWCEY7e3os+Ay8GjdAhmAYBELBIwNE2XjO2Ogm1JNwWOcIUCIAACFgjMBrh1no4aY0FDIEACIBA4Qn4N0zYPbQLM+7Cdw44CAIgAAKDBDDjRo8AARAAgZIRUJ5x9592B0/aCzyRjngKWjIucBcEQAAECktAWbidGnhrOiGRYvLaDpdXuYVtEjgGAj4CchtgixpakZ1AsOoE9IV754z3Nu4Nv1Kei8D2D2kxcbRJ1RsT9asYgdTh7YIh+fp3ycFz6gfPt68YvwpXJ4VwixiT7uZ8/97lIeFWCDywUaN99/Cb3gb3Mw5q4Dv/oMe+twTjL9c38+8dDh8VdKHCrYiqVZdAlhm3CBAycCyFh0ncOe9TDbP40vablA8n+VQs98yN8LBD/ZmyPEeE40GKkwF3jr0TBcUMgA+a6p205RNgPuHsTsM7mMUJjSai1zTd6DTHO0+o1XDOcXCK5UOtfG+VtbbkaVbSZq21X66o76XtRnC8sAR65+0U1kM4loKA5nncfI4vn9NUFwfqTvNpgBxAYH/PPf/3a5vafGRiYlCFocADE3z64T7tnXlnDR+zEM/S9bAD31mgX7z8Qo3l7+Wh6/Ic7IN9OvpmmdbvXnEj0YQEXShclI0ULYUsY0TAPUe+F5BEnP3sBQaJCo4QgifynHlxHrcbkISjRYkAB7teQIQJ/+++YAYH7rn78jmXCBjg/u4GJRD5vcAK/ehYEb4mBEsQr4I/3fbK8+yOUfMrVDW9cHPhFy/f4LBgu/TyJcPlqfGZJ9xJgQdEtBovBNnnv+nzzZs0+XKfunz4+OTfb+isft2NXhMIpPD5L9o94kg6vU4sRP89dWo3OUDD18FIOjIggxN0IToEkQIhJAEBqwQMhrcTwu2FGvQLK0eccgIBeNGiIsIHNpJC80WEJOSoVBwuJTwUX1wgAxF8gC8kLz7dpIcyrOE8Tw679JUne1kDhVltQgvGUi6V9D2bWRHLGXyE6tC6dMxxhrxEstDgI1gPDumQw03Wp2Zo1v29zZFxvPjCQ/U3dBykBa4wAQLpCLhnyS+4g8A5w9396BzM7+URz4YCxyk33cP/Ix0cCF7gBgnpRUjhCVGnxmOWc3fP+ALABzG5qiqDKvDB2fLM+7gADUmBDMRRze45+1Nzc5Hn26cDXI1cmYVbnKe9ItaT/TwUggLIRm5xCCA3ykfv9+mY8DFeud6ZxLJzNOIjzlSjnVCLMSEggwPErkvrHsyfHZwMEuIFUfFH5pHj0Y32InVc+D7NJxZ6Hx1f3fO5vagz3jn7YYFSslep9CUoC7fYRtQUJ/xJoCKwga/uDHuVgyH0PwpBAUSIn4Y/7FLgd1mYmIm74ZeeiQPk3YebXtADub9VRNMRt2UxQRfCwt6UvulQgcoSMBIcwSSdqNB8SSEJVYMIBHyVmxa8DQZbbhQtk/WpQFnVOX4eNQGBChBwgyX0giMMHOQfdzB/SN2DQQ+8JEPBAQaDAZy9ecrBEvwBG/rBBnoBA5yoAecvvGAIQ+Y1ggj4gyX0AkE4BQpfBm1WoI0NVEFzH3cFrlSoAggUnYDcf+3Gcuwd5h8X9CC4vKj/Ao7/xZzaIi997u3xk6vBuK3dwx1q11d8z6CG7Qi0Yvuu88KcSiCHQCAD3mbc2nIivcsPzrkP7a0Q7qIPYvgHAoUgwCK8wxt+V3wR33lr4OHhNM35dxOIrX4H07Re1FedX9+jiaXnDtHvHtHJ2/t0tRB89ZxQXuPWKxapQQAEKkXA/1DSrdjxzhYffTEYfr3bblFtNmaDwSihnD6mW55oCz/ePaBr916P0qPUtjHjTo0OGUGg+gTiQ/OVKyTh6eN7tLu8SffFFNubeZd01g3hrv7YQw1BAASGCLymexNL1Hp0Qm+lkpfrg6WScrUXvAUBEDBB4PQDtXi2/UcJRVtUH8JtohOgDBAAgVIReL1L9EdJH0xCuEvV1eAsCICACQKnj2/Rn9+6u0n4geXjEj6fxBq3iZ6AMkAABEpBQIj2tQfvfL6u0avzTbpdCu/7TmKppGQNBndBAATSEXh9byIg2lzOd3W6lq64kebCjHuk+GEcBEAABPQJYMatzww5QAAEQGCkBCDcI8UP4yAAAiCgTwDCrc8MOUAABEBgpAQg3CPFD+MgAALqBMTbjhM04fu59fiUs/v+fusxib9U/YOHk1VvYdQPBKpEQBwUde0ByQ19a6/ofNPbyMfifesDPSzxSzU6zYQZtw4tpAUBEBgtgav36Y9H3zk+PP+F5ISbP6ePfyH6qZxHtKYBCuFOQy0ij7iFwwcEQCBfAleXV8mR7ne0vSuU+5R226v0sGxv0WTABOH2wfOvneky9UQb4q1LDulBQJPA1WVadSfd77Z36fR0lyPzLJcyIIJmzXvJIdwGZs8Q67TdD/lAIA2Bq7TcV2767TeOzLNcvqNZ09Tcy5Mo3OI1Uf9MNPr/b/XWm6IcUivHsVeEj4ofwTQcB7QIrsMHEKg0gav3f6I1d7nkeatOY6bbyce63t48p/PzE/KeB/DL/fToRPzN9/PKQRj3URFBf37d9En2Vb7PKrpZ86v4iDQgUGYC5iZvt+kHV3bWxuihpPKMW6mT3N6kk0cNpaRFTxQU37gLSPaLS3BfavJdS9H5wT8QiLvj1qGTNL5uS+Veox/G6KGkIeFm4XGDbV6978Zy02mZtGlFvLjeJnwhdn4BdMVP7Pf00mhuylcR78xLJNK/JeIzJeXdy4m8pXlHD67d49cJ8AEBEEgkwBPG8xIeyZpYL4UEiWvccWW8vrdEbqD7RFO6ywix6eUM332sLMXuT/rh/FVvzevBNV4nv8sRLk4eOduGOJrzXW/DZ6KnTgIV8faK0q2byPf6N+clgue/OG96Xf3Wu2N5Tn9CuRVbCclGTwB3jaNogxTCLYTSeYDoj3Sv4vzAurh/jTzk/1XKc9KINXdxEPo1qnta7kVuvvoteXL4rn2iXqSbMkq8k27hVAw5t3n4gECJCWjeNepOcPzpddbG49KWmPaA6ymEu/9wUuGZZOk5Jc28dTtjD4i8zeNlkrff0m9iSUf3Klh6sqhA2QmkuWtMM3kzMVHyWJssa5Ttl0K4++7e3vSWJ0ZZhfxtR4lzatF2XXa2Wrrr3ONwFcy/qWDBIgHcNVqEHTCVSbiJFyg2e4e8xFdC91ZndEjCLWcV6WCpQrTlJJuXdcbpVd2itSv8yUAAd40Z4GXLmlG41YynuT1Jk0fNm3SpwvxJ7+MpfWi5frxrk1h9f/2n6mPedP4jFwjkQUDnrjHt5M3kpMlkWXnwVC1TUbhPqO0PjKxa+qjSuWJIpx/I08e8XEkn3r5XdnlfzhKvcf9Zd3fAsKPPl7CfO6/2QrnmCOjcNaYZJ/48OmvjcWnN1X7EJXElYz+89Cre4Q75WTt/lZTZ/T48f1S5/b9HFv9qLeDP2vla0M+1R+e8Y3Ag3ZqqwwHDfv+9r4J1UkSBZCBQEQInvvHlaIFfK4JjzbgGVIRi2mpYC6Sge8Utyi1N3Is2mV/CGfFFG+ZBIAuB08e36NqD/q342qNH1HrgBjmQ23Tf0n337Cfd8e/5VRQdyMIpj7zWhDsP5/MuU0WYVdLk7SfKB4EyENAV7yHR9ke/cS8My7vuxWMgGk4ZaGTzUXGNO5uRKuRW3RKo2zmrwAZ1AAEVArrr1ENlcvSbt/5ts7v36G674bwd3fowFrEmPSYQ7ogepyPAuJ1TGbZIAwImCfAb3O0f6O3mJv0kXkJufItACibxVqEsCHMVWhF1qBqBNfdYQHn0tOL7JFVhgBl3REv6b+tUGls3vUqZSAMCIAACYQQg3OgXIAACIFAyAhDukjUY3AUBEAABCDf6AAiAAAiUjACEu2QNBndBYGwJiH3cvuOPny9NkBuAa+yQ4AUcS03ebDalJe9fS2ZhBgRAoIIEMOO20KgQawuQYQIExogAhNtyY0PELQOHORCoIAEIt4VGDYo1xNsCdJgAgQoTwBq3xcaFgFuEDVOlIuAfG5jYJDcdZtzJjIylQIc0hhIFVYgAxoV+Y0K49ZkZy4EOawwlCgKBsSIA4bbc3FgusQwc5gpNAOMhXfNAuNNxy5QLM+1M+JC5IgQg2ukbEsKdnp2xnBByYyhRUEkIQLSzNRSEOxu/1LnRcVOjQ8aSE0Dfz96AEO7sDFOXgA6cGh0ylpQA+ryZhoNwm+GYuhQsk6RGh4wlIwDRNtdgEG5zLI2UBCE3ghGFFIwARNtsg0C4zfJMVRo6dSpsyFQSAujf5hsKwm2eaaoS85hpizK9n1ROIRMIZCQA0c4IMCI7hDsfrplLzUPIMzuFAkBAgwBEWwOWZlIItyawPJOjo+dJF2XbJIC+nC9tCHe+fLVLR4fXRoYMBSOAPpx/g0C482esbQHLJNrIkKEgBCDadhoCwm2HcyYrEPJM+JDZEgGItiXQbAbCbY+1liUMAi1cSDxiAuivdhsAwm2Xt5Y1DAYtXEjsErC9BRT91H7Xg3DbZw6LIJAbAdvLahDt3JoytmAI92i4K1vFwFBGhYSWCdi+SFiuXqHNQbgL3TyOcxDvEjTSmLkYJtoQcnudAMJtj3UmSxgUmfAhs0ECEG2DMFMWBeFOCW7U2SDko26B4tu31Uds2Sk+cXseQrjtsc5sCUsmmRFWvoC8RRR9sBhdCMJdjHZQ9gIDRxkVEhomgL5nGGiG4iDcGeCNKmves6pR1Qt2i0sAol2stoFwF6Q9srw0ASEvSCNW1A2IdvEaFsJdgDbxDwxVAcdgKkDDjYEL6GfFbGQIdwHaJWp7VdJMOun7AlQNLpSYAES7uI0H4S5I20SJsOoMXFQDQl6QxqyAGxDtYjcihLtA7RMn0lHfYYAVqAEL4kpw6U3XLfQpXWL200O47TNPtKgr4BhoiUiRQJEA+pIiqBEng3CPuAHizOsIOJZJCtyQJXENol2ShmI3IdwlaCsdAfeqAyEvQcMWyEWIdoEaQ8EVCLcCpKIkSRLwovgJP8pFAKJdrvYS3kK4y9dmcvcIZtQlbLgCugzRLmCjKLgE4VaAVNQkEPCitkw5/IJol6OdwryEcJe37XqeQ8Ar0IiWq5CHaHv9EHeD+TfmxDl/8jcDCzYJxL3MY9MP2Botgaj93FlFW1eYddOPllo5rEO4y9FOqbzMOkBTGUWmwhAIE27dPmFCdE2UURioBXEEwl2QhsjLjahZV172UG5xCATbPk608xTXPMsuDm27nkC47fKGNRCwRiAvwcyrXGtgKmAIwl2BRkQVQCCMgAmBNVEGWsc8AQi3eaYoEQQKQUBHdHXSFqJyY+4EhHvMOwCqX30Cug8kq0+k/DWEcJe/DVEDEACBMSOAF3DGrMFRXRAAgfITgHCXvw1Rg6oSeH2PJiYmnJ9bj+m0qvVEvbQJQLi1kSEDCFggcPqYbi097xt694Cu3XttwTBMlIEAhLsMrQQfx47A6W6bVk/OSZxIcf5qzal/6wNm3WPXE8IrjIeT6AggUHgCr+nexBK1Hp3Q2/tXC+8tHMyfAGbc+TOGBRDIRuD0A7W+e0R/QLSzcaxQbgh3hRoTVakmgde7RH+8vU+Ya1ezfdPUCsKdhhrygIAlAqePb9Gf37qizQ8sH+P5pCXyxTaDNe5itw+8G2MCQrSvPXjnI7BGr8436fYYM0HVHQKYcaMngEABCby+NxEQbXbyuzpdK6CvcMk+Acy47TOHRRAAARDIRAAz7kz4kBkEQAAE7BOAcNtnDosgAAIgkIkAhDsTPmQGARAAAfsEINz2mcPiWBAQbzu6B0S5/956LI6J8v0dB0eNRU/Io5J4OJkHVZRZagLiND5xRkjmjzgo6toDkhv61l7R+aa3kY/F+9YHeoiXajIjHtcCMOMe15avcL17R6GyAOt+RF7x8f7VzT+Q/up9+uPRd86fnv9CcsLNn9PHvxD9hDchM7Ed88wQ7jHvAFWvvo4A66RV5XZ1eZUc6X5H27tCuU9pt71KD/EWjSpCpAshAOGucLcQL3H4Z5/R/3+rNxuMwqFWjmOvaB8Vn4JpjCyVCBBXl2nVnXS/296l09NdateXce5I0TpJyfyBcJeswXTcvb0pznM+Ie9unV+9o0feGc/inGf/Wc8xBasInz+7bnqdOqmkzSq6WfMP+niVlvvKTb/91qb6Mo6LUmlHpIkmAOEe995xe5NOHjUqRyEovnEXk7wvNFfv/0ROKIR39LxVJ+h25bqb9QpBuK0jL4pB3tnghsK6en+TrB317I+jOCGWaPzb5twlG7Ebw0CsRRXxzm2JZKCZb9MPbhCbNTyULMoAKLUfEO5SN19651/fWyJfRMPYgnSXDmLTyxm+u+jLM9AH1/6kH85f9WakD67xOvldPn/65JHzUI9jLd71tmOkqK6KeHvF6tZTx53bUrnX6Ac8lNTBhrQRBCDcY9U1hFA6DxD9cWhVEMj1cMUflfKcNGLNXRxTeo3qnpZzpJcTsb/56rfkLeC8a5+oFxmSMkq8814iGZx0bzI/HMmaqSGRuUcAwj1WnaH/cNKLPzsu1U+aeec52x4XxqinPQIQbnusC2Xp9qa3PFEot3J1JkqcTYu2ztbJuLS5wkDhpSYA4S5182Vx/jZt9l7Bji9HV4iyeJV3XtMiHfTX5PKLybLy5ory7RKAcNvlXTpracQjTR5bYMJ8K7K/trjATrkIQLjL1V4pvD2htj9sYYoSrGZ51yb5KPL0A7UsGoZ4W4QNU9kJ8K0jPhUlwA8gxRF3IT9r568U6xyeP6rc/t8ji3+1FvBn7Xwt6Ofao3PeMTiQbk3V4Zh6+eviJQvWTxFLbLK0zPLwxUR9UEbxCOBY1+zXvsqXoDsbzXsdOQ3wuBdt7LyEk8Zr5AGBcAIQbvSMyhNQEWaVNJUHhQqWhgDWuEvTVHDUBAHVLYG6dxkmfEMZIKBKAMKtSgrpSklAR4CTXtLRAuA/b0WeySICKNxyjtl1z4jRKg+JQcBHAMKN7lBZAiaWP3SEfwAkR7956389dfce3W03nPNXWh84nAI+IJCeAIQ7PTvkLBEB1Qemqun0qs5nxLR/oLebm/STOGuq8S0CKegBROoAAQg3ukTpCUTNXtOKcNp8cSDX3GMBZXALxTdWS98wqEBuBCDcuaFFwbYIxMWT8U401PXFfxKibl6kB4G8CUC48yaM8kEABEDAMAEIt2GgKA4EQAAE8iYA4c6bMMoHARAAAcMEINyGgaI4EJAExD5uX5ih50sThO3b6BumCOCVd1MkUQ4IgAAIWCKAGbcl0DADAiAAAqYIQLhNkUQ5IAACIGCJAITbEmiYAQEQAAFTBCDcpkiiHBAAARCwRADCbQk0zIAACICAKQIQblMkUQ4IgAAIWCIA4bYEGmZAAARAwBQBCLcpkigHBEAABCwRgHBbAg0zIAACIGCKAITbFEmUAwIgAAKWCEC4LYGGGRAAARAwRQDCbYokygEBEAABSwQg3JZAwwwIgAAImCIA4TZFEuWAAAiAgCUCEG5LoGEGBEAABEwRgHCbIolyQAAEQMASAQi3JdAwAwIgAAKmCEC4TZFEOSAAAiBgiQCE2xJomAEBEAABUwQg3KZIohwQAAEQsEQAwm0JNMyAAAiAgCkCEG5TJFEOCIAACFgiAOG2BBpmQAAEQMAUAQi3KZIoBwRAAAQsEYBwWwINMyAAAiBgigCE2xRJlAMCIAAClghAuC2BhhkQAAEQMEUAwm2KJMoBARAAAUsEINyWQMMMCIAACJgiAOE2RRLlgAAIgIAlAhBuS6BhBgRAAARMEYBwmyKJckAABEDAEgEItyXQMAMCIAACpghAuE2RRDkgAAIgYIkAhNsSaJgBARAAAVMEINymSKIcEAABELBEAMJtCTTMgAAIgIApAhBuUyRRDgiAAAhYIgDhtgQaZkAABEDAFAEItymSKAcEQAAELBGAcFsCDTMgAAIgYIoAhNsUSZQDAiAAApYIQLgtgYYZEAABEDBFAMJtiiTKAQEQAAFLBCDclkDDDAiAAAiYIgDhNkUS5YAACICAJQL/Dx5zjqcBMMM4AAAAAElFTkSuQmCC" style="margin-left: auto; margin-right: auto;" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><i>Imagen 7. Relación de la Segunda Ley de Newton con la aceleración centrípeta de Huygens.</i></td></tr>
</tbody></table>
<div style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif;"> Vamos progresando y estamos a punto de hacer una síntesis impresionante. Hagamos la siguiente observación, sabemos que cualquier velocidad es la distancia que se recorre en algún tiempo dado. Como tal, se puede representar como la división de la distancia sobre el tiempo. Esto lo hacemos todos los días cuando decimos que la velocidad de un automóvil es de 40 Kilómetros por hora o 40Km/hr. En el caso de los planetas, podemos decir que la distancia que recorren en un año al girar alrededor de su estrella es igual al tamaño del círculo que forma su órbita. El tamaño de un círculo (también conocido como su perímetro) se calcula multiplicando el radio del círculo por el número π (3.1416) y por dos, es decir “2πr”. Así sabemos la distancia que recorre un planeta en un año, si dividimos este número entre el tiempo que le toma a un planeta recorrer toda esa distancia obtenemos una velocidad. </span><br /><span style="font-family: Georgia,"Times New Roman",serif;"> </span></div>
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<tr><td style="text-align: center;"><img alt="" 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0yLcyTUzn0oti0l1e7pHl1ujR5FblkjHIY4V9z0cWTnnnbqOa2YwYYPB0d0dXVEvVkceZ17vZRAATgNBaskOA8FqxCoUwICPBZvnoQ2tblHeU8ZyANYfAdnip4PvQb68ccezT7Hkdd51F3ZyoTTkHGNeYcngoqH85BxxaQurkHz6yLSsE7zOCAykqbOeT3HrxwTDyNLLmYC57BJXA0thyGu4zC1+T1P3RQXH0bVnSX4DHHJ1zM9nIYc6j2OQxAnbQ6moEgQiE3Ab15PbCHc0b2eNuYfPLOXKoRLEaetxrniph+R/aFHctrj1Sfqxig4TucfJ+2oCk/phTkNZA0TIGPUUL2TYsllAeo/TvShAOrWQgXniZCt1VWi/X354JeHVM327C2krUOr3OnbtMxHS7tOlRTUWqvU5h/iyjaAizkTO+ZR3FKRiNMonadXNmlpY4XooEOT68s0ycdw7xhnerNKG9Q8teTyEd/tZbJOxXbr7/4tTSMIau/R98EVbT+ZJj6lmS8xEfK9HIqQJzGSc+lgGu1i5BX7NLg8ljVaW3tDb5xOzNoWbXVfmzobstfe3ZL3iHi/zj/KafHmiUrva5m0gXipqFj5gQsEogkg0hDNaOwpVKMJqunGrnANCmjMr9BS0zC0u39OcxtLJP4Uh1S1D4hWrEOruj3uzoka84v2sjqjjz+jA9Exi86dV8y0Rf7+jZk2nuyhwyA6bjEEskqt/gnt7J5JeaOX5TAY6bloOtkZOhxuXXlYZXF08qDlMLRWRXltWm11aT+wPD0NItpp8C/n6d47M8yuRw9lKTzxUnTUw88e7clVHo7P3iZtvnd/53UYRHmJOnyHoonzSxvgMCjXORISnIYCNQJVp0A1XYFMK7UqrdXh2zd7AbS0Mk/2tIV+n278rGtMSieDvQyjc2/M0/q6I5+ZR0n2RceIMDSbNCnzsWzDg6HOhZ/PcG6Ew830jdmWoYvydUEdWWCL5syww6QoMKg8ZblGwjDnIJnj8JQ76/K/J3s7/rChh3TDEjErDMlBwEEATkMBm4PqgxPOQwErz1aJj9AWEQHLceC39UO/Dl7BhMGNMZTgd/VvRmMNdvrm5NC5USjHTjK4MU/v5OiCjGy07eEMv/LiiLbSqrbxJLKD8sTZoyGvTlnFcdAyLKETLGTVigCchoJWdxyHQOdM9ILiKKlawnHgTtccyujuJ9vDoTEZHCdoTo5hqYYVJRFRlQ3DabA+6xqXhsSf23BJPTmfIf6VxAlIkie+ZqM5VBwHK1fiYQkdikJGLQnAaSh4tcdxHoQpcdMX3PzyqsdzGnatOQAzC/b8iEQGWfntoRCOBMjhiiVasGYtOgTbwxHdc5LBDY5UuGMV5vCGmWc0kjFDc0aIhE4OhvMmxDyHpNGSILtVHQdjG2nn0kpr9cQrPmop2ytuxCIofZjWQY5DXo5MtoRRWpEJYPVEkWvHR7e4Yd246UuGY2zqelcOtHgiYNdaN9dqUYv/sP4UKyhW6MAO4cvJj7xYodPhzprTWR2230oLMW8gSrbxdu9cDWE4DBs+cyQsIC79eT5Ck72MPpdlrY5w/t7k3/vSCzFXh5jRhIvDNu071gpa+juhj7t96ZKftLON89afpDFGRQrC9I7Km0Qf5AGBKAJwGqIIFfT3JA/TJHkKar6tltOmKtqnhb+IeuycuJwGHXKz4q2rnLiOg1+nHFdGFGeVjj/JcsyocvE7CCQlgOGJpORyzpdkGCJJnpzNDC3e25no6lyKbHMi3UaGJxJJyS2Trnp1L4/0LI10LZ00fivKVSRdisIEeuRHAJGG/NhrLznJwzVJHu2KJxQYpnuZ7UqIwz+bHWUwfvYbYkhaXpaMsywrioeuaIOqMxBUnmr+KHvwOwjEIQCnIQ6tkqRN+oBNmi8vLFH6Rv2el95VKjcrxlmVU8S6wbyGItZKfXWC01Dhuk/7oE2bPwu0KjqqpMlCV5QRTkB1JUWdODodBiuygH0a6tQCimcrnIbi1clYNNLZceqUpcNYFX1U0ujQBTKSEYDDMMotzDmA45CsnSFXegJwGtIzLJWELDvPLMsSlaBSnkqaUlVoBZSFwxDPYbBSw3GoQOMvoQlwGkpYabpUrnMHWmfbdbUfXXLgNIQ7DWETHuE46GqFkKNKAE6DKqkapKtbR1o3e4vYhOEwJIsyOHPBcShiy66uTnAaqlu3qSyrQ4daBxtTNYIxZ4bDkN5hEBKw+dOYGyrEuwjAaUCDiEWgSh1tlWyJVYkFSBzGvs714rdaQqW6EG1QoYQ0OgjAadBBETICCRS5AyiyblVvUogyBNew5QDE3bwpqcNR9bYG+/QSgNOglyekFYgA3mYLVBkOVSrjMFxt05Pp12Sc1v2Yti7f0/OjJzT9mr9Ze0e3e0+LWQHQCgRSEIDTkAIeshaXQNYOw9lum07kQZHuUytbq21ato+vHtDZ7o6ZjpM6Tqp0njrZWlqi/ok4YGp022fv6ZvWqZV0cUht80jK1uoq0f4+n8I5PNWyKDVVGYfBAnr8iiaevTGchq0WHfT4n2/e0IfHW3T5fpOmigIeeoCAJgI4sEoTSIgpDoGsHQZh+fzKEjUlAj5Leq7Ne0ascpfNf+3v0tlAfG85DKIjN3/vn9DO7hn/QtSYX6ElQ4A8gntlVeQmdh46fCi2cVkOg3BEhI2rfFz3vpmfZuZkeTL//jnNmfmLUytV1+QDve69oPd7e/T9GtvaegiHoepVXlP74DTUtOKranYeDoObZYvmZGRhkprSCehTt8duwUXHiDDwl5Myg/k7Ow4dyyswBbUW56kxUkEX1JECLPksQRRg57fKE9GJBZqZWWbHYpnsIEeBK7wqc0vWXhjDEU/3+JRMDE0UuMVBtTQE4DSkoYe8hSKQv8PgxNHgTn3494CPpw66+jcyFBF+DW7kcIWIZOzLSEWbdozxEPLmb06OuhxR4rP63VtHVXEYsuKHckAgbwJwGvKuAZSvhUCxHAZh0oCcfkLD6UF4LFbq5BscSZD5mrS0YTgN1md9vrhOgl/lOnXXUvkQAgIgkBkBOA2ZoUZBeRDI/k22S+dyuIEjAzIQ0KTWLHfqMwvGnAX+8kaCMH/nyZALSmMIMzQnJy306eTAmAchXZOzXTp0lZcHZZQJAiBQFwJwGupS0zW0M3uHQUDmnv1cRAHE6gX+a3WdjEBAg+bXxeRIa3iBf3etnjiwV1WIyZO7pyK3uLp0asykpJllMflR+A08gdKMNBzQirE64+JclidznA6dihpWO0wGARAYIwEsuRwjXIjOloDTScjcYRic0e6OWCZZvGWO2dZCjUpz7dNg2L327pYwB7JGbaCGpsJpqGGlw+QxEIDTMAaoEAkCIFA0AhieKFqNQJ9SEjg7MDZjMlY3HNp7K5TSGCgNAiAAAgEEEGlA0wABEAABEAABEFAigEiDEiYkAgEQAAEQAAEQgNOANgACIAACIAACIKBEAE6DEiYkAgEQAAEQAAEQgNOANgACIAACIAACIKBEAE6DEiYkAgEQAAEQAAEQgNOANgACIAACIAACIKBEAE6DEiYkAgEQAAEQAAEQgNOANgACIAACIAACIKBEAE6DEiYkAgEQAAEQAAEQgNOANgACIAACIAACIKBEAE6DEiYkAgEQAAEQAAEQgNOANgACIAACIAACIKBEAE6DEiYkAgEQAAEQAAEQgNOANgACIAACIAACIKBEAEdjK2FCIhAAgaIRaLfbtkrOfxdNT+gDAlUiAKehSrUJW0CgBgSCHAQ4DjWofJiYOwEMT+ReBVAABEBAlQAcA1VSSAcC4yEAp2E8XCEVBEBAIwHhLMBh0AgUokAgIQE4DQnBIRsIgEA2BFScBZU02WiLUkCg2gQwp6Ha9QvrQKC0BFQcAZU0pQUAxUGggATgNBSwUqASCNSZgKojoJquzixhOwjoJgCnQTdRyAMBEEhMQMURUEmTWAFkBAEQCCUApwENBARAIHcCqo6AarrcDYICIFBRAnAaKlqxMAsEykJAxRFQSVMWe6EnCJSZAJyGMtcedAeBEhNQcQRU0pQYAVQHgdIRgNNQuiqDwiBQbgKqjoBqunLTgPYgUC4CcBrKVV/QFgRKTUDFEVBJU2oIUB4ESkwATkOJKw+qg8A4Ceg8EErVEVBNN067IRsEQCCYAJwGtA4QAIERAn6dd5IOXTWPajpUFQiAQL4EsI10vvxROghUloCKI4AzJSpb/TCsogTgNFS0YmEWCCQloNLZh8lWdQTSlpPUPuQDARBITgDDE8nZIScIVJJA0qEJVSdANV0l4cIoECg5AUQaSl6BUB8EdBJI2qGr5FONQOi0B7JAAAT0EoDToJcnpIFA5QiEOQSqjoCKU1E5cDAIBCpIAMMTFaxUmAQCcQlEOQZeeapOgGq6uPoiPQiAQD4E4DTkwx2lgkBhCMRxGOI4AXHSFgYGFAEBEAglUHCn4YIO2/tEq21annHbMTjbpZ2Tvvyy5fN7PvVu6Ns1tGK1l8mjtla1islAq4mUt416yx/Q2e4OnfSbtLSxTvMNJ6u0bSdZ/qiO3fo9Kp3Tkjhp9bYWSAMBEBg3gWLPabg4lx1w9/xihENjfoWWmuPGE1f+DC2vtuJmSpy+Mb/Irkm1r7xtzK78tG0nfv6ozt2arxCVzmqBqvMbqt1iYR0IVJtAgZ0Gfis7Nd7Z2WugUbehoBUz2aTC+TIFRVU/tRo0v96mdtsbZTBJpG07afObasSNLsBZqF9LhsX1JVBcp2HQo36zZXbAXfIJNtS31mA5CKQkEGceQ1hRqlGIlOoiOwiAQEEIFHZOw+DskHqzyzTZadO+CDg0l2hjfZ6Gw8DW+LCY07BKtG/MJWgubdC6PVg8TCN5O2VcHFJbCnbmN+chOH4z6ilifoIjfbPFAwbdLvU9eZxj41557t+kQtS2JnGM6GK2HGnLJHXMORTDeR1qNtvtz2ISYrN7XN/DerZHuzsnbG8M9pw21GbXzTEcq7dtVK4fDwuzTnjiyUibCq4fn/IphLHU3b/cSb95OFFtJ8rWqPw+DxodHb0OGQV5BkINEACBGAQKGmm4oE5/Tk4Um5kzR+37XeoN/C3r7p/TnDmXoN/t8SPb+eAWHb4ICa9Sq39CO7tnxu8zc/Z8AGd+4oGQQ+lMGPkMsV3aPwwaIHGnX2n2ZQfqvKwOSXR64mG72mJ5lh6DMzoQEzpF5y303FiiZv/G0JF/23Xo0rbmSwinwuVAWaVZnVWAzRy3WdoQOmzY80Fai8IRC7fZOX9EshI6cpH9kx1qHxCtxGUfZnNk441TP2I4wGHrqjExdWaZv1saMgytnxF9ohg7Jzu2aUNOvOnS6dmARudHRLWdKFuj8o/CTNvZYygisoEiAQhUmkAxnQaeAElz5roDu3PvUzfAa2iZnYGsqX6fbsT/Lzo8S53/32zSpPxhUvxT9HTUkf2/+bdIsrRAMzPL3JmKToUnlEknw+hgJmWm4GtwdmqslmjNyfSNWWtIxcrDDpBUpGWbJGVaejRYD6m36dA05mnddAgGPRGxcNpgygya4xFl8+QszbIjNjg7MNiw82EENNRtdrEWTsiKI/qjyj7E5ui7TV1XQxY7DouG49k9NR3Gix7RrLWuJaJ+vApFMbZ/b0nWjfl16SgOo19DgdFtJ9zW6PzRNFVSxJ0QqSITaUAABMpJoJBOw8V5l7r7xlt5217CyP2qHUWIhj248b7vD/P0b9whi+aka+2bmVC8MbbtZZ3RJQakGNyYkQeOLkh7hjINPUTHwFEQy3Hg362ghu2AWJ2xVYTtCLnLjLS50aCG9ZYvIinedawyrJ7e5kg9QmxW5xxD15kFI7JiRqsu2KsUHbq8IusnJmN1A2KkjGFrDKlRSRFViCKE30GgfgQK6DRc0E1zw3QYTMfBCsuHDFF4q67BM8mDLn8nYZj6gse82zLuboWXFRqGNaQwqog5mdMaGrCcIefbp/lGadrZ3d8ljmaL11Ral0MBpsMhhioChyY4eaTN3PkcGPMPrIjBxYUx7JLI5gAs0XqIjAE2K6COr2uDZlvSa+Bo1RlHomaHc2OsqIc9dONXP0Ol1GwbOigK5rBa5nCUT2IlW0Pye0XGGZ6Ik1bJTiQCARAoPYGCOQ3ijerU8Rpo8rXeFPmhf3Jghpij0Ntvl+ZwBXcV/MIu5w4syMi0+bdXDr+JGys9eVijMaBeNzhiIVKNRAM4wuHOMUPGtAy37mIcXUYUxLwFe56F+UZs6yQ6+S615DwE8zMSHXAYEGGzPSxhMRC28kiQ0CGOzVHoKYp9qM0R0hPqatVTn8dlJl27KkXUj1edKNucbdUYB5N8D6UX6L4i206ErZH5A1DGcQYQbYhs7UgAArUi8Ct+KLSLYvFh++/pz1++0PXHDvXutOjR/busmpi9/gf+3tTyyzV97N2he385pZ+7xpf98x71bq6Js8rO+UbmbdD9R/do0Dml006HOp1zXsLpWIFx8Y90cG507/2bO9R6dJ9EaXT3K/0i0vJ/553P9OCvH9D1Nafrn9Pg3gLNGhMkhtfd+/To3oA6PKRyLsrh0HeTFfli63GXJmcX6N6gQ+fXrLvUpUOfH/yeXv6WS/z6C/3CjsbHgwM66nyka7ahufR7nmvAvw3+mY64N+8yD5Fn+OnRndYj+uaf/0Q/iwy2DTwjI9DmAf3z0amUT4KhkPfxmr5pLdIjdqLCbG5e/JFXG1isBzT4+mcSSFgQXX/lv1lHk6Qa+zCbPXgHZx4bv52kmzj1Y8njevq1qIPmIv2tpxLD6mekfIYVzFg2ILPdcRviNiPr7PMDWmFn7+uILfP0bVjbiaiX2fvRbS/o3l5YWCDrI3SMuqy2J/LgAgEQqC+Bwi65rG+VuC0X4WlzZaj7B+eyTMACAQ0EVN8fVNNpUAkiQAAECkYATkPBKgTqgEDeBFScApU0eduB8kEABPQTKNicBv0GQiIIgEA8ApjHEI8XUoNAnQjAaahTbcNWEIhBAM5DDFhICgI1IQCnoSYVDTNBICkB71AEhiaSkkQ+ECg/AcxpKH8dwgIQAAEQAAEQyIQAIg2ZYEYhIAACIAACIFB+AnAayl+HsAAEQAAEQAAEMiEApyETzCgEBEAABEAABMpPAE5D+esQFoAACIAACIBAJgTgNGSCGYWAAAiAAAiAQPkJwGkofx3CAhAAARAAARDIhACWXGaCWRy6tc8HXIurRavtZT4YWpzouUMnfXFk9jq5Dl7MRKewQvLSzY9TljDysjtLG1EWCIAACCQngEhDcnYxcs7Q8qo8HzvdxUcln5mnLacTVNTczGljiQ8lz/CqPNMMWaIoEACByhNApCGrKubOaXfnhI+QtiINcQs23oL7i20+Njtu3hKlT80pjq01YRoHCdKCAAiAQAgBRBpK0jwuDsVQRkmULYmaYFqSioKaIAAChSFQ+EjD4GyXduzecviW7vy+tbRE/RPxFk/UXNqgdZ8JAq70qxvUPLU6YUPmpKOcQHkXh9TeN2YmGFdE1MCRvtni4Ylu1440uMpbNaIHbluF+FVq8w8Xh21yFWuVG6KPGh9rDN9tj59urEQs24NsMUrylNtcoo31eWrIn4YRmaWlPp2Ydd8yGTn1aK2uEu2LuSL+7SKsfvyY+pYnVVJog7YuZhuc7ZmRJatNkjmHxWg3rVZXNAejFVm2RbEpzGMDioAACNSVQKEjDdbDWjxUxSE5q/yg3d894y6HqDG/Qkvm4Ld4+K6Ycwb6Jx3yG/ZvzC/yo9q6GjS/6J5jEC2PJ+nJnlt0UEIXIYv1OQyaZOBOv9LsS6fG1sClj9FZHogOUnSgLL8txvb7N9LWmeUN21aDhZhIGa5PtD3OSX9t2pAwu3R6NmC2TlZC45i2h9gydBgMju32KrX6J7Rj1uuQEHeqtGL8LjTb3yVWjWHM2fXY3T+nOcdckbD24r3B/ZjOj9g9dBgi26DQxZyP0T/ZofaBo012e1yP3OZWrPka3I7mTNudttnOVBSbuj6uYDcIgEDeBArsNFxQR75ltmjOHMOfbHLHxh1Mx9NPtxbNt1RNNP3l8SQ92cmJDptI6hJyDc5OjdUSrTmZvjHbCp/g15g0frc60MY8rVtv377lqOvja89FxxjuaLZoll/xG/Pr0jHzi9JwTx3LdgqzxS63SZPSLrZbGD5Sry1alBGjGZqTDlqfuj3hNZjphepLCzQzs2w7UartRb2ZxGiDq0a7MC5eEbPiaJP9Pt24CrXatGWLaZsyG3ULkBIEQAAEdBIortMwuDHfzPltXnbWbXuYon8jOo+8LvGGPtRFnxaiYzbeqqXjwPYGBjFchY5LHz/LVMsKtmVwEzwxI269NiflgIZxjaO9jEOmC2uDnU+nCfrY6GuXkAQCIAACQwLFdRqst1Xx1rZhOA3Wx/9tePzVKsbB2zLubIXzFco0hxgUUnIS843eDLnbIfmAzIn08crqd0m+wEdc8cvyt6Xh7CU9ZbqcgKE3QJaf4f+7mXAc7WUcMj0On9OHis8mqtbwOwiAAAjoJVBcp8ERlj45MOYxiEuMW6u9gXtBDcPaUk7IG68vYh6nP5XjDRxWbwyo1w1fymAPR1ihaS4vNIeYAGiN688s2HMYRnXht32xWUNMfUbk2GXwZENrvIdlHsqJA54rbllhtljl2iF7jigZM1hpwbWUlEP6UhXv7+bfowbZwxjx24vJVKvMsBu1S+dyiM2ypUktMUakwkawlQ70oe/cHb2PB0gDARAAATeBX/Hbe7uoUCZnF+jeoEPn19f0sdOhDn8+P/g9vfztXe4z/8grCr5I1fvnPerdXNMX+Sd3Nnda9Oj+XY9Zd+mbv/To4/UXTs9yvnzD6UUGI/2DXw7C5XGH9kvnnFP36bzzmR789QO6vubern9Og3sLNGsM0A+vu/fp0b0Bdc65gxC686B2k8vj0s3yjuhn1kVqfHNHTH2gG3YsPh4c0FHnI4mfmku/51UVwo67dP/XQhaXfs5lP39G9xtfQ/VpXkTxadD9R/doIGxiGwTbzucHtMKrNb6e/cmt27eTdBPH9q+/0C9htshyT+lU1imX71w9wXn/6evv6LuVX9PRzh+YhWDOEwO/e0r3BayLf6QD5mBze3Sf6RhXWHsZbeOjTL/5Z4/dLPu+chsc0ODrn0k0CeJavv7Kf7OXaWpqtMnJG/qnj9xO2Z7mxAEdHAjbxOqJ7+ipNI51CmMjkgg+UgbRvdYjGmnmo4biGxAAARDQRqDwSy61WQpBIJA3gUw3rsrbWJQPAiBQRQIFHp6oIm7YBAIgAAIgAALlJQCnobx1B81LRYDnTRwYG5DJ/T0wJ6FUtQdlQQAEDAIYnkBLAAEQAAEQAAEQUCKASIMSJiQCARAAARAAARCA04A2AAIgAAIgAAIgoEQAToMSJiQCARAAARAAARCA04A2AAIgAAIgAAIgoEQAToMSJiQCARAAARAAARCA04A2AAIgAAIgAAIgoEQAToMSJiQCARAAARAAARCA04A2AAIgAAIgAAIgoEQAToMSJiQCARAAARAAARCA04A2AAIgAAIgAAIgoEQAToMSJiQCARAAARAAARCA04A2AAIgAAIgAAIgoEQAToMSJiQCARAAARAAARCA04A2AAIgAAIgAAIgoEQAToMSJiQCARAAARAAARCYuOULGEAABIpC4IIO2/vUleq0aLW9TDM0oLPdHTrpN2lpY53mG0XRVehRZN2KxAm6gEA1CCDSUI16hBUZEjjbbVO77f7sng00aTBDy6ut9LIGZ3R2kV4MJIAACICAkwAiDWgPIJCEwMUhtfdFPGAMb//c4e/unFDfjjTEVdB4++8vtml5Jm5epAcBEACBYAKINKB1gEAqAk2aLNRwAdHFoRjKSGUUMoMACICALwFEGtAwQCAJATvSYM078BdycdgmGZAwr9ZqwNu/LY9jFy0enuh27UjD5Nku7ZhegJV/4PhOim6tUpvDCt7y7HkRDvmGKkO9nbJaS0vUPxFRDtZjaYPW7QkU1twF2xI538JPN1bCjMK404YFPdz2uJkG2Zqk2pAHBEAgHQFEGtLxQ24QCCbAwwynwmEQHfrGEg9ksC+wf0ijUw148qP0LERn2aaVZl922tbVmF/kXxwXyz0QTkRziTbE3Aohu3/DUxKJZpY3aEkUJIsV8y7EREq3fGPKRJf2Dw1NGvMrdh72VWjFnFPRP+mYujonO7ZpQxbQpVOexzGiW0RZfrAsp8DQt02rLdZt90zaQyG2oumBAAhkTwBOQ/bMUWJdCDTmaV106stEh3KOgv81ODs1Vku05riD5058tiUdjMCrMWn83j+hHdG5inLW5yl4lIQnV8qJm8KBIJpsBktvLfrIuegYwx3NFs1yIY35ddm5D6MQTk3VyzJyXVBHCm/RnBmKkPqxbR3h08S2NZvG5ZwIm02JKAUEikEATkMx6gFaVIkAvx0fmqspxFt0u31Oc2akQY+ZomNeNaIPwnHgDtwMGkSIFxGDtj3UoUeXICmKZQ1uTGeKowvmihRrKKZ/I2MnCW0dr3VO6XAgsmNd65KOX9HExITxebJNVznBgNOQE/hKFluQRp0320GP4wZidqQVWjcjCJF6mUMMkelkAvON3hxK6O7vUtiqTzHXod0+4LEHa3hBrRRXqn6XegorS2OVZUUS5CoU9zLWYSQjnq0JLNOWRTgQaS84IWkJVjD/1TY9efZmaNiH1zT96jgXQ+E05IK9goUWqFFnS7dP8oXYungSoPWmLJwHOSQhnIEb9zwFp472cESfZYkfQtLKfGJJpjXmP7Ngz0cYtZvf9sVmDdbcCu6YJxsD6nVjLq2wy+jTiRwzMHSwoimucmOXNUNzRsiETg7MeQxS/K4RPVG2NdtaDyvN6vSTaOR1OnQ4IUn0QJ5iEbg66tHK5S2JvRhv360ZynU/5RJt+BU3ynax8ECbMhK4+r//QP/zf/lnOv6/+G3xr/8H/af/+v8Q/ZtH9L/+739DvymjQSE6ixD/Hz5aHe8Xuv7YoU7H/JzLwX9qLT6imcm/UO/jNX35ck0fJ/g7dgrEf+eDe7QwOzks4e59enRvQJ3zLp0LOew5NL98oS+c9uZOix78ckQ/X3+R6fs3d8TUB7phx+LjwQEddT6S+Km59Hvek+Eup7hL938tZHFJ55/pwfNndL/xlX7pnBtld/i7v35A19esZ/+cBvcWqHnxR17hYco/71HvRuhsdOSi/Ef3G3T/0T0aCBmcR9r6+QGt8GqNr2d/cuv27STdhJTlNNsCMDm7QPcGHTq/Zk4mx88Pfk8vf8v2fP2Ffgm0Nb+GJRhEXVabWFhYiEpq/+4nN05+5YKQsFQEfvM3/5H+xnqQTv9P9D/+03+lf/N//Bf6zv4yO3Ow5DI71jUq6ZheTTyj7tYlvd+cqpHdMLVuBFTfudKkU81bN/a1tVdEdV8SvX2/SXk8XTE8UduWN0bDrz5R9/EWvS2hw4AH9BjbRQVFqw5FqKbzQ4Q2WcGGk8Kk46P8HAahNiINKSoPWf0JHG9v0/RmPl5w3DrxeyDjIR2XItJbBFTaTlQatEm0pyACV9tP6MeH72nvKafgiMP25SZtin9neCHSkCHs0hUlwmDWEh/xf4XZuqJR//TQdBhEo85ngm8oasxOL11LLI3CKhGFKKehNMZC0UwJiGfr9OsP9OaZuexyukcPM3YYhMFwGjKt9pIVNrVJ72/fkTlXN1L5ojRqr6JOJwEP7MhqRAINBKLaWdTvGlSAiAoROH41IR0G1/V4lqZzsBHDEzlAL1eRxqRGuUJ47R3dyrjY6CUatXMZsUzB8xouc5qsk+ahnCZvueoW2mZBIKw9Bf2GIYosagZlJCGASEMSahXPIxwAa+exJ9uflKx9umeuIRbriK1Pxg4Dhh2UqgqJMiaQxGnIWEUUBwLKBBBpUEblSCh2PrRfqx/T1uX31Js238ZJ/P2eNonnA0y/JhlQyvGNO6551hCDpTOZ42hSTkikIW45OtLrigjokqPDJsioLoGodub8HZGG6raDslsGpyFhDdqdq9Gb0rvbF/STFca3HIW3RC9Nx+FxKfYsGA5FDPVVG55IiDF2tqgHr6pAXXJUynMdPR10NLaKoNqm4VM62/vGoV6OI73j4ChKHUS1O+v3OMMWcTggLQikJVD44QlnqNw+rMM5o9/+9xPazuUEDxFZ2KOnPCVl9rFZHVZkYeqhfaTxh95l2roaf/7jn4y5C+LR/DCPbUNGTdQ1iVGXnCSVMHp8dBIpCfOIbZjlQVDhZ1MklG5k4zLEbtXju/jsCfOMjaRl5FoHDqXTOg1J7Uc+ENBFoPBOgzFWfklbVocsw/+e8XNrL+4QKuEOx3AMX6TDlS8BXXMTdMnJl0bK0sU5Fq1VdhrWaT747OwUhfD5FgfBx36nEOzOOtkMPy5cW0HjFxS1LDPKsRi/hijBJiCGop1LzZ2H8ikuQ49P84pHhSdIYYV7fNEachTeaVCy8ekeXW7JU298r7iOQNz0SjoiUSgBHR18ntGEwlbvzDK1+YyIcV0Xhzt0EvP8q3HpUja5mCBZ7BqTUe5nRO/MFWNiSHo4l83U/c0zpf1r4lk6RZvv3xGJ/RgK6DmUZE6D8LymyVimak40lNFzHm9/RbQXsAzQqqgkToBYARB2Dec0WPo4dLQnPo5/PoCwLUpX5QYrNnMamYMxfhvSvFmlyavMRTGhc9zcPfY+HJNvjcxp4Df1XavjbVGr1aWuMXhP3rSB8vlkzfa+OeK/ukq0L8b/W7S0xCdHmj26kLVws2ufwNmy04nDrjZofbZHuztGxED+7QhLBJUrjsA2izUJtcgQO6rLanuZD/N22ioLoo31eQoMgDjsarb4pYDB9D1zGoKZeyvNpw4c8k3iZOiZ7RW3DcdNn6011SjNWELu6Gu85z04npXuPkmj/WYZHFov1Bk+pY40HL+yVixorKiMRTmHTeIWbTlDSZwi37J4M6fvzZ2cPhwcyWNXr7Z/sOc58FZkhQiZ6YhKxGUdld7qvETnLPRb5c5/3zq+OjRzg+ZXlszQO3e2cyL/qpwL090fzkMIlT8zZ8+d6e6f05w5/j85v2h/L1RozK/Yx2jLdBtGuf2THWofEK2Y+frdHnfvxhVW7szyhi3PsJs73ABdWJLpHLFjIedYsI39E9oJZMSdvHQ+jPQrzdGjxZMzF5a55Rumc53J87izveAEZMs7sjTurH8Qk7vWvqfh8TnP3QdE8bPyrT1m/oGcU9Yi5+GJ6IFrt11jPp6MZDiHPMzn8YfXL3Oar+dPqoROwwd6PW3MQRjZTCigNcR9E4+bfqTYDz2S0x7FwU2RLXSYIE7nHydtDBXo6Z45f+TDa5pmxi9pxdgRUiy35OhLRFAnTlHKaYs/7HBBHflG36I58zV1ssndMXeKnVh9kJV/kkR2cTR1tye67yj5Vnrx8r7AHTcPSUS8MbdWnW/UTVpacbzx8xHefDq3Qrl+VRigy0XHGMZgw4xDwc10AYwGZ6fGvcPngAukjdmWZ05DFJOo5sWTK6XzYnCQ9TXGy9uGi9+mxwij4KKPfzSWyj+edey3ODUVcqLkGr2w9rzjOQ9K/ZLYbdc5F+/oFb3stTiOzlf3k3xhE9e0nF3Pfd6PxdmPv4ROw3AipML8R7t52hsOOTcfCvh3ZJvmhjHc0lM4Ma94mMQaPhG539CzV3zuwktznwb5ldpbuooz4E2T2slxGSzG04YTTd/zwVN7gtMYvQW/N60iRhMC28XgRob15Zuq7Ija9jBA/8Z6Z49sVY4EDe7EHH/GkN+c1DjbMUa5ftY5dRnwhMygKxGjlLoNdRERkGF9xakl1bS6Iwm65anaUY90x/STuYQsagXZZc/Y1vnx1ne8ek5cPET90yxdyn5FbL9v9VXmVvxi2Nr3Wcp9SO8Fvd/bMyK9rYe2gzL10Jyr9+YnHowvxlVCp2EI7ume+rkIWnHzxEu3E7LH8yo8Kzr2+PQxR+cb9JaetsNPm18rlxTCSv3m1eC3Zmk7v7FvGE6D9XHODVDHMyBXH6tdvqImGsttuLwgd/mhjk7/xh4qceXSoJuYk9GW4zJt2lgab6RBkTiS5U3AXnb+mJyBhlG1TOeCHYG39hgGv3Dxc19Ot3NGma1/O5wBr7w1M1QhVws6X9CmZ43oA7+QfMplS4FRy0vtNBD7d1GTIPNugyrlezv+sGiDSiRCpUyk0UlghubkCwFPPDw4c80HiDdE3qVzOZzBkQv5Yt6k1qyIHETJt9LrtEnIiirXWR6/scvNGgJ0mVkw5j/YQx9mOp4MueAz89AejrDSi6WjLvPi6ObDhfeWOJXjHzxc0hhQr4slILpbT5XlGfPpeFO/gK3yr44OeFChRXK7m8uesTNwqss9byKVqJSZS+40qFkfZ4+GvDplFcdB97BEXC5+6dVqoPqpZpbF5EfRKfLkPjPScMDzQcRqR3t8nn/ung6dilEqLOBcvP0aux+2Vod7K4TJp4tze+6MU7633IuzA3t5ZHf/kA471v4K7Ox0+G97KUSXTs+MYZXQcnndw/yiET7t7vMb+ywbG6ALz0qg+XUxwdMawmEbw1ZPNOZpXQI105/27cmiarq56Y7UgR2pEPJZd7E6wzCE4jl60W0bwwnMyLW/gZj4J1ZlWfvjmBvzOScHPtm2x/WjCWebQkxYfPZG7AIsNvXzu47pR7HUzzyF8upTnJlt2dqSpLSSLLl0LPtzLbmMNjmpE5BX2D/MMXD+lla/pFy8xNPqEV2DNUghdm2Uyx3FSoHsl/zVgHApTIzjXMRJWxTjS7H1vr2U0rm030FQOD8/8LwFT4TheHubpnn+lwgs2Cf+mmf12HaLv198ou1pHro2Etr7Pqy9C5hkHqVPHpXLD/1CXzzZUWyY4PNZu32noLl/3iCZw+/9RCeV5c0XpbZf+rgy4paR1LaocvC7AoGbf7z9h7/7u9u/+7s/3fYUkiMJCIQRCH5mep97j295d93Mrsutx+Zz3Cr38pZXLRrfPd66NVR5d8tzAY3vuCfN/hqWP1L8u7WAvsihqyMNn98j1bftZoGXW1vDfsuRNtBUO41af5cFr8IPT/geuSxnpwaFhsbjeul6MxfaRcmKGqrA2/146jgfqc5tmEWo/JAXWOICgeQEsPV+cnZintwLc6+armPmoe9ukI5irImMvEbSnLi4Rt+bEySnnq8Y3/EKupf03BjSEBEEx9rMN7z7o9/mj/bQxtqLgKGQNLYmy1t4pyGZWcNcSTrYJHnS6unNH6SDLt10yXHp7Ry3LPCYpO66SidPjPU7V1xgeCIdT+RWIoCt9wMxPf1uS3byzkMGpzbfe1bMuVfL2QsexP4L3pda+7vb4c6Oju/Es1h8/Fa1G8s6eajkO//ZE0p1rTlR5Z0GwcuqFNX/a2acWNxYOnaHNqo8wtLZ4jyeM4nNoQq4b3riykBGEKgEAbH1vrHif2pzz7HjYSWMUzIiKtLLYIzdHt/8kO9OjObOlI+33haqnmrhNCi1pIhEOjtwVVl+jTuyweswNoGMq6MerVinj1q7bjl2NksgEllAAAQ0E8DW+8YpxlHPUSOy8D7fztqMRrwf7mWtuTUkEwenIQY3HW/mqg5DmFpRDT6GSdqSut5anr6QW08/XnkesvWqtqIhCARAIJQAtt5XcRTQiNQIwGlQ45R5Ku/yyqjJkeNS8IqXEsXevlTsgObaKW1c2kEuCIBANAFsva97j5to5tVNUZJ9GqpbAX6Wqe7VIPLqiFwE0pXriPk8+ZgrVZxrlutVc3GsHR7V7D5G2ynDOhlSbE893OgpTinhaVV0cEtwHkU9esx3tGZp80eXgBQGAT4H4Yl1Ho5zzwExp4FKv5NuXCdA5x43dW9hiDQUrAVE3QyZRRwcG4/EQSSWJv300Np/nQ/tih2miFNaAdOKjZrkjpDDY639teRTFs2jqWNbwWXIHZtTX6yDeRy2qqiG57ht1XxWurT545Znp9fGLLEGBcmIrfcLUhGlVQNOQ4GrTnXZpe45Du41yXxip9zu9VXkMIW185lYcyy3nJ7u0cPirBTKpKYveGvm5qpwGnREBqzlmE5Zzn0dNJjEB0lV/6gmzcw0YC+6iLhbzOdhj8oLVNRLWFy943Kp4tb7cBritpoxpo/T+avcMIlVff6WhseOiz3WozfTElunDo8LN0s2915PrEcJM4qzGsR5E+O6Lg537PMjxlVG1eTWk9klmSc3x67OOM8hS3iSPLEV88kQ5zmYdig3Lxt1cNIpA3MaktK09wQXAowxw+dHT4yO09xzPI7oJB6xXyNOe2NYOtv7p4uT3GLOaYhjd3XSWvMPTIuchzFdHFLbPAyqtbpKtC8OpOJzJjaadGqeObG0xIdGnRgnLVpzBbzj/3N8mJV9ppSR0jirwiHfKD3iDAtH+qY4qKnbHTn3wlm2W95wHsTonAYngxafAdUVol028YlWdGgfyGU6WCH6uxgsLfF5YMYhW82lDXIeOx6krzj+WguzEjXU4b3rVVrtXk7aOfo9e5LK8moe9Vzze34meaaGVXNWthS9qSHSkLSGxBra4es40dEretlrGduFptyfIOoGsVRWTZfURORTJWB1lqKzFkMTfJqjOO1y1zzRcmaOu3Hj6u6f09zIPALuXPlETJlPpjHmQ3jH/2eWN4zjpU3Hoi0Pt+JOWPaKRtmGaN6OOvCoRnf6lab3yGlxKucu7bADI5wCcTDSKnf++5YtoUh4OGVlyT6NkuZMFg6bRrOH69+YX7FtFg7Iismuf9Kxt9sO01cPM9V2UIx02Hp/dB8GPCv1tU04DVpY8jro3gt6v7dH34sNCloPY+9PkLRRJ82nxWwIMQhcdIwhg2aTJuUXk+Kf8pjsjpywaP4tkiwt0MzMMnfGzu2iW7Q43+BfZ2hOdvp96vaMo6mjL57MKB0VQ96kLDj4so+Ibs3J9I3ZlmdOwwV1pDEtmjOHWaRM25ZojYwUVn7L9iCb1PVvLc7zAdveK4m+6mWqWluldEmeKUny6GamOgcsabljsbGEW+/DaUjagjz5rANLpJfvt4m4QjnW5lEKSV1JnJtOxc2L9OkJDG6MYQW/q3/j7vybk6PdXnoNhAQR7WjLCEGqa3Ajw/8yWiGdkaFMry1q5TTYkVFJmVD/VPomLFPFnJKnibuRXVHMHUvH7jAuLhe/9La4km69D6ehKK0depSWQCOkV4znJAzI8j/i5BPj9u32Acfu27RhjV9E0ezfsJvhczU4MiC/FntDOA/SarvmEESJH/4+tCkoTyL9LWEJ9U1VprrxtU6pswNXlYWt98ff5OA0jJ9xKUuYnpWzM+Qb56erY9reviqlHZkoPbNgjLv3+3QjC+S3dWO2Hi3IEL/5d6AynE/24N58YdrzW7LYrIH3HziVkw15aKQxoF43PNJgD0dYurKX4s4xHCI5OTDnZLB0MW8gcJqEr5pdOpdDM5btTWrN+kRZYuo/WlQcfZMxy6QNVbQQHW/mqg5DGEJdkxh1VlNZt96H06CzFVRI1tTmWxIHvfEBsfR6+id6WLBDU4qFWuynICYxWiF9Xh3hWj1xzr8YV/d02BHLL1qr1N7gnDvird5cVbFujN3b8w/sfFzOojGlsrvPkYVZ9kjsN21RNn8nVkMYCfw7+cY8rcvJhKaup3174uKpmH3Jl1g2KpOIyZzmEMUBT9QUS0lHdQqqCRbAqz0Mm4SZxl4TI/kj9B+cHdhLTMUE0V3DQ5L6q+jLgNIzK1ZjgzYBBLD1fjZNA0su03B27Jq49s7/PPQ04pEXBEpHQOyIaS4jlctBS2cAFC4jAWy9n12tIdKQlLVnEovYBdE8pj6pROQDARAoCgF7O/BDe2lnUVSDHm4CUfsxxNkAKhXbmmy9D6chaSsxzzp3jtklXDSRVAPkA4GCEXBu1yyGP9DhFqyCKq+O6rJL3XMc6rT1PoYnKn8bwUAQAAEQqCaBqCiD1+q46VWpXV1d0eWP0/TsjcihtvOm786dj7fo8r154J9q4RmnQ6QhY+AoDgRAAARqSUAM6crD78TnCYkFWfINXfydYGxXhwOgK+IwNTUVu0p9d+4suMMgjITTELuqkQEEQAAEQCA2AWy9HxtZETPAaShirUAnEAABEKg0AWy9X9bqhdNQ1pqD3iAAAiBQYgLYer+clQenoZz1Bq1BAARAAARAIHMCcBoyR44CQQAEQAAEqkagLlvvw2moWsuFPSAAAiAAApkTqMvW+3AaMm9aKBAEQAAEQKB6BKZo8/0tGRv+7dHT6hkoLYLTUNGKhVkgAAIgUCgC2Hq/UNWRVBnsCJmUHPKBAAiAQI0JtPkEVOty/rvGSGphOpyGWlQzjAQBEACBdASiHIOo39OVjtxFIQCnoSg1AT1AAARAoGAE4jgCcdIWzEyoE4MAnIYYsJAUBEAABKpOIGnnnzRf1XlWzT44DVWrUdgDAiAAAjEJpO3w0+aPqS6S50gATkOO8FE0CIAACORFQEdHr0NGXvaj3GQE4DQk44ZcIAACIFA6Amk7+bT5SwcMCo8QgNOARgECIAACFSaQtqNPm7/CaGtpGpyGWlY7jAYBEKgygbQdfdr8VWZbd9vgNNS9BcB+EACB0hPQ0cnrkFF6kDAgkgCchkhESAACIAACxSOgo5PXIaN4ZKDROAnAaRgnXcgGARAAAY0EdHTyOmRoNAmiSkYATkPJKgzqggAI1IuAjk5eh4x6UYe1QQTgNKBtgAAIgEDBCOjo5HXIKBgWqFMAAnAaClAJUAEEQAAE0nbyafOjBkBAhQCcBhVKSAMCIAACYyCQtqNPm38MJkFkxQnAaah4BcM8EACB4hDQ0cnrkFEcItCkbATgNJStxqAvCIBAqQjo6OR1yCgVNChbWAJwGgpbNVAMBECgrAR0dPI6ZJSVH/QuLgE4DcWtG2gGAiBQIgI6OnkdMkqEDKqWkACchhJWGlQGARAoBgEdnbwOGcWgAS3qQABOQx1qGTaCAAhoI5C2k0+bX5shEAQCCQjAaUgADVlAAATqRSBtR582f71ow9oiE4DTUOTagW4gAAK5EUjb0afNn5vhKBgEQgjAaUDzAAEQAAEmoKOT1yEDlQECRSYAp6HItQPdQAAExkpARyevQ8ZYjYRwENBIAE6DRpgQBQIgUHwCOjp5HTKKTwoagsAoATgNaBUgAAKVJ6Cjk9cho/KgYWDlCcBpqHwVw0AQqCcBHZ28Dhn1pA+rq0oATkNVaxZ2gUANCaTt5NPmryFymFwzAnAaalbhMBcEqkYgbUefNn/VeMIeEAgjAKcB7QMEQKB0BNJ29Gnzlw4YFAYBTQTgNGgCCTEgAALjI6Cjk9chY3wWQjIIlIMAnIZy1BO0BIHaEdDRyeuQUTvwMBgEQgjAaUDzAAEQKAwBHZ28DhmFAQJFQKBgBOA0FKxCoA4I1I2Ajk5eh4y6cYe9IJCEAJyGJNSQBwRAIBUBHZ28DhmpjEBmEKghATgNNax0mAwCeRBI28mnzZ+HzSgTBKpGAE5D1WoU9oBAgQik7ejT5i8QCqgCApUgAKehEtUII0CgOATSdvRp8xeHBDQBgeoRgNNQvTqFRSCQKQEdnbwOGZkajcJAoKYE4DTUtOJhNgikIaCjk9chI40NyAsCIBCfAJyG+MyQAwRqSUBHJ69DRi3hw2gQKAgBOA0FqQioAQJFJKCjk9cho4hsoBMI1JEAnIY61jpsBoEQAmk7+bT5UTkgAALFJQCnobh1A81AIDMCaTv6tPkzMxQFgQAIpCIApyEVPmQGgfISSNvRp81fXnLQHATqSwBOQ33rHpbXjICOTl6HjJphh7kgUCkCcBoqVZ0wBgTcBHR08jpkoF5AAASqQQBOQzXqEVaAgE1ARyevQwaqBARAoHoE4DRUr05hUQ0J6OjkdcioIXqYDAK1IgCnoVbVDWOrREBHJ69DRpWYwhYQAIFwAnAa0EJAoEQE0nbyafOXCBVUBQEQGAMBOA1jgAqRIKCTQNqOPm1+nbZAFgiAQLkJwGkod/1B+4oSSNvRp81fUawwCwRAICUBOA0pASI7COggoKOT1yFDhy2QAQIgUF0CcBqqW7ewrOAEdHTyOmQUHBPUAwEQKBABOA0FqgyoUn0COjp5HTKqTxoWggAIjIMAnIZxUIVMEHAQ0NHJ65CBSgEBEACBtATgNKQliPwg4ENARyevQwYqBwRAAAR0EoDToJMmZNWaQNpOPm3+WsOH8SAAApkQgNOQCWYU4kfA2UmWtcNMq3fa/GhZIAACIJAlATgNWdJGWTYBv86yLB1oWj3T5kczAgEQAIG8CMBpyIt8zcstk9Ogo5PXIaPmTQbmgwAIFIAAnIYCVEIdVSi606Cjk9cho45tAzaDAAgUlwCchuLWTaU1K6LToKOT1yGj0hUP40AABEpNAE5DqauvvMoXxWnQ0cnrkFHemoTmIAACdSIAp6FOtV0gW/N0GtJ28mnzF6gaoAoIgAAIxCIApyEWLiTWQSAPhyFtR582vw5ukAECIAACeROA05B3DdSw/KychrQdfdr8NaxamAwCIFBxAnAaKl7BRTRvXE6Djk5eh4wiModOIAACIKCDAJwGHRQhIxYBnU6Djk5eh4xYAJAYBEAABEpKAE5DSSuuzGqndRp0dPI6ZJS5DqA7CIAACCQhAKchCTXkSUUgidOgo5PXISOV4cgMAiAAAiUnAKeh5BVYRvVVnQYdnbwOGWVkDJ1BAARAYBwE4DSMgypkhhIIcxrSdvJp86PqQAAEQAAEggnAaUDryJTAODr1ccjMFAoKAwEQAIGSEIDTUJKKqoqaujp4XXKqwhV2gAAIgEAWBOA0ZEEZZdgE0nT2afKiCkAABEAABNITgNOQniEkxCAQt+OPmz6GKkgKAiAAAiAQk8CdmOmRHARAAARAAARAoKYEEGmoacXnZbbOyIFOWZLH4Ix2d06oudqm5Zm8CMUt94IO2/vUldmatLSxTvONuDKQHgRAAATUCMBpUOOEVJoIaO/oPXqlkX9x2KZ90fu2VqldHq+BFbYcBzgNmpopxIAACAQQgNOAppE5gTQdu4qyyeQ739hbtNpeptIEG+A0qDQLpKkigfb/om5V+/9VT4uUgQTgNKBxFIJAso7eX/VEsi7O6Gxykvo7Rqi/ubRB6yNx/gGd7e7QSd8q1+lceH5rLtHG+jzJkYKLQ2rLEIYIYqwS7TvKmO3JIREhsuUaFgmRJwSZQylSlVaLWt0u6z2MNNhRE1NVW/Y4dHHIlMU5bS9E64ISpSYQxzFQNRQOhCqpkXS/4gdsO3FuZAQBTQQWFhbI79PpdGKXIOTEu7iD/scbmv3tb+mbQYfOuSf+8uXX1Hp0n+7agqxOXDgK67R4p0cfr6/p5k6LHt3/ajoTxm9/u3CPBkc/08+9O4aMySbd6X2k6y9E/fMJWmwv0kTnnK6vP1Ln8wP6/X/4hj5yof0bMz25yxqRJyILf/8zXZNZ3kSPDoTS9A09+N0juv/1jP708zV9EcMsK/eo9/Gars8HdG9hlibHocs/nFJfOArfvaRnrTvUOyeac7GLVxtIXVMCwjno7Ix+xoHDKmdhYxzSKy0TqycqXb3lN074tEEfP+sS+cCDHvdyRlRgZq5liO2fUOfCUQKn6Yp+udmkSf5fY35d6iWjEZ7fiFNwMpbRpd7ArWVr1TnswZGBFS6XO3KRfOifuMsakXdxbkx8bM0ZQygzc+w+OK7GPK0LbstEh2YUw4+VFl0swcxrZ/eMBqJsK8JS/uYHC8ZFQDgI3k+SskTEQOUTJHscUYwkdpQoD5yGElUWVHUT8HMmkjC66JzQyb7pnJjDCEJO99zhNdxwJCBIeOBvInqQQKMIeQP+PeoanO2yU3NOcxtLbockKqP390jbZmi5vWo4LcJxYGfl0OlsxS0P6atHIK2DEOYUqNJyylDNg3S+BOA0oGHUnMAF3TQ3XNGMjSXzvb97SmeeSAH1+zTiB3gjBTZRjiCIsETcK608nu9wICZeWJGIuOU70yvpIhwHdrpWjXhHd393lFsaHZC3XATSRBD8HATd1ltlWHIRbYhFGE5DLFxIXDUCF4enRLPujQ0a84tmuL9PJ9YYxcwCGb5El/atV2nunA+FV9GYpZYcjrAcihvxTx7KaHlFq+GLkNeYbRnRg+45z27gyxquMKUPel0jKsJhDhGViI5LhKgVZZuYkCmGJYQIm5GamUhVAQJJowhB0YMKIKm6CVg9UfUahn2BBM522/ZKiOFqCefSSzOrvRrA85trlYDa6gl+/efFDrzSwVhMwX8u0RKH9a0VGUM9IlZPOFcs2KsnhDye/LhwY6/IGK6sMH+bO7dXcmjRRThOHXZM2CDLOXGvAkEDrAyBNG/kRVyt4LWniDoWsPHAaShgpUAlEAABEMidQFInoUydr9PGMumdY+OA05AjfBQNAiAAAoUhkMRJKHtHC6chdvOD0xAbGTKAAAiAQMkJJHEQhMlldxK81QanIXZDhtMQGxkygAAIgEDJCMBJ8K8wOA2xGzKchtjIapDh+BVNPHtjGPp4iy7fb9JUDcyGiSBQGQJJnISqRRFUKtPiVEfbVfj4pIHTkBBcZbNdbdOT6df0wWng2ju63XtaWZNhGAiUnkAFnYR//ffT9Jv/dqmvavwchLDvRMlwJkb4Y58GfU2yEpKujnq0cnlLt7f8ebdm2NT9RFeVsA5GgEAFCOjaGyEtChGRnJgwPk+2tT4jhMMgLuv/aVWVW1ZbV5iDlcT5Sq1cuQQg0lCu+spY22N6NfGMuluX9H4zwQBFwYc5xFbLO3KDhOHpkBkD1l6ccbqljz32vg5lO/ZbO6LyCUzSkY37DXmMEUmvo6At2hDqLIgzLHyO2R43x/K1RkKkoYSVlpnKV5+oy3Ma3iZxGMRDxZoXIRT+8JqmXx1nprpKQY35FXOXR5XUZU7DG0Wd9mlpQ5yv4Twwq8w2VVj3JNswe3dYHDOerCKS2hwGwSPMAYDDoNxiEGlQRlW/hMfb2zS9mWwS5NX2Kzp6vkfS37AiDoWbVGntulidSEP9WmkFLC5iJCEWVr0RyX/5//h4bPPS6jRYQlV4I8IQ2ALgNMS6OeqT+Gr7Cf348D3J+Y8cNdi+3KTNxHMhUz5UxoZ91GkwwvvDAqO2RB4OcYg83tC/Zyto83eyyxDpF+hmd8fcRnqYP1wPf7mTvsMtwdtRO3VvLS3xIZUncivoKJvHVh11EazSaXlZFLkTE1HFl0Rvk6yy8gxz/Mu/Gw6DjsVhcHINqocisy7APYLhiQJUQtFUEA7D9OsP9OaZOclpukcPEzsMwulIMcyRJRw+R+FUOAzi/AbzSOnu/qFxKJTPZXW6opMVx3Sv8pkS+9bhTXyE05l0BoQj0Cbj5MwunfIBVzPL5lHSUmaD5lc8x1eH6hEsd3S4xZ22LY6wFsdXmzo604uzMFYsm0/NA6hisHceUx4jW32SOoccoqzO4qTHKB1i/H58lNBhEI8Gv4nXMcpOldTPOYDDEIkUTkMkonolOH41IR0G1/V4loy5zMmuNA+VZCUmzNWYp3VxxPMy0eGO8dYdfF1QR06ibNHcjJFqssmOQb9LPXHk46BHXTnHsknidOzG/Lp0LNbn3Sdq+soP0yOOXE9a1lCoM9TRUXhrcZ7dF/PyO/47hISwy3l5/05YG9XJFhVZyHg+gk6w4gXjp4fmEKaISMactjS1aQ5hslL/unZiqzb2KIMfBDgMSk0DToMSpvokerpnLrcUSy6tT5Kwo4ks7UMla/IietBun9Oc+dYdWP6Aj7+WP3J0QTga/DFWYvCJjzf8v5RHUgfqEUduYFpTx6zh1rU8b2dUYifBWYXaI5J5tA9nXeRRfgnLhNNQwkpTVVlEDXSvn1YtW6Qr3UOFhwUORMffmiMzeBBsboPf2uWvYhKl4TRYn2Vn5phv7VKkih4qciebpo5eM/h7Ef4Y44VogwduxTon3RFJ5zLLXKIMY7wXqiYaTkPVatS0R9zUzhWPWZup+6GShf6DXteIHnCoYBD5Rj9Dcy2ZmE46w1kPg7ND4mkLRDML5nJOjkQcmr+zM3Aof7SuPt3wn3a55teheijJNQU1ZqklhyO4HPkVR0fkkEmLZhVGSVSZBzkIcBxUCZYvne6IpItAgmGO8hEsr8ZwGspbd4Gaizf8PB0GodhYHyqa6mxwdmCuWuCO/+CMaLZlvJmLyYLnYraCuBydvqfcmWUx+VEk2bejDAe0QMa0BZ7guG5OeLR+PyBakD/O0IKcGMnl7rTpoG9FBIyJko1QPYLleu1hSazDBjsv1hDKPnWbS7SxbsxfGKZnE04P6fDAmsdh6IGrHgTyjkh6N3OaSDvxuh7VlpuVWHKZG/oxFSz2RPiBaI3e0Bsxn9GzN0JkBCLonAnX0qjHtHX5np4fGassCGdTjKkyyyUWEYdy1ZfQ1n4e5LSHiij/r98Nl1n+2//OG9bnpEv5ai8fjeE05MN9PKXa66Wf09GTaZKLIJw3oHNb5yANwhwAOz87DVstOuixkDdv6ENNb/IihN+LoIOzKfnpUzQdx3PzlU+qNedIap7TPTy2LaPLVx2l0RhOg7OqXJ2qeJv+nnrTz/idXd5V8u16kxynQOZ0o/m3LrGB0k/04naPnvLRMdsjTgN/9+qInu+J5VEi7Q80K+yZMjZeeqNii5OP6VzINxWqzimYVe7gsrAN0YaSPPsLEpHEBMiStBeHmnAaPHXm8r45yP/u9gX9JDpVK53oXN8SvTSPj36c9DAnrW3F6QQIwX5Og6NAOdRwwKdZOpwglSEGh9Ow9u7W2C2yRFcWnWaJcPiqqoMRog0FbwUFi0hajgNWTRS83Zjq5eY0RI6t2/zMN/wEhywmqYKh02CV69cBm2/nogCVzjaJInHyKAw7ODt5w8YWO0QclbDyqthRYKdBR2cXB3ld06pwrny0ARFJjlaGXDWISNb1/hd257Z6wphdf0lbj+1XeA7/ezYWercWWTf2ee7Wue4h/48UVosEx/SjmOxg7vJ49clx0EJB7XfugRD074KqXjm1oupCGFx5p+HpHl3aD64P9HpaDAu+47ikuMTfvD+KOIvhcosHNcVXr+nlNk/wy/2yIpJiCDPomqJNOYTJl9j+3Upm/bv1MNxh8Ihde2GUJJ/3ZQtN5l5fxVQgt0iDgcPxFm/NGfC4sK7TEj0MhcMQ9xK7HIZdpYw0jBgUPDxhR3jMyIJtr/j7xSfanuaDqYJeI8YcaVB5i41b3+NMXxR9i6KHCuu4uiIiqUJVMQ0ikoqgkCyMQG6RhvBqYY/4lbGJuXNv8jpVZRKHKJIPPzSs/Rsez46eJsEvE/Qwo2Egr65xO5NIWxMmiHqTdv6esAjt2VR11l5wAoFx6xkRyQSQtWQpX0RSi9kQEkmgkE7D8SvHxMNIE4qZwDlsEldDy2HQ7jhMzxrhUg6kfm+GE6aerxjfvXlGL+l5cNhSTJ5y7BglTsA0/bq45uWWXqVzzU25DAqurP1yuMDYisvvinsfxU2fQdXpKYI52efJyHNlHMPDYoI3f2eNINjPYL/hiGM+mKoIoy16qEBKTAIFchrMsUAeclDdzTBqqMHLIm76EZYfenQpvnSO9SkAj/MQipM2uGgel3xvzg9xHjY1tUnv5cPCMaZpf3dL7wPHJbgkRzrrwVOkIcrKdogK7UtnkiiOOstKLwsRST3PC09NFDgimb7NQEJaAoWc05Db2v+RMb81WlvjnRXt9ZaMe22LtrqvjY2TzMtv+aHfzRzltHjzRKW3yh/LgyNBy1LVN0h05SfQJWBatixRww9Rv/vb6z/3SfU5keT+iGrLuuY+OXWLKtPLJk1eQ1bA3Cd791ex5Nx8wXDsCBu6zNy1c6xRShmXZ5ftvstS30I6Dby5Kc9pINor0qtsglqJ6wQkeQgkeSAmMEU5S9wHn7JgJCw8gSiHIOr3YAOdToMnlcpSYc4S5z5RacOhToPc34U7W2cHGqBn3GdE0IuCis6Fb0BQsBQECjQ84eT1tPQOg7DGeyOHPbjiPNRK0bKgZK0IRDkEUb+rwxL7pxhDbworsm2x7rF8z9JuOWQ3/ETqwhFJeeaKvMSw6it+yTG3bZffvaFnr3jc/+Vr/tW8eM6QyhwgledAGkcjzhL1caWN5IsEhSZQUKdBjVncRq0mVW8qFcch6UNAr6aQBgLJCEQ5BFG/JytVrP239kZIKiFhvpEJhXv8kuNxRHivA3tekemQ+AVO00YIVPOrOCMJacTOViRdYiuPDPlt7mSwv6SeY25AnPpI0vCS5ImjU1BaFcfByqv6EEiaXoc9qnaOsyzILgaBKIcg6vd0ViAimY4fcoNAfAK5RRrkGe7OMx2sndQmXvGMhmyvuBGLoPRhWgc5DjocmTih13GmzbbWUFreBKIcgqjfs9I/7v2dlV7OclReLBCRzKNmUKaXQG5Og7Fpi98nbItT/RWoo9O2tIqSFfVgiBtl0E8DEkEgPQFr2WZ6SZYERCS9LOM+K+Km11d3o5KKpMs47ayq7NychrRAkzS8JHnS6ql6sxdBt0BbxVJU60yPJ9u8UAsXCPgT0B1dQETS2Co/6oVEpT2OM8oYR7aKrkhTXAI5L7nMH4yOm9FphWrnX5pQo8+660Kc7Jl/04EGTMDpJOh2GHQATnp/R0UF0+oW9ZwI0zsqb1rdkB8EwgiUNtKgq1p13oCqsvweCEkfbro4BMm5OurRinX6qLXGrfsJ0YZxgy+J/CKexZHEiU+bR3d1BT1LVJ8xuvVRkoeIpBKmsieqfaQhjwos71uEOFr3GXW3LsO3nM4DKsoEgTES0O3Uq3b+iEiOsVIhOhGB2kcaElFLkcn5ELDGAZ3idD+cAiMI29vxV6mIMzf4YJu3YWdUpGCDrCBQVAKqnbyK/qqyEJFUoYk0WRNApCFD4mFvDZm+UcgzNmi4r7wig2N2NKY3Nymn07MVtUQyEKgGAUQkq1GPVbMCkYaMajTKKRj3xCvbzJFDudQAiL32f3poOgw8OXI768001NREKhCoBAFEJCtRjZU0Ak5DDtWqOslJ91CF6Pgn7HPHeX98uYwyejMt63CeN89Eev5M9+jh0xzAoUgQKDGBf/330yQ+UVfQfZ/Zi4WloDxjoxel7sjvx0dEb98jIhkbXEkywGnIoKLidP5jfTA8f+s45EecxCc21wrfTEuskx8ezmPCejxL0Y++DMCiCBAoCQGnsxDmOCAiWZIKrbGacBq8lS/2JbA2Mpp4Qtu8k5F8QxffqRxT55EX9RBQaXtxnI4weVNT8Wcj+O7cibcIlWpDGhCQkQWV6IIfKkQk0YCKSABOg7dWpjbpvfPM3aNX9LLXosciXcr9CVRnTaumK2KDgk4gAAIU6Cz85r9dkvj4XXFeDhCRRCvLiwCchlDyH+h17wW939uj79c4Yeth7JUDSR2ApPnyakgoFwRqRSAkIhkUWQhyFgQ3RCRr1XpKbSychojqW3thzPiTYfq9ZLP//PZjUGk1zv3cVdIjDQiAQEYEfCKSv/nPffqXfzc6BBgWXfDTVvWFQTVdRkRQTE0IwGmoSUXDTBAAgXER+ED/238+GREex1lI6gAkzTcuEpBbfQJwGqpfxy4Lp2fl7Ay+uvTp6pi2xUxPXCAAAokIiMhCUHQhrkBEJOMSQ/o8CMBpyIN6jmVObb6lLek38HyN6Z/oIbaEzrE2UHRZCchVEWvpogtltR1615sAnIba1f8Ubb4X+zNE79FQOzQwGAQUCPhNdPw/3wSvilAQWbgkiEgWrkoKoxCcBm9ViFnR9q6JRGIXxATbMxSmgqEICICAHgJBey782/9evSE+RCT1tJkqSsGBVVWsVdgEAiCglYBfdOE3b5bsbdnX3t1SwsVVWvWEMBAYNwE4DeMmDPkgAAKlJuB1GOR+CyIiOf2aZwYNLzgOpa5mKK9IAE6DIigkAwEQqC8By3EI26CpvnRgeZ0IwGmoU23DVhAAARAAARBIQQATIVPAQ1YQAAEQAAEQqBMBOA11qm3YCgIgAAIgAAIpCMBpSAEPWUEABEAABECgTgTgNNSptmErCIAACIAACKQgAKchBTxkBQEQAAEQAIE6EYDTUKfahq0gAAIgAAIgkIIAnIYU8JAVBEAABEAABOpEAE5DnWobtoIACIAACIBACgJwGlLAQ1YQAAEQAAEQqBMBOA11qm3YCgIgAAIgAAIpCMBpSAEPWUEABEAABECgTgTgNNSptmErCIAACIAACKQgAKchBTxkBQEQAAEQAIE6EYDTUKfahq0gAAIgAAIgkIIAnIYU8JAVBEAABEAABOpEYOKWrzoZXARbz3bbdNJ3a9Jc2qD1+UYR1Cu3DhdndDY5T2lRXhy2ab/bpKWN9dSyygZ0cLZLO2YDba22aXmmbBYk09e3zj3tKbhdXNBhe5+6suhs282wvtKXW7R2r9O2ZK0ii1z5tZ0k1iHSkIRayjzz621qr7ZMKeJGb8NhSMnUyM43377x2MaVnEBjfoWWmsnzVydnnPY0Q8vtVbLu6iwZVLm+qmzbsI3k13aStFM4DUmoac3TpEkEGLQQvTi03vTSi5tZZseuXb8oQ3py5ZXgrXO/9lT1dlF1+8rbOoujOYYn8qqLi0Nqy7fiFq22lyk4Ajygs92d4XBGc4k21ufJ9jNsOVbgwvO7+bURdhR/tKjV6lLXfCF3hp+HaYxMrtB0aDl6dJSxAltPtw6ukPnSEvVPTkiM8Fg6evPxD9Q24+rOvC7etk0i2rNI/R12OpjvKvPZl+F5Z7g3xMYAOVY9BZZvGGy2g/D6i7LfyK2rHoZyWj6s09ST93ZTaZfSMseQiUodbiz2aceMOrVWV4n2DYdSDgPO9mh3x91+vGHwyY51v5gac3vaaJ6awzaOdjE4s2XxjUUtvrG6qu1mFIbZFtztMbodWfU11Cv0Xva2E/MZNGkzVmv3Km0yUI+Ie2aIJq5tHqgR91fovemsW6dYbgurtG8/T1fbC3RjP6ON5/mQJbfWgHuIG3Vo2wmvw7w6LiJEGvJjr1CydcOIhijefDn82T+hnd0zvu3lo9sIxwtHQvy+scSPK/9rZtkKnXL6OVMWJ+3uH7IU+VSmU+nDcGdryrF/Cy1Hn45hOjjDlMLhWbF0PBUsBjS5YNlnDPd4HQbhXLSZkXQILH4zC3YYvntwzhgNepMj4fkIGwPkODs73/Jj1F+4/U6HIX1bcbagUdbhbSVaT3f7jGyXDochTh2Ss072z7nJG+2jf7JD7QNuP+bwYFe2HyJ3GNy/PY2Gyvn+k86HyXyO7yeXeVH3hudeTdyOPHJC72W3ThuyzXfp9GzgYRDdpiLrOkyPEFtDH4yhtnlzhj8fLYfBt13ZHbpZt9ZwsvkyMmy3oswGza+4n72RbMS9H9Z2Ytmp0JVoTAKnQSNM7aIGPerKF14ewjC6M/FPfvJ1qWd4DcZlORKNeVp3RiF8FWrRnAxrmLL4gXEuvAaRVzgey2Q2Zp/MfuXo1FFFB1arteiItPT7dMM3bcN3iOeCOjJiYNnMVguAXn782G8uLtP8/Dq1/fip2jgiR7H8WPXnZz+bqKqjjrIS11PYHRLQLvnhmrYOW6vOSB47lSvcfiabgQ626AT825NH/4tzw0lozRmRwpk595wG1ToZweJtj6oMTEFh9ePRqSHaPN/3vpOwY+g/ek8qPlOi7j0vG8W258rm2+YjmN70ZSTTfvZa7aV7brxkxbh82US1nSR2xtApTVI4DWnojSsve5mH7PmT1XB9Hir9G/mUGk6+EjcG3/yHyi26wR2oIbh/Y3ggwvNut/mtbCRiEVKOZh2DdUgAe3Bj3Pj8aN+XkZq2GV7mB4LkZ13cgRhemf8VaWOAnMjy09SfR9VIHTWWFdpWEtSTK4unXUYyVKzDtGr55B8w89Arsk6CcnvaozKDobzA+yhQJx9dEuuvoIfqvefHPfA55U0c0uajmFpOgnwp4ctiYTmIKdtTZNsZ6z2WTnk4Den4jSX3oMfvL2J2ZODbkPOhIm6M4WqM7v4uCX8jztUUZbGjciDeygNvioBydOoYqUMcqzhtg6MpMos5ZGE6DsJ5iLWMUMlGH92Uyk9ff7JkJR01laW7ngKqVbZLJYYx20VWyZXqREGZuAxU6sfqDMOKT6u/ih4K5ruSxJYZ0OajmIo3ffnyZL5wiGFgxzypuGrHTh/bztglJM4ApyExOl0Z2ZN1dvI8ccdaI0+NWWrJ4QjT22Wfl//JfWCLZkU4Xoy7+YzPh2tmDkdwkO3cnBgphiuEoyLfm/gVXHjBrneosHI06hiqQyzcPF4oQy4zNCfXwPXppDMMwQzODuM5VlE2BuoWUX6i+gsoLEpHjWXpqyenLf7tUlsdxmo/3sRWe3J/35htGU6pFbK2Qs5Wsqg6UdYpXjsOrR97LgF3hlZY0opsevVJqf842kksmaFtPprpRadLLTE/ynrZ8H3TMJ7ftl6KdRrVdmLZqVimrmS/YiBtXcIgR42A2NzpDx+tbvkLXX/sUKdjfs6NWfutxUd0/+5duv+oRXd6P9PPR+L3c+o7V098/YV+4Q7+48EBHXU+0vUX4Qx/R0/v++kxoJ7Iz6OuzYkDOuCJf8bqg3X6lkPzd7/5C/U+XtOXL9f0cYLLZ+9E/Hc+uEcLf/U1pBx9Oobp0Boc8WxlNlD6NTz18fzP0l7hENzcadGj+/epeadHH6/7zHOCFte/lfNAJmcX6N6gww7Suc3484MVjjTc5Xmk78x64Dr4fIdaj+4Tf8u+2B/NsqzvZ2gmrB4C5AjtQsuPUX9DnYLsb2hrK1FlfTs7EdhWoutJEHZe4e0ykmEQe/t75nXO7WVwaswPIq7Tr3fozscTks2J2/tnbj8Pfjnw1Plv6a887WnC2y6+nadv7w2ow973ubh/7ftGlMH3zez98Drx3qYJ25G3vf5uoUmfg+5lqdM9GohnQd+8Jz4/oBXuEL/GbPdp2snCxD/53nteJPFs84wxRtxfofcmOxx/+plXwjifzfIZPaB7C7P8bOEopt0+OvT5mwf0DT8zv5jPo2F7CrhfZ2boUUjbefbo18HP49mwsVS1PihNKiy5TEOvVHmtXceilniWyigoW3oCaJelr8KKGjCyjNuyM8thigKyxfBEASsFKoEACIAACORIgIeJ97vW8uXhEIVYotoMnTWdo84ZFY1IQ0ag8y7G7TUj2pB3faB8gwDaJVpCMQl4NkozlcQZQURwGorZYqEVCIAACIAACBSOAIYnClclUAgEQAAEQAAEikkATkMx6wVagQAIgAAIgEDhCMBpKFyVQCEQAAEQAAEQKCYBzGnIoV7EPg3ySATHle0EG2uZm1DAeaKdKgzvJCG3DNfktnEsT7o4o7PJeZov+ZHi3pMVs7RHd9lGnfu1pTRtLU1e1baskE61vbkOOQo7uVahTCuJatkxROaf1Pn8iJiUXUD7dd87+ddHPA0QaYjHS0vq+fXhts/WFse+B8ZoKc1PiGNP9kRl8KluLht4x8Ud87RMljezbNgnT4+LtV+zijLmyXUqSQueZvTUxOwUzq7sNG0tTV5dLNXbm9z+nY/ebocedR9HL/Wy40jNP614flin0oZpU0z7s7t38q8pPw3gNOReL3yCZWnfmPnNctU6EtZx5LRgGnqKYHLoF4f7nuOHk8tCTn0EpKPYXi999MdLJE57EydG6nT+45StryaLI6nu9henJtyaYHgir5rhzUPa4hAU3tZ5NeLNZBgOE8qa6e1QqGGAeKtfJktmwJCDM0+LIwFd3ibVMzzhW1YQIyt0eGOVKxUxogtc1tkNDyHIM4ONy1+2MwTN2ZeW+KTvE/PsC7Z1o0mn4tx53j57qXlCJ/K8DPOyhz48wyWOrbadZTplS14O3dwmeodfnHWksyxL1rC+vLvQ+evpr98kn/4nzy0JsN/d1kbL5hqis92d4dCZc8tyowbdv5tt0S7X2ZYi2lqonQrtVL2+gtqd+3u/tjGyI6Bob3Pn5n0r6myR+jvsxDKn1RY7zXLM0ajLyY4YrjHu1xb/xrfa8D6NvCe8+1cM7yu19uHMH1x+oCz72eS2cYOPjb+Rw1DOWzDGfeRqT8OdQJeWOFJpjtda7d2XvXnDBj2jVO/1wGdciN3u97qk923Qg7Rc3yPSUPD6shq4DPXzMSHy4SQOqbJPYTMeTOLQKR4XMIcF/N74+CYVna980LOsOXFgtOfRa3Y6I2VFMeJyxU5p8uru067PMZuBdojjve2juNmOeet0OWHWHM2wnYvsSGysz9LsghXSNE+tlA8R6wa2dm/jNOKYcPMgL2coUTy4V8yyuqfM0NcutzzDri6dSpt0lzVSAXQq/UjunCw994fDPsPUIry7wU6U1REZ4+fS1iXOyw934zwzw4lQq89w27y2O7mMhmsj2ho7BcF2RrdTf4fBqH93fYUzCG8bA5r0a2/2gU/cKvj8lqZZCZOCvVkfQr+ZZautcoXOiXvX+LvrqM/g+gkoO5Sbm0pk+WGyAmwULwJq7VPoEtWeLH3Fi8uKg484pTfA/og2rXKvh94TQXZHPf9icYkSVvzf4TQUuo4uqCM9cNMp4H9NNvnJ1O9ST/Rh3KGuuDo1fsOgOf83aOsEPuvo65k5+RAbXhFlRXASoVmexiCv/skOHfZiyBaOgcxrnHRonzUvTtxki25oljtB/s9vGGfQMw4iYi7GMS58kIw8GdRk5FCjtWh0poaS1smhHsM88oRdwlmTYWfdZXmZCkdQOHTLZDp4YdDZcTCgke0AXXSoP2m9xsaszyjbwrh41Yxqa2F2RuX1lhWqlzqD0bYR0N7s8vvUXFymedE+TCfNv7ase9dsl2YbF3dq8L0dUHas9mFpE1C+kiyPjUp5zHKj2pMNq0WLcgbw8NTJ/k0Q+zT1KQpUza9at6YRcbiE3dIl+Q1OQxEryjqqdsBHYRvdAu2bx7Max2bz+ZM3huKN+UXZ+fdPOnTB+W7kO+foZXfEQfYqlBWFamZ5+PbbtYcYOJeC7BnjDGs+ZVg4CXOGEyE6/gs2NGzSh/cYb8dD3WIUpbfr90B5nEp3WX71xNGBdvuc5uzoS4j21puR6SBd3DRpwap+BeZqdpttLYyLR8XItiaaRICdKnnV9FZrd7Hahisxn0EQ67DBhpjmIy9xSqvKPeF7H8dpHy4BnvJD6mCYbdTGoHob0TXFvSL5+Bof/TwMrU/leyJu3Qa35+Ttq7g54TQUsG7kLGzRUTb47UTqZ4bjrXPd+f/D8XjLQ2fHYqdP9otmXLuUyooSGjArWkW2Ffng4Y1zdnwMJ6LPb9GMInDuAScJnHAZ/8Z3WecXiRhXWVbB7PQdCKfQigZF4ea4yWxLhlXopHNoRmTMTCrMnfJVbQuK0ETq6kgQ204F4X56xWWgUIyOJE3le9tTmiZusvwksuLkUW1PPkClfn5X2vpMmz+o8uNw0dGAcpYBpyHnChAPfJdjzZNxjGiCuIYhu5MOx+3Na3B2yON+Q8VnFowVDM2lhYA4A/sfsy3DAemec5COLysMbItRK8uNaxjxcGjjmKNgfasi2wrfmp29+dDp8+ucv8/AY9+HbEljlox+0xpu4LcROVzRotkkq1LscU12woR8cVmRH91ledqecBZlzYthGcU3+2G9sv/k2uhBhblDgSjbwrh47Ihqa2F2RuUduV1D9YrJIPRZYLa32M8LY8hNhMbPzYmRcv6R4r1tFGeUnaR9WEN+3vKTyIqVJ6o92Ryt55/JhydL2tEyO43FPm19ps3vX/mxuMRuP8XL8Cser20XT61qayQ2d/rDR8sx+ELXHzvU6Zifc2MGdmvxEd2/yx3B7ALdG3T4gXNup/n8YIUjDfyjdd39hv7S+0zNhW9lHt/r7n16dG9AHX5ynYuyJrgM7l37xOV/vUcLs5NqZUnhYpLT30sb+ucsa2DkH+pjlNXjuQjW19F23KVv/tKjj19a9Pzb+3RX2vSRvvnd39oy5HyFO5zmus/MJmhx/Vv+5i7df9SiO72f6ecjwfBcrrQQM72NyYB/5NneX6RqIuw5OP8zXcs/+WF1p0WPRoAJefdoIOT0TeafH9AKh3buai5rqBvXwec79LuFJn3+eE1fvlzTR7t++nTu5eusYK7XX4v20Vykv3XWAacJY+4tu/WIozshHEna7s/lq83YsKP17Tx9G9LWnj36NfWC7PztbyPbqbt9h9WXKoOgtnF/tL1dvDPvXdPWR9xWXe3M+v4b+izaEA8eNicO6IAnTcrZSavr9K15q4TfE6Nt/f43fwnm5ql7cY/2Qsq/GyZr4p98bQzNM1J++H0p9evdo5Xfi9VRf6Ajz33rf6+nrc+74c+4gLr1Pk+13Lcl7uKw5LLEledU/eLsjN80HRP9KmIXzACBchIYLimMWlI9HvvyLn88VkFq/gQwPJF/HSTWQKxlbrd5SZ6YAMnbKieJxicuHBlBAARAAARqRwBOQ4mrXC6/FCsrDohmwyYLlthGqA4CZSQw3M1QrHzy22tjvFblXf54rYP0PAlgeCJP+igbBEAABEAABEpEAJGGElUWVAUBEAABEACBPAnAaciTPsoGARAAARAAgRIRgNNQosqCqiAAAiAAAiCQJwHMaciTfkDZxglvASdVJtBXtzypgnXCZeIlG47TLe3TKoVc9dM/E6AIzTI8/U4fe906Qh4IgAAI5EkAkYY86Ze2bO7wnefjJrBDzu4WRwqLA7fkwVTi4k2jTvt8tLBYSmqc3JjlNXpaY5aloywQAAEQKD4BRBqKX0eF0zB95KKoG89Yx/ki0lC4RgeFQAAECkEATkNe1WCH4U0FzK2PeX9m8+wJR8fFmzft7pyYJ146FOaw/irt81CG+K5Fq+0FutndIePoCvH3Mk36yRPv9Pb3w7Tizd75fWtpiU/PNMptrRqHZBkOg1uHtnl6VpBML2KXDHtowuqw3Tzk6IfNSjBZpP6OEaXYWOzTjqlMa3WVaJ+/5+TNpQ1an+3ZzEZ192c1I7fHFvyG7L32WrLyajYoFwRAAATyJIDhiVzom+F90fGJkysdxyCPhMhth0F0dJx21ThCmntxEp31zPKqPBrbuPiUyRXj8Cr7m/kVEiMAzsvq3EUHKI4eWW3xBjS7Z3KIwFl+l3vgFVO37qn4fUCTC1Z55smbHofBT6YX8VBntknmtzpr08Y2l9E/oR1TJ7IPJeKtrHgP/6ZlkPP7fT5OWuRjaf2THWrzhlcrJitDdz4iKILVSFNg9qfCCxGsLQ772W/Uk0sTRaEgAAIg4EMATkOezcLqGBvztG4esDSijnXaIe/+KM+5sY6ctU6rjK3/BXVkKKJFxml7QqSYV9ClnucY+9aiY2tqeYpkgxq+Ex/VZfqqO+hRV57TZdooDqaSJ1d6depTc3GZ5ufXqe3h1Vp1zoFgh2aFdQ88nlcRmqgX4agtEx36RXoUxSAZCIAACFSFAJyGXGpyhpbNt2J+LaYd7pisU5hH1LE6PuvoZ8uJaM0lmyg44KOjZSFie1sj0mAcxe13zLUinMQyzWNxA4+B9upkHputqJaOZCIq025zFMMRDdIhFzJAAARAoIwE4DTkVmvCcRgON3T3d+nM86YvVRNvu7LDMjt5MYbvXKIYV/8Gv8XLPObwguk4COfBHGmIK5F1TCkzMCKQvZPgMp6HJw6EQ5XUQYtPEjlAAARAoNAE4DTkUT1inoLPeH2QKhedLrXkMkTz49u7G2/tg153dMKkS/AMzclJEH066VzYvwzODv2dllA+PDdDhkhSymzMUksOR4ghEHFxNEQOV7RoNvE+EGGKq7GyWYolod5oiKhDWR+Y45DHLYQyQQAE8iHwK+6I2vkUXeNSv/5Cv3An9PHggI46H+n6iwgefEdP74vVC3/k1Qn8BX2h6893qPXgFzr6uUvdjx3qdJyfAd1bmOXRf37Lv9Ojj9d9uuY0n795QN9wj/uFnYKbOy168MuBW96j+3R/doHuDTp0zvMiLJmfH6xwpOGuo3yxfQJPfTz/s9RPOBlC3qP79x3lTdDi+rdyrsVkiExvTV8c/gPxdgyGjV/v0cIs6/SoRXd6P9PPR8LGc+qbq0mM1RPv6A8fRQaTCdtw1/U9a3fOug5OjbkRUu4duvPxhAyU1/R5RPdoVr9baNLnj9f0hfN/nGjy5EweLuH/zges8199pX8Sv3HEpiXrARcIgAAIVJ8AllyWoI5HljlaOqcZpiiB3VARBEAABECgWATgNBSrPka1kXsUkNxzwblDopigd0ArtD4/lvh90alAPxAAARAAgRwIwGnIAXq8Ij2bHpmZ5QZGcBjioURqEAABEACBVATgNKTCh8wgAAIgAAIgUB8CWD1Rn7qGpSAAAiAAAiCQigCchlT4kBkEQAAEQAAE6kMATkN96hqWggAIgAAIgEAqAnAaUuFDZhAAARAAARCoDwE4DfWpa1gKAiAAAiAAAqkIwGlIhQ+ZQQAEQAAEQKA+BOA01KeuYSkIgAAIgAAIpCIApyEVPmQGARAAARAAgfoQgNNQn7qGpSAAAiAAAiCQigCchlT4kBkEQAAEQAAE6kMATkN96hqWggAIgAAIgEAqAnAaUuFDZhAAARAAARCoDwE4DfWpa1gKAiAAAiAAAqkIwGlIhQ+ZQQAEQAAEQKA+BOA01KeuYSkIgAAIgAAIpCIApyEVPmQGARAAARAAgfoQgNNQn7qGpSAAAiAAAiCQigCchlT4kBkEKkDg+BVNTEwYnyfbdFUBk2ACCIDAeAjAaRgPV0gFgXIQuNqmJ8/eDHX98JqmXx2XQ3doCQIgkDkBOA2ZI0eBIFAcAldHPVq5vKXbW/68WzMU635CtKE4VQRNQKBQBCb4YXFbKI2gDAiAQE4EjunVxDPqbl3S+82pnHRAsSAAAkUmgEhDkWsHuoFAlgSuPlH38Ra9hcOQJXWUBQKlIgCnoVTVBWVBYHwEjo+I3r7fJMQYxscYkkGg7ATgNJS9BqE/CGggcLX9hH56aDoMPDlyG3MhNVCFCBCoHgHMaahencIiEIhFQDgM068/OPKs0bvbPXoaSwoSgwAI1IEAIg11qGXYWAMCYhIj77MQc7nk8asJj8PAqB7P0nQNiMFEEACB+AQQaYjPDDlAoHAEROcvt1tYe0e3e4gRFK6CoBAIVIQAIg0VqUiYUV8CYnjBuT9TfUnAchAAgXETgNMwbsKQDwLjJMCTFl+65iOMszDIBgEQqDsBOA11bwGwv8QEeB7D9AGtvNuix0FWOM+VsM6X8Pn/k+2AEyfENtN2+ickk1ky5fwJcy6F8+wKV54JMqZZXNH2E/N8C04bWF6JawOqg0AdCMBpqEMtw8ZKEjh+9Yzo3XvaDJq16D1XIgmFqU16u+VwSY74cKsfuoaT8uYndhme0t6lw2kRZ1e85P0ebt+RuSk1vXkmnAX5JV2asj68njadiSRKIQ8IgEBeBOA05EUe5YJACgJyHgO9o7A5j3KzJnGmBH9kZy0mSYq/rU6ed3+8NH9X3Tb6gF7Q7fv39L3wCNZejC7LFDLlBlHTNGv7Go9p65KdG8+uUd1POE8zRRNAVhDIhQCchlywo1AQSEFAzGM4WKHLiFUSTzet3R2v6OjAsQ/DZY/kX62HMXd//MBZjJUZT/fY+UiwSmPqYSuF4cgKAiCQNwE4DXnXAMoHgVgEzHkMb2Ns93x1RMJneDxrjGNcferGKhGJQQAEQMAiAKcBbQEEykTg+Cd6w3GC19PDSYUT06+NyIG43jzj+QPmhEXzq6ujA/l766ExPnDZc+7+GMf4x2T6HXEyIS0IgECFCMBpqFBlwhQQGCVwTD/KJZno8NE6QAAE0hOA05CeISSAQHYEnu4ZkxmdH+fqBTnZcTjpUKywEBtFcpyBzEDDUNfuJ14IKVZQvuJVELhAAARAIJoAnIZoRkhRcwJipcJEyB4Hfr8VAhlPmPzB8Bj8z5MQyyPZrme8IkJt4+kPdHCUbsUD5lMUomVACRBIToDfWHCBAAioELjcuuVVhLd8t/Hn8e0Wr1d0X5e3vLJR/p7p5dRr7Z2j6KE+7q+ddqzdOnOM6O2y2bDNJYtz8+pLk4n5f07wbs3zHXE579bc6UZkZUoNhYEACCQggAOrkvtbyFk3AmKzJHvSof/eAwKJODxKLEn0XiIioXqJ4QdcIAACIFA0AhieKFqNQJ9yEmCHYtucGPD0hbUX4tCUOA6DyBU3fTmhQWsQAIGyEYDTULYag74FIfCBepdDVcSyxp71J09WxAUCIAACVSQAp6GKtQqbsiXABzhNZ3TSZNwJmWVNn20FojQQAAFVAnAaVEkhHQh4CBgHMfHnmbVEIRhR3DkKcdOjckAABEAgCwJwGrKgjDIqSYAXCRj7JfBSAZVrZH8F734Ljr9V5CENCIAACGRNAE5D1sRRXvUI8BwG68jncRsXx/Eoc9pxc4R8EACBZATgNCTjhlwg4CIw9XyFZsEEBEAABCpOAE5DxSsY5mVEYGqTNkO2VYw7ITEjrdWL4cmetg1PtuX207hAAATqRwBOQ/3qHBZnTCDJngtJ8ozNLLGplXOyp9h++hVOqxgbbwgGgQITgNNQ4MqBaiBQBAJXRz1aufRM+jQPuyqCftABBEAgOwLYRjo71iippATEgVVh+zCIVRR7EUMTSUwv5rLLY3o18Yy6W5f0fnMqiVnIAwIgUGICcBpKXHlQvTwE4g43FNNhYN5iqOIl0dv3mwSXoTztD5qCgC4CGJ7QRRJyQCCEQNzlj3nCFAduPdn2n+p4fASHIc+6QdkgkDcBOA151wDKB4ECERBDMUEbXIrffnpoRhgcB3QVSH2oAgIgMGYCcBrGDBjiQaA0BELO0LDmddhbZ0/36GHIPI7S2AxFQQAEYhGA0xALFxKDQDUJCKfAeYbGh9fTtqFiuGJkIujjWRqmqCYTWAUCIDBKABMh0SpAAAQMAmIDJ3Ns4jFWR6BVgAAI+BBApAHNAgRAAARAAARAQIkAnAYlTEgEAiAAAiAAAiAApwFtAARAAARAAARAQIkAnAYlTEgEAiAAAiAAAiAApwFtAARAAARAAARAQIkAnAYlTEgEAiAAAiAAAiAApwFtAARAwCAwPUuPTRYfepfynIlXAdtJAxkIgEA9CWCfhnrWO6wGAV8CrhM9H2/RJQ6mQksBARBwEIDTgOYAAiAAAiAAAiCgRADDE0qYkAgEQAAEQAAEQABOA9oACIAACIAACICAEgE4DUqYkAgEQAAEQAAEQABOA9oACIAACIAACICAEgE4DUqYkAgEQAAEQAAEQABOA9oACIAACIAACICAEgE4DUqYkAgEQAAEQAAEQABOA9oACIAACIAACICAEgE4DUqYkAgEQAAEQAAEQABOA9oACIAACIAACICAEgE4DUqYkAgEQAAEQAAEQABOA9oACIAACIAACICAEgE4DUqYkAgEQAAEQAAEQABOA9oACIAACIAACICAEgE4DUqYkAgEQAAEQAAEQABOA9oACIAACIAACICAEgE4DUqYkAgEQAAEQAAEQABOA9oACIAACIAACICAEgE4DUqYkAgEQAAEQAAEQABOA9oACIAACIAACICAEgE4DUqYkAgEQAAEQAAEQABOA9oACIAACIAACICAEgE4DUqYkAgEQAAEQAAEQOD/BzWFEkldoTu+AAAAAElFTkSuQmCC" style="margin-left: auto; margin-right: auto;" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><i>Imagen 8. Desglosando la ecuación obtenida en la Imagen 7</i>. <i>Expresa la fuerza requerida para mantener a un planeta en órbita al rededor del Sol.</i></td></tr>
</tbody></table>
<div style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif;"> Parece que hemos estado moviendo números y letras en vano sin llegar a ningún lado ¡Pero es todo lo contrario! Miren lo que hemos obtenido, una ecuación que nos puede decir cuál es la fuerza con la que se necesita jalar a un planeta para mantenerlo en órbita alrededor de una estrella. Resulta muy fascinante haber descubierto algo así. Pero surge inmediatamente una duda ¿Qué tipo de fuerza será la que el Sol ejerce sobre los planetas para mantenerlos dando vueltas a su alrededor? </span><br /><span style="font-family: Georgia,"Times New Roman",serif;"> </span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif;"> Durante algún tiempo se había especulado que el Sol ejercía una fuerza magnética sobre los planetas del Sistema Solar. Por lo que se pensaba que el Sol era un imán gigante y los planetas pequeñitos pedazos de metal girando a su alrededor. La idea era razonable, después de todo se sabía que la fuerza magnética podía actuar a la distancia y que la Tierra tenía un campo magnético gracias al cual los marineros podían usar brújulas para encontrar el Norte en medio del mar. Pero Newton se preguntó si sería posible relacionar la ecuación de la imagen 8 con la ecuación que explicaba la fuerza gravitacional y que presentamos en la imagen 6. Esta duda lo llevó a igualar ambas ecuaciones, lo cual era posible gracias a que las dos lidiaban con una fuerza. Veamos lo que obtuvo, </span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif;"><br /></span></div>
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<tr><td style="text-align: center;"><img alt="" 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" style="margin-left: auto; margin-right: auto;" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><i>Imagen 9. Relacionando la descripción de la Fuerza de Gravedad de Newton (derecha) con la descripción de la Fuerza necesaria para mantener a un planeta en órbita al rededor del Sol (izquierda)</i></td></tr>
</tbody></table>
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<span style="font-family: Georgia,"Times New Roman",serif;"> ¡Guau! </span></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif;"> Hemos obtenido un resultado asombroso. Tal vez no lo noten todavía porque está un poco oculto, pero analicemos con calma la última ecuación para ver que hemos obtenido. Sabemos que la “G” es una constante, lo que quiere decir que no importa en qué lugar del Universo estemos, su valor siempre será el mismo. “Π” es otra constante cuyo valor, 3.1416, nunca cambia. Nada hay que decir del 4, es un número fijo que siempre será un 4. Finalmente, “M” en esta ecuación significa la masa mayor en un sistema de dos masas. En el Sistema Solar la masa mayor “M” es nada más y nada menos que la masa de nuestro Sol y por lo tanto se mantendrá constante siempre y cuando estemos hablando del movimiento de los planetas de nuestro Sistema Solar. Esto quiere decir que toda la sección 4π/GM de nuestra ecuación se mantiene constante cuando estamos hablando de nuestro Sistema Solar ¿Han visto algo parecido en otro lado? ¿No les recuerda a la Tercera Ley de Kepler que tratamos en la imagen 2? </span></div>
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<tr><td style="text-align: center;"><img alt="" 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" style="margin-left: auto; margin-right: auto;" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><i>Imagen
10. Comparación de la ecuación que relaciona el periodo y la órbita de
un planeta en términos de la Fuerza de Gravedad con la ecuación de la
Tercera Ley de Kepler.</i></td></tr>
</tbody></table>
<div style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif;"> ¡Oh sorpresa! Descubrimos que ambas ecuaciones son exactamente iguales porque en nuestro caso radio (r) no es más que otra manera de llamarle a una distancia (d). Así fue como Newton pudo comprobar matemáticamente que la Fuerza que mantenía a los planetas girando alrededor del Sol, aquella misma responsable de imprimirles una aceleración centrípeta, era nada más y nada menos que la Fuerza de Gravedad que hacía que en la Tierra las manzanas y cayeran ferozmente hacía el suelo al soltarse de su árbol ¡Y no tenía nada que ver con la fuerza magnética o alguna otra! </span><br /><span style="font-family: Georgia,"Times New Roman",serif;"> </span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif;"> Esto es lo que significa decir que Newton descubrió la gravedad. Es obvio que todas las personas anteriores a él sabían que “todo lo que sube tiene que volver a bajar”. Lo que era una novedad era que la misma fuerza que tiraba las cosas hacía abajo en la Tierra hacía que los planetas se movieran alrededor del Sol. Newton había logrado dar una descripción muy buena de la gravedad y al mismo tiempo había atado irremediablemente los fenómenos del mundo con los de los cielos. Pero aún nadie comprendía que causaba la gravedad y de donde salía la constante gravitacional “G”. Pasarían más de 200 años para que un joven físico llamado Albert Einstein nos ofreciera una explicación más profunda del fenómeno gravitacional; pero aun hoy, la causa y origen de la Fuerza de Gravedad continúa siendo uno de los mayores misterios de la naturaleza y un poderoso incentivo para continuarla investigando científicamente. </span></div>
Sexto Empiricohttp://www.blogger.com/profile/11176766042647292546noreply@blogger.com2tag:blogger.com,1999:blog-2327526184725434740.post-23435861614250205772015-11-21T09:16:00.001-08:002015-11-21T13:08:31.474-08:00Un péndulo que lleva desde el siglo XVIII hasta el terrorismo de los últimos años<!--[if gte mso 9]><xml>
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<br />
<blockquote class="tr_bq">
<div align="right" style="text-align: right;">
<span style="font-family: "georgia" , "times new roman" , serif;"><i>La corrupción de nuestros
sentimientos morales se debe a la disposición de admirar al rico y poderoso y
despreciar o rechazar a las personas de pobre condición<a href="https://www.blogger.com/blogger.g?blogID=2327526184725434740#_ftn1" name="_ftnref1" style="mso-footnote-id: ftn1;" title=""><span class="MsoFootnoteReference"><span style="mso-special-character: footnote;"><span class="MsoFootnoteReference"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12pt; line-height: 115%;">[1]</span></b></span></span></span></a>.</i></span></div>
<span style="font-family: "georgia" , "times new roman" , serif;">
</span><br />
<div align="right" style="text-align: right;">
<span style="font-family: "georgia" , "times new roman" , serif;">Adam Smith. </span></div>
</blockquote>
<span style="font-family: "georgia" , "times new roman" , serif;">
</span><br />
<div style="text-align: justify;">
<span style="font-family: "georgia" , "times new roman" , serif;">Es sorprendente con cuanta frecuencia la crítica
a un punto de vista extremo nos lleva a sostener alternativas completamente
contrarias. Este error del razonamiento, al que podemos llamar el <i>sesgo del
péndulo</i>, parece ser una condición de la razón humana con la que tenemos que
aprender a lidiar a la hora de argumentar, pues todos somos propensos a ello. Se presenta recurrentemente en distintos ámbitos de la discusión humana, pero
tiene un efecto particularmente poderoso cuando se trata de la discusión
política y económica.</span><br />
<br />
<span style="font-family: "georgia" , "times new roman" , serif;"> Pensemos por
ejemplo en la frase de Adam Smith que prologa este trabajo. Smith fue un
filósofo británico del siglo XVIII a quien comúnmente se le atribuye ser el
padre de la economía. Smith observó la manera en que los países de su tiempo
producían riqueza y bienestar y se propuso encontrar las causas por las cuales
algunas naciones tenían mayor éxito económico que otras. Su estudio lo llevó a
concluir que los países que facilitaban el libre comercio, la libre empresa y
disminuían el papel del Estado en la economía estaban creciendo más rápidamente. </span></div>
<div style="text-align: justify;">
</div>
<span style="font-family: "georgia" , "times new roman" , serif;">
</span><br />
<div style="text-align: justify;">
<span style="font-family: "georgia" , "times new roman" , serif;"> Smith, por supuesto, era
una persona de la Ilustración preocupada por favorecer el progreso material y
moral de la sociedad. Para él la defensa del libre comercio solo tenía sentido
en la medida en que contribuyera a elevar la calidad de vida de las personas.
De ahí su famosa formulación según la cual en el mercado la búsqueda del
interés particular llevaba a la consecución del interés general. Su idea fue
verdaderamente sencilla y brillante, el interés personal del productor de
naranjas lo incentiva a desplazar sus frutas desde un lejano valle hasta la
ciudad en busca de compradores. Allí, la gente que busca satisfacer su antojo
de azúcar compra unas cuantas. Todos salen ganando en esta maravillosa lógica,
por eso Smith eligió describir al mercado como una <i>mano invisible</i> que
sigilosamente organizaba la distribución y producción de bienes. Por supuesto,
este panorama es demasiado idealizado y Smith rápidamente escala a analizar
situaciones más complejas. Pero es fácil entender porque su obra maravilló a
muchos políticos y sociólogos del siglo XIX que buscaron aplicar sus ideas.</span></div>
<span style="font-family: "georgia" , "times new roman" , serif;">
</span><br />
<div style="text-align: justify;">
<span style="font-family: "georgia" , "times new roman" , serif;"> Alguna razón debió
de haber tenido el británico pues en el siglo XIX la economía occidental creció
a niveles nunca antes vistos en la historia. Creció tanto de hecho que pronto
el mercado llegó a ser mucho más grande e importante de lo que Smith pudo
haber imaginado. Muchos factores nuevos alteraron rápidamente la manera de ser
del mercado y pronto fue evidente para muchos que el Estado aún tenía que
desempeñar un papel importante en la economía. El llamado efecto péndulo hizo
que cobraran fuerza los movimientos anticapitalistas que en la derecha llevaron
a los fascismos y en la izquierda al comunismo soviético. La misma oscilación
pudo haber llevado a la radicalización de la postura librecambista, sin
embargo, al colapso de la bolsa en 1929 se sumó el éxito industrial que estaban
adquiriendo rápidamente la URSS y la Alemania Nazi y que presionó a los países
tradicionalmente liberales como EEUU y Gran Bretaña a ceder a las presiones de
los trabajadores e instaurar un Estado de Bienestar compatible con el
capitalismo<a href="https://www.blogger.com/blogger.g?blogID=2327526184725434740#_ftn2" name="_ftnref2" style="mso-footnote-id: ftn2;" title=""><span class="MsoFootnoteReference"><span style="mso-special-character: footnote;"><span class="MsoFootnoteReference"><span style="font-size: 12pt; line-height: 115%;">[2]</span></span></span></span></a>.</span></div>
<span style="font-family: "georgia" , "times new roman" , serif;">
</span><br />
<div style="text-align: justify;">
<span style="font-family: "georgia" , "times new roman" , serif;"> El nuevo panorama hizo suponer a muchos que el
librecambismo (que exigía la desaparición o reducción al mínimo del Estado en
favor de los mercados) había desaparecido para siempre de la historia. Pero
como sucede con frecuencia en el oficio de los videntes, se equivocaron. Una
racha de años de estancamiento económico e inflación rampante en los años
setentas y la desaparición de la URSS a principios de los noventas dieron un
nuevo aire al liberalismo, que para ese entonces adoptó el muy original nombre
de <i>neoliberalismo</i>.</span><br />
<br />
<span style="font-family: "georgia" , "times new roman" , serif;"> En consecuencia
con lo anterior, el modelo neoliberal fue adoptado por el Fondo Monetario
Internacional y por el Banco Mundial, instituciones que en los noventa
empezaron a dar préstamos a distintos países con la condición de que
aplicaran medidas tales como la privatización de empresas estatales, la
reducción drástica del gasto público y el recorte de las prestaciones
laborales y de la seguridad social. Las nuevas medidas detuvieron la inflación
y reanudaron levemente el crecimiento económico<a href="https://www.blogger.com/blogger.g?blogID=2327526184725434740#_ftn3" name="_ftnref3" style="mso-footnote-id: ftn3;" title=""><span class="MsoFootnoteReference"><span style="mso-special-character: footnote;"><span class="MsoFootnoteReference"><span style="font-size: 12pt; line-height: 115%;">[3]</span></span></span></span></a>;
pero también agudizaron las ya difíciles condiciones de vida de la población de
menores recursos y contribuyeron a ampliar la brecha entre los ricos y los
pobres. En este sentido Joseph Stiglitz, premio Nobel de Economía en el 2001,
expresó que la globalización realizada con estándares neoliberales está
contribuyendo a crear países ricos con población pobre<a href="https://www.blogger.com/blogger.g?blogID=2327526184725434740#_ftn4" name="_ftnref4" style="mso-footnote-id: ftn4;" title=""><span class="MsoFootnoteReference"><span style="mso-special-character: footnote;"><span class="MsoFootnoteReference"><span style="font-size: 12pt; line-height: 115%;">[4]</span></span></span></span></a>.</span><br />
<br />
<span style="font-family: "georgia" , "times new roman" , serif;"> El problema
del neoliberalismo es que el mercado no es un ente perfecto; podríamos decir
que su mano invisible tiene párkinson severo. Para simplificar, reduciremos a
dos causas el origen de su temblorina. En primer lugar, los mercados no son
entes completamente racionales como los neoliberales creen, resuelven algunos
problemas de distribución de bienes, es cierto, pero tienen un componente
irracional que los hace peligrosos. Por ejemplo, muchos inversionistas basan
sus decisiones no en los precios reales de las cosas sino en sus expectativas
de cómo evolucionarán en el futuro, es decir, en adivinanzas que en el mejor de
los casos son sensatas. Además, para que los mercados funcionen eficientemente
necesitan que todos sus agentes cuenten con información perfecta e ilimitada;
lo cual es a todas luces un panorama utópico.</span><br />
<br />
<span style="font-family: "georgia" , "times new roman" , serif;"> En segundo
lugar, porque las empresas capitalistas no son hermanas de la caridad; están en
el negocio para maximizar sus ganancias y esto implica que tienen fuertes
incentivos para minimizar los salarios, reducir las prestaciones de seguridad
social, evadir el pago de impuestos, invertir muy poco en investigación
científica básica y prestar poca atención a la contaminación que generan. El
objetivo de la política económica y social no es favorecer el surgimiento de
los mercados porque los mercados sean cosas bonitas, sino solamente en la
medida en que estos contribuyan al fin último que es mejorar la calidad de vida
de todas las personas. Por eso a aquellas personas que pese a los hechos de las
últimas décadas insisten en la bondad última de los mercados y en la reducción
al mínimo de los Estados se les conocen como fundamentalistas del mercado.</span><br />
<br />
<span style="font-family: "georgia" , "times new roman" , serif;"> Ahora bien,
debemos evitar la tentación del efecto péndulo que nos llevará a sostener que
todo lo que tenga que ver con los mercados es algo malo (alguien dijo que la
obra de Smith huele a odio, insolidaridad y muerte<a href="https://www.blogger.com/blogger.g?blogID=2327526184725434740#_ftn5" name="_ftnref5" style="mso-footnote-id: ftn5;" title=""><span class="MsoFootnoteReference"><span style="mso-special-character: footnote;"><span class="MsoFootnoteReference"><span style="font-size: 12pt; line-height: 115%;">[5]</span></span></span></span></a>);
los mercados han resultado eficientes distribuyendo bienes y servicios por todo
el mundo y facilitando el intercambio tecnológico y cultural entre los países,
por ejemplo. Además sería arriesgado tirar un sistema completo a la basura si
antes no damos con una alternativa realista, práctica y por lo tanto
verdaderamente viable. Erradicar los mercados y dejar el papelón de distribuir
todos los bienes al Estado no resultó muy bien para los países comunistas. Así
pues, el Estado y la sociedad civil tienen una gran tarea por delante para
mitigar el impacto negativo de los mercados y maximizar al mismo tiempo sus
beneficios potenciales.</span><br />
<br />
<span style="font-family: "georgia" , "times new roman" , serif;"> Por ejemplo,
es responsabilidad del Estado ofrecer un foro para la conciliación de demandas
y conflictos entre particulares (y entre un particular y una instancia pública,
y entre dos instancias públicas); mantener un ambiente abierto en el que puedan
discutirse cuestiones políticas libremente; suministrar una variedad de bienes
públicos, formas de seguridad social y bienes colectivos; fomentar la paz
controlando los instrumentos de violencia; promover el desarrollo integral del
ser humano a través de la educación y la defensa de los derechos humanos;
intervenir en la economía proveyendo infraestructura y limitando la
especulación financiera; luchar contra la corrupción y el clientelismo;
distribuir la riqueza; proteger a las minorías; y muchas cosas más. <i>Es claro
entonces que el Estado tiene un papel muy importante que jugar en nuestra
sociedad</i>, si bien su poder siempre tiene que limitarse por medio de su
división, de la instauración de instituciones democráticas y la presión de una
sociedad civil organizada y que ejerza sus derechos.</span><br />
<br />
<span style="font-family: "georgia" , "times new roman" , serif;"> Debido a
todo lo anterior, es difícil encontrar en la actualidad un país que adopte
prácticas neoliberales radicales. Hoy en día prácticamente todas las economías
del mundo son parcialmente mixtas, es decir, en parte están reguladas por los
mercados y en parte por el Estado. Quizá lo más interesante es que distintos
países han encontrado fórmulas muy diversas para hacer economías mixtas que
funcionan relativamente bien. Esto nos ha enseñado que no hay una única manera
positiva de organización social; varias vías pueden conducir a resultados
deseables. Al mismo tiempo, también hemos aprendido que todas las instituciones
humanas, incluso las mejores, son defectuosas y por lo tanto deben de
incorporar mecanismos que permitan detectar y corregir esos errores;
preferiblemente si son democráticos y dan voz y voto a los diferentes grupos
sociales.</span><br />
<br />
<span style="font-family: "georgia" , "times new roman" , serif;"> Queda sin embargo un
asunto pendiente en todo este tema; pues <i>si bien el fundamentalismo de
mercado ha sido forzado a replegarse en la política nacional, continúa rigiendo
a nivel global</i>. Esto repercute en la capacidad de los Estados-Nación para
regular sus mercados locales y cumplir con sus obligaciones sociales. Por
ejemplo, el gobierno de un país, sobre todo si es pobre, no puede hacer frente
a multinacionales tan ricas que lo chantajean con llevarse su inversión a otro
lado si sus leyes no se amoldan a su gusto. El mercado ha sido uno de los
protagonistas de la globalización actual, pero no existen las instituciones
mundiales que puedan hacerle frente a esa escala. El neoliberalismo, anclado a
la globalización, es hoy uno de los principales factores generadores de pobreza
y de desigualdad alrededor del mundo. Esto sin mencionar que el mercado mundial
es en gran parte responsable de la catástrofe ambiental a la que potencialmente
nos avecinamos como especie. Un mercado global necesita regulaciones globales.</span><br />
<br />
<span style="font-family: "georgia" , "times new roman" , serif;"> La escasa
regulación de la economía internacional explica en parte porque la
globalización ha estado acompañada del resurgimiento de los nacionalismos y de
la agitación de los sentimientos xenofóbicos en muchos lados del mundo. Es
cierto que en cierta medida este rechazo puede deberse también a las tendencias
conservadoras que laten en el seno de casi todas las culturas humanas (las
cuales casi por regla general suelen estar basadas en el tradicionalismo y la
preservación del <i>status quo</i>). Pero tampoco es difícil entender porque
alguien puede culpar a la globalización de sus problemas cuando ve que su llegada
va acompañada del debilitamiento de las instituciones estatales, del
crecimiento del desempleo y la pobreza, y el acaparamiento de la riqueza por
una minoría.</span><br />
<br />
<span style="font-family: "georgia" , "times new roman" , serif;"> Sostengo, no
obstante, que antes de caer víctimas del efecto péndulo y levantarnos en contra
de la globalización, desechando en el acto subversivo todas sus desventajas
pero también todo lo bueno que ésta conlleva (como el potencial para crear por
primera vez en la historia una conciencia de que todos somos parte de una misma
especie y que habitamos un frágil planeta<a href="https://www.blogger.com/blogger.g?blogID=2327526184725434740#_ftn6" name="_ftnref6" style="mso-footnote-id: ftn6;" title=""><span class="MsoFootnoteReference"><span style="mso-special-character: footnote;"><span class="MsoFootnoteReference"><span style="font-size: 12pt; line-height: 115%;">[6]</span></span></span></span></a>);
nos tomemos el tiempo para reflexionar sobre los cambios que son necesarios
para que la globalización funcione para la mayoría. Quiero abordar este tema en
mi siguiente entrada. Como siempre, no existen soluciones perfectas ni
sencillas, debemos estar dispuestos a sacrificar cosas, a fallar, a aprender de
nuestros errores y a debatir democráticamente.</span><br />
<br />
<span style="font-family: "georgia" , "times new roman" , serif;"> Pero no
parece que tengamos muchas opciones. Si no cambiamos la manera en que se está
gestando la globalización, las únicas alternativas serán enclaustrarnos
nuevamente en nuestros pequeños mundos nacionales o bien afrontar un proceso
globalizador que se irá haciendo cada vez más duro, áspero y violento, y en el
que catástrofes como las que en los últimos días han aquejado a rusos<a href="https://www.blogger.com/blogger.g?blogID=2327526184725434740#_ftn7" name="_ftnref7" style="mso-footnote-id: ftn7;" title=""><span class="MsoFootnoteReference"><span style="mso-special-character: footnote;"><span class="MsoFootnoteReference"><span style="font-size: 12pt; line-height: 115%;">[7]</span></span></span></span></a>,
libaneses<a href="https://www.blogger.com/blogger.g?blogID=2327526184725434740#_ftn8" name="_ftnref8" style="mso-footnote-id: ftn8;" title=""><span class="MsoFootnoteReference"><span style="mso-special-character: footnote;"><span class="MsoFootnoteReference"><span style="font-size: 12pt; line-height: 115%;">[8]</span></span></span></span></a>,
franceses<a href="https://www.blogger.com/blogger.g?blogID=2327526184725434740#_ftn9" name="_ftnref9" style="mso-footnote-id: ftn9;" title=""><span class="MsoFootnoteReference"><span style="mso-special-character: footnote;"><span class="MsoFootnoteReference"><span style="font-size: 12pt; line-height: 115%;">[9]</span></span></span></span></a>
y malienses<a href="https://www.blogger.com/blogger.g?blogID=2327526184725434740#_ftn10" name="_ftnref10" style="mso-footnote-id: ftn10;" title=""><span class="MsoFootnoteReference"><span style="mso-special-character: footnote;"><span class="MsoFootnoteReference"><span style="font-size: 12pt; line-height: 115%;">[10]</span></span></span></span></a>
se irán haciendo cada vez más comunes. Sin exonerar a sus perpetradores, lo
cierto es que en estos sucesos la responsabilidad recae un poco en todos,
aunque no seamos los culpables. </span></div>
<div style="text-align: justify;">
<br /></div>
<div style="mso-element: footnote-list;">
<br clear="all" />
<hr align="left" size="1" width="33%" />
<div id="ftn1" style="mso-element: footnote;">
<div class="MsoFootnoteText">
<a href="https://www.blogger.com/blogger.g?blogID=2327526184725434740#_ftnref1" name="_ftn1" style="mso-footnote-id: ftn1;" title=""><span class="MsoFootnoteReference"><span style="mso-special-character: footnote;"><span class="MsoFootnoteReference"><span style="font-family: "calibri" , "sans-serif"; font-size: 10.0pt; line-height: 115%; mso-ansi-language: ES-MX; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">[1]</span></span></span></span></a> Smith,
Adam. <i><a href="https://www.marxists.org/reference/archive/smith-adam/works/moral/part01/part1c.htm" target="_blank">Teoría de los sentimiento morales</a>.</i>
</div>
</div>
<div id="ftn2" style="mso-element: footnote;">
<div class="MsoFootnoteText">
<a href="https://www.blogger.com/blogger.g?blogID=2327526184725434740#_ftnref2" name="_ftn2" style="mso-footnote-id: ftn2;" title=""><span class="MsoFootnoteReference"><span style="mso-special-character: footnote;"><span class="MsoFootnoteReference"><span style="font-family: "calibri" , "sans-serif"; font-size: 10.0pt; line-height: 115%; mso-ansi-language: ES-MX; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">[2]</span></span></span></span></a> Anthony
Giddens, <i>La tercera vía</i>, Tauros: 1999.</div>
</div>
<div id="ftn3" style="mso-element: footnote;">
<div class="MsoFootnoteText">
<a href="https://www.blogger.com/blogger.g?blogID=2327526184725434740#_ftnref3" name="_ftn3" style="mso-footnote-id: ftn3;" title=""><span class="MsoFootnoteReference"><span style="mso-special-character: footnote;"><span class="MsoFootnoteReference"><span style="font-family: "calibri" , "sans-serif"; font-size: 10.0pt; line-height: 115%; mso-ansi-language: ES-MX; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">[3]</span></span></span></span></a> <b>¡Más
en este Blog!</b> <b><a href="http://sidudoexisto.blogspot.mx/2015/08/sobre-el-neoliberalismo-de-milton.html" target="_blank"><i>Sobre el Neoliberalismo de Milton Friedman</i></a>. </b></div>
</div>
<div id="ftn4" style="mso-element: footnote;">
<div class="MsoFootnoteText">
<a href="https://www.blogger.com/blogger.g?blogID=2327526184725434740#_ftnref4" name="_ftn4" style="mso-footnote-id: ftn4;" title=""><span class="MsoFootnoteReference"><span style="mso-special-character: footnote;"><span class="MsoFootnoteReference"><span style="font-family: "calibri" , "sans-serif"; font-size: 10.0pt; line-height: 115%; mso-ansi-language: ES-MX; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">[4]</span></span></span></span></a> Stiglitz,
Joseph, <i>¿<a href="http://mx.casadellibro.com/libro-como-hacer-que-funcione-la-globalizacion/9788430606153/1098394" target="_blank">Cómo hacer que funcione la globalización?</a></i>, Tauros: 2006.</div>
</div>
<div id="ftn5" style="mso-element: footnote;">
<div class="MsoFootnoteText">
<a href="https://www.blogger.com/blogger.g?blogID=2327526184725434740#_ftnref5" name="_ftn5" style="mso-footnote-id: ftn5;" title=""><span class="MsoFootnoteReference"><span style="mso-special-character: footnote;"><span class="MsoFootnoteReference"><span style="font-family: "calibri" , "sans-serif"; font-size: 10.0pt; line-height: 115%; mso-ansi-language: ES-MX; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">[5]</span></span></span></span></a> Rachal, Bravo, <a href="http://elpais.com/diario/1990/07/29/opinion/649202408_850215.html" target="_blank"><i>Deun señorito escoses en el tiempo nuevo</i></a>. </div>
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<a href="https://www.blogger.com/blogger.g?blogID=2327526184725434740#_ftnref6" name="_ftn6" style="mso-footnote-id: ftn6;" title=""><span class="MsoFootnoteReference"><span style="mso-special-character: footnote;"><span class="MsoFootnoteReference"><span style="font-family: "calibri" , "sans-serif"; font-size: 10.0pt; line-height: 115%; mso-ansi-language: ES-MX; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">[6]</span></span></span></span></a> Para
una hermosa reflexión al respecto vease: Sagan, Carl,<a href="https://www.youtube.com/watch?v=oGKm6_-BmRE" target="_blank"> Ese pequeño punto azulpálido</a>. </div>
</div>
<div id="ftn7" style="mso-element: footnote;">
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<a href="https://www.blogger.com/blogger.g?blogID=2327526184725434740#_ftnref7" name="_ftn7" style="mso-footnote-id: ftn7;" title=""><span class="MsoFootnoteReference"><span style="mso-special-character: footnote;"><span class="MsoFootnoteReference"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-MX; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-MX;">[7]</span></span></span></span></a> <a href="http://cnnespanol.cnn.com/2015/11/18/isis-publica-imagen-de-supuesto-explosivo-con-el-que-habria-derribado-el-avion-ruso/" target="_blank"><i>ISISpublicó una foto del supuesto artefacto explosivo con el que habría derribadoel avión ruso</i></a>. </div>
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<a href="https://www.blogger.com/blogger.g?blogID=2327526184725434740#_ftnref8" name="_ftn8" style="mso-footnote-id: ftn8;" title=""><span class="MsoFootnoteReference"><span style="mso-special-character: footnote;"><span class="MsoFootnoteReference"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-MX; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-MX;">[8]</span></span></span></span></a> <a href="http://yucatan.com.mx/internacional/medio-oriente/libano-amanece-de-luto-43-muertos-y-239-heridos-en-atentado" target="_blank"><i>Líbanoamanece de luto</i></a>.
</div>
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<div id="ftn9" style="mso-element: footnote;">
<div style="text-align: justify;">
<a href="https://www.blogger.com/blogger.g?blogID=2327526184725434740#_ftnref9" name="_ftn9" style="mso-footnote-id: ftn9;" title=""><span class="MsoFootnoteReference"><span style="mso-special-character: footnote;"><span class="MsoFootnoteReference"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-MX; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-MX;">[9]</span></span></span></span></a> <i><a href="http://elpais.com/elpais/2015/11/13/media/1447450949_993293.html" target="_blank">Oleadade ataques terroristas en las calles de París</a>. </i></div>
<div class="MsoFootnoteText">
</div>
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<div style="text-align: justify;">
<a href="https://www.blogger.com/blogger.g?blogID=2327526184725434740#_ftnref10" name="_ftn10" style="mso-footnote-id: ftn10;" title=""><span class="MsoFootnoteReference"><span style="mso-special-character: footnote;"><span class="MsoFootnoteReference"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-MX; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-MX;">[10]</span></span></span></span></a> <a href="http://internacional.elpais.com/internacional/2015/11/20/actualidad/1448010927_795053.html" target="_blank"><i>Asaltoen un hotel de Mali acaba con la vida de 27 rehenes</i></a>. </div>
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Sexto Empiricohttp://www.blogger.com/profile/11176766042647292546noreply@blogger.com0tag:blogger.com,1999:blog-2327526184725434740.post-83453006640136109882015-11-06T06:55:00.000-08:002015-11-08T18:37:02.199-08:00¿Por qué creen que los ateos son malos? Un tipo particular de discriminación religiosa <!--[if !mso]>
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<br />
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-family: "" serif "" , "serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-MX;">¿Sabías qué
existe la discriminación en contra de los no religiosos? Sí, lo sé; es un dato
que tal vez desconcierte a muchos porque no estamos acostumbrados a hablar
sobre el tema. Pero por increíble que pueda parecer, el 49% de los
estadounidenses desaprobaría el matrimonio de alguno de sus hijos con una
persona que no cree en ningún dios (en contraste con el 11% que desaprobaría el
matrimonio de sus descendientes directos si fuese con alguien de otra “raza”)<a href="https://www.blogger.com/null" name="_ftnref1"></a><a href="https://www.blogger.com/blogger.g?blogID=2327526184725434740#_ftn1"><span style="mso-bookmark: _ftnref1;">[1]</span><span style="mso-bookmark: _ftnref1;"></span></a><span style="mso-bookmark: _ftnref1;"></span> y el 40% de los gringos no votaría por
una persona atea aun cuando estuviera perfectamente capacitada para ejercer el
cargo, mientras que el 38% no votaría por un musulmán<a href="https://www.blogger.com/null" name="_ftnref2"></a><a href="https://www.blogger.com/blogger.g?blogID=2327526184725434740#_ftn2"><span style="mso-bookmark: _ftnref2;">[2]</span><span style="mso-bookmark: _ftnref2;"></span></a><span style="mso-bookmark: _ftnref2;"></span>. Ahora bien, me hace feliz ver que la
desaprobación del matrimonio de personas con pieles de distintos colores ha
disminuido y ojalá la discriminación en contra de los musulmanes continúe a la
baja; pero es preocupante percatarse de los prejuicios negativos en contra de
las personas que negamos la existencia de algún dios o ser sobrenatural. </span></span></div>
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<br /></div>
<span style="font-family: "georgia" , "times new roman" , serif;">
</span><br />
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-family: "" serif "" , "serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-MX;">
Decidí escribir esta entrada porque el combate a todo tipo de discriminación
debe empezar por señalar su existencia. El fenómeno no es nuevo, tiene raíces
muy profundas en la historia del mundo (no olvidemos que una de las razones por
las que la justicia ateniense condenó a la muerte a Sócrates fue la acusación –falsa-
de que el filósofo negaba la existencia de los dioses) y en los últimos años ha
habido una toma de conciencia al respecto, lo suficientemente amplia como para
que hoy exista una entrada específica sobre ello en la Wikipedia<a href="https://www.blogger.com/null" name="_ftnref3"></a><a href="https://www.blogger.com/blogger.g?blogID=2327526184725434740#_ftn3"><span style="mso-bookmark: _ftnref3;">[3]</span><span style="mso-bookmark: _ftnref3;"></span></a><span style="mso-bookmark: _ftnref3;"></span>; pero aún falta mucho por hacer. Mi
objetivo pues es explicar a todas las personas interesadas, en especial si son
religiosas, en qué cosas creen los no religiosos, no deseo entonces aquí convencer
a nadie sobre ningún tema de materia religiosa; solo aclarar que la
discriminación contra nosotros, los no religiosos, es un hecho que hay que
combatir. </span></span></div>
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" style="margin-left: auto; margin-right: auto;" title="Discriminación contra humanistas, ateos y no religiosos" width="400" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Fuente: International Humanist Ethical Union http://freethoughtreport.com/download-the-report/</td></tr>
</tbody></table>
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<span style="font-family: "georgia" , "times new roman" , serif;">Generalmente se usa la palabra “ateo” para referirse a las personas que no
creen en ningún dios. La palabra en sí es antigua y en realidad se usó durante
mucho tiempo como un insulto para referirse a las personas que no compartían la
religión del que insultaba. Así, por ejemplo, encontramos en el siglo XVI a
obispos católicos llamando ateos a personajes claramente religiosos como Lutero
o Calvino. No obstante a partir de la Reforma protestante el significado de
la palabra “ateo” empezó a mutar estrepitosamente. </span></span></div>
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En el siglo XVII se dio el primer gran auge de movimientos seculares
heterodoxos en Europa, aunque por supuesto sus voceros sufrieron distintos
grados de persecución. Por ejemplo, al filósofo Baruch Espinoza (1632-1677),
que nació en el seno de una familia judía, lo intentó sobornar su comunidad
para que ocultase sus dudas religiosas; cuando él se negó a mentir, lo
intentaron asesinar; cuando falló el intento por asesinarle, Spinoza decidió
huir de su ciudad natal y dedicarse a reparar lentes y escribir libros de
filosofía. Spinoza no fue lo que llamaríamos hoy en día un ateo, pero sostenía
que Dios no era otra cosa sino La Naturaleza. Tal dios no era un ser al que
valiera la pena rezarle, pero él entendía que todo en la existencia, incluida
nuestra propia vida, era parte integral del todo natural y concluía que el todo
y la naturaleza eran una misma cosa. Durante más de doscientos años muchos
cristianos usaron los vocablos “spinozista” y “ateo” como sinónimos. </span></span></div>
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La heterodoxia fue ganando adeptos con el tiempo y en el siglo XVIII surgió
un grupo de pensadores que, inspirados en los éxitos recientes de la física
newtoniana, creían que el universo funcionaba como si se tratase de una enorme
máquina. Una máquina, creían estas personas, necesitaba un creador. Pero ese
creador debería de ser lo suficientemente sabio e inteligente como para poder
construir un mecanismo que nunca necesitara afinación, ni reparación, ni ningún
otro tipo de intervención. Estas personas se reconocieron a sí mismas como
“deístas” porque creían que existía un ser superior que había planeado y creado
el universo, pero consideraban que tal ser no intervenía nunca en los asuntos
del mundo. El dios de los deístas se convirtió pues en un ser a quien no tenía
sentido rezar, ni adorar y solamente se le podría conocer estudiando las
ciencias. Para ellos, ni la Biblia, ni los sacerdotes tenían nada que decir
sobre aquel mecánico universal. A este grupo de personas pertenecieron los
enciclopedistas franceses dentro de los cuales destacó por su popularidad
Voltaire. Los deístas pues no niegan la existencia de un ser sobrenatural, pero
tampoco ven mucho caso en la existencia de religiones. </span></span></div>
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Hoy en día se reconoce como ateos a las personas que ven muy poco probable, o
que niegan por completo, la existencia de algún dios, diosa o conjunto de
creaturas sobrenaturales. Esta manera de pensar cobró auge en los grupos
escépticos y positivistas del siglo XIX. De hecho, fue a principios de tal
siglo cuando Napoleón Bonaparte preguntó al físico Pierre-Simon Laplace por qué
no había incluido al dios cristiano en su sistema del mundo. Laplace le
contestó muy claramente “porque no he necesitado de tal hipótesis”. Una
anécdota que ha quedado grabada en los registros de la historia. </span></span></div>
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El vocablo “ateo” pues ha estado históricamente cargado de un sentido negativo.
Por eso no sorprende que hoy en día muchas personas que no creen en ningún dios
o dioses prefieran autodenominarse agnósticas, humanistas seculares o
librepensadoras. Sea como sea que decidamos llamarles, todas estas personas son
gente no religiosa; pero es necesario saber que no todos los no religiosos son
ateos. En efecto, muchos no religiosos pueden ser deístas, místicos o
practicantes de las creencias del New Age, quienes en muchos sentidos son los
modernos panteístas. </span></span></div>
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<span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-family: "" serif "" , "serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-MX;">Lo que distingue a los agnósticos, humanistas, seculares o
librepensadores (en adelante sólo ateos) de aquellas otras personas no
religiosas es que nosotros no sólo negamos la existencia de cualquier tipo de
dioses o diosas sino que también negamos que exista cualquier otro tipo de
seres no-materiales y energías místicas. De cualquier manera, compartimos su
falta de religión. Una encuesta del 2014 reveló que el 13% de la población
mundial se considera a sí misma atea y el 23% no religiosa pero mística. Lo que
quiere decir que los no religiosos representamos un 36% de la población
mundial, aproximadamente, y nuestros números van en aumento<a href="https://www.blogger.com/null" name="_ftnref4"></a><a href="https://www.blogger.com/blogger.g?blogID=2327526184725434740#_ftn4"><span style="mso-bookmark: _ftnref4;">[4]</span><span style="mso-bookmark: _ftnref4;"></span></a><span style="mso-bookmark: _ftnref4;"></span>. </span></span></div>
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" title="Clasificación tentativa de no religiosos" /> </span></div>
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<span style="font-family: "" serif "" , "serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-MX;">
<span style="font-family: "georgia" , "times new roman" , serif;">Ahora bien, muchos religiosos piensan que los ateos negamos solamente al dios
que ellos personalmente adoran. Esta es por lo demás una visión errada, puesto
que los ateos no negamos solamente la existencia del dios cristiano, sino
también la del dios musulmán, la de los dioses griegos, la de los dioses mayas,
la de los dioses purépechas, la de los dioses egipcios, etc. De hecho en este
sentido no hay mucha diferencia entre un ateo y un cristiano, ambos niegan la
existencia de la gran mayoría de los dioses en que han creído las sociedades
humanas, el ateo solamente está un paso más allá. Los ateos suponen que los
religiosos creen en ciertos dioses y no en otros porque es lo que han aprendido
en la cultura donde crecieron. </span></span></div>
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La situación es un tanto distinta cuando se discute sobre la existencia del
dios mecánico y no personal de los deístas como Voltaire ¿Podemos negar con
absoluta seguridad que no existió un mecánico que diseñó el universo? El deísta
suele argumentar que una cosa tan complicada como un universo no pudo haber salido
de la nada y que tampoco pudo haber existido eternamente, por lo que es
necesario que alguien lo diseñe. El ateo entiende la preocupación del deísta,
pero le explica que al invocar a un ser complejo para explicar la existencia de
un ente complejo como el universo no ha respondido verdaderamente la pregunta,
puesto que ahora tendrá que explicar de dónde rayos salió el mecánico en primer
lugar. Si salió de la nada ¿Entonces por qué no podemos decir que el universo salió de la nada? Si siempre ha existido ¿Entonces porque no podemos decir
que el universo siempre ha existido, yendo y viniendo en distintos ciclos
cósmicos? Así podemos clasificar a los deístas y ateos en una tabla según la
seguridad de sus convicciones<a href="https://www.blogger.com/null" name="_ftnref5"></a><a href="https://www.blogger.com/blogger.g?blogID=2327526184725434740#_ftn5"><span style="mso-bookmark: _ftnref5;">[5]</span><span style="mso-bookmark: _ftnref5;"></span></a><span style="mso-bookmark: _ftnref5;"></span>; yo personalmente caigo entre la
categoría 4 y 5. </span></span></div>
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y7q3l8UTZnfJAq2jisLg36f17v3HDx8/vXr9/UOVVraz2JA9ptO9ccF4xtSo1TOUVn8UKq0XtrFFn77I6HAJpVVBUwni3Aupsvsp2yPCM5fougHrCK7OfduqRdxwCffde3bnEye6EfJiPlEHhtvecnCqtYRApC6WtIXS8rqvuY1oYbFTruMZC000JLpToMv80mu00rNzLt6xfBNGTtp1vQgsW4EdX8e2Af3HN0s102hNoPuP6htOqAw/FhdNc8EC7aOKwrCnh9eve2jxZVp9KK1ESzNh75STnJDYRwBNPevdCXtafVOutMjGVqK0xCMF8U2pCjleBR9eDfeTomVWmOO6Oppbir5t1kK735fS0loYV1rGWhMZ7r6UVqu6mjRC6IgpLSOV7TYRpRVyPGX+FIVEqTFlSqt0jnTpGq/9ZbD1IrJs2U7ihheeKOLMWn9FipRWYagUGqnEkwKl1TGqKAyotK7nhl9990sLmdXDPa1009IZJLmcRl2rCyrJCaXVMwEfYErrJd3Y8pSWrdWtVMVKKz51udKKPj7KDdaeaxPfjkyQZJ+w5FxMXkqtFhYqLXn4IsM9qNLy6jLHqEBpBcUAb39EaUXOhcx+j6e0CuZIJL215yTn73+9KJmVMm544eWE46TQX70NRUrLeHjQzOXGk1Kl1T6qKBgyq5PSevX6+w8fP6Uy6/MvX359+36sPa1sZ0MJLfWXyrHTw92BlJMWoz7cQ2n1TZs9rfub9zCQSRZx57fNiubsuEsfi+4nHb4EdIf5fYiWW2q+7dWSGNRubkhp2ROnVGmxZ8zd7hQa7r6UVou6nNBR4pdi9+0BjSgt1yVCq07AouoqHlZaxXPETX+7e9TskvAWpxvCQ60XgWUrsKflzFdRZ1jOrPc31gn/9NAIlcZkN+NJsdJqHVUUBrmn9fmXLx8+fuK5Xv7zdhyldZfb9LGTvJMvwuneKL2VkrqBHg+htHqmtdJ60X1An2FWFU5GcWUIuZ8QzMUdE8V11eYqjVN926pFM3Gs75rSUs0XV1q1AMzOQbMbHyWj1lZptair8GMFv/vygIaUlucS4iC1CYmCZPOUVnx+WVXqy0G6FvB+MqU12HrhL1uOk/jhRWmWrUSU/upNCCsto8u6twfiSYHS6hhVFAY5Pay/F55Q9IM8LZVW/fAtHlekkEcibffwUKVq/m7Uq65PzZ7souFHLXqii9IS3OM2RHw0/Sq4g+ibNIcq+YKibGUS3e8WWsjeW5LEcl0Rwy0d3xZraY4JxI/dvmsrqTZxxM0SZ2wSyCqpDzdbRTX5IFeaxIGAa5WFjrAJ/O7rLidtR0md4iUo+qPanVqFRMl4K2HmtptfQbsl3s6FSWBhHma98Jctz0nc8KJNDPVzvb9GA9xHMamFtMuqt1uGDUxzzQK8ovaLSP9KS5NZl8LviL9Yd3S4JUSrEJIlQ4lHmXaWSrsXwVehdfP1mbHnceBi+gAdJ8nq/Mk2lQ3RcbqFlqqycjYFVwcSjHjV4pnLveidsOOg5xVR3dLybbUWbbZRscj7rlcnt7CqrOaFeqt9ZIbS6pC/4XoGjQNWXUoWbYyEiNRH92VJYgY3uQQ9+Oa7o2Uh8ZBNLmG3p8v8cqtMZYNqrWb7JO/w0OtFcNnSMcKL0B1WqbNpYVWeP6TRWbaqDiyF3mVWpCSIV0484dM8YIFwVLEwZFZLpdXXv8h+Blg2E/EBMa4/EeSLKm84Z5gAtAb3MMDCGPz7tKC0QGsm4gNPrbROO+VHcnFGDoYCSgssjDF+9xBKC7RjIj7w1EpLvg2i344DoCvhC3MAzITpKq1L4LuUwLKZgA/k9wieNPjzO/FPaggwOIUX5gCYBYbMwp4WeDDwAQAAAHMH97TAdIEPAAAAmDvTPT3EKgvgAwAAAObOdJXW5fF3dMCDgQ8AAACYO4bMwp4WeDDwAQAAAHMH97TAdBnYB5762xsSlmEHtxc9dnNQi81jOAb6JgZ8wQNYJNM9PYTSAlBao7AMO5i9aL47oHM3eyxq5ML7o/7aj34l0UDFTh36u6pggUxXaV1wR+fpmZAP4BvRZw/2tHrlIPw853SLnTCn3fq5OvyUGDILe1rgwUzGB9SfpAEzosffeBn052Lm8Vs0UFr9cKgmP9SgO7inBabLNHzgtrmPeDh3oLT6BEoLgDDTPT2cxioLHknMB9Lf77itT9nPx1QH5QYID+r8p0Dyd5LkrAqrcVkThNRCF7IG3vLWH2Wt8ionLedXgVI7BLPobTbbkHZGGC15gW3Ri4ZkmKqKKZjgIHYpKjkLrJMINdmFh0c8rzHqcuxj1fGkNFa/DCdJP0qGrbjYkCZNR6fa1TvUcVcMervhUdrPDEUOi7Xa8dNFs2G6SusynTs64EH4PpDdcch/DJksEuQAUAqph6pJcaioqkojXPaG+hSexPGqymM7WYp5F5oYuq6qdXV4OVT3VLxpVowVEzQ9VexgZVHbLNcumpQtL85WRote3Cqh0qypMzaIXYpK5CBZ3fkarBdeMuIxl7MKNBxPqGpdVbd+ccFgOQn3hWworWIL/Z+Yl1vDd8USb9c8Sp4IkT+A0GtX4xWYHobMwp4WeDCuD2TLP/sT8SSEn3Zr5cm4CU+HigRcVWkJGZ0/emObHGIIpp9KywgLqd7fxYtrla5IIllss5PGtjJpD7047dbSBkC+L1gwiG2LYoNIavIKLx7xiMs5BQb0C0tD7W84CXGLrMOBYouswceVvuO5YtjbDTfQJ4K3p6XXbpQJJgfuaYHp4vlAtlXfQJ9XtUBMIqP+x9bGKlzXYCot4RhBOuekXRA2WoSmuPfISDFMdQoqx8zimp02LWBST2kV90IwlDqMziB2K8reEPULLx7xkMvZBTo7fGIaUq3hJOb+S6TYAmsExi7yHBXydt6mOpnxRQ620jJqx5dDzInpnh5CaQHHB9hugISx26/s5axY/BLX1ebh29/TEkJ9cnxgPc9KLaEZrAMNnoBv70kqx8gSMnuWOGBSX2mV9ULtkzAUziB2LMpWWm7h5SPuuFykwO5Ky3ASe6jtYkutIXWkTGkVefuL7gbaRLCVll27WiaYHNNVWhfc03p6HB8IrM7mdoWcv3mK1O9pCeG/g9IKrzrKouLfqU1SCIcMYiP0LBGzC/2wTRofy1gvJENJx3aBQexYlK203MLLR7yN0pJ2jrorLbmEwCZOmdIyCuxJaQW93fUoYSIExjLyAAK1NXEMmYU9LfBgQqeHXCI03zF6W5CVayfs9HBHlk7lvEW6SFN6lHOv1uwC/1A8KYksBveipG/vUfKrWVyzi2+aJg0uaPFeSLdp+GZSaBA7FhXY0/ILLxlxx+UiBfZ1eig6iXzad9gldxNtAVdgDVV1Fp4eRrzdcgN9IhQKz6Q0o0wwOXBPC0yXyI341YqGtySEkb17ErH4PS0a4ddJ9CdKS7/inMHjqHINROqC+kRuFajA63ELULOYZiclx0zqn4CW9kJQ1+axnTGI3YqylZZbePmIB13OKrAHpWU4yX2fWZx6sWLD1hD8ylNaNEvU2y030CeCtyNtmlErE0yO6Z4eQmkB3weSmwo3kogtnLtZIZrv/WfBcL073Z8j01h8b0F1MB50rcMIvQvWWYnQtoipxITqJ/YHcpuFdKpJE0W5Xt9LtNVWQS/IiNNLLQWD2KUopvHZG07hxSMedjm9wIjulSURe0N0Ev6RuhemFdvSGsnw5CkMV4x6u+EG+kTQNtxpB3jtepnBxxYwItNVWhfc03p6Yj7QXFQg1zmUWHmTTPQdGtL4c/CKxrLbO/wZveEWDquKVOZ1wWpMlr7gOVb6O3DBDl4Wtc0csxdNAdWBLBt99SJ9f73bkUU8PIhti6oq0v3cHlTka4UTawevs8VdLvvcdjwh82pVHej/pYS0JOF+UZtiI/5/yExh3p/SXDHi7YZHKVbN39YLFmvXRwpKa3oYMgt7WuDBLMAH4goCgF6Ay9lYh/0ADAPuaYHpsgAfwLIHRgYuZwOlBcZnuqeHC1hlQUcW4ANY9sDIwOVMxD+OAWBYpqu0Lrin9fTM3AfyayaI7WBw4HIm2j05AAbGkFnY0wIPBj4AAABg7uCeFpgu8AEAAABzp+Xp4fUfXuM1XuM1XuM1XuM1XruvNVbiu5+NdU8LAAAAAGDBPFJp2RoQPAPwAQAAAHOnzZ7WZax7Wr33dhqc95vVarU9Prod0+ehPjDmMB23q9Vqsz+PUdcMOG5XrU0fyLsAa5d2gTvzM0ehyfZ9sg0DXRnw9PDbN7+/e//xcrl8+Pjp2ze/D6+0zvvN8D56nQud4jSmUxTTB24j0UDG5Lrk3mhh7bGGqW7nvNf+vmiGrdz0gbwLsHZpF5qJskSl1SYgT7bvk20Y6MpQSuuPv/4muV7+83bYe1rH7QhOet5vimP0eb/H1BmI+6qjjMlcdi/O+81D2zkxF+2y4ATyPtraPVDahcUu4W0C8jKY2JwFXWiptH59+/7Nz39eX7/5+c8645B7WvcHt2Fn3XFbHKzO+80SI9woRHzgqrV0pTUL2z927Z+ci0JpeRR3YZTn0PFpEZCXweTmLLAZ457WNcu79x8HVFrn/Waz3W7aX+8Yhpv+m1KT5kTIB642FleduQitR679U3RRKC0PKK1nZopzFtgM/i0Pn3/5crlcPnz89Or198MpreuS6jlgcnMnT5NE5zoNLyW7GMQ+zq8NbfZndpHoHhjFI600MfnMrnfJxHxAG/bzfsPXotSYti3FYRJdiF0PUm7S6DfH2MLZVF43OHMfaR9P7prp25qLRg3VFK5dkao7cksgV00qEIplI6kZM5BXlClxx8iq3u7rzYWoG5TUpaUMKa3UWbdUablRKBLi1Fp7cV32UZbNdwA1mA8dgYXusNaKtuANiy8rnS+mgiEZVmm9ev39H3/9/e79x1KZVXZP60yCnba/UftfNqk29X1REjQzZz1umU+TKVIn50mFRZkFjfsbRDc49YLLRbEL39DK7nSYf6OmD5PkQtujsJVCg2bmCPTDbOFMKt9vb+/eWks8tClB7lpyF9rwbe7sIUMlwmK7zebf7T9N7ZvtdrM9Xo733nhefdum3KjT2jCmm1eQKXHHIHmpfPTdoKAuK6WrtLIE95HILGZGoZIQd8mL6Md1eT1ZYFQcIODwQ0dgozvEW8gBoNSw6LLihBcwdboqrTRX6Y34+J5WE8CF0HeDRiZRANmfC48aWbXZpNGnhNwW+ZnMrXfhhH1A2NbiQou845mSDlPEhegw5utJ8l+SWt7TMj2UijO1a55vi1E7aChud5pYWppcr+Y15grGMqaXl2cv6K/8BGYZs1NdekpHaZ33G+8vDSV3bhfieLt7cl09MJqzyXX4ISOwPb7JfDlLfykv9Cu2rNjhBTyeYe9pff7ly69v39e5isRWeJVNhZZ6lCRuIpDJqT/na3KJ7nAI889XWtrzYaTehVNwgkzCq3BymG2uN9gnYzRex11IXwvrB29PaTG5oL1hds3dwxL/HzOUcClKMgsXWrZX+8XSnEV5pWUp1F+h5YVKq7AuNaWttALtDKzN0RAnVd6H6xqBkbcyHszlvvcUgd3xZSeqvDP0iSO4rLAanmONmAtj/BpP+o0PvSstemp9h3inGGyjk1Pc45e284WqXaVlxMxIvYum5K5e9igtPDCyx3wPcU8r7kLSuDZyMLSnFV2u7K6VKq0SQ0n6J286V1oBr1aLZd3gxgzkFSZgqL/SoUyZ0orX5aQ0lZbqerra6BLiCH25rntAqs2mUqXVYwQOja+Xn+/HhpYVI7yAxzOG0jp981Odt+97WvmGVv2e4Mp0y9reX/aVlhrR82kRU1ryrAjXCy7ZsyY/OQwEbrE8fnAQdSFbqPWvtOIbHBGlFTRUb0pLOB209qUMYxbvacX725PSCtUVOR60z++K9rS6hDip9h5c1wx01mxqpbT6icCR8bX2nOT8kWXFDC9g6vT2u4fXjD/+9q7nPS1JaGlSK9/+cg40hOBt6aX0W178R9IAABvHSURBVOTy1EGlxZ6b9vtzoN6FU/idardnuu1W+JtDeZ28GF//Jxm6wIXsaN6r0rK71u70MGYoTdaQUynhokvp00eawDSm3yS/iUp/I1ttkdPDkG3tlP6elhfhAlEoGOK8hrd0XTcwarOpndLqJwK743u7a9VsP5GU5PQwuKw44QU8nkHuaf369v0ff/39+ZcvRGl98fUPvSqt81759jbhfPss/cl/jTc5+bMNm6xKJHeVVr16Z+9ktxj0ehdO6S8ycVOm3B8Ns2EtOKApcyHhPEzfAeuotMyuFSutAkNx7SF2VDxENXIpxYaM6eRV80f6K2xxhGQriyQR25opA9uYznGTbIQ2IU6qvA/X1QOjPZtKlVavEdgbtfp9SQ4LDYstK054AY9nkNPDDx8/XS6XDx8/XaXV9Wviv/rul6JtMHeVZQGUfpY6crMBm5E9JLOjHvZG8oDnHQ3xlPrzaLZTks9Tp96FU/7bl2aI4Xa2TKmtx0oRmQsct+m3hxwvecS+t2N7vDsFi+elb+hdC/p25qJhQ9FHGu6fxvmL7tV0K8GSL9SYXl6pTW37m9Sdp1DdoMQJrZSiWVkXJffwjF4e4sSq+3BdPTD6DmA5/KARWO8OPYARjl7MJw5rWTHDi+csYAQGUVqnb36qb8F/+Pjpzc9/Fu1mBe5pZe5snfDULsYnwC3z7Zvlm8R5SmWptevkT72rel4oDTfuPxj1Aor+1+f3z+VRyhGHSXUhLue3RxIlL2SEk0eBvNjtkUg66pBSCq1rLKfi25mLlhjq1sntlpdpTwrfq7PcrAWaMd28zNpF/SUJN/uzKuRuBfEttpK6xJRqF3LSZJv9Pt1pCkShohAn5u/mukKRkkxZ5Q4QCOZjRGChO/Vb0tTUlobwsqIaZH++QGnNgN7uabX4V76fYXLeb4UpYh4fgUfTsw90BC7EEHXEU4FzGgCAyxi/e/h4pXXWL3Th99AnzISUFlxIAkoLSgsA4DLGtzw8XmnJ26f2DWfweCaktOBCEk+vtMR7zQAAkDFdpdV3T/mFZsRHUARcKCW3xhNaQr3QCQAABSxlTwvME/gAAACAufMc97TAPIEPAAAAmDstTw+v//Aar/Ear/Ear/Ear/Hafa2xEt/9bKx7Wi/guYEPAAAAmDuGzHqw0vrsH/98tHHAg4EPAAAAmDtt9rQuY93TerRxwIOBDwAAAJg7I50e/vjbu1J9Vr7Knnbr6jCIlcBjmL3SOu3Wq9V6d3p0O0ABh2qFQRuNQ7VarWYQt1tMZSvLAJGhwG/z2gePUvEKDtVqoZNvDKX1r3//t8VO2KX0jo47ZU+73fQnNEiofeD2nUV8Bl5npvbpY7m3bWrtWhiHqmCd9hKfdusxBq2ozcultvYMrBFUC+nIqln6jwwlfstqH1ZpFXT2tFtH2zG7GWTIrH6U1qvX39cZh9zTuruaOlCn3XoOExokpD5wm7DSEB6qyYqZQwWlNSyHqmBahxIPvxFZ1OaFc9qtZ6G0YsRHtv/IUOK3I8elWHUF6ml+M2jwe1p//PX3GErrtFuvq2qtrcU3HTazwXl6Mh/QH4ChtJ6WonU6mHhopbUsbdGVJVmjpC9QWu2Zo88Me3r442/vTt/8NILSukpcRU/VSzQ/ZUo/ItmyXDMb1aVAlVa1uw4KmbRMaUXPFOsD5ybDbaTrN6rDiyzyEv8g3pHUXlUkxOi5tPanydJmZg+AWrHN+00jnK7dbXL94JpNbo+UMt6XF2OY2LjItkrzJ2nkYqXEctu8FUvtkTgKxErrLBbdkkkZ8/ZmHxomJWQFn3br9e7UzbeJFYwxis7BetWUyuE9TZp2L/WW6PbfqHFYH8laQO2S34ISZiJ3MHZxyooMRTchxAEq8Nu8dqudPNayjpdWp7Vf6kHIziUzghQtBn+rkUrQ88duQKX1r3//9+U/b/8n+QXDoe5pNQeD+oU6fosrOxS+ZszCHPkMOxPjk/nA7Q8eBDmdKa3secfYy2wiaVXlsZZqDuF/yVF07jlZrDgRXajmykgquhbQLMe5bvAak1qCRBOla6lN1rvDNb/YHjGlaOPcGPndEGmY+LhYFzDp0605+nlizc7uRWa5R9IoyFYibVaG77CjS18S4qRmi6bRglgb3yZFG2MUnYNN2ls5WZu1nvKb3/VZUtQ45pThE47cgjJnItVtmbdokaHYYmrjIxfw09rldiotUTserk5vv3DTLGLnl4IZQdpnBv/4dA6OnSGzOimtV6+///Xt+1ozDbqndaiYtuQdZeGanPTSR/jMY+2ndjAUbE8rkw3JVJMX8CSxPPnYxOQRXVw9Mt9J8rDa6coh5iKk3pfmJ5GtfqCMNUYNTvQz1jCtPW5Yyx5lXnhE1IepTPlonZSLFZ+meL/E+oweqYPLrcSaIWVM/3wnGy212ZZhWNpy3xYrEMeoyxykTwdyT0mAziNDwDhGH+tQTzfKk+K0mShp6EacGcNRZDHb01S/NZzBameu/rWOl1TnGV/Vcpqdg4MutlIL/vHpHB27oe5p/fr2/avX34+itFKhpWtKqrSkzflbCuEZ2nnKAMOgKC36mNQERWmiGUGLzxIy2+TVSPKd9e4kFJdGAS2Xyj0DOSURahCLVaOp1TXJJlp79JTex94wkazsyUeppLBYs19SfUaP9MFVfCwVTqZXqK2hzXaaGnSAsJeqY9RpDoq95T0lJuQNNI3j9FFuLH3oUdNISsuODEUWczwt6LfZlCLtNFqidbygOtP4ZKYH7UyTFygtJfjHp3N47AY5PXzz859fffdLeg44nNKqd/Sc6EDkkxs0yWfWUxkYClVpvWQbW02o5QcL/nO5IFwCSkvbjbJDTNCB8v1q/hyROrhRrL6tXqi05Pa0V1reMLVUWoXFmv1qobSCD/i8zYZXGMpDcA+SpK3SCnmpOkad5qCwq6FPhHt99CQxYhyzj2oXiNajS42qtPzIELaY42mqJg8prUBLxI4XVGcan8/0iJ1Dg86wgn98OofHbhClZZTY9z2tfEMr6byxgtbGULeWuZ2MUAEG4yLc08reuA50lSstaT8yeMTCA6C2GqkRLf+AFBeJAf5meN3xg1ds+mzGIlNQadmnbI7SsnbH9GHqorTCxdr9UpWW3qOoj7E2q8OnPTD7ZyWdlFZopbKVVts5SHeO9J7eenBK7/IUGEfv42m3vl1O9PcWs5noKS0zMoQt5nhaeVxi7Yy0hHS8oDo3XukzT7FzbNDlMpXgH5/OYYsZoujBSiu0pyUJLVlq0dAjadGX026n/AVjwQiC3rD2tO7v5Y87guN76zSL35lsU9eArJLTrpIDql5ekytHiYEvL/mtCLKyScVKBktyKxsJUigR2+MprfvgEHvU8tAYppZKq6hYp19ifV6PlFGwlJbhFeyg4nA4Gc3OEYp1lJbj26ItxDFqMQellng9FRb7Dsap6kmaynJtF015ElGVViQyRC1me5quu9XaWTvVlqgdL6nOcrC8yJido4NOMYN/fDpHx26M3z1slyugtE475ctIhYjITHd/3M+CRfNcZ4UpMBKu0nrh0/o6eNnUs/cM7EO1bPWoHSbLmLghKbDZ+l7vTnoutT91X06Hw4lGoZVYaVNssu9eI4kJqWvKI0nWHldp5VtqSRXuMBUqretj6K55KLeKvSfe2f1S6tN7ZLqEsrt02O1OWkYl1uvDIbY0dxhNwod8W7K8MkbFc1BTWnZP5ZgeMY4+ZVgkyeayoAHZTCQjm4oDNTK0j1rU04ydGDsu5apPbona8fLqRAcjPYjZWZ3I4paJ2kgp+Iemc3Dsxvg1noGUlhXo2V5HMjj3v+rhK1Eeh1ptSYI+qX0gHSppY0t+2pWT04RVVXEPoAVVB/EZV6girXx9DQPpvoSSK6VZ+W6nGNd6D7vdiSyKTrGCLMh9mnUtzUF2ikh7dlJKzcRyQuWjvA1iiyRr0RgpZskSi/06JLnNZSQ0CkrraZvtjDXpokya7cvC9Vrz37hviyXLYxSbg2o5xBuVnvK78HHj6DZPH7dvJeyylhkzsSmDdsaLDPGoJTb+5PmtVjtvp94SKwQFq9Pan/vCzdMjdn5RB52LAN5CI/jHp3No7KartC7WPa2sZ+ryKJuJ7XTJ9uEDD8bG9IEe8Hdl5oxw7KPsC4Lls8DHxQn/NgSYDNkX0yWMHPwNmdWb0mr3r/B3D8ECGdoHlqy0DtIvg+FH1p+WxSkttpUNAEOPeCMH/zHuaUFpgXZAabXmurNLLxRgaXpahJu78yQ9K3p0W8CEcZ4tZqC0sKcFxmFIHyi5FjFT6GWfZfYSuFiXLWbHzavhzKA1Dwj+01Val4Hv6IDpAx8AAAAwdwyZhT0t8GDgAwAAAOYO7mmB6QIfAAAAMHeme3qIVRbABwAAAMyd6SqtC+7oPD2pD/CfeABzgX2Zdw+5HuUPM/q2BKupM+pGOSN0bgiXfuCYjOwqTxjMDZmFPS3wYNh3xD/X5FwE9R9AFi1Ldq7TA/1hRhJFbar0Jc5LYuAxqt2vR5euy52Y0urfVR45eR8I7mmB6ZL6wIxWOEBY2AbAIjB+TBL4tPs2pnYT4dH07ypPOHmne3oIpQWgtJZBu2XJzgV/6AaUVieGcOmpAqXVA9NVWhfc03p6Uh9gkzPww5T5z5yesmz8l1ntK0HVgW6lk0OE/HQg+zCphDRD3bBPqyv9UU7jV5mjv+Zpt+H+6bVfdTlq4fUCU6egvxQsNdjORfzBG8fwEHg+c7ticujHtejP42bd5Y6k9slqqvwzr1W+fLq/5C0VEvau2AzyywlYr35Xzsha0rJq5pxuEBBz8eFxXVrusp6+ncUMVymwktYqT2lpPua/T2wynd8vNmQW9rTAg1H3tLJnw9tcVqILj7rND6adduv898eN1ayqquSX49dVdSskOxDITwfS//FmKD9MSKtj3bP7ftqtcys1lUaNZrch/fQmOOq3tcKvY7deiz1KrJT/hJCZK/OHwDjGh0BMefUZcsWko2tl6W/pfEdq11Rp/hB5Jg2B0N5i7yqbQSVTW7SecQ1IaUmbqm9pb+XkwsEYO92labMV/1EdpoO/FblKuZWkVnkX8EUf07xUtUlRU4cG97TAdFGUFt+Dt37Ujc7q027dTH7ymGXth+SxM5/bwpLF2kn24JtmONXlb9h9T6MUaU8Lo2ltUD7VC+eBNbFhahce47Vc6afRcSwcAjklVXidXCtbF15eyB6D4khtmspKyLKpQ8Craudd4RlU5KWq9Zw+6HK97QTJ8nryrYtLa13u6m9hVykdILlV+gAZPqZ5qdapsgEdmumeHkJpAVlpSdPUnEPksbIiBy0p6uwnC0NSVVRp0XCsbmXzCNEEKbvvxopcaDSrDfxTr3ChXcI2TX6y5OVq6gyPY3wIVJ8x9y9auJZyhlWgtEJNVUzJmkSHIKODd0VnUKGXatbzlFYPVeflMN1qKa1OLi13ubO/RV2lyEp6q9QBsj2dlKuc2rMuBZo6PNNVWhfc03p6LuI9LekWhrWTQR6Msifr0KTrSWnlz6z6Km+FY7vvRpwqNFpgScgeI+3CPaVVB0Dn8VlflqLBMzgEL5rPWM7QxrXuBdLFsURpBZqq6NrEAPIQ8Ia2867oDCqf2qL12iitThNkCKWljrfQ5c7+FnWVIivprWqrtFQvVWxS5kuDYsgs7GmBByPvaUkPJkZsTT/OzovEp3ord5KvldKqPz+lNwvk6pRYZ/fdCCSFRgs82VKlZRRulmafHgaersPj2LTVG4K0glN+xijG+NaulRfbGLFIaflNFVYd6rb+6WEH7ypSWmVTO2lanbO10mo7QToqrTYunXW5s79FXaXISnqrbKVlyHnbS5lN2vjSQOCeFpguyj0tYQ65oeYaQNZVmoY9vqVHLy/p2x2UVt4qEuBEeDY71NFYzTJrgccwmtkGvmA4hcuSkwstT2kpsTY6jkkdoSdbyWcUy7R0rfzvpOgwW45U2FS+fpLK5CHIae9d4RlU5KWq9doorTYTJKy0enNprctd/S3qKqUDpLTKk/OSj6leatqkcJkYjumeHkJpAfVvD6+TKJt33gTSN5OTvfvQXrehtPIAcN/P5qLEXOWzVsn16X1PaqW1lxjNboN2CKIVTgyYZU/HpS7kdDiczFzClok/jllbI0cIqs/wZ/52rpVH/uS0JeBIZU0lA9qctqx3J30IxFpaeFd8BpV4ach6BF1ptZgghpySx66zS9td7sffLFdpYyWhVdajg+ZjqpeqnYqEytF013SV1gX3tJ6e2gea2U5Di7cCNZzEvzRLitH3rJsUaa3r5G/ps3CSJWZT2bkfdI+/VZVWpDZaaLbxadhoRhtyg0QLz+KnJNKu799e54qa57LsHtqsCgZY6jMHeVBautbLy2F30zk8me9IpU3NfXeXqh1jCIxeBb2rcAbFvVS2njJGvCWSI8eqVsthluZjp7m0OV7NE4/uMO39rchVSgZIbpU05Goe2ZEyL7VsYjV1XKVlyCzsaYEHs0Qf8Fd5YcdodKbQhsEICy0AAOgD3NMC02V5PnByL2JPQ+VMoQ0DERkCAADokemeHi5vlQWlLMcH0o1vL+0UVM4U2tAzJUMAAAA9Ml2ldcE9radnOT5wW+bdNb749tkATKENAxAdAgAA6BlDZmFPCzwY+AAAAIC5g3taYLrABwAAAMyd6Z4eYpUF8AEAAABzZ7pK67KYOzqgLfABAAAAc8eQWdjTAg8GPgAAAGDu4J4WmC7wAQAAAHOn5enh9R9e4zVe4zVe4zVe4zVeu681VuK7n411TwsAAAAAYME8UmnZGhA8A/ABAAAAc6fNntZlrHtavfcWzAv4wMQ47zer1Wp7fHQ7CuHNnmlHSnmSbgIwdQY8Pfzi6x9IxnfvPw6ptM77zWRiynF7/zmTzf786MbMlrAPXFcUdUm5fayPhpnAzX3cPsMoN2aYzCyLIDf7SSTIk3QTgKkzoNJ68/OfJOPLf94OeE/ruHWCynm/HyXknPebWztueguRbkCalVQx9Hm/qT9JXwcTNG513Ipa67h9ngGe6co902aPy1jhEQBAaK+0Pv9S+KquV6+/H2xP677gqpsLjf4ZlnytFpf2XmrZLn8XpeD0UF1L6QCwAbETZOVKWv6ZdNYl8DgzTWba7BEZKzwC8JQMdU/r2ze/f/vm9/HuaZ33m812qx4hOadLfTJKUH+O86oelBYfDaKsnATHbaLes//ckj7DMCTMVLLMtNljMWJ4BOApGer08MPHT5fL5cPHT7++ff+vf/93aKV13VlQAkZ6vkS2vYyjpyxXQQwaIaizFX+pdFZakqWyAfISWEqrSGflTpjlM5ywue5HxWH6Xv1GWmzdWHqEXezYaSO2gne757diUavtnp6yOz1qXxdvtjiFbMsYI0gT1YfNSjtLh0DodWrJ1fboOYHRi3bhEQBQwCBK66vvfiFZPnz89MXXPxQprYJO0ItRUhSU9y7qlNeM9efZlRy9UN6MnO2eXcfV1pAkcprr5Z5UIi3AT6HCcmSlJb6brj5lCTIfKvr7i/SMMfMtzwmz+2PJkLOG80avVqvVZrvdbI/JFmipY5/3mybFvVxy1qq13yqKX2E0e9SpLtpseQo6llFHkFTazNIkIrGLfwVDYPSa2JAcAErdVHtRFh4BAH3SUmn98dffYsaB7mmlR2nqHXQWSsgFm2uYvJbDImn6YaA13p850TUkDZFN6KXr5XX12B7PypMqL2H2dN3T6q60kvGkosvTzqTEbA1Mdsk0J8yFCfMr6mY0uegGpY4tX2rLW6G1XzCB9qcGsR7F63KbLVvXsow6gmI/nXErGQK718kuvqj8STf1XpSERwBAKcN+n9YXX//wr3//9937j9dcP/72bgClld9Z0q4ciHGdU+/D5wUUXGTwlxQh/jEdlh8SSPtf2gM3LWHOTEFpSd8T0Ni7GUomdVg7+KeGEyqtEDe88oYovRDyXBzHFtLnb1ntLyzK7VGvdYmFW5bRRtCvXLBY6RBYva6dU9ec2Xm3krQgPAIAihnp13j+9e//XvP2rrT4kZ0ceEgoMf4mUNQpcfFSrLTkoJac9sh9oY/NrgVmyDSUFq8qH7u0LC1b4qZk4TMPwPTTtRZKq9SxpQ7RA9Tg4iuZtExpxetym80TRSwjjqDSU1VptRoCr9clQ6j1Ih4eAQDljPe7h1ex1fc9raPwR3jiCaIUSuSIKQYu7W/blOwFSiu7DyGX5igtu4TnIH4jPk/pJhAqonsE2baH5SKNIpYPCKU+JeeM1qFUa6VltFpKz5VWyPN6Ulrxusr2tMKWoSOo1F6mtIwhiPS6Fk9CCXJ+oRfx8AgA6Juef/ew/++Il4SWLLXEuE7znvd75S8YCwN9odLS1+eo0lrmA+gQ3/Lg3HcSD3jSavgOga+00i+FTN1Ld8IsrbS2t1BapY4t3c0RzsKM9pOiup8exutyzk0FGWdaRhtBhq20imOL2+vbXSvxloFweqj1Ih4eAQDlDHJP68ff3l0ulzc//8nf71VpkT+2yT9YCQsPv8xEFt3rf/iTZ8EzXrvTQ/a8n0bA0OmhVsKcefw3l2Yc2beUBk8Pc4GWJDSckKo63hbhYo2zVhY6trB8SzpVab9QlP/sY/SosC6r2fKNeEeLySMoVq7f0yqOLWav01vw4p11fk9L6UVJeAQAlDLI6eH1y7Qul8uHj5+++u6X//nf//v8y5df377v928Pra2c+2YA2fi5XV2+PpnxG170GTfbdorupStKi6k++pybP75rh0bim2YJc6YHpZUPiLhf5Saok/EPGtewbnfxE8vMtUQnbI54xI+zIo/b1WZDru0bB1Vxxya7w/yWjzGJJBOwflOJa/UoXJffbPUCk/a5PoJSN1lGPlnDQ2B6iHA6bKk4xw+j4dG4GAYAkBhEab16/f2Pv72r9dYff/3d4vvizWYbxyo8RGRLj6R5WIAiH5WoFvWcJI2P9RqS3NeRVxBlF/9ehxoWl6CzglBJom1sWXZxExjStc7r3LhSW6g4IV/qSDVNvu0x87twdRE3SQvb7PfqTplmeznhZn8WRK3ao/K6jGarwcOwjG1SJU3+BttBCw+B1Ov6LUmG3iQT66bVi4LwCKUFQK/0fE+r6F/h7x5OAX3Nz0OWepMkD3XeLR01LC5GZs3QB/pD/mnL5ZzhWPfhAABgQQz7fVpPprRAzzyvDxhXEJdyKxlKCwDwJIz3LQ9QWqCU5/UB+YDGviQ/L8Qb3AAAsECmq7QG6S4As4HfiV+KLlEvMAEAwNOBPS3wSOADAAAA5g7uaYHpAh8AAAAwd1qeHg7RlIfUAqYMfAAAAMDcaaO06O0RAAAAAACgAKUFAAAAADAUUFoAAAAAAEMBpQUAAAAAMBRQWgAAAAAAQ1GstAAAAAAAQHewpwUAAAAA0IlipQUAAAAAALoDpQUAAAAAMBRQWgAAAAAAQwGlBQAAAAAwFFBaAAAAAABDAaUFAAAAADAUUFoAAAAAAEPx/zHq0g6EQlazAAAAAElFTkSuQmCC" 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" 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<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: 35.4pt;">
<span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-family: "" serif "" , "serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-MX;">La enorme mayoría de los ateos estamos a favor de la libertad religiosa,
por lo que no estamos en contra de que las demás personas practiquen las
religiones que quieran. Pero nos interesa luchar por mantener un estado laico
pues no deseamos que los grupos religiosos impongan al resto de la sociedad sus
ideas sobre cómo debe de ser la familia, por ejemplo, o que eviten la enseñanza
en las escuelas seculares de hechos científicos bien demostradas como la
evolución. En este sentido creemos que la discusión de las ideas religiosas por
medio del diálogo es un elemento importante de cualquier democracia moderna.</span></span></div>
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<span style="font-family: "georgia" , "times new roman" , serif;"> </span><br />
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: 35.4pt;">
<span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-family: "" serif "" , "serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-MX;">Aunque las estadísticas que se presentan al principio de este capítulo
versan sobre Estados Unidos<a href="https://www.blogger.com/null" name="_ftnref6"></a><a href="https://www.blogger.com/blogger.g?blogID=2327526184725434740#_ftn6"><span style="mso-bookmark: _ftnref6;">[6]</span><span style="mso-bookmark: _ftnref6;"></span></a><span style="mso-bookmark: _ftnref6;"></span>, no quiero dar a entender que en México a
los ateos nos va de maravilla. Es cierto que la constitución de nuestro país
reconoce la libertad religiosa y que ha firmado numerosos tratados que lo
comprometen a respetar y a <i>hacer respetar</i> los Derechos Humanos. Esto es
un alivio puesto que el artículo 18 de tal declaración establece la libertad
religiosa y de pensamiento, y el comentario a tal artículo sostiene que
“protege las creencias teístas, no teístas y ateas, así como el derecho a no
profesar ninguna religión”. </span></span></div>
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</span><br />
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: 35.4pt;">
<span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-family: "" serif "" , "serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-MX;">Con esto quiero explicar que el problema no está en las leyes, sino en
el comportamiento de la mayoría de los mexicanos hacia los no creyentes. Una
vez acompañé a mi abuela a una misa católica y el padre dijo que los ateos no
eran seres humanos ¿Cómo se supone que deba yo reaccionar a eso? Me quedé
callado, hoy creo que por lo menos debí haberme salido de allí. En muchas
situaciones sociales es incómodo decirle a la gente que uno no comparte las
creencias religiosas de la mayoría y en otras este hecho puede afectar la
carrera de uno. Un amigo muy cercano me comentaba que tenía miedo de publicar
un artículo del filósofo Peter Singer sobre la moral secular en su Facebook por
miedo a que fuera a ocasionarle conflictos con sus jefes. Esto no tendría que
ser así, él es una persona muy honesta, recta y trabajadora. Pese a ello
nuestra situación no es tan mala como la de otros, al menos los dos somos
personas que vivimos en comunidades grandes y relativamente abiertas. </span></span></div>
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<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: 35.4pt;">
<span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-family: "" serif "" , "serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-MX;">No puedo ni imaginar el estrés que un no creyente debe de tener al vivir
en un pueblo o una comunidad cerrada en donde la iglesia es el centro de la
actividad social. Si en Chiapas hay comunidades de protestantes y católicos que
se matan por tener creencias religiosas apenas distintas, los escépticos de
aquellas poblaciones posiblemente prefieran cerrar la boca o huir. Varios
estudios han demostrado que las personas ateas son más felices cuando pueden
dejar de ocultar sus verdaderas creencias<a href="https://www.blogger.com/null" name="_ftnref7"></a><a href="https://www.blogger.com/blogger.g?blogID=2327526184725434740#_ftn7"><span style="mso-bookmark: _ftnref7;">[7]</span><span style="mso-bookmark: _ftnref7;"></span></a><span style="mso-bookmark: _ftnref7;"></span>. </span></span></div>
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<span style="font-size: x-small;"> Un ejemplo de discriminación contra una chica atea en Ecuador </span></div>
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<span style="font-family: "" serif "" , "serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-MX;"><br /></span></div>
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<span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-family: "" serif "" , "serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-MX;">Una de las principales causas de esta discriminación es que la mayoría
de la gente religiosa simplemente asume que uno tiene que ser una persona mala
por el simple y sencillo hecho de que no cree que algún ser sobrenatural creó el universo. Esto es un completo error. Los ateos somos librepensadores y es
cierto que no tenemos que creer en algún conjunto de normas morales en
específico, pero la mayoría de nosotros creemos en algún tipo de moral laica.
No entraré aquí en la descripción de todos los sistemas morales laicos, pero
puedo presentarles una serie de personajes ateos y moralmente rectos para que
los googleén si tienen interés. Ah, y una cosa más, <i>aseverar que los ateos
buenos mienten y en realidad si creen en dios es otra forma de discriminación</i>.
No creemos en dios y somos buenos. Pese a quien le pese. </span></span></div>
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</span><br />
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: 35.4pt;">
<span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-family: "" serif "" , "serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-MX;">Regresando a los sistemas morales, rápidamente me vienen a la mente los
utilitaristas cuyo precepto máximo es lograr la mayor cantidad de felicidad
para la mayor cantidad de personas; uno de los más reconocidos fue el británico
John Stuart Mill, pero el utilitarista vivo más famoso es precisamente Peter
Singer. También sería difícil sostener que otro filósofo ateo como Karl Marx no tuvo un sistema ético, todo lo contrario el problema de él y de varios de sus
seguidores fue que defendieron su moralidad de una manera casi fanática. En el
siglo XX nos topamos con grandes promotores de la Paz y ateos como Bertrand Russell o Jean
Paul Sartre, filósofos estoicos ateos como Massimo Pigliucci o algunos otros
personajes con sistemas morales un poco más eclécticos pero igualmente laicos
como los de Richard Dawkins, Carl Sagan, Stephen Jay Gould o mujeres como Julia
Galef y Daisy Grewal. Es muy cierto que todas estas personas han propuestos
sistemas de creencias basados en principios distintos, pero en muchos sentidos
se solapan unos y otros. De cualquier manera, sería imposible negar el hecho de
que todos ellos se han preocupado por los demás seres humanos, y se han
esforzado por hacer que el mundo que dejen el día que mueran sea un lugar mejor
que aquel que los recibió cuando nacieron. </span></span><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-MX;"></span></div>
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<a href="https://www.blogger.com/null" name="_ftn1"></a><a href="https://www.blogger.com/blogger.g?blogID=2327526184725434740#_ftnref1"><span style="mso-bookmark: _ftn1;"><span lang="EN-US" style="font-family: "times new roman" , "serif"; font-size: 10.0pt; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-MX;">[1]</span></span><span style="mso-bookmark: _ftn1;"></span></a><span style="mso-bookmark: _ftn1;"></span><span lang="EN-US" style="font-family: "times new roman" , "serif"; font-size: 10.0pt; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-MX;">
Political polarization in the american public. </span><a href="http://www.people-press.org/2014/06/12/section-3-political-polarization-and-personal-life/"><span style="font-family: "times new roman" , "serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-MX;">http://www.people-press.org/2014/06/12/section-3-political-polarization-and-personal-life/</span></a><span lang="EN-US" style="font-family: "times new roman" , "serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-MX;"> </span><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-MX;"></span></div>
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<a href="https://www.blogger.com/null" name="_ftn2"></a><a href="https://www.blogger.com/blogger.g?blogID=2327526184725434740#_ftnref2"><span style="mso-bookmark: _ftn2;"><span lang="EN-US" style="font-family: "times new roman" , "serif"; font-size: 10.0pt; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-MX;">[2]</span></span><span style="mso-bookmark: _ftn2;"></span></a><span style="mso-bookmark: _ftn2;"></span><span lang="EN-US" style="font-family: "times new roman" , "serif"; font-size: 10.0pt; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-MX;"> Six in
10 Americans would say yes to a Muslim president. http://www.gallup.com/opinion/polling-matters/185813/six-americans-say-yes-muslim-president.aspx</span><span lang="EN-US" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-MX;"></span></div>
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<a href="https://www.blogger.com/null" name="_ftn3"></a><a href="https://www.blogger.com/blogger.g?blogID=2327526184725434740#_ftnref3"><span style="mso-bookmark: _ftn3;"><span style="font-family: "times new roman" , "serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-MX;">[3]</span></span><span style="mso-bookmark: _ftn3;"></span></a><span style="mso-bookmark: _ftn3;"></span><span style="font-family: "times new roman" , "serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-MX;"> Discriminación contra los ateos
https://es.wikipedia.org/wiki/Discriminaci%C3%B3n_contra_los_ateos#Am.C3.A9rica_Latina</span><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-MX;"></span></div>
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<a href="https://www.blogger.com/null" name="_ftn4"></a><a href="https://www.blogger.com/blogger.g?blogID=2327526184725434740#_ftnref4"><span style="mso-bookmark: _ftn4;"><span lang="EN-US" style="font-family: "times new roman" , "serif"; font-size: 10.0pt; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-MX;">[4]</span></span><span style="mso-bookmark: _ftn4;"></span></a><span style="mso-bookmark: _ftn4;"></span><span lang="EN-US" style="font-family: "times new roman" , "serif"; font-size: 10.0pt; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-MX;"> Freedom
Report, 2014. A Global Report on the Rights, Legal Status and Discrimination
Against Humanist, Atheist and the Non-religious <span style="color: black;">https://drive.google.com/file/d/0B3gXFZt5sXX1aDJLblBMbjBxd0E/view</span></span><span lang="EN-US" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-MX;"></span></div>
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<a href="https://www.blogger.com/null" name="_ftn5"></a><a href="https://www.blogger.com/blogger.g?blogID=2327526184725434740#_ftnref5"><span style="mso-bookmark: _ftn5;"><span style="font-family: "times new roman" , "serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-MX;">[5]</span></span><span style="mso-bookmark: _ftn5;"></span></a><span style="mso-bookmark: _ftn5;"></span><span style="font-family: "times new roman" , "serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-MX;"> La tabla es una modificación de
la que fue hecha por primera vez por Richard Dawkins. </span><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-MX;"></span></div>
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<a href="https://www.blogger.com/null" name="_ftn6"></a><a href="https://www.blogger.com/blogger.g?blogID=2327526184725434740#_ftnref6"><span style="mso-bookmark: _ftn6;"><span lang="EN-US" style="font-family: "times new roman" , "serif"; font-size: 10.0pt; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-MX;">[6]</span></span><span style="mso-bookmark: _ftn6;"></span></a><span style="mso-bookmark: _ftn6;"></span><span lang="EN-US" style="font-family: "times new roman" , "serif"; font-size: 10.0pt; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-MX;"> In God
we Must http://www.slate.com/articles/life/ft/2012/02/atheism_in_america_why_won_t_the_u_s_accept_its_atheists_.html
</span><span lang="EN-US" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-MX;"></span></div>
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<a href="https://www.blogger.com/null" name="_ftn7"></a><a href="https://www.blogger.com/blogger.g?blogID=2327526184725434740#_ftnref7"><span style="mso-bookmark: _ftn7;"><span lang="EN-US" style="font-family: "times new roman" , "serif"; font-size: 10.0pt; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-MX; mso-font-kerning: 18.0pt;">[7]</span></span><span style="mso-bookmark: _ftn7;"></span></a><span style="mso-bookmark: _ftn7;"></span><span lang="EN-US" style="font-family: "times new roman" , "serif"; font-size: 10.0pt; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-MX; mso-font-kerning: 18.0pt;"> On the Receiving End: Discrimination toward
the Non-Religious in the United States
http://www.tandfonline.com/doi/full/10.1080/13537903.2012.642741</span><b><span lang="EN-US" style="font-family: "times new roman" , "serif"; font-size: 24.0pt; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-MX; mso-font-kerning: 18.0pt;"></span></b></div>
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Sexto Empiricohttp://www.blogger.com/profile/11176766042647292546noreply@blogger.com1tag:blogger.com,1999:blog-2327526184725434740.post-68400658048293768112015-10-18T06:36:00.001-07:002015-10-18T10:18:08.049-07:00La lucha estelar entre ciencia y filosofía<!--[if gte mso 9]><xml>
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<![endif]--><span style="font-family: "Georgia","serif"; font-size: 12.0pt; line-height: 115%;">Hace más de medio siglo Charles
Percy Snow observó que la vida intelectual de occidente se había dividido en
dos culturas distintas, las ciencias y las humanidades. En la introducción de
su libro <i style="mso-bidi-font-style: normal;">Las dos culturas</i> Snow relataba
cómo en sus reuniones con intelectuales del gremio de las humanidades era
frecuente que éstos se burlasen de cuan común era que los científicos nunca hubiesen
leído obra alguna de Shakespeare. Un día, harto de aquella actitud, se le
ocurrió preguntar a sus compañeros de mesa cuántos de ellos podrían explicarle en
qué consistía la Segunda ley de la termodinámica. Ninguno le respondió, pese a
que la Segunda ley de la termodinámica es el equivalente científico a
Shakespeare. </span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; line-height: 115%;">Esta “falla”
en el mundo intelectual, para usar una analogía con la geología, parece estar
hoy tan vigente como cuando Snow escribió su libro hace 56 años, o tal vez más
vigente que nunca. De vez en cuando produce terremotos y sismos que preocupan y
ocupan a los habitantes de ambos lados de la brecha. Como aquella vez en que
los físicos Stephen Hawking y Leonard Mlodinow exclamaron que la filosofía
había muerto o aquella otra en la que el filósofo Bruno Latour preguntaba para
qué sirven los laboratorios y por qué la gente pagaba por mantener lugares que
no sirven para nada en especial. </span></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-tab-count: 1;"> </span>Peor aún, cada terremoto, lejos de ayudar a salvar la
brecha, parece alejar cada vez más y más a las dos placas. Por un lado, los
miembros más extremistas del bando científico, mejor conocidos por su alias de <i style="mso-bidi-font-style: normal;">cientificistas</i>, sostienen que todo lo
que la filosofía o la poesía tiene que decir sobre el mundo es superfluo y
vacío, y creen que inevitablemente cuestiones morales (como la distinción entre
lo bueno y lo malo) y estéticas (cómo la diferencia entre lo bello y lo feo)
pueden o podrán ser salvadas algún día utilizando los métodos de la ciencia. Además,
sostienen arrogantemente que si un tema no puede ser contestado por medio de
los métodos de investigación científicos, entonces toda discusión que de allí
emane será sólo una pérdida de tiempo. Es cierto que la ciencia ha demostrado ser un medio muy poderoso para explorar el mundo, pero su éxito no debe hacernos pensar que es un método perfecto. A fin de cuentas, los conocimientos científicos son potencialmente provisionales, los mejores que se tiene sobre ciertos temas <i>hasta el momento</i>. </span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; line-height: 115%;">Por
otro lado, los humanistas más extremos, usualmente referidos cómo <i style="mso-bidi-font-style: normal;">posmodernos</i>, sostienen que todas las
ideas sobre el mundo tienen igual validez epistémica. De tal modo que
cuestiones tales como si existe o no el calentamiento global; o sí las vacunas
ayudan o no a combatir la enfermedad; o sí el sol es una enorme bola de plasma
ardiendo o un espíritu brillante y amigable; son en última instancia igual de
relativas y culturalmente determinadas cómo las ideas sobre lo bello y lo feo. Para ellos, los científicos no son más que meros charlatanes y hechiceros que
han sustituido sus escobas por las batas de laboratorio.</span></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;">
<br /></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; line-height: 115%;">Los
posmodernos suelen ser intelectuales de izquierda que luchan por las causas de
la igualdad de género, o la descolonización del mundo indígena, o el combate a
la discriminación por homosexualidad; y en ese sentido comparto sus ideales
políticos. Su actitud radical hacia la ciencia se debe a que han notado que en
ocasiones el discurso político se disfraza, por decirlo de alguna manera, como
científico para así justificar atrocidades. Cómo por ejemplo, el holocausto Nazi
que se justificó en base al darwinismo social, aunque también la dictadura de
Stalin se disfrazó con los mantos de un supuesto socialismo científico. Ciertamente
esto ha sucedido, pero los posmodernos no parecen darse cuenta que una cosa es que
un político o una empresa presenten un producto como científico y otra muy
distinta es que sea científico. No obstante, basándose en esta observación, y
por medio de un lenguaje poco claro y preciso, han llegado a las conclusiones
extremas expuestas arriba. En ese sentido soy crítico de los posmodernos [hago
esta aclaración porque he notado que muchos de ellos suelen confundir a todos
sus críticos con gente conservadora]. </span></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;">
<br /></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; line-height: 115%;">Por eso
es grato de vez en cuando toparse con discusiones racionales y sensatas entre
personajes del mundo de las humanidades y de las ciencias, que demuestran que aún
es posible y muy necesario construir puentes que ayuden a aliviar la distancia
geográfica producida por la falla que rompe el paisaje del valle intelectual. Como
una que acabo de leer entre el filósofo Julian Baggini y el físico Lawrence
Krauss [1] que me provocó algunas gratas reflexiones. </span></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;">
<br /></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; line-height: 115%;">Me parece
indudable que la ciencia es una herramienta muy útil para desarrollar
explicaciones sobre nuestro mundo, desde el surgimiento de su método en el
siglo XVII lo que sabemos sobre el universo, la vida y el ser humano ha aumentado
exponencialmente y cambiado radicalmente nuestra percepción del mundo y de
nuestro papel en él. Pero el éxito de la ciencia la enfrenta a cuestiones que
no podrá responder en el plano meramente empírico. Tales como ¿hasta qué punto
esas explicaciones crean modelos que corresponden a la realidad? ¿se puede
conocer el mundo tal cual es verdaderamente? Y a todo esto ¿qué es la verdad?
Para responder a esas preguntas será mejor que tanto la ciencia como la
filosofía se ayuden mutuamente.<span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span><br />
<br />
<span style="mso-spacerun: yes;"> </span><span style="mso-tab-count: 1;"> </span>Además,
¿qué puede decir la ciencia sobre las cosas que no tienen un sentido intrínseco
sino meramente extrínseco, es decir, sobre aquellas cosas a las que los seres
racionales damos un significado? ¿cuál es el sentido de la vida? La ciencia
sólo puede afirmar que el sentido muy probablemente no es algo que pertenece a la
vida. ¿el bien y el mal? De nuevo, la ciencia nos dice que no son atributos intrínsecos del mundo ¿tiene algún valor la búsqueda de la verdad como para que
las sociedades escojan a la ciencia por sobre la magia o la religión? De nuevo,
la ciencia simplemente nos dice que no hay nada en el mundo que hable sobre
esto. </span></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;">
<br /></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; line-height: 115%;">Las
respuestas que nos da la ciencia a estas preguntas son interesantes, pero poco satisfactorias.
Las estrellas no son ni bellas ni feas, pero aun así yo siento bonito cuando
las veo ¿cómo explico esto? Ciertamente como consecuencia de reacciones
químicas y físicas en mi cerebro y en mis ojos, pero aun así ¿qué significa
pensar que las estrellas son bonitas? Existen en el mundo religiones que nos
ofrecen una lista de respuestas prefiguradas a cada pregunta que se nos ocurra,
ese es la acepción original de catecismo, pero a los que amamos la razón y la
investigación estas respuestas no nos satisfacen tampoco. </span></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;">
<br /></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; line-height: 115%;">Es allí
donde nos acercamos a la filosofía. Ella nos brinda herramientas racionales,
fundamentadas principalmente en la lógica y en el uso claro del lenguaje para
buscar respuestas razonables a estas preguntas que nos inquietan. Por supuesto, sus respuestas, cómo las de la ciencia, no son definitivas aunque de un modo distinto. Tal vez
hayamos descubierto que <i>lo bonito</i> no es un atributo de las estrellas, pero
eso no significa que el sentimiento de lo bonito no forme parte del universo.
Después de todo, yo veo cosas que me gustan más que otras y también formo parte
del universo ¿no? Entonces puedo indagar sobre las propiedades que a mí me causan
estupor y que a otros asco. Incluso puedo sistematizarlas y organizarlas de
alguna manera, y discutirlas con otras personas que compartan o rechacen mi
gusto por las estrellas. <span style="mso-spacerun: yes;"> </span>Lo que es también
muy importante, puedo leer y escribir poemas sobre ellas, o escuchar música
mientras las veo ¡Y así enriquecer mi experiencia como astrónomo amateur! El
mismo Shakespeare escribió un pasaje sobre las estrellas que en alguno de sus sentidos puede enriquecer esta entrada, </span></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;">
<br /></div>
<div class="MsoNormal" style="margin-left: 35.4pt; text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: 10pt; line-height: 115%;">¡Los hombres son algunas veces dueños de sus
destinos! ¡La culpa, querido Bruto, no es de nuestras estrellas, sino de
nosotros mismos!</span></span></div>
<div class="MsoNormal" style="margin-left: 35.4pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; line-height: 115%;">En fin.
La ciencia y las matemáticas, como la filosofía y la literatura son herramientas muy útiles para enriquecer
nuestra experiencia del mundo. Se complementan y se impulsan mutuamente.
Además, tienen el valor agregado de ser apasionantes.</span></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;">
<br /></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; line-height: 115%;">--- </span></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;">
<br /></div>
<div class="MsoNormal">
<span style="font-size: x-small;"><span style="font-family: "Georgia","serif"; line-height: 115%;">[1] http://www.theguardian.com/science/2012/sep/09/science-philosophy-debate-julian-baggini-lawrence-krauss</span></span></div>
Sexto Empiricohttp://www.blogger.com/profile/11176766042647292546noreply@blogger.com0tag:blogger.com,1999:blog-2327526184725434740.post-46257850068953055132015-09-30T14:33:00.000-07:002015-10-01T14:19:51.429-07:00 Lo que esconden los retablos de la Catedral de Mérida de Yucatán<!--[if gte mso 9]><xml>
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<span style="font-family: Georgia,"Times New Roman",serif;">Si la Catedral de Mérida pudiera
pensar seguramente se hubiese sentido cómo un humano en la tierra de los
liliputenses durante la mayor parte de su historia. Y no es para menos, se
trata de un tremendo armatoste de piedra del siglo XVI que parece haber
desentonado con la escasa riqueza y la pobre arquitectura de la provincia
yucateca. Inclusive un obispo la llegó a describir hacia 1600
cómo una construcción desproporcional y completamente fuera de lugar; y una
leyenda popular cuenta que sus planos no estaban destinados para esta ciudad.
Cosa muy poco probable. Quizá su magnificencia se deba al interés que tuvieron los españoles por construir un monumento que compitiese en tamaño con las estructuras mayas. Es una conjetura. </span></div>
<div style="line-height: 150%; margin-bottom: 12.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm; text-align: justify; text-indent: 35.4pt;">
<span style="font-family: Georgia,"Times New Roman",serif;">Para mí, uno de los
aspectos más llamativos de la Catedral de Mérida es el aspecto desnudo de su
enrome frontis, cubierto solamente con un crucifijo de enormes dimensiones. Ni
siquiera la relativa pobreza de la provincia podría explicar convincentemente
el que las espaldas del altar no estén cubiertas por un retablo mayor. En
épocas antiguas, los retablos tenían la labor de funcionar cómo enormes
pizarrones para instruir a las masas analfabetas en los misterios de eso que
algunos llaman fe. Por lo que parece raro que la monumental construcción no
tenga alguno. Además, los rasgos modernistas del actual crucifijo evidencian
que no tiene más de cien años. Las evidencias en la escena del crimen son
incitantes, algo emocionante debió de haber sucedido aquí. </span></div>
<div style="line-height: 150%; margin-bottom: 12.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm; text-align: justify; text-indent: 35.4pt;">
<span style="font-family: Georgia,"Times New Roman",serif;">Guiados por nuestra
curiosidad histórica sería buena idea buscar a algún personaje de tiempos pasados que haya escrito algo sobre la Mérida que le tocó vivir. Alguien que haya dejado algún testimonio de su tiempo,
que pueda enseñarnos cualquier cosa sobre su época. Armados de este espíritu
aventurero, nos dirigimos a explorar los rincones más antiguos de las bibliotecas y archivos,
e interrogamos a historiadores que estén familiarizados con los años que nos
interesan, con el fin de que nos guíen a documentos y testimonios del pasado. </span></div>
<div style="line-height: 150%; margin-bottom: 12.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm; text-align: justify; text-indent: 35.4pt;">
<span style="font-family: Georgia,"Times New Roman",serif;">De este modo
descubriríamos que en el siglo XVII existió en Yucatán un sacerdote franciscano
de apellido Cogolludo, quién en un grueso libro plasmó algunas de las cosas que
le tocó vivir en Mérida cuando la ciudad apenas rozaba el centenar de años. Claro,
somos conscientes que Cogolludo escribió su testimonio desde un punto de vista
particular, y que tal vez omitió algunas cosas y mintió sobre otras. Pero nos
parece que hay razones suficientes para creer lo que tiene que decirnos sobre
la catedral de su tiempo. </span></div>
<div style="line-height: 150%; margin-bottom: 12.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm; text-align: justify; text-indent: 35.4pt;">
<span style="font-family: Georgia,"Times New Roman",serif;">Leerlo es romper
las barreras del tiempo, y gracias a él nos enteramos que la joven Catedral
yucateca tenía en el siglo XVII un retablo de principios del siglo. Se dice que
se financió con dinero del gobierno de la provincia y de los encomenderos, pero
más importante, comprobamos que no hubiera llegado a existir sin el trabajo
de varios indígenas mayas, artesanos y carpinteros, que laboraron en su
construcción. Su estructura estaba formada por cuatro cuerpos y ocho columnas y
poseía imágenes de varios santos y de la sagrada familia. Aunque mejor dejemos que
Cogolludo nos lo describa en persona. Su lenguaje raro y su extraña ortografía
nos recuerdan en todo momento que vivió en un tiempo distinto al nuestro, en el
que las “<i style="mso-bidi-font-style: normal;">U”</i>s y las “<i style="mso-bidi-font-style: normal;">V”</i>s eran intercambiables. </span></div>
<div style="line-height: 115%; margin-bottom: 12.0pt; margin-left: 35.4pt; margin-right: 0cm; margin-top: 0cm; text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif;">Por Altar Mayor tiene vn Retablo de
tres cuerpos de igual proporcion à la vista, y por remate otro de diuersa.
Contiene en si cada cuerpo ocho colunas, a cada dos formas vn nicho, que hacen
entre ellas catorze (colla entera) y haze cada vno vna figura redonda de
primorosa escultura, quedando entre vno, y otro vn tablero de pincel. La calle
de el medio tiene en el primer cuerpo el Sagrario de Arquitectura Chorintia: es
de dos cuerpos con su cupula, y remate. En el segundo esta el Titular, y Patron
San Ildefonso de medio relieue; el tercero tiene vna tabla de la assumpcion de
nuestra señora de la misma escultura; el quiarto y vltimoes vn deuoto
Crucifixo, à cuyos lados corrésponden vna Imagen de la Virgen de talla entera,
y otra de el Euangelista San Iuan. Cierra toda esta fabrica con vn arco
redondo, cuyo medio ocupa vna Imagen del Eterno Padre de medio relieue,
correspondiénte à las tablas de la calle del medio, y à los extremos las dos
virtudes de Fè, y Esperan<span lang="RU" style="mso-ansi-language: RU;">ҫ</span>a,
terminando ambos lados dos escudos de las Armas de nuestros Católicos Reyes.
Ocupa toda la testera de la naue, y por lo alto hasta el principio de la boueda.</span></div>
<div style="line-height: 150%; margin-bottom: 12.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm; text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif;"><span style="mso-tab-count: 1;"> </span>El
retablo decoró la Catedral durante más de cien años, hasta que los cambios en
el gusto artístico de mediados del siglo XVIII convencieron al Obispo Fry
Ignacio de Padilla y Estrada de que era tiempo de destruirlo y sustituirlo por
una obra más monumental, ostentosa y acorde a los gustos de la época. Así, el
Obispo mandó desmantelar el viejo retablo y construir uno de estilo neoclásico
que cubriera en su totalidad el frontis principal de la Catedral. Para su realización
mandó traer artistas extranjeros que estuvieran versados en las más recientes
tendencias artísticas. El retablo ya no existe hoy. Si queremos conocer cómo fue,
tendremos que buscar el testimonio de algún otro personaje. Alguien que lo haya
descrito en persona. Qué tal el de Crescencio Carrillo y Ancona, un sacerdote
yucateco del siglo XIX que llegó a ser obispo y escribió muchas cosas sobre su mundo. He aquí su testimonio, fijémonos
que su forma de escribir y su ortografía más cercana a la nuestra nos dan
constancia de que sus tiempos ya no son los de Cogolludo. </span></div>
<div style="line-height: 115%; margin-bottom: 12.0pt; margin-left: 27.0pt; margin-right: 0cm; margin-top: 0cm; text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif;">Fórmanlo tres cuerpos de orden
compuesto, con diez y seis estatuas engastadas en sus nichos, que abiertos
aparecen entre los mil afiligranados adornos de columnas y capitales,
basamentos y cornisas con arabescos y molduras que realzan la gigantesca
escultura finamente dada toda de oro. Costó muchos miles de pesos, pues solo
para el dorado que se hizo después de su muerte, [Ignacio de Padilla] dejó la
cantidad de diez y nueve mil pesos.</span></div>
<div style="line-height: 150%; margin-bottom: 12.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm; text-align: justify; text-indent: 35.4pt;">
<span style="font-family: Georgia,"Times New Roman",serif;">Este enorme retablo,
cubierto de oro en su totalidad, debió haber impresionado los ojos y las mentes
de los católicos devotos y laicos curiosos durante más de 150 años. Su existencia llegó a su fin
el 24 de septiembre de 1915, cuando un grupo de obreros amotinados que defendían
las acciones reformistas del gobernador revolucionario Salvador
Alvarado entraron a la iglesia, símbolo de la clase alta y conservadora, y despedazaron
el antiguo retablo (Me siento confundido, me entristece la pérdida de la obra artística, pero otra parte de mi quiere exclamar ¡<i style="mso-bidi-font-style: normal;">Viva la
Revolución</i>!). No sabemos qué sucedió con las piezas del retablo. Según
cuenta el historiador Jorge Victoria Ojeda, algunos testigos del suceso
afirmaban que fueron vendidas a un carpintero para que las hiciera muebles.
Este rumor es probablemente sólo una leyenda, aunque sea gracioso considerar
que en algún lado el trasero de alguna persona descansa sobre un mueble sacro. </span></div>
<div style="line-height: 150%; margin-bottom: 12.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm; text-align: justify; text-indent: 35.4pt;">
<span style="font-family: Georgia,"Times New Roman",serif;">Orgullosos sobre
los resultados ahora obtenidos, podemos sentarnos con nuestra pipa y boina de
detectives a observar con calma el Cristo de la Unidad que actualmente decora
el frontis de la catedral y que data de 1967. En términos muy generales, es así
cómo trabajan los historiadores. Tratando de reconstruir el pasado a través de
los distintos fragmentos de aquel que han llegado hasta nosotros. Pero nuestra
búsqueda aún tiene mucho futuro por delante ¿Cuántas historias más no guardarán
los retablos? ¿Por qué se adoraba en el primero a San Ildelfonso y a la Sagrada
Familia? ¿Por qué el segundo se encomendó a artistas extranjeros y no a
locales? ¿Por qué finalmente se decidió edificar una cruz gigante en vez de un nuevo retablo? Habrá que seguir investigando, pero por mientras nos distraemos en
algo más mundano, en pensar que una catedral puede ser un lugar muy bonito para hacer
una biblioteca. </span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 12pt;">
<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: x-small; line-height: 150%;">Bibliografía
citada.</span></span></div>
<div style="margin: 0cm 0cm 6pt 35.45pt; text-indent: -35.45pt;">
<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: xx-small; mso-bidi-font-size: 10.0pt;">Carrillo
y Ancona, Crescencio, <i style="mso-bidi-font-style: normal;">El obispado de
Yucatán historia de su fundación y de sus obispos. Segundo tomo, 1677-1887</i>,
Fondo Editorial de Yucatán, Mérida: 1979.</span></span></div>
<div style="margin: 0cm 0cm 6pt 35.45pt; text-indent: -35.45pt;">
<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: xx-small; mso-bidi-font-size: 10.0pt;">López
de Cogolludo, Diego, <i style="mso-bidi-font-style: normal;">Historia de Yucatán</i>,
Editorial Académica Literaria, México: 1957 [1688]</span></span></div>
<div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 6pt 35.45pt; text-indent: -35.45pt;">
<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-family: "Times New Roman","serif"; font-size: xx-small; mso-bidi-font-size: 10.0pt;">Victoria
Ojeda, Jorge "El retablo mayor de la Iglesia Catedral de Mérida" en <i style="mso-bidi-font-style: normal;">Boletín de la Escuela de Ciencias
Antropológicas de la Universidad de Yucatán</i>, Noviembre-Diciembre, N. 63:
1983, pp. 32-36.</span></span></div>
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<br /></div>
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Sexto Empiricohttp://www.blogger.com/profile/11176766042647292546noreply@blogger.com0tag:blogger.com,1999:blog-2327526184725434740.post-52970728148856228832015-09-17T08:26:00.001-07:002015-09-17T08:37:24.197-07:00Los verdaderos patriotas hacen preguntas. <!--[if gte mso 9]><xml>
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<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: 12.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt;"><b><span style="font-size: large;">A</span></b>dmito que nunca he cantado con orgullo el himno mexicano, ni he
sido uno de esos patriotas que gritan con fervor el 16 de septiembre y que me
importa un carajo la bandera nacional. Creo que esos símbolos, si bien dan
cierto tipo de cohesión e identidad a la población, son una herramienta ideada
por los gobiernos para acrecentar su poder de manipulación sobre nosotros
"¡Tienes que morir por la patria!" </span><span style="font-size: 12.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt;">Han
exclamado varios "</span><span style="font-size: 12.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt;">¡Los verdaderos patriotas obedecen!" Han continuado. Pues no me parece. Creo que el patriotismo así formulado lleva a la
formación de una sociedad manipulable, xenofóbica e incluso tal vez racista. </span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: 12.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt;"> ¿Qué es para mí ser un patriota? Para mí un patriota es aquel
que se preocupa por mejorar las condiciones de vida de las personas que
comparten el mismo sistema jurídico en que vive. Es decir, que viven en su
mismo Estado y bajo las mismas leyes. El verdadero patriota pues, es aquel que
respeta la ley, que fomenta su respeto y su aplicación, y <span style="mso-spacerun: yes;"> </span>que al mismo tiempo se preocupa por entablar
discusiones racionales y legales con sus compatriotas para decidir que leyes es
conveniente modificar en un momento dado, y cuáles no. Un patriota así
entendido también es aquel que <i style="mso-bidi-font-style: normal;">sabe</i>
que no lo sabe todo sobre la política y la vida social, y que por lo tanto está
dispuesto a escuchar lo que los demás tienen que decirle. Es una persona
crítica. </span></span></div>
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<span style="font-family: Georgia,"Times New Roman",serif;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: 12.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt;"> Toda buena crítica debe empezar por reconocer las cosas que
le parecen acertadas y que considera pertinente conservar. Así, reconozco que en los últimos 20 años ha habido un
movimiento en el país hacia la formación de un Estado Garante. Es decir, aquel
que al menos tiene entre sus propósitos defender los derechos humanos y las
libertades políticas (o el derecho a la <i style="mso-bidi-font-style: normal;">no</i> opresión política). Es también una forma de gobierno en la que se reconoce que no existen políticas buenas<i> a priori, </i>por lo que sabe que a menudo cometerá errores y que será necesario tener medios para detectarlos y corregirlos. Ciertamente no es
un estado perfecto. </span></span></div>
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<span style="font-family: Georgia,"Times New Roman",serif;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: 12.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt;"> En México, la transición hacia el Estado Garante se ha
estancado desde hace ya varios años, y sé que es difícil que la población civil
presione al gobierno cuando la Constitución que estipula sus derechos para hacerlo es poco respetada. El que la ley
significa poco para los poderosos en nuestro país parece ser un hecho, esto lo
ejemplifican los varios casos de corrupción en el gobierno y la impunidad
vigente. Sólo por mencionar un caso, en Yucatán desaparecieron unos
110 millones de pesos durante la gestión de una gobernadora que estaban
destinados a la construcción de un hospital en Tekax. Hoy en día el dinero
sigue desaparecido, el hospital no existe y la persona que gobernaba es diputada
de la República. No escribo a adrede el nombre de la mandataria pues,
amparándose en un supuesto derecho al olvido, la clase política mexicana ha
conseguido que el IFAI remueva de los buscadores, bajo solicitud previa, <span style="mso-spacerun: yes;"> </span>las páginas de internet que mencionan sus
nombres en situaciones poco cómodas. Y este es sólo un ejemplo de cientos. Sobra mencionar aquí el caso de la Casa Blanca que llegó a su fin de manera
patética. </span></span></div>
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<span style="font-family: Georgia,"Times New Roman",serif;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: 12.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt;"> La corrupción y la impunidad son a mi juicio los dos grandes
fenómenos que hoy en día se oponen a la consolidación del Estado Garante en
México. Y estos factores no son sólo endémicos a la clase política.
Recientemente en Mérida, Pemex descubrió que un empresario importante de la
región le ponía etanol a la gasolina en las gasolineras de su propiedad. Este crimen amerita según la ley el retiro de la concesión a
su propietario. Es cierto que el caso es reciente, pero nada parece
indicar que se vayan a realizar los juicios pertinentes. El capitalismo en un
sistema corrupto degenera en <i style="mso-bidi-font-style: normal;">capitalismo
clientelista</i>, fenómeno que también interrumpe la formación de un estado
garante en el país, la lucha contra la pobreza, la justa remuneración del
trabajo y el cuidado del medio ambiente. </span></span></div>
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<span style="font-family: Georgia,"Times New Roman",serif;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: 12.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt;"> Lo que es aún peor, ante la adversidad ningún partido
político parece tener el compromiso de luchar por un Estado dónde
las leyes se respeten. Hasta la fecha, el PRI jamás ha sido ni revolucionario
ni institucional. El PAN en el poder se ha mostrado muy tímido a la hora de
castigar la corrupción y parece haber encontrado cierto gozo en participar de
ella. La social democracia que supuestamente representa el PRD ha degenerado en
un partido de sectas y clientelismo. Y ante el oscuro panorama, Morena ha hecho
negocio vendiendo <i style="mso-bidi-font-style: normal;">esperanza</i> a la
gente y un candidato presidencial que no se caracteriza por ser muy respetuoso
de las instituciones, ni muy tolerante a la hora de juzgar a los que sostienen
ideas políticas contrarias a la suya. No me parece entonces que exista ninguna
opción viable en los partidos políticos para continuar el proceso de construcción del Estado Garante mexicano. </span></span></div>
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<span style="font-family: Georgia,"Times New Roman",serif;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: 12.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt;"><span style="font-size: 12.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt;">Carl Sagan, de quien he tomado el título de esta entrada, escribió en
una ocasión. </span></span></span></div>
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<span style="font-family: Georgia,"Times New Roman",serif;"><span style="mso-bidi-font-style: normal;"><span style="font-size: 12.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt;">[Thomas] Jefferson
era un estudioso de la historia, no sólo la historia acomodaticia y segura que
alaba nuestra propia época, país o grupo étnico, sino la historia real de los
humanos reales, nuestras debilidades además de nuestras fuerzas. La historia le
enseñó que los ricos y poderosos roban y oprimen si tienen la mínima oportunidad
[…] Enseñó que todo gobierno se degenera cuando se deja solos a los
gobernantes, porque éstos –por mero hecho de gobernar- hacen mal uso de la
confianza pública. El pueblo, en sí, decía, es la única fuente prudente de
poder. </span></span></span></div>
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<span style="font-family: Georgia,"Times New Roman",serif;"><span style="mso-bidi-font-style: normal;"><span style="font-size: 12.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt;">Pero le
preocupaba que el pueblo –y el argumento se encuentra ya en Tucídides y
Aristóteles- se dejase engañar fácilmente. Por eso defendía políticas de
seguridad, de salvaguardia. Una era la separación constitucional de los
poderes; de ese modo, varios grupos que defendieran sus propios intereses
egoístas se equilibrarían unos a otros e impedirían que ninguno de ellos
acabase con el país: las ramas ejecutiva, legislativa y judicial; la Cámara de
Representantes y el Senado; los estados y el gobierno federal. También subrayó,
apasionada y repetidamente, que era esencial que el pueblo entendiera los
riegos y beneficios del gobierno, que se educara e implicara en el proceso
político. Sin él, decía, los lobos lo engullirán todo. </span></span></span></div>
</blockquote>
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<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: 12.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt;"> Cómo ya lo señalaba Jefferson, no es sorprendente entonces
que las soluciones parezcan descansar en las manos de la sociedad civil
organizada. Pero el camino por esta vía también es difícil. Hay que ser
inteligentes. Manifestémonos, escribamos, critiquemos, ejerzamos nuestra ganada
libertad de expresión, y defendámosla de los que desean vernos callados. Aprovechemos
las puertas que el derecho internacional nos abre, como demuestra el caso de Ayotzinapa,
el gobierno ha firmado una gama variada de tratados internacionales que lo
comprometen a proteger los derechos humanos. Usemos estas vías. Para combatir
la corrupción y la impunidad no debemos fomentar acciones personalistas venidas
de un líder carismático, sino el respeto a las instituciones, a la ley y al
derecho del juicio digno. Sí, lo admito, las vías legales son mucho más
aburridas y menos espectaculares que las decisiones arbitrarias impulsadas por el
movimiento del dedo índice de un presidente todo poderoso; pero hay que defender
su uso pues ellas precisamente existen para protegernos de los líderes todos
poderosos. En suma, hay que pasar lista de lo que hemos ganado y lo que no
queremos perder antes de empezar cualquier camino de reforma. Hay que saber
escuchar a nuestros críticos y, sobre todo, hay que ser críticos de nosotros
mismos. </span></span></div>
Sexto Empiricohttp://www.blogger.com/profile/11176766042647292546noreply@blogger.com0tag:blogger.com,1999:blog-2327526184725434740.post-56678721226756147662015-09-08T06:25:00.000-07:002015-09-08T06:32:49.015-07:00¿Para qué sirven los plurinominales?<!--[if !mso]>
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<br />
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;">Probablemente hayan oído hablar
de <i>los plurinominales</i>. La palabra tiene aspectos técnicos, aunque aquí en México
la usamos para referirnos a los diputados o senadores que llegaron al congreso
sin haber ganado una elección y que son electos mediante una fórmula de
representación proporcional. Está bueno, pero uno no conoce la naturaleza de una especie de
pájaro solo por haberle puesto nombre y apellido, así que para aclarar lo que
significan estas palabras propongo que tomemos el siguiente barco al archipiélago
de Ejemplistán. </span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;">
</span></span><br />
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"> Supongamos que Ejemplistán es un
país muy pequeño, y por ello su congreso está compuesto por sólo 5 diputados,
cada uno representante de una de las 5 provincias en que se divide Ejemplistán.
Conocidas como Ja, Je, Ji, Jo y Ju, y que pueden apreciarse en el mapa. De tal
manera que cada provincia elige solamente un representante para el congreso. </span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<span style="margin-left: 1em; margin-right: 1em;"><img alt="Jorge Laris" height="292" 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" title="Provincias de Ejemplistán" width="400" /> </span></div>
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<span style="font-family: Georgia,"Times New Roman",serif;"> En el año 2000 hubo elecciones
para la Cámara de Diputados de Ejemplistán. Por el bien de la sencillez, cabe
destacar que el sistema partidista de dicho país es un bipartidismo, en el que
el Partido Mermelada y el Partido Chocolate se reparten el control del
gobierno. De tal suerte que los ciudadanos al acudir a las urnas sólo pueden
votar por el candidato del Partido Mermelada o el Partido Chocolate o anular su
voto. Pero como fue un muy buen año para el país, ninguno de los 50,000
votantes recurrió a esta última opción. </span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<span style="font-family: Georgia,"Times New Roman",serif;">
</span><br />
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif;"> Al día siguiente de las
elecciones, los ejemplisteños se levantaron temprano para toparse con la
sorprendente noticia de que el Partido Mermelada había ganado por estrecha
diferencia en cuatro de los 5 territorios. La elección había sido especialmente
pareja en el territorio de Ji, dónde los mermelados obtuvieron apenas una
ventaja de 2% sobre sus competidores. Los resultados se presentan en la tabla
de abajo. </span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div align="center">
<table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="border: 1pt solid windowtext; padding: 0cm 5.4pt; text-align: center; width: 149.6pt;" valign="top" width="199"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;">Territorio</span></span></div>
</td>
<td style="-moz-border-bottom-colors: none; -moz-border-left-colors: none; -moz-border-right-colors: none; -moz-border-top-colors: none; border-color: windowtext windowtext windowtext -moz-use-text-color; border-image: none; border-style: solid solid solid none; border-width: 1pt 1pt 1pt medium; padding: 0cm 5.4pt; text-align: center; width: 149.65pt;" valign="top" width="200"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;">Votos para el Partido Mermelada</span></span></div>
</td>
<td style="-moz-border-bottom-colors: none; -moz-border-left-colors: none; -moz-border-right-colors: none; -moz-border-top-colors: none; border-color: windowtext windowtext windowtext -moz-use-text-color; border-image: none; border-style: solid solid solid none; border-width: 1pt 1pt 1pt medium; padding: 0cm 5.4pt; text-align: center; width: 149.65pt;" valign="top" width="200"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;">Votos para el Partido Chocolate</span></span></div>
</td>
</tr>
<tr>
<td style="-moz-border-bottom-colors: none; -moz-border-left-colors: none; -moz-border-right-colors: none; -moz-border-top-colors: none; border-color: -moz-use-text-color windowtext windowtext; border-image: none; border-style: none solid solid; border-width: medium 1pt 1pt; padding: 0cm 5.4pt; text-align: center; width: 149.6pt;" valign="top" width="199"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;">Ja</span></span></div>
</td>
<td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; text-align: center; width: 149.65pt;" valign="top" width="200"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;">54%</span></span></div>
</td>
<td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; text-align: center; width: 149.65pt;" valign="top" width="200"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;">46%</span></span></div>
</td>
</tr>
<tr>
<td style="-moz-border-bottom-colors: none; -moz-border-left-colors: none; -moz-border-right-colors: none; -moz-border-top-colors: none; border-color: -moz-use-text-color windowtext windowtext; border-image: none; border-style: none solid solid; border-width: medium 1pt 1pt; padding: 0cm 5.4pt; text-align: center; width: 149.6pt;" valign="top" width="199"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;">Je</span></span></div>
</td>
<td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; text-align: center; width: 149.65pt;" valign="top" width="200"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;">59%</span></span></div>
</td>
<td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; text-align: center; width: 149.65pt;" valign="top" width="200"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;">41%</span></span></div>
</td>
</tr>
<tr>
<td style="-moz-border-bottom-colors: none; -moz-border-left-colors: none; -moz-border-right-colors: none; -moz-border-top-colors: none; border-color: -moz-use-text-color windowtext windowtext; border-image: none; border-style: none solid solid; border-width: medium 1pt 1pt; padding: 0cm 5.4pt; text-align: center; width: 149.6pt;" valign="top" width="199"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;">Ji</span></span></div>
</td>
<td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; text-align: center; width: 149.65pt;" valign="top" width="200"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;">51%</span></span></div>
</td>
<td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; text-align: center; width: 149.65pt;" valign="top" width="200"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;">49%</span></span></div>
</td>
</tr>
<tr>
<td style="-moz-border-bottom-colors: none; -moz-border-left-colors: none; -moz-border-right-colors: none; -moz-border-top-colors: none; border-color: -moz-use-text-color windowtext windowtext; border-image: none; border-style: none solid solid; border-width: medium 1pt 1pt; padding: 0cm 5.4pt; text-align: center; width: 149.6pt;" valign="top" width="199"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;">Jo</span></span></div>
</td>
<td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; text-align: center; width: 149.65pt;" valign="top" width="200"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;">53%</span></span></div>
</td>
<td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; text-align: center; width: 149.65pt;" valign="top" width="200"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;">47%</span></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 5; mso-yfti-lastrow: yes;">
<td style="-moz-border-bottom-colors: none; -moz-border-left-colors: none; -moz-border-right-colors: none; -moz-border-top-colors: none; border-color: -moz-use-text-color windowtext windowtext; border-image: none; border-style: none solid solid; border-width: medium 1pt 1pt; padding: 0cm 5.4pt; text-align: center; width: 149.6pt;" valign="top" width="199"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;">Ju</span></span></div>
</td>
<td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; text-align: center; width: 149.65pt;" valign="top" width="200"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;">48%</span></span></div>
</td>
<td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; text-align: center; width: 149.65pt;" valign="top" width="200"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;">52%</span></span></div>
</td>
</tr>
</tbody></table>
</div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif;"> Lamentablemente para los
ejemplisteños, los asientos del congreso se reparten solamente por medio de la elección
directa, así que sólo los candidatos ganadores en las elecciones tienen derecho
a un puesto. Como consecuencia, la disparidad entre los votos y la distribución
final de la Cámara de Diputados de Ejemplistán es rotunda, como se muestra en
la siguiente gráfica de pasteles. </span></div>
<div class="separator" style="clear: both; text-align: center;">
<span style="margin-left: 1em; margin-right: 1em;"><img alt="Jorge Laris" height="251" src="data:image/png;base64,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" title="Representación Proporcional Ejemplistán 1" width="400" /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif;"> Resulta entonces que el 80% del
Palacio Legislativo estará ocupado por miembros del Partido Mermelada. Cosa que
no ocurría desde principios del siglo XIX y que causó mucha preocupación en los
miembros del Partido Chocolate y más disgusto aun en sus votantes, quienes no
se sentían adecuadamente representados por la nueva distribución del congreso.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<span style="font-family: Georgia,"Times New Roman",serif;">
</span><br />
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif;"> Imaginemos, pues, que ante el
triste panorama un científico loco ejemplisteño inventa una máquina del tiempo
que le permite regresar a 1998, dos años antes de las elecciones, y se las
ingenia para convencer a los congresistas de su país para que reformen la ley
electoral. De tal manera que el nuevo texto de ley permita la elección de
diputados por medio de la representación proporcional. </span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<span style="font-family: Georgia,"Times New Roman",serif;">
</span><br />
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif;"> La nueva ley contempla agregar 4
diputados de representación proporcional a los 5 existentes de elección
directa. Representación proporcional significa que los nuevos asientos serán
repartidos de acuerdo al porcentaje de votos que cada partido obtuvo en la
jornada electoral, en lugar de dárselos directamente al ganador. También, para
hacer más certera la repartición, se prohíbe que algún partido acabe con 8% más
de representación en el congreso del que tuvo en las elecciones. Es decir, si
un partido obtuvo 30% de los votos en la jornada electoral, no podrá tener más
del 38% del congreso. </span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<span style="font-family: Georgia,"Times New Roman",serif;">
</span><br />
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif;"> La nueva ley se estrenará en las
elecciones del año 2000, donde se repiten exactamente los mismos resultados que
habían acaecido en el universo alternativo. Por suerte, en esta nueva
temporalidad existe una ley de representación proporcional. De modo que la
brecha entre los votos y la representación legislativa no será aquí tan grande.
La nueva ley entra en acción. <span style="mso-spacerun: yes;"> </span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif;"><span style="mso-spacerun: yes;"> </span></span></div>
<span style="font-family: Georgia,"Times New Roman",serif;">
</span><br />
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif;"> El primer paso es determinar
cuántos de los 5 asientos repartidos por elección directa le tocan a cada
partido. Esto es fácil. El Partido Mermelada ganó en 4 territorios por lo que
le tocan 4 diputados, mientras que el Partido Chocolate ganó solamente en un
territorio, por lo que se queda con 1 diputado. Pan comido.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<span style="font-family: Georgia,"Times New Roman",serif;">
</span><br />
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif;"> El siguiente paso es un poco más
complejo. Consiste en determinar cómo se repartirán los 4 asientos restantes de
representación proporcional. La ley señala claramente los pasos. Primero, se
calcula un cociente natural, que no es más que el número total de votos dividido
entre el número de asientos que se van a repartir en el congreso de manera
proporcional. </span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<span style="font-family: Georgia,"Times New Roman",serif;">
</span><br />
<blockquote class="tr_bq">
<div class="MsoNormal" style="text-align: center;">
<i><span style="font-family: Georgia,"Times New Roman",serif;"><u>Cociente natural</u>:
(Total de votos/Asientos disponibles) = (50,000/4) = <u><span style="mso-bidi-font-weight: normal;">12,500</span></u></span></i></div>
</blockquote>
<br />
<div class="MsoNormal" style="text-align: center;">
<br /></div>
<span style="font-family: Georgia,"Times New Roman",serif;">
</span><br />
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif;"> El siguiente paso consiste en dividir el número de votos de
cada partido entre el cociente natural obtenido arriba. El resultado será el
número de asientos plurinominales que se le darán a cada partido.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<span style="font-family: Georgia,"Times New Roman",serif;">
</span><br />
<blockquote class="tr_bq">
<div class="MsoNormal" style="text-align: center;">
<i><span style="font-family: Georgia,"Times New Roman",serif;"><u>Asientos de representación proporcional para el
Partido Mermelada</u>: (Votos para Mermelada/ Cociente natural) = (26,900/12,500)= 2.2<b style="mso-bidi-font-weight: normal;"> </b><b style="mso-bidi-font-weight: normal;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">≈</span> </b><u><span style="mso-bidi-font-weight: normal;"></span></u></span><u><span style="font-family: Georgia,"Times New Roman",serif;"><span style="mso-bidi-font-weight: normal;">2</span></span></u></i></div>
<div class="MsoNormal" style="text-align: center;">
<br /></div>
<i><span style="font-family: Georgia,"Times New Roman",serif;">
</span></i><br />
<div class="MsoNormal" style="text-align: justify;">
<i><span style="font-family: Georgia,"Times New Roman",serif;"><u>Asientos de representación proporcional para el
Partido Chocolate</u>: (Votos para Chocolate/Cociente natural) = (23,100/12,500) = 1.8<b style="mso-bidi-font-weight: normal;"> </b><b style="mso-bidi-font-weight: normal;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">≈ </span></b><u><span style="mso-bidi-font-weight: normal;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">2</span></span></u></span></i></div>
</blockquote>
<br />
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<span style="font-family: Georgia,"Times New Roman",serif;">
</span><br />
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif;"> Redondeando los resultados vemos
entonces que a ambos partidos les tocan 2 asientos. Sumando los diputados de
representación directa a los nuevos diputados de representación proporcional
observamos que el Partido Mermelada tendrá 6 diputados y el Partido Chocolate
3. La nueva repartición de la cámara se muestra abajo. Aun no es una
representación exacta de lo que votó la gente, pero ciertamente es más cercana
que la primera vez.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<span style="font-family: Georgia,"Times New Roman",serif; margin-left: 1em; margin-right: 1em;"><img alt="Jorge Laris" height="251" 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" title="Representación Proporcional Ejemplistán 2" width="400" /> </span></div>
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<span style="mso-fareast-language: ES-MX; mso-no-proof: yes;"><br /></span></div>
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<span style="font-family: Georgia,"Times New Roman",serif;"> ¡Pero esperen! ¡Qué bochorno! ¡Hemos
olvidado por completo que la nueva ley electoral prohíbe explícitamente que
algún partido acabe con más del 8% de representación del que obtuvo en las
urnas. El Partido Mermelada ganó el 53% de los votos, pero al tener 6 de 9
asientos en la cámara controla el 67% de esta. Esto es más del 61% que le
permite la ley ¡Qué pena! Tendrá que donar uno de sus asientos a la oposición.
Y cómo la única oposición es la de los chocolatosos, ellos reciben el asiento. Ahora
que hemos arreglado este pequeño detalle, esta será la nueva distribución del
congreso.</span></div>
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<span style="mso-fareast-language: ES-MX; mso-no-proof: yes;"><img alt="Jorge Laris" height="239" 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" title="Representación Proporcional Ejemplistán 3" width="400" /> </span></div>
<div class="MsoNormal" style="text-align: center;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif;"> El paralelismo entre los votos y
la distribución de la cámara ha mejorado bastante, aunque sigue sin ser exacta.
Es importante mencionar que existen varios métodos para organizar
sistemas que tomen en cuenta la representación proporcional. Por lo que hay
gente que se dedica a pensar cómo hacer modelos más representativos. El ejemplo
aquí dado no es óptimo ni mucho menos, pero es muy semejante al que se utiliza
en México para distribuir los asientos de representación proporcional en los
congresos. </span></div>
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<br /></div>
<span style="font-family: Georgia,"Times New Roman",serif;">
</span><br />
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif;"> En México, la Cámara de Diputados
de la Federación se compone de 500 diputados, 300 de los cuales son electos
mediante la fórmula de la representación directa y 200 por medio de la fórmula
de representación proporcional. Además de que ningún partido puede tener una
representación superior al 8% de los votos que obtuvo, el límite de asientos
máximos al que puede aspirar un solo partido es de 300. En la Cámara de
Senadores 64 representantes son elegidos de manera directa y 32 de forma proporcional. </span></div>
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<br /></div>
<span style="font-family: Georgia,"Times New Roman",serif;">
</span><br />
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<span style="font-family: Georgia,"Times New Roman",serif;"> Sabiendo esto, podremos valorar
mejor la manera en que quedó dividida la cámara de diputados tras las
elecciones de julio del 2015. Abajo podrán observar la división final de dicho
recinto, comparada con la votación general y con la manera en que hubiese sido
repartida la cámara <span style="mso-spacerun: yes;"> </span>si no existiesen los
plurinominales. Nos damos cuenta de que la fórmula de representación proporcional ayudó a
quitarle asientos al partido dominante, el PRI, y a repartirlos entre los demás
partidos. Los partidos que perdieron el registro (PT y PH) no reciben diputados
de representación proporcional y tampoco los candidatos independientes. </span></div>
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<br /></div>
<div class="MsoNormal" style="text-align: center;">
<span style="mso-spacerun: yes;"> </span><span style="mso-fareast-language: ES-MX; mso-no-proof: yes;"><img alt="" height="640" 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" title="Elecciones intermedias México 2015 Plurinominales" width="528" /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif;"> Vemos pues que la repartición de
la cámara aun no representa exactamente a los votos de las personas, pero
también observamos que es un poco más cercana a la votación efectiva que si no
existiesen los diputados plurinominales. Si gustan un ejemplo de la vida real
de lo que puede suceder cuando no existe la representación proporcional en un
congreso, vean lo que sucedió en las últimas elecciones parlamentarias en el
Reino Unido. Hay una brecha muy grande entre lo que la gente votó y la
composición final del parlamento.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><img alt="" height="224" 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style="margin-left: auto; margin-right: auto;" title="Elecciones del Parlamento Reinuo Unido 2015" width="400" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-size: xx-small;">Fuente: <a href="https://www.youtube.com/watch?v=r9rGX91rq5I" target="_blank">GCP Grey</a></span></td></tr>
</tbody></table>
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<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif;"> He decidido traer este tema a
colación porque en nuestro país los diputados y senadores plurinominales tienen
una mala reputación, bien ganada, porque suelen ser personajes a los que sus
partidos les asignan los asientos proporcionales como premios. Por este medio,
políticos que son valorados como especialmente corruptos y gañanes obtienen un
puesto de representación popular. Sin embargo, vemos que la idea detrás de su
existencia tiene sentido e importancia. La ley de la representación
proporcional en nuestro país ciertamente es imperfecta, tiene muchos errores y
necesita reformularse y mejorarse. Pero creo que antes de convencernos de que
el país estaría mejor sin los diputados plurinominales, es decir, antes de
decidir eliminar esta fórmula de representación, debemos de ser conscientes de
lo que estaríamos perdiendo.</span></div>
Sexto Empiricohttp://www.blogger.com/profile/11176766042647292546noreply@blogger.com0tag:blogger.com,1999:blog-2327526184725434740.post-72107992190808768242015-08-31T17:30:00.000-07:002015-11-23T16:05:02.462-08:00Sobre el neoliberalismo de Milton Friedman<!--[if gte mso 9]><xml>
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<br />
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: small;"><span style="font-family: "georgia" , "times new roman" , serif;"><i><b><span style="font-size: x-large;">N</span></b>eoliberalismo </i>es una de las palabras más taquilleras
de nuestros días -aunque ciertamente no llena tantos estadios como la palabra <i>sexo</i>. Su significado preciso cambia de acuerdo con quien la enuncia, pero suele ser asociada con una serie de medidas políticas
tendientes a reforzar el ámbito de acción del libre mercado frente a la
intervención del estado en la economía. Siendo tan extenso el tema, limitémonos
a hablar aquí en rasgos generales sobre la economía como la entendió Milton
Friedman a quién suele considerársele el padre del neoliberalismo.</span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<span style="font-size: small;"><span style="font-family: "georgia" , "times new roman" , serif;">
</span></span><br />
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: small;"><span style="font-family: "georgia" , "times new roman" , serif;"> Es muy importante entender que no todos los capitalismos son
neoliberales. De hecho la mayoría de las políticas económicas seguidas por los
países capitalistas tras la segunda guerra mundial incluían medidas
intervencionistas como la operación de empresas por parte del estado o el
monopolio del estado sobre varios mercados. Aspectos estos que entre otras
cosas implicaban una gran cantidad de ceros en las cuentas de los gastos públicos. En los años 60’s, en un contexto en el que la mayoría de los economistas
occidentales defendían esta manera de diseñar políticas económicas, Milton
Friedman defendió tenazmente la idea de que mientras más libre comercio hubiese
y menos intervención estatal, mayor sería la eficacia de la economía. </span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<span style="font-size: small;"><span style="font-family: "georgia" , "times new roman" , serif;"></span></span><span style="font-size: small;"><span style="font-family: "georgia" , "times new roman" , serif;"> Friedman observó que
los gobiernos intervencionistas tendían a gastar más dinero del que eran capaces
de recaudar por medio de impuestos. Lo que los llevaba a adoptar medidas como pedir
prestado dinero e imprimir más billetes para poder pagar sus cuentas.
Hacer billetes ciertamente aumentaba la cantidad total de papeles con numeritos, pero no
significaba que la riqueza de la sociedad estuviese aumentando. Para Friedman, esta
disociación entre la cantidad de billetes y la riqueza era una causa importante de la inflación.
</span></span><span style="font-size: small;"><span style="font-family: "georgia" , "times new roman" , serif;"></span></span><span style="font-size: small;"><span style="font-family: "georgia" , "times new roman" , serif;">
</span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: small;"><span style="font-family: "georgia" , "times new roman" , serif;"> </span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: small;"><span style="font-family: "georgia" , "times new roman" , serif;"> Existía sin embargo una razón que Friedman consideraba de
más peso para fomentar el libre mercado por sobre la intervención estatal: la defensa
de la libertad individual. Él creía que la libertad económica iba de la mano
con la libertad individual. Pues consideraba que el poder del estado para
cuartear la libertad de las personas aumenta en la misma medida con la que
crece su fuerza sobre la economía. Además de ser un liberalista
económico, era también un liberalista político.</span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<span style="font-size: small;"><span style="font-family: "georgia" , "times new roman" , serif;">
</span></span><br />
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: small;"><span style="font-family: "georgia" , "times new roman" , serif;"> Friedman creía pues que los únicos valores importantes para
que una sociedad se mantuviese saludable son aquellos que rigen las relaciones
entre las personas. Es decir, aquellos que son relevantes para organizar los sistemas
de gobierno y también el libre mercado, </span></span><span style="font-family: "georgia" , "times new roman" , serif;">en lugar de aquellos que dirigen la vida íntima de cada quien. Los valores positivos eran para él </span><span style="font-family: "georgia" , "times new roman" , serif;">estructurales más que normativos.</span></div>
<span style="font-size: small;"><span style="font-family: "georgia" , "times new roman" , serif;">
</span></span><br />
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: small;"><span style="font-family: "georgia" , "times new roman" , serif;"> Para Friedman el valor fundamental de una sociedad no
consiste en hacer <i>el bien</i> –aquello
que a nuestro parecer es <i>lo bueno</i>- a las personas con independencia de que éstas hayan o no hayan solicitado nuestra ayuda. Según él, ayudar a
alguien sin que lo pida es una forma de imponer nuestros valores sobre las
preferencias de otra persona. Tampoco sería viable obligar a todos en una
sociedad a hacer aquello que unos cuantos creen que está bien. </span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: small;"><span style="font-family: "georgia" , "times new roman" , serif;"> De acuerdo con Friedman el valor fundamental que debe regir las relaciones entre las personas
es el respeto a la dignidad y a la individualidad de cada ser humano. No
debemos ver a las personas como objetos que pueden de ser manipulados de
acuerdo a nuestros intereses o creencias, sino ver en ellas a gente racional como
nosotros con sus propios valores morales y sus propios derechos. Ver en el otro
a una persona con quien podemos discutir y a quien podemos intentar persuadir,
pero nunca forzar a pensar como nosotros, nunca obligar a callar sus opiniones.</span></span></div>
<span style="font-size: small;"><span style="font-family: "georgia" , "times new roman" , serif;">
</span></span><br />
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: small;"><span style="font-family: "georgia" , "times new roman" , serif;"> Por eso sorprendió, y aun sorprende a más de uno, que la
primera vez que las ideas de Friedman fueron aplicadas a un sistema económico
haya sido en el Régimen Militar Chileno precedido por Augusto Pinochet. El
régimen de Pinochet (quien llegó al poder en 1973 tras orquestar un golpe de
estado contra el régimen socialista del presidente Salvador Allende elegido en
las urnas en 1970) tuvo como prioridad detener las reformas comunistas
iniciadas por su antecesor y organizar una economía de tipo capitalista fundada
sobre las bases de un gobierno fuertemente intervencionista. Es importante
recalcar que aplicar las ideas de Friedman no fue la primera opción de
Pinochet. </span></span></div>
<span style="font-size: small;"><span style="font-family: "georgia" , "times new roman" , serif;">
</span></span><br />
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: small;"><span style="font-family: "georgia" , "times new roman" , serif;"> Cómo se puede ver en la gráfica de abajo, la economía de
Chile resintió severamente las reformas emprendidas por Allende los primeros
años de su mandato y su condición empeoró tras el golpe de estado de Pinochet.
Preocupado ante el pésimo desempeño de la economía, el despreciable dictador mandó llamar en
1975 a unos economistas de la Universidad Nacional de Chile y la Universidad Católica de Chile
para que encontraran la manera de echar a andar la economía. Estas
instituciones tenían desde los años <i>anteriores</i> al golpe un convenio con la
Universidad de Chicago para facilitar el intercambio de profesores y
estudiantes. Por eso varios de sus economistas habían sido alumnos de Milton
Friedman y fueron conocidos como los <i>chicago
boys</i>. </span></span></div>
<span style="font-size: small;"><span style="font-family: "georgia" , "times new roman" , serif;">
</span></span><br />
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: center;">
<span style="font-size: small;"><span style="font-family: "georgia" , "times new roman" , serif;"><img alt="File:GDP per capita LA-Chile.png" data-file-height="919" data-file-width="1508" height="241" src="https://upload.wikimedia.org/wikipedia/commons/thumb/8/8b/GDP_per_capita_LA-Chile.png/800px-GDP_per_capita_LA-Chile.png" width="400" /> </span></span></div>
<div class="MsoNormal" style="text-align: center;">
<span style="font-size: xx-small;"><span style="font-family: "georgia" , "times new roman" , serif;">Fuente: <a href="https://commons.wikimedia.org/wiki/File:GDP_per_capita_LA-Chile.png" target="_blank">wikipedia</a></span></span></div>
<div class="MsoNormal" style="text-align: center;">
</div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: small;"><span style="font-family: "georgia" , "times new roman" , serif;"> Con todo y que las reformas económicas chilenas fueron
impulsadas en un ambiente de corrupción y poca transparencia, lo que dio lugar a abusos de autoridad y monopolios, al año de
aplicadas la economía chilena despuntó. Estas medidas incluían acciones tales
como buscar la liberación del mercado, la apertura de las fronteras comerciales
internacionales, privatizar empresas paraestatales y reducir de manera dramática
el gasto público. El éxito económico de Chile ayudó a aumentar el prestigio de la
teoría de Friedman conocida como <i>monetarismo</i>
y fue uno de los tantos factores que contribuyeron a que fuera adoptada como
política económica de los gobiernos británico y estadounidense de los años ochenta.
Es un prestigio que en cierta medida conserva hasta la actualidad. </span></span></div>
<span style="font-size: small;"><span style="font-family: "georgia" , "times new roman" , serif;">
</span></span><br />
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: small;"><span style="font-family: "georgia" , "times new roman" , serif;"> Es importante destacar que fueron los <i>chicago boys</i> los cerebros detrás de la reorganización de la
economía chilena, y no precisamente Milton Friedman. También es cierto que dos
años tras el golpe militar Friedman viajó a Chile, aunque según su propio testimonio fue
con propósitos puramente académicos y aparentemente dio una conferencia en la
universidad chilena que hablaba precisamente sobre el peligro a la libertad que
implicaba un gobierno militar centralizado; además Friedman nunca pronunció
palabras a favor de la Junta Militar Chilena. Pero es innegable que los <i>chicago boys</i> consultaron en varias
ocasiones a su maestro y que Milton escribió tras su visita a Chile una carta a Pinochet incitándolo a
aplicar las medidas de sus discípulos, carta que el propio Milton publicó en la
autobiografía que escribió junto con su esposa.</span></span></div>
<span style="font-size: small;"><span style="font-family: "georgia" , "times new roman" , serif;">
</span></span><br />
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: small;"><span style="font-family: "georgia" , "times new roman" , serif;"> Sin duda el suceso chileno nubla la imagen de Friedman como
liberal ¿Por qué Friedman decidió aconsejar a Pinochet aunque fuese solo en una
breve carta enviada desde Chicago? Es muy difícil saberlo. </span></span><span style="font-size: small;"><span style="font-family: "georgia" , "times new roman" , serif;">Tal vez pensó que las leyes económicas se deben aplicar por igual a todas las economías independientemente de sus ideologías políticas, o t</span></span><span style="font-size: small;"><span style="font-family: "georgia" , "times new roman" , serif;">al vez creyó que
impulsar el liberalismo económico era la herramienta a su alcance para contribuir a debilitar el régimen
autoritario de la Junta Militar. Después de todo él fue el autor de <i>Capitalismo y Libertad</i>. De ser esto cierto ¿Creer que el libre mercado es una condición para la formación de estados liberales justificaría apoyar la liberación económica en países autoritarios? Al final, el régimen
de Pinochet se desvaneció catorce años después de haber aplicado las reformas
monetaristas, pero nadie sabe a ciencia cierta por qué desapareció o si las
reformas económicas tuvieron algo que ver en ello.</span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: small;"><span style="font-family: "georgia" , "times new roman" , serif;"> ¿Cuál es la relación entre libertad
política y libertad económica? Nadie lo sabe. Ha habido dictaduras
con y sin capitalismo y hasta la fecha ninguna democracia liberal (defensora de garantías individuales y derechos humanos) ha
existido sin capitalismo. Sin embargo, no podemos predecir que en el futuro se mantenga esta afirmación. La inducción tiene sus límites.</span></span></div>
<span style="font-size: small;"><span style="font-family: "georgia" , "times new roman" , serif;">
</span></span><br />
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: small;"><span style="font-family: "georgia" , "times new roman" , serif;"> En lo que respecta a Chile, las ideas de Friedman han sido
la directriz de sus políticas económicas aun después de la transición a la
democracia. Aunque veintiún años de políticas económicas dirigidas por
gobiernos de centro izquierda han sabido matizarlas. Al día de hoy Chile es uno
de los tres países con mayor crecimiento
económico en América Latina, y aunque el crecimiento de la desigualdad es un
problema que debe resolver, también es el tercer país con mayor porcentaje de
clases medias en la región y el segundo con menor cantidad de gente viviendo en
la pobreza. Estos datos son importantes, pues aunque la riqueza ciertamente no
da la felicidad al menos debe contribuir a disminuir la miseria. </span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: small;"><span style="font-family: "georgia" , "times new roman" , serif;"> Lejos de ser
el origen de todos los males del mundo moderno como dicen algunos, o la panacea
a todos nuestros problemas como otros pregonan, el <i>neoliberalismo </i>es un complejo fenómeno del mundo que habitamos y
sus temáticas desbordan por mucho el pequeño espacio que le podemos dedicar
en esta entrada. Para entenderlo es necesaria una mente abierta y crítica, pero
sobretodo curiosa, esmerada y que evite caer en simplismos maniqueos. </span></span></div>
<div class="MsoNormal" style="text-align: center;">
<span style="font-size: small;"><span style="font-family: "georgia" , "times new roman" , serif;"><img alt="mmm" class="aligncenter size-full wp-image-4934" src="http://horizontal.mx/wp-content/uploads/2015/08/mmm.png" height="640" width="521" /> </span></span></div>
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<br />
<b><br /></b>
<b>>>> He escrito también sobre algunos aspectos negativos del neoliberalismo en <a href="http://sidudoexisto.blogspot.mx/2015/11/el-pendulo-que-lleva-desde-el-siglo.html" target="_blank">Un péndulo que lleva desde el siglo XVIII hasta el terrorismo de nuestros días</a></b></div>
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<span style="font-size: xx-small;"><span style="font-family: "georgia" , "times new roman" , serif;">---------------- </span></span></div>
<div class="MsoNormal" style="text-align: left;">
<span style="font-size: xx-small;"><span style="font-family: "georgia" , "times new roman" , serif;">Para ver más: </span></span></div>
<div class="MsoNormal" style="text-align: left;">
<span style="font-size: xx-small;"><span style="font-family: "georgia" , "times new roman" , serif;">Carta de Milton Friedman a Pinochet: http://www.elcato.org/milton-friedman-y-sus-recomendaciones-chile y en inglés http://genius.com/Milton-friedman-letter-to-president-augusto-pinochet-annotated</span></span></div>
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<br /></div>
<div class="MsoNormal" style="text-align: left;">
<span style="font-size: small;"><span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-size: xx-small;">Una entrevista con Milton Friedman sobre el asunto de Pinochet: https://www.youtube.com/watch?v=OcyQn9c0ujU </span></span></span></div>
Sexto Empiricohttp://www.blogger.com/profile/11176766042647292546noreply@blogger.com0tag:blogger.com,1999:blog-2327526184725434740.post-5574730820157908172015-08-30T09:00:00.001-07:002015-08-30T12:16:00.884-07:00¿Emoticones de colores en contra del racismo institucional?<div class="MsoNormal" style="text-align: justify;">
<span style="line-height: 115%;"><span style="font-family: Georgia, Times New Roman, serif;"><b><span style="font-size: large;">A</span></b><span style="font-size: 12pt;"> partir de la
actualización 8.0 del Estándar Unicode, podemos seleccionar entre cinco
diferentes colores para representar tonos de piel en los emoticones; es decir,
los emojis que representan expresiones faciales o posturas del cuerpo. Podemos
acceder a los modificadores de color haciendo click en un “emoticon default”,
el cual es de un “color irreal” para la piel humana: en este caso color amarillo pollito. Supongo que, a menos de que tengamos una ictericia
severa, probablemente no nos sentiremos representados por los emoticones
default. <o:p></o:p></span></span></span></div>
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<span style="line-height: 115%;"><span style="font-size: 12pt;"><span style="font-family: Georgia, Times New Roman, serif;"><br /></span></span></span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgkUOkql7NqCaggPeqKmmapdTnsU4FurKiMBN8gboRtyoBTPrsgWfJdkBJ7LiCJFcYSOMuSZ081Z_drXn6SUljNemcTdxr_BV9T9E8Kf0lWAth5IutOR_pyk09xhToS71G73WBbC6WT9EuP/s1600/Emoticon+gen%25C3%25A9rico.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><span style="font-family: Georgia, Times New Roman, serif;"><img border="0" height="57" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgkUOkql7NqCaggPeqKmmapdTnsU4FurKiMBN8gboRtyoBTPrsgWfJdkBJ7LiCJFcYSOMuSZ081Z_drXn6SUljNemcTdxr_BV9T9E8Kf0lWAth5IutOR_pyk09xhToS71G73WBbC6WT9EuP/s320/Emoticon+gen%25C3%25A9rico.png" width="320" /></span></a></div>
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<span style="font-family: Georgia, Times New Roman, serif; font-size: x-small;"><span style="line-height: 18.3999996185303px;"><br /></span></span>
<span style="font-family: Georgia, Times New Roman, serif; font-size: x-small;"><span style="line-height: 18.3999996185303px;">Por ejemplo, en esta imagen el emoticon default es de un "gris irreal".</span></span></div>
<div class="MsoNormal" style="text-align: center;">
<span style="font-family: Georgia, Times New Roman, serif; font-size: x-small;"><span style="line-height: 18.3999996185303px;"><br /></span></span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEif-ErmstWr130JxlQXLdHtVZL9TwsWX3eYOGUHFyisj9p9SDa7jSSol9rpXJFmI8w-Y_jSbNjmSqBi8bOFLPH16sScLbhYw3mgZUsopUqL0nCvN08R1OoUPefbsJZaGqfV4nQkw7A73hnj/s1600/Cinco+tonos+de+piel.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><span style="font-family: Georgia, Times New Roman, serif;"><img border="0" height="61" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEif-ErmstWr130JxlQXLdHtVZL9TwsWX3eYOGUHFyisj9p9SDa7jSSol9rpXJFmI8w-Y_jSbNjmSqBi8bOFLPH16sScLbhYw3mgZUsopUqL0nCvN08R1OoUPefbsJZaGqfV4nQkw7A73hnj/s400/Cinco+tonos+de+piel.png" width="400" /></span></a></div>
<div class="MsoNormal" style="text-align: center;">
<span style="font-family: Georgia, Times New Roman, serif; font-size: x-small;"><span style="line-height: 18.3999996185303px;"><br /></span></span></div>
<div class="MsoNormal" style="text-align: center;">
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: x-small; line-height: 18.3999996185303px;">Fuente: Unicode Standard Report</span></div>
<div class="MsoNormal" style="text-align: center;">
<span style="font-family: Georgia, Times New Roman, serif; font-size: x-small;"><span style="line-height: 18.3999996185303px;"><br /></span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Georgia, Times New Roman, serif;"> Para seleccionar los
cinco colores que representan los tonos de piel, el Consorcio Unicode, se basó
en la “escala Fitzpatrick”. La cual fue desarrollada por el dermatólogo
americano Thomas Fitszpatrick para clasificar la respuesta típica de diferentes
tonos de piel a la luz ultravioleta. Cabe mencionar que, de los seis tipos de
tonos de piel, el Estándar Unicode a fusionado, por su similitud en la escala
de colores, el tipo I con el II. </span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Georgia, Times New Roman, serif;"><br /></span></span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi7raZj7gVWerxySq6Gm5OBlIBBGxYggKkdyWTW1VyatrjrXgs6wGbhU9MOX98sny1w-0jXpIelsmhF9L_PEMpjpqt0WDWsC_YAGroVz8IIrPxHrvCXH1ynQMduMpgf7Z09zCp669B1Pp2e/s1600/escalas+fitspatrick.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><span style="font-family: Georgia, Times New Roman, serif;"><img border="0" height="135" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi7raZj7gVWerxySq6Gm5OBlIBBGxYggKkdyWTW1VyatrjrXgs6wGbhU9MOX98sny1w-0jXpIelsmhF9L_PEMpjpqt0WDWsC_YAGroVz8IIrPxHrvCXH1ynQMduMpgf7Z09zCp669B1Pp2e/s400/escalas+fitspatrick.png" width="400" /></span></a></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Georgia, Times New Roman, serif;"><br /></span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Georgia, Times New Roman, serif;"> Si bien, el Consorcio
Unicode no lo expresa explícitamente, el hecho de escoger una clasificación
desvinculada de caracterizaciones culturales, así como un emoticon default
“neutral” nos podría estar hablando de una precaución detallada, por parte de
la organización, para no caer en una decisiones que puedan ser juzgada de racista. Es decir, en la
vinculación de rasgos corporales externos (como el color de piel) o internos
(como la sangre) con una supuesta naturaleza cultural y conductual de los
grupos sociales, que resulta en prácticas de jerarquización, inferiorización y/o
exclusión. <o:p></o:p></span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Georgia, Times New Roman, serif;"><br /></span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Georgia, Times New Roman, serif;"> El
Consorcio Unicode declara que su objetivo es lograr, en su sistema de codificación de pictogramas, una
mayor representatividad de la diversidad humana. Si bien, el color de piel no
es el único rasgo por el cual los grupos humanos pueden asociarse y/o
diferenciarse, tiene un fuerte peso simbólico y político. El tono de piel ha
sido uno de los más potentes marcadores, por el cual históricamente se ha jerarquizado
a los grupos sociales en un espectro en el que el blanco corresponde a un
pensamiento, moral y cultural superior y el negro a uno inferior.<o:p></o:p></span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Georgia, Times New Roman, serif;"><br /></span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Georgia, Times New Roman, serif;"> El sociólogo francés,
Michel Wieviorka ha propuesto que el racismo explícito y sistematizado en
políticas de explotación e incluso exterminio se fue desarrollando con el
proceso de colonización y alcanzó su pico con el holacausto nazi. Para este
pensador el racismo en su versión “clásica” surge de un doble movimiento: la
expansión europea (colonización e imperialismo) aunada a la gestación de
fuertes nacionalismos europeos. Con el fin de la Segunda Guerra Mundial comenzó
un proceso profundo de deslegitimización del racismo en su versión “clásica” e
incluso “científica”. Sin embargo, deslegitimización no implica desaparición. En
la época contemporánea seguimos sorprendiéndonos con brotes de racismo en su
versión clásica. Cabe recalcar que el apartheid en Sudáfrica inicia a mediados
del siglo XX y concluye en 1994, cuando por primera vez en la historia del país
la población negra ejercicio su derecho al voto.</span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Georgia, Times New Roman, serif;"><br /></span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Georgia, Times New Roman, serif;"><span style="font-size: 12pt; line-height: 115%;"> Para los fines de este
comentario me interesa más el mecanismo del</span><span style="font-size: 12pt; line-height: 115%;">
</span><span style="font-size: 12pt; line-height: 115%;">“racismo institucional”. Una propuesta de Stokely Carmichel y Charles
Hamilton, dos defensores de los derechos civiles de los afroamericanos. En su
libro, </span><i style="font-size: 12pt; line-height: 115%;">Black Power: the Politics of
Liberation in America</i><span style="font-size: 12pt; line-height: 115%;"> proponen que, si bien, el racismo en Estados Unidos
puede ser explícito también se reproduce de manera más sutil pero no menos
peligrosa. Para Carmichel y Hamilton el racismo institucional es un mecanismo
social estructural, que implica la discriminación rutinaria a la población
negra en los ámbitos más diversos: los medios de comunicación masiva, la escuela,
la cárcel, la calle. Este mecanismo no es consciente ni se expresa explícitamente
en el discurso público. Permite una buena conciencia compatible con
convicciones racistas.</span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Georgia, Times New Roman, serif;"><br /></span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Georgia, Times New Roman, serif;"><span style="font-size: 12pt; line-height: 115%;"> Los famosos comics
sobre el </span><span style="font-size: 12pt; line-height: 115%;"> </span><span style="font-size: 12pt; line-height: 115%;">“white privilege” (privilegio
blanco) ejemplifican este concepto:</span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Georgia, Times New Roman, serif;"><br /></span></span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi3bzKBkbq7oXRqbVos4fkNIzMgaPlUUBar-SnnDJimMERpuqfYyH1l-s5bdC2Tl9rJiZG8ASQQtiQDOpAJ1p1ywCYYwh288Z0noG6R3d11hkaBal4Dw02LGbA1y3cditwmW2PU5jENy5OZ/s1600/white+privilege.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><span style="font-family: Georgia, Times New Roman, serif;"><img border="0" height="213" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi3bzKBkbq7oXRqbVos4fkNIzMgaPlUUBar-SnnDJimMERpuqfYyH1l-s5bdC2Tl9rJiZG8ASQQtiQDOpAJ1p1ywCYYwh288Z0noG6R3d11hkaBal4Dw02LGbA1y3cditwmW2PU5jENy5OZ/s320/white+privilege.jpg" width="320" /></span></a></div>
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<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Georgia, Times New Roman, serif;"><br /></span></span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh3YrX2-eT4FvD2iBEC_bxAD7UanAlV-RWKcMbwgFMHy4s-DRjZGKTERyw-YNn-VyveLwM2aBl0ntEyHN69ydrPzJqxAOCzfILOZvDNEOrvmE5sFwHXx-5HB26cqxOyRP90ZyptDb2v22JM/s1600/white+privilege2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><span style="font-family: Georgia, Times New Roman, serif;"><img border="0" height="213" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh3YrX2-eT4FvD2iBEC_bxAD7UanAlV-RWKcMbwgFMHy4s-DRjZGKTERyw-YNn-VyveLwM2aBl0ntEyHN69ydrPzJqxAOCzfILOZvDNEOrvmE5sFwHXx-5HB26cqxOyRP90ZyptDb2v22JM/s320/white+privilege2.jpg" width="320" /></span></a></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Georgia, Times New Roman, serif;"><br /></span></span></div>
<div class="MsoNormal" style="text-align: center;">
<span style="font-family: Georgia, Times New Roman, serif;"><span style="font-size: x-small;">Fuente:
http://www.liberalamerica.org/2014/01/24/comic-strip-explains-white-privilege/</span><o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: center;">
<span style="font-family: Georgia, Times New Roman, serif;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Georgia, Times New Roman, serif;"> Si bien la organización
Unicode en su discurso no asume una postura explícitamente antirracista, en la
práctica puede contribuir a combatir el racismo institucional ¿por
qué? En la actualidad, el “Estándar Unicode”, es el sistema universal de
codificación de caracteres dominante. Incluye miles de caracteres de uso común
y con cada actualización ha ido agregando más. Ha codificado lenguas vivas y
muertas así como sistemas no alfabéticos: símbolos matemáticos, musicales y
¡emojis! Es una sorpresa que a partir del
2015 podamos acceder a marcadores de color para representar variados tonos de
piel. Sólo tuvieron que pasar cinco años desde la incorporación en 2010 de los
emojis japoneses al Estándar Unicode para este avance.<o:p></o:p></span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Georgia, Times New Roman, serif;"><br /></span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Georgia, Times New Roman, serif;"> El estándar Unicode está presente en la mayoría
del software que utilizamos todos los días y entre sus miembros principales, hasta
el 2014, resaltan empresas como Adobe Systems, Apple Inc., Google Inc., IBM
Corporation, Microsoft Corporation; gobiernos como el de la India, Bangladesh y
Pakistán y universidades como la Universidad de California en Berkeley. </span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Georgia, Times New Roman, serif;"><br /></span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Georgia, Times New Roman, serif;"> Muchas de esas empresas
juegan un rol hegemónico en la comunicación masiva y ésta última afecta
significativamente nuestra vida personal. Todos los días, a través de la
televisión, el periódico, las revistas, las películas y los anuncios
publicitarios nos vemos envueltos en una ráfaga de imágenes y discursos en los
que el cuerpo se torna central. A pesar de que el tipo de cuerpo seleccionado
varía con los tiempos y con las regiones, en los medios locales predomina un
cuerpo blanco, delgado e incluso joven y sexualizado. En consonancia con este fenómeno
podemos entender, en parte, otros como el incremento de las cirugías estéticas,
de problemas alimenticios y de imagen corporal (como la anorexia, la bulimia y
la vigorexia), pero también nos ayuda a entender una de las maneras por el cual
sigue existiendo un racismo tácito a grupos sociales que no portan el cuerpo con
los rasgos estereotipados. Mientras más representación de personas, con diversos
tonos de piel, formas de cabello, estatura …, encontremos podremos asumir de
manera más natural que nuestras diferencias de pensamiento no radican en cómo
nos vemos.<o:p></o:p></span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"><br /></span></div>
Anonymoushttp://www.blogger.com/profile/11433586810226653653noreply@blogger.com0tag:blogger.com,1999:blog-2327526184725434740.post-90608412474966757722015-08-25T21:07:00.002-07:002015-09-02T18:24:05.393-07:00Sobre eso que llaman la democracia verdadera<!--[if gte mso 9]><xml>
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<![endif]--><span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small;"><span style="font-size: large;">N</span>avegando como de costumbre por las ajetreadas aguas de la
prensa cibernética encontré un
librillo publicado por <i>La Jornada</i> con motivo de la apertura de la Embajada de Estados Unidos en
Cuba. Ojeando su contenido encontré un artículo de Pablo González Casanova un
nombre que reconocí por que alguna vez leí uno de sus libros. Atraído por su nombre,
no pude evitar que mi ceja diera un salto quilométrico al leer el título de su artículo:
<i>Cuba es humanidad</i>. Sabía que Casanova
es un intelectual de izquierda, pero admito que no estaba al corriente de que
el autor fuese un admirador de la izquierda comunista. </span></span><br />
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif;"><br /></span></div>
<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small;">
</span></span><br />
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small;"> La
curiosidad me atrapó en la lectura y mi desilusión con respecto al autor se fue
incrementando más y más conforme mi mente pasaba de un párrafo al siguiente. Es
sorprendente lo lejos que el señor González ha dejado su actividad crítica cuando
se trata de hablar del gobierno cubano. Reconozco que la isla en cuestión tiene uno de los
mejores sistemas de seguridad social y de alfabetización de América Latina.
Pero de allí en fuera, casi todas las demás afirmaciones que el autor hace sobre
la isla caen en el error, en la mentira o en la hipérbole. Sus errores van
desde cosas tan pequeñas como afirmar que Cuba es el único país comunista que sobrevive en el
mundo -¿Yo me pregunto de aquí a cuando Corea del Norte cambió su organización
política y económica que no me di cuenta?- Hasta cosas que me parecen más graves
como el afirmar que Cuba le enseñó al mundo como se construye una “verdadera
democracia”. </span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif;"><br /></span></div>
<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small;">
</span></span><br />
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small;"> Una crítica completa requeriría más espacio del que hay en este blog. Limitémonos entonces a contestar la pregunta ¿A qué fenómeno se referirá el autor cuando usa la palabra democracia en dicho artículo? </span></span><br />
<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small;"><br /></span></span>
<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small;"> Ciertamente dudo que su idea sobre la democracia incluya los
fenómenos de libertad de expresión, de prensa, de asociación política, de la libertad de emigración
y de voto libre pues todos ellos brillan por su ausencia en la isla (incluso desde antes de que Fidel fuese su presidente). En la
mente de Pablo González la democracia parece ser asociada a un gobierno todo
inteligente y bondadoso, que sabe lo que “la gente” debe querer y lo que “el
pueblo” necesita y por lo tanto no tiene necesidad de consultarlo. Además, al
estar todas sus decisiones basadas en el conocimiento de las necesidades
verdaderas de la gente, sus ideas no pueden ser criticadas y mucho menos en
público, pues las personas comunes son presa fácil de engaños y podrían fácilmente
ser confundidas por malignos conspiradores capitalistas que buscan sembrar
semillas de duda y desestabilizar el bondadoso sistema comunista. Según lo que puedo
inferir de su artículo, este es el fenómeno que Gonzáles tiene en mente al hablar
de democracia verdadera y el buen gobierno. Un sistema político en donde no hay
lugar para la duda. </span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif;"><br /></span></div>
<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small;">
</span></span><br />
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small;"> La
creencia utópica de que los gobiernos pueden ser presididos por personas infinitamente
sabias es una idea simplista y a mi parecer muy perniciosa. La idea es
simplista porque ningún gobierno humano podrá ser presidido nunca por un dios,
un ángel o cualquier otro ser infinitamente sabio simplemente porque esos seres
no existen. Nos guste o no, los gobiernos humanos son organizados y presididos
por humanos, y no existen los humanos infinitamente sabios. Todas las personas
comentemos errores, todas podemos estar equivocadas y de hecho nos equivocamos
a menudo. Por eso es sabio escuchar a nuestros críticos. </span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif;"><br /></span></div>
<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small;">
</span></span><br />
<div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;">
<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small;">Es perniciosa porque resulta ser una buena escusa para clausurar las libertades asociadas con la expresión y la asociación política. Ciertamente ni la libertad de
expresión ni la libertad política son la panacea que resolverá todos los
problemas del mundo. Es muy cierto que muchas veces las
voces críticas del gobierno no buscarán abrir un debate racional, sino que
serán movidas por intereses económicos o políticos con miras a causar confusión
en la población y desprestigiar a las instituciones y las personas que las
presiden. Esto pasa y con mucha frecuencia en las sociedades liberales. Pero definitivamente
también hay personas interesadas en la discusión sana y es poco cuestionable el
hecho de que la discusión propiciada por las libertades de expresión y
políticas ayuda a acelerar la velocidad con que una política que resultó
estar equivocada puede ser detectada y cambiada. </span></span></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;">
<span style="font-family: Georgia,"Times New Roman",serif;"><br /></span></div>
<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small;">
</span></span><br />
<div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;">
<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small;">Otra característica de los
gobiernos utópicos que resulta ser imposible es la idea de que el gobierno
puede ser bondadoso. En primer lugar, porque aun en el caso hipotético de que
existiese en el gobierno un grupo de personas interesadas en promover el <i>bienestar de toda la sociedad</i> es
extremadamente poco probable que estas pudieran lograr sus nobles objetivos. Esto
se debe precisamente a que no existen las personas infinitamente sabias, por lo
que aun a pesar de que haya personas de buena voluntad, es difícil que tengan del
todo claro <i>qué es</i> el dichoso bienestar
de toda la sociedad y <i>cómo </i>hacer para
alcanzarlo. </span></span></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;">
<span style="font-family: Georgia,"Times New Roman",serif;"><br /></span></div>
<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small;">
</span></span><br />
<div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;">
<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small;">En segundo lugar, es imposible
que existan los gobiernos completamente bondadosos y justos porque todas las
personas tenemos intereses de distinta índole. Algunas personas podrán dar más
valor a su interés en enriquecerse y hacer dinero, otras tendrán interés en ayudar
a sus parientes y amigos, otros tal vez buscarán cambiar las condiciones de su pueblo natal, preferirán ayudar a cierto grupo de personas con las
que tienen mayor afinidad intelectual o simplemente defenderán cierto grupo de
valores que no comparten con toda la población. Los países en los que se
suprime la crítica bajo pretexto de que el gobierno vela solamente por el
interés general suelen usar la idea del estado bondadoso como una perfecta
escusa para silenciar las voces de intereses contrarios a los intereses personales de la gente en el gobierno. </span></span></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;">
<span style="font-family: Georgia,"Times New Roman",serif;"><br /></span></div>
<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small;">
</span></span><br />
<div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;">
<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small;">Esta observación de que los
gobernantes siempre tendrán intereses personales de algún tipo no es mía, ni
siquiera es nueva. Fue señalada hace algunos siglos por pensadores ilustrados
quienes sugirieron que las leyes de un país deberían de tener entre sus
objetivos primordiales garantizar la protección de los miembros de una sociedad
frente a los arrebatos de abuso del poder que inevitablemente tentarían a sus
gobernantes. Ellos concibieron la idea de que el poder no debía de ser adorado sino temido y por lo tanto buscaron idear formas de someter
la fuerza al derecho. </span></span></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;">
<span style="font-family: Georgia,"Times New Roman",serif;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;">
<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small;">Fue así como Montesquieu concibió que no sería mala idea
dividir al gobierno en tres órdenes diferentes, cada uno encargado de tareas
distintas (ejecutar, juzgar o legislar) y con intereses distintos para que entre
ellos se mantuvieran a raya. Así también nació la idea del Estado Garante, con poco ímpetu adoctrinador y con un poder limitado que
gobernaría sobre una sociedad de individuos críticos y libres de expresarse, discutir, estar en desacuerdo y equivocarse. Un gobierno que admite no estar completamente seguro de nada, congruentemente debría de permitir espacio para la crítica y el debate.</span></span><br />
<br />
<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small;"> Ciertamente, la maquinaria de un estado garante nunca puede ser perfecta, pues no existen los humanos perfectamente sabios. Pero a diferencia de los estados utópicos, los estados garantes aceptan el hecho de que dentro de las sociedades humanas inevitablemente siempre habrá conflictos de interés y distintas perspectivas acerca de la moralidad. Karl Popper solía decir que una sociedad sin conflictos no sería una sociedad humana sino una sociedad de hormigas. Al incorporar la diferencia y el conflicto como un elemento esencial de las sociedades humanas e intentar idear vías para la negociación pacífica de las diferencias, los estados garantes han demostrado ser hasta el momento los mejores protectores de la libertad humana. Un estado garante es algo
que en Cuba no existe ni intenta existir, hecho que parece importarle muy poco a Pablo
González Casanova. Supongo que dentro de su concepto de democracia no se incluye el de libertad. </span></span><br />
<br />
<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;">--------</span></span><br />
<br />
<span style="font-family: Georgia,"Times New Roman",serif; font-size: x-small;">El artículo de Pablo González Casanova que se discute en esta entrada puede consultarse en http://issuu.com/lajornadaonline/docs/eucuba25082015?e=2065645/14982716 pp. 18 y 19. </span></div>
Sexto Empiricohttp://www.blogger.com/profile/11176766042647292546noreply@blogger.com0tag:blogger.com,1999:blog-2327526184725434740.post-30972659992522249152015-08-22T11:12:00.001-07:002015-09-02T11:23:27.914-07:00¿Una derrota de la humanidad?<div style="text-align: justify;">
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<div style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small;"><span style="font-size: x-large;">C</span>uando
la población de la República de Irlanda, tradicionalmente Católica, votó en
mayo pasado por el “Sí” a la legalización del matrimonio civil entre personas
homosexuales, no faltó la atónita y desconcertada voz del Secretario de Estado
del Vaticano que exclamaba “No solo se puede hablar de una derrota de los
principios cristianos, sino de una derrota de la humanidad”.</span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<br />
<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small;"> Estas
palabras rebosantes de ignorancia me parecieron de lo más convenientes para
ilustrar un punto que la gente me pregunta con frecuencia ¿Por qué me preocupo
yo, una persona que no cree en ningún dios ni en otros seres sobrenaturales,
por lo que dicen los jerarcas de la Iglesia Católica?</span></span><br />
<br />
<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small;"> En
primer lugar, quiero dejar en claro que no me interesa lo que los jefes
católicos y los católicos en general hagan o decidan hacer al interior de su
Iglesia. Sí a los católicos les gusta estar afiliados a uno de los bastiones
más antiguos del absolutismo en occidente, o si quieren pertenecer a una
institución que rechaza que las personas homosexuales reciban aquello que se llama
sacramento matrimonial, la verdad me da igual. Gracias al orden liberal más o
menos bien logrado de la mayoría de los países occidentales, cada quien tiene
el derecho y la libertad de pertenecer al club que prefiera. Yo hace mucho que
decidí devolver mi membresía al Club de los Católicos. </span></span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small;">
</span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small;"> Lo que me desagrada de la actitud de dicha
iglesia es su constante intolerancia hacia formas de pensar ajenas a su
ortodoxia. No hace falta mencionar todo lo que dicen los padres católicos sobre los ateos, a quienes nos culpan de todo lo malo que tiene la
humanidad. Su intolerancia con frecuencia silencia las voces de quienes
perteneciendo a su institución deciden criticarla. Silenciar las críticas es
una manera de actuar propia de los regímenes autoritarios y totalitarios. </span></span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small;">
</span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small;"> A
mi juicio, la oposición de la Iglesia Católica y de varios de sus feligreses al
matrimonio civil homosexual es una continuación de la larga lucha que dicha
institución ha emprendido contra todos aquellos que desde el siglo XVI han
luchado por la secularización de la sociedad. Actitud que ha llevado consigo a
todos los rincones de occidente. </span></span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small;">
</span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<br />
<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small;"> Basta
recordar que los orígenes de la Iglesia Católica como institución se remontan a
los tiempos del emperador Constantino, quien en el 313 declaró la tolerancia al
cristianismo, construyó las bases de la nueva iglesia y –en un giro de volante
de 180- inició la persecución contra los paganos y cristianos no ortodoxos. Setenta
años después el emperador Teodosio declararía la oficialidad de la Religión
Católica y pondría fin a la ya muy limitada libertad religiosa. Entre otras
cosas, los últimos Juegos Olímpicos de la antigüedad se jugaron durante su
gobierno. </span></span></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small;"> Se ha
discutido mucho sobre las razones que llevaron a la adopción del cristianismo como religión oficial del
Imperio y a la fundación de su Iglesia. Pero es probable que razones de tinte
pragmática hayan buscado hacer de la nueva iglesia una bisagra para mantener la
cohesión del imperio y el control sobre sus ciudadanos en tiempos en que la
autoridad central se encontraba debilitada y desprestigiada. En sus orígenes la
Iglesia Católica fue concebida en buena medida como un instrumento de control
al servicio del poder estatal. </span></span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small;">
</span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<br />
<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small;"> Hoy
sabemos que el plan no fue del todo exitoso y por múltiples razones que no vale
la pena discutir ahora el Imperio Romano decayó, se dividió definitivamente
tras la muerte de Teodosio y la mitad occidental se hundió en una grave crisis
política que la llevó a la desaparición (la mitad oriental corrió con mejor suerte
y sobrevivió unos mil años más). </span></span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small;">
</span></span></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small;"> Tras
la caída del Imperio Romano de Occidente su Iglesia quedó envestida con el prestigio
de ser la sucesora del vasto Imperio del pasado y tras la muerte de las demás
instituciones centralizadas romanas la iglesia adquirió un poder bastante
importante frente a los pequeños reinos y principados de Europa Occidental. Poder
que solamente hacia el final de la Edad Media pudieron empezar a recuperar, mediante
negociaciones y guerras, los nacientes estados europeos. No
es casualidad que la reforma religiosa encabezada por Lutero haya tenido lugar
en el siglo XVI, cuando las modernas monarquías europeas empezaban a consolidar
su poder sobre las noblezas levantiscas medievales. A partir de entonces los
gobiernos europeos empezaron a distanciar sus políticas de las decisiones
papales y el Papa mismo empezó a ser visto por los reyes como un rey más del nuevo mapa
Europeo. Cosa que por supuesto nunca agradó a los papas, quienes se han opuesto
desde entonces y de múltiples maneras a este proceso de secularización. </span></span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small;">
</span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small;"> Aquellos estados que fueron los primeros en rebatir el poder de la Iglesia no serían el modelo de estado laico, liberal y garante que defendemos los humanistas. Como demuestran casos como el de la U.R.S.S, hay más maneras de llegar al absolutismo que no incluyen pasar por el camino de la religión oficial. Pero las religiones oficiales nunca han jugado a favor de los valores humanistas ligados a la búsqueda colectiva de la libertad individual. </span></span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small;">
</span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small;"> Por
supuesto, el que hasta el día de hoy el estado laico y los valores humanistas
hayan ganado la mayoría de las batallas frente a la oposición conservadora de
la iglesia -y otras instituciones con afinidades medievales- no debe procurarnos de un falso sentido de seguridad a los que estamos a favor del estado laico y el
matrimonio civil libre (entre personas del sexo que sean y en las cantidades
que gusten). Aunque la tendencia hasta el
día de hoy en occidente ha sido hacia la laicización de la sociedad, lo cierto
es que no existen tales cosas como las Leyes Históricas. Nada nos garantiza que
esta tendencia se conservará en el futuro si bajamos la guardia. Lograr que se
mantenga o no depende en una medida importante de las personas que hacemos el presente.</span></span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small;">
</span></span></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small;"> Finalmente,
sólo el tiempo dirá lo que fue bueno o malo para la humanidad. Pero la aprobación
del matrimonio homosexual y la adopción monoparental en Irlanda ciertamente es un triunfo
para los valores humanistas, laicos y republicanos; y un descalabro para
aquellos que se adhieren a los valores autoritarios, totalitaristas y
absolutistas que tanto deleitan a los jerarcas católicos. </span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<br />
<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small;"> Seré explícito, me opongo a la actitud de la Iglesia Católica que busca hacer que todos los no católicos acatemos los mandatos de un señor vestido de sotana blanca que se cree soberano indiscutible de las consciencias de todas las personas. Los que no queremos a su iglesia ni a las cosas que representa somos libres de rechazarla y criticarla. </span></span></div>
Sexto Empiricohttp://www.blogger.com/profile/11176766042647292546noreply@blogger.com0tag:blogger.com,1999:blog-2327526184725434740.post-18006066390206167472014-10-22T07:30:00.001-07:002014-10-22T07:36:33.655-07:00En DeLorean por los procesos de independencia de México y de Estados Unidos<div style="text-align: justify;">
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<span style="font-size: small;"><span style="font-family: "Georgia","serif"; line-height: 115%;"><span style="font-size: x-large;">H</span>oy México y Estados Unidos son países con economías,
sistemas políticos y sociedades marcadamente distintas. ¿Por qué es así? Vaya
que esto se debe a muchas razones, nosotros, en esta entrada, compararemos sus
procesos de independencia para ver si podemos encontrar alguna solución. </span></span></div>
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<span style="font-size: small;"><span style="font-family: "Georgia","serif"; line-height: 115%;"> </span></span><span style="font-size: small;"><span style="font-family: "Georgia","serif"; line-height: 115%;"><span style="font-size: small;"><span style="font-family: "Georgia","serif"; line-height: 115%;"> Para empezar, sí nos hiciéramos de uno de esos Deloreans de
última generación que viajan por el tiempo, y pudiéramos regresar al México y
al Estados Unidos de finales del siglo XVIII y principios del siglo XIX, hallaríamos
que son</span></span> pocas, en
realidad, las <i>similitudes</i> que se pueden trazar entre los procesos de
independencia de ambos países. Si acaso, podemos mencionar la cercanía
geopolítica y su origen como colonias de dos países de Europa Occidental. Pero
allí mueren las similitudes. Es, entonces, en las <i>diferencias</i> donde encontramos más
espacio para las comparaciones entre ambos procesos de independencia. </span></span></div>
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<span style="font-size: small;"><span style="font-family: "Georgia","serif"; line-height: 115%;"> Si nos detuvieramos a bucar combustible por las casas de gobierno de los dos países, notaríamos formas muy distintas de entender la palabra <i>política</i>. Por un
lado, los estadounidenses estaban formados en la política británica, con formas
liberales emanadas de una revolución finales del siglo XVII; por otro lado, la
Nueva España había aprendido, durante buena parte del siglo XVIII, a hacer
política al estilo del absolutismo ilustrado. </span></span></div>
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<span style="font-size: small;"><span style="font-family: "Georgia","serif"; line-height: 115%;"> Esta diferencia en las formas de hacer política,
probablemente imposibilitó a la clase política mexicana de consolidar bajo un
acuerdo político la futura organización del país. En la ausencia de un acuerdo,
las distintas facciones se enfrascaron en incontables conflictos bélicos
durante 50 años. En contraste, Estados Unidos logró consolidar un gobierno
republicano sólido que pudo, durante 70 años, hacer a un lado sus diferencias
(cómo las relacionadas con esa “institución peculiar”, la esclavitud), y
concentrar todas las energías en los objetivos del expresionismo territorial y
el crecimientos económico. </span></span></div>
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<span style="font-size: small;"><span style="font-family: "Georgia","serif"; line-height: 115%;"> Por otro lado, si observáramos las <i>sociedades</i> de ambos
países, veríamos que la sociedad mexicana estaba formada por distintos grupos
étnicos y se había organizado durante varios siglos en un sistema de castas.
Por otro lado, la población estadounidense estaba formada por personas de
origen europeo, que, aunque procedían de distintos países, compartían una
religión y características fisiológicas similares. Esta población, excluyó por
completo de su proyecto nacional a los indígenas y las personas de origen
africano que habían sido llevadas para trabajar como esclavos. </span></span></div>
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<span style="font-size: small;"><span style="font-family: "Georgia","serif"; line-height: 115%;"> Si volteáramos la vista, y viéramos sus <i>territorios</i>, nos daríamos cuenta que EEUU inició sus días como un pequeño país con sueños de expansión.
En cambio, México se consideraba la joya de la Corona Española, poseía un
territorio enorme y rico, pero muy despoblado. Un territorio que era pertinente
poblar y consolidar; pero esta fue una tarea que los constantes conflictos
entre estados impidieron realizar. </span></span></div>
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<span style="font-size: small;"><span style="font-family: "Georgia","serif"; line-height: 115%;"> Finalmente, al observar las <i>relaciones que ambos países
tenían con el resto del mundo</i>, observamos que EEUU consiguió su independencia
en el siglo de la ilustración, organizó su gobierno de acuerdo a principios
ilustrados, y esto le valió el reconocimiento y admiración de numerosos
intelectuales europeos. Además, logró su independencia con el apoyo militar de
Francia y España, por lo que EEUU nunca estuvo solo. La historia de México es
totalmente diferente. Cuando consigue su independencia, Europa estaba sumergida
en el temor que habían ocasionado la revolución francesas y las posteriores
guerras de Napoleón. Ningún país Europeo quiso correr el riesgo de apoyar a
México en su guerra independentista. La falta de reconocimiento internacional,
provocó que México viviera el primer siglo de su independencia con el temor
constante de intervenciones y la presión de un vecino poderoso, consolidado y
pujante en el norte, que deseaba expandirse territorialmente. Y eso, vaya que
se vivió de manera muy distinta en aquel país. </span></span></div>
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<span style="font-size: small;"><span style="font-family: "Georgia","serif"; line-height: 115%;"> A manera de conclusión, quisiera mencionar que es complicado
hablar de procesos <i>causuales </i>en la historia. Ver a la historia como un
encadenamiento de causas nos puede llevar a tener un falso complejo de
seguridad. Pues las “causas”, en la historia, sólo pueden ser estudiadas e
inferidas después de que los eventos ocurrieron. Quizá la mayor impresión que
nos quedaría al volver de nuestro viaje en el Delorean, es que, a principios
del siglo XIX, nadie estaba seguro de cuál era el tipo de futuro que esperaba
ni a la Nueva España ni a Estados Unidos. </span></span></div>
Sexto Empiricohttp://www.blogger.com/profile/11176766042647292546noreply@blogger.com0tag:blogger.com,1999:blog-2327526184725434740.post-27792954761769679392014-05-14T12:16:00.002-07:002014-05-14T12:18:40.504-07:00Un pequeño punto en el cielo marciano<!--[if gte mso 9]><xml>
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<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: 12pt; line-height: 115%;">Aquí en la Tierra, es
difícil pensar a nuestro planeta como una pequeñita estrella en el cielo.
Simplemente, sus montañas, sus árboles, sus mares y cielos nubosos cubren todos
los ángulos de nuestras miradas. Sin embargo, basta con mirarla desde la
superficie de un planeta vecino, para que la Tierra se convierta en un punto
azul en el cielo. Así quedó demostrado el pasado 6 de febrero del 2014,
cuando la NASA reveló la primera foto de la tierra tomada desde la superficie
de Marte. La foto fue tomada por el <i>Laboratorio Científico de Marte</i> (<i>Mars
Science Laboratory</i>), mejor conocido como <i>Curiosidad</i> (<i>Curiosity</i>). </span></span></div>
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<br /></div>
<span style="font-family: Georgia,"Times New Roman",serif;">
</span><br />
<div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;">
<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: 12pt; line-height: 115%;">El
Curiosidad es lo que comúnmente se calificaría como un robot grande, supera en
5 veces el tamaño de todos los robots que lo han precedido en la superficie del
planeta rojo. Para poner las cosas en perspectiva, el curiosidad es ligeramente
más grande que un Bochito. Lo que hace que para mover semejante armatoste en la
superficie de un planeta lejano, sea necesario el auxilio de la energía
nuclear. Para ello, se diseñó un motor capaz de generar energía a partir del
calor irradiado naturalmente por el Plutonio. Se espera que este combustible
mantenga al robot funcionando por lo menos durante un año marciano completo,
que equivale a 687 días terrestres y de los cuales han transcurrido ya 536 días
desde su aterrizaje en agosto del 2012. </span></span></div>
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<br /></div>
<span style="font-family: Georgia,"Times New Roman",serif;">
</span><br />
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<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: 12pt; line-height: 115%;">El Curiosidad cuenta con decenas de instrumentos que
le permiten evaluar la calidad de la atmósfera marciana, buscar componentes
orgánicos en el suelo, tomar fotos y vídeo de alta resolución y en tercera
dimensión, y hasta un increíble rayo láser que ha sido diseñado para evaporar
la rocas marcianas para ver, así, de que están hechas. Además, tiene su propia cuenta de<a href="https://twitter.com/MarsCuriosity" target="_blank"> Twitter</a>, (bueno, el equipo que trabaja con él). <span style="mso-spacerun: yes;"></span> Aquí está la impresionante foto ¿Qué sentimiento les genera ver a la tierra desde esta perspectiva? </span></span></div>
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><img alt="Curiosity Mars Rover's First Image of Earth and Earth's Moon" border="0" src="http://www.jpl.nasa.gov/images/msl/20140206/pia17936-640.jpg" height="218" style="margin-left: auto; margin-right: auto;" width="400" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><h2>
<span style="font-size: xx-small;"><span style="font-family: Georgia,"Times New Roman",serif;"><span style="line-height: 115%;">Foto tomada de la<a href="http://www.jpl.nasa.gov/news/news.php?release=2014-039&1&utm_source=iContact&utm_medium=email&utm_campaign=NASAJPL&utm_content=releases20140206" target="_blank"> NASA</a> </span><span style="line-height: 115%;"></span></span></span></h2>
</td></tr>
</tbody></table>
<div class="separator" style="clear: both; text-align: center;">
</div>
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<br /></div>
<div class="MsoNormal">
<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: 12pt; line-height: 115%;"></span></span></div>
<span style="font-family: Georgia,"Times New Roman",serif;">
</span><br />
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: 12pt; line-height: 115%;">Está no es la primera
vez que el Curiosidad logra una hazaña de semejantes proporciones, ya que el 28
de agosto del 2012 se convirtió en la primera máquina en transmitir una canción
a la tierra desde otro planeta. Está fue la Edición Marciana de Reach for the
Stars del autor Will-I-Am. Disfrutenla Ü</span></span></div>
<div class="separator" style="clear: both; text-align: center;">
<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/Ak4AOtNTyWA?feature=player_embedded' frameborder='0'></iframe></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: 12pt; line-height: 115%;"><br /></span><a href="http://www.youtube.com/watch?v=Ak4AOtNTyWA"><span style="font-size: 12pt; line-height: 115%;"></span></a></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
Sexto Empiricohttp://www.blogger.com/profile/11176766042647292546noreply@blogger.com0tag:blogger.com,1999:blog-2327526184725434740.post-2923553267842924832014-03-20T13:23:00.001-07:002014-03-20T13:24:17.146-07:00¡Qué mal se hacen los trenes en este país!<!--[if gte mso 9]><xml>
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<span style="font-family: "Georgia","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;"><span style="font-size: x-large;">E</span>l 30 de octubre del 2012, un mes antes de dejar el gobierno
del Distrito Federal, Marcelo Ebrard acudió, en compañía de Felipe Calderón y
Slim, a la <i style="mso-bidi-font-style: normal;">apresurada</i> inauguración de
la “magna obra” de su gobierno, la Línea 12 del Metro de la Ciudad de México. A
nadie le importa que las cosas se hagan rápido siempre y cuando se hagan bien,
pero algo en la Línea 12 del metro se hizo muy mal. Por eso, el pasado 12 de
marzo se cerró más de la mitad de la vía debido a un alto riesgo de
descarrilamiento o derrumbe. </span></div>
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<span style="font-family: "Georgia","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;">Por hoy, resulta imposible señalar al
responsable de esta indignante clausura ¿Es culpa del antiguo gobierno del DF o
del actual? Ebrard ha intentado deslindarse de toda culpabilidad, alega que
compañías internacionales aprobaron la obra; y sí, así fue, pero lo que Ebrard
no dice, aventando la papa caliente a otro lado, es que las compañías alemanas dieron
el visto bueno justo el día de la inauguración ¿Qué significa esto? ¿Conocía Ebrard
de antemano el día en que estaría listo el documento u organizó la inauguración
con una agilidad envidiable? </span></div>
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<span style="font-family: "Georgia","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;">Lo que es cierto es que las compañías alemanas
también aventaron la papa, <span style="mso-spacerun: yes;"> </span>alegando que
la obra estaba bien cuando la inspeccionaron, pero que no se le dio el
mantenimiento debido. Por supuesto, la papa está muy caliente y el gobierno
dice que las vías están mal desde que las empresas constructoras–que por
cierto, son dos mexicanas y una francesa- las entregaron. A lo que estás
reaccionan aventando lejos la papa y afirmando que los trenes rentados a una
empresa española no son compatibles con las vías que ellos hicieron. Como se
imaginara usted, la dueña de los trenes dice que ella cumplió con todas las
exigencias de la SCT y el gobierno del la ciudad. Con lo que la papa regresa a
Ebrard, quien dice que no había nada malo en sus exigencias. Y así, continua el
juego sin fin de la papa caliente.</span></div>
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<span style="font-family: "Georgia","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;">De esto podemos aprender los yucatecos una
valiosa lección, la participación de empresas privadas y extranjeras en el
proyecto del tren transpeninsular NO es garantía de un buen trabajo. Porque la
asquerosa práctica de la corrupción en la Industria Constructora de este país
es un hábito tan grande que nada, nada puede ser hecho bien a la primera. Sino,
recordemos las numerosas reparaciones que se han hecho al paso a desnivel en
Prolongación Montejo. <span style="mso-spacerun: yes;"> </span>Y mientras tanto,
en la Ciudad de México, la papa sí se quemó, se incineró en las manos del medio
millón de personas que diariamente tendrán que levantarse de madrugada para
llegar a tiempo a sus escuelas y trabajos. </span></div>
Sexto Empiricohttp://www.blogger.com/profile/11176766042647292546noreply@blogger.com0tag:blogger.com,1999:blog-2327526184725434740.post-43714251457129203112014-03-13T16:53:00.000-07:002014-03-13T17:10:57.404-07:00El origen de los ferrocarriles y los puertos en Yucatán<!--[if gte mso 9]><xml>
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<span style="font-family: "Georgia","serif"; font-size: 12.0pt; line-height: 115%;"><b><span style="font-size: x-large;">L</span></b>a historia de Yucatán es
inseparable de la del mar que la rodea. Hasta la invención de los primeros
trenes hace doscientos años, no existía manera más veloz para desplazarse que
la vía acuática. En tiempos prehispánicos, los mayas entendían este principio
del transporte. Por eso, habían organizado un sistema de comercio costero,
erigiendo asentamientos a un día en balsa unos de otros, que les permitió
integrar el territorio Peninsular en una inmensa red comercial. Los españoles,
que vinieron después y conquistaron esta tierra, ahora veían<span style="mso-spacerun: yes;"> </span>a Yucatán como un componente más en un vasto
sistema de comercio mundial, y entendieron que quien controlara el comercio
marítimo de la península, controlaría su contacto con el resto del mundo. Por
eso fundaron el puerto de Campeche y lo establecieron como el único puerto de
Yucatán. El tiempo siguió avanzando. Los españoles se expulsaron a la fuerza,
imperios y repúblicas surgieron en Yucatán. Estallaron guerras sangrientas
y<span style="mso-spacerun: yes;"> </span>en las haciendas empezó el cultivo
masivo del henequén. Y así llegaron los años de 1870. Pero el mar, el mar
seguía ahí.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; line-height: 115%;"> La economía henequenera, que
floreció con mayor fuerza en el Norte de la Península, dependía de la venta de
su fibra a EEUU. Campeche quedaba demasiado lejos. Por eso se hacía necesaria
la construcción de un puerto en el área que agilizara el tránsito del henequén
desde las haciendas del norte hasta los barcos que las llevarían al extranjero.
Cómo la simple construcción de un puerto en el área no bastaba por sí misma
para maximizar la velocidad del transporte de henequén, el proyecto iría
acompañado de la construcción de vías férreas que unirían las haciendas con el
puerto. Así surgió el proyecto del primer ferrocarril de Yucatán. </span></div>
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<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; line-height: 115%;"> Corría la década de 1860.
Entonces, cómo hoy, nadie dudaba que el tren debiera de salir de Mérida, pero
no existía consenso sobre cual debería de ser su destino final. Se planteaban
tres alternativas: la primera propuesta era Celestún. La cual era defendida por
un grupo de Imperialistas afines al gobierno de Maximiliano. La segunda, Sisal.
Un joven puerto que llevaba 50 años abierto al comercio marítimo. Finalmente,
Progreso, la playa más cercana a la ciudad de Mérida. No obstante, Progreso era
una playa deshabitada, por lo que la construcción de un puerto en aquella
localidad requeriría una fuerte inversión económica para la creación de un nuevo
pueblo. El gobierno imperial acabó escogiendo a Celestún, pero la derrota de
Maximiliano por las fuerzas de Benito Juárez y la posterior restauración de la
república terminaron echando atrás este proyecto y reduciendo las alternativas
a <span style="mso-spacerun: yes;"> </span>dos: había que elegir entre Sisal o
Progreso. </span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; line-height: 115%;"> Finalmente, el nuevo gobierno
se decidiría por progreso, y así, el 16 de septiembre de 1870 se colocó la
primera piedra de la que sería la aduana portuaria de progreso. Al año
siguiente se expidió el decreto para la construcción de la vía férrea
Mérida-Progreso. Pero en ese entonces, al igual que hoy, habría que esperar
varios años para que el proyecto se consumara. Cinco años después, se colocaría
la primera vía, en una magna ceremonia a la cual asistieron el gobernador
Eligio Ancona y el Obispo Leonardo Rodríguez de la Gala, quien bendijera
aquella vía. Y aun pasarían otros seis años para la vía fuera formalmente inaugurada.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; line-height: 115%;"> Así, el 16 de Septiembre de
1881, la locomotora <i style="mso-bidi-font-style: normal;">La Guadalupe</i> realizó
el primer viaje de Mérida a Progreso en sólo dos horas y media. Y de esta
manera, la capital del estado se acercaba más al mar, a ese mar tan jazmín que
rodea a Yucatán, y al acercarse a él, estaba un paso más cerca del resto del
mundo. </span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Georgia","serif"; font-size: 12.0pt; line-height: 115%;"> En tiempos como los que vivimos
hoy, es apasionante recordar que la historia de Progreso y la del ferrocarril
en Yucatán son expresiones de una misma historia. De esa historia del mar que
con su cariñoso y cálido oleaje turquesa y jazmín envuelve Yucatán. Por eso no
resulta coincidencia que hoy se hable de construir un tren rápido de Mérida a
la costa de Punta Venados, o una vía alterna que agilice el comercio en el Puerto
de Progreso. Porque aun con las tecnologías de hoy; aun con las carreteras, los
tráileres y los aviones; el mar sigue estando allí. Llamándonos. Sí, puede que
Yucatán sea una península, pero una de un tipo peculiar, en cuyo fondo late el
corazón de una isla.</span></div>
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Sexto Empiricohttp://www.blogger.com/profile/11176766042647292546noreply@blogger.com0tag:blogger.com,1999:blog-2327526184725434740.post-78387047335595662142014-03-11T14:51:00.001-07:002014-10-22T07:31:13.024-07:00Las trasformaciones del tren transpeninsular<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"><span style="font-size: x-large;">E</span><span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small;">l próximo domingo se
cumplirán siete años desde que Ivonne prometió por primera vez la construcción
de un tren a Quintana Roo durante su campaña. Sin duda, se ha recorrido un
largo trayecto desde aquel 9 de Marzo del 2007 hasta hoy, en que el proyecto
ha sido aprobado por la SCT. Veamos algunas de las principales transformaciones que ha experimentado este
proyecto:</span></span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small;"><br /></span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small; line-height: 115%;"> Para empezar, el
proyecto se ha concretizado en un tren rápido, y no en un bala –el tren bala,
cómo su nombre sugiere, es más del doble de rápido-. Esto se debe
principalmente, a los altos costos de construcción y mantenimiento de una
máquina tan veloz que supera la velocidad que necesita un avión para despegar. </span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small;"><br /></span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small; line-height: 115%;"> Además, se ha
oscilado desde un tren que transportaría turistas, trabajadores de hotelería,
carne, leche y verduras hasta un tren especializado en el transporte de
turistas mientras el sol brille en el cielo; y combustóleo por la noche. </span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small;"><br /></span></span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small; line-height: 115%;"> La ruta también ha
sido objeto de numerosas transformaciones en estos siete años. De todos los
puntos que el tren pasará en su ruta final, sólo Mérida, Chichén (Kaua) y
Valladolid han permanecido de los propuestos originalmente. Se propuso, durante
los años, que la línea saliera de Progreso y llegara a Cancún, o que se
expandiera para pasar por Uxmal y llegar a Campeche, y que bajara desde Cancún
hasta Cozumel [AMLO incluso llegó a prometer, en un proyecto de campaña propio,
un tren que viajara desde Palenque hasta Cancún]. Pero, al final, todos estos
proyectos fueron hechos a un lado y condicionados al éxito que tenga la ruta
actual, Mérida-Punta Venados. No óbstate, aun hoy, pese a que la SCT ha
sentenciado que esta será la ruta final, hasta la fecha sigue habiendo
controversias, pues en especial ha disgustado a los hoteleros y comerciantes
cancunenses y yucatecos. Sin embargo, el gobierno permanece firme, justificando
su decisión en el ritmo de crecimiento turístico de la Rivera Maya, y en que, al
ser mayor la distancia que separa a Valladolid de Cancún que de Punta Venados, esta
segunda vía resulta más barata. </span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small;"><br /></span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small; line-height: 115%;"> Finalmente, es
necesario mencionar que la fecha de entrega también ha sufrido de constantes
modificaciones. Ivonne repitió constantemente que el tren empezaría a funcionar
durante su mandato, y aun en el 2011, esto es, un año antes de dejar la
generativa, prometió que su gobierno, al menos, empezaría la construcción de la
obra. Según las promesas más recientes, ahora del gobierno de Enrique Peña
Nieto, en abril próximo saldrá a licitación la obra, que se empezará a
construir a finales de este año o principios del 2015 y cuyo primer recorrido
se realizará en el 2018. </span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small;"><br /></span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small; line-height: 115%;"> Largo ha sido el
trayecto que ha recorrido el proyecto del tren transpeninsular en estos siete
años, desde su origen como una vaga idea escrita en papeles y promesas, hasta
su estado actual de un proyecto sólido respaldado por la SCT y la Secretaría de
Hacienda y Crédito Público. Sí los
planes se mantienen, sí las cosas no cambian, [cosa muy rara en este país] dentro de cuatro años, a once años de su propuesta, en Yucatán presumiremos el
primer tren rápido de toda la República. No me queda sino desear, qué ojalá así sea. </span></span></div>
<div style="mso-element: footnote-list;">
<div style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small;"><br clear="all" /></span></span></div>
<hr align="left" size="1" width="33%" />
</div>
Sexto Empiricohttp://www.blogger.com/profile/11176766042647292546noreply@blogger.com0tag:blogger.com,1999:blog-2327526184725434740.post-27254125195081123932014-01-26T21:53:00.001-08:002014-03-23T10:22:36.345-07:00¿En qué creo?<!--[if gte mso 9]><xml>
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<div class="ecxmsonormal" style="background: none repeat scroll 0% 0% white; line-height: 115%; margin: 0cm; text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;">Hace un año, una persona cercana a mi que se encontraba realizando un trabajo para un diplomado en teología me pidió le ayudara contestando unas preguntas personales. Sin más introducción para no aburrirlos, se las comparto. </span></div>
<div class="ecxmsonormal" style="background: none repeat scroll 0% 0% white; line-height: 115%; margin: 0cm; text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;"><br /></span></div>
<div class="ecxmsonormal" style="background: none repeat scroll 0% 0% white; line-height: 115%; margin: 0cm 0cm 0.0001pt; text-align: center;">
<span style="font-size: small;"><b><span style="font-family: Georgia,"Times New Roman",serif;">¿En qué crees? ¿Cuáles son los fundamentos o las bases de
tu fe?</span></b></span></div>
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;">
</span><br />
<div class="ecxmsonormal" style="background: none repeat scroll 0% 0% white; line-height: 115%; margin: 0cm; text-align: justify;">
<span style="font-size: small;"><br /></span></div>
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;">
</span><br />
<div class="ecxmsonormal" style="background: none repeat scroll 0% 0% white; line-height: 115%; margin: 0cm; text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;">Creo que la verdad sobre las cosas se escapa
eternamente de nuestro entendimiento. Considero que la realidad es
unitaria, pero de una complejidad tan grande que su esencia escapará
eternamente al conocimiento de mentes cómo las nuestras. También me parece que
los seres humanos somos animales pensantes -aunque la profundidad de nuestro
pensamiento sea discutible- y que por medio de este pensamiento somos capaces
de crear ideas y de imaginar una rica pluralidad de uniones entre
ellas. Como he dicho, nuestra imaginación es sumamente rica y, aunque esta
riqueza es la que la hace sumamente valiosa como herramienta para entretejer
ideas, también mengua su capacidad para explicar una realidad que no parece
responder a nuestros deseos y suposiciones. En este sentido, creo que la
mejor manera de hacer aseveraciones sobre el universo, la sociedad, los demás y
nosotros mismos es a través del contraste de nuestras<span class="apple-converted-space"> </span><i>percepciones</i><span class="apple-converted-space"> </span>de la realidad con las ideas que
tenemos de ella. Precisamente porque nuestra imaginación, aunque poderosa,
nunca podrá prever todos los escenarios posibles y por el hecho de
que nuestras percepciones sobre la realidad no corresponden exactamente a ella,
nunca podremos desarrollar una perfecta<span class="apple-converted-space"> </span><i>explicación</i><span class="apple-converted-space"> </span>de la realidad. Y aquí hay que aclarar
un término, explicar no es lo mismo que conocer. Uno puede explicar porque la
llamada inercia tiende a mantener las cosas en reposo o en movimiento sin que
por eso comprenda que es<span class="apple-converted-space"> </span><i>la
inercia<span class="apple-converted-space"> </span></i>o si quiera si ella
existe o no verdaderamente. </span></div>
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;">
</span><br />
<div class="ecxmsonormal" style="background: none repeat scroll 0% 0% white; line-height: 115%; margin: 0cm; text-align: justify;">
<span style="font-size: small;"><br /></span></div>
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;">
</span><br />
<div class="ecxmsonormal" style="background: none repeat scroll 0% 0% white; line-height: 115%; margin: 0cm; text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;"> Cuando se trata de explicar
sociedades humanas y a nosotros mismos el procedimiento
es esencialmente el mismo, aunque sumándole un mundo nuevo de
significados e intenciones que los humanos hemos creado y que contrasta con el
universo que -aparentemente- carece de significado e intención intrínseca.
Creo en los sentimientos y en las ideas, en el amor y en la amistad, y vivo mi
vida de tal manera que pueda compartirla de la manera más cómoda con las
personas que nos rodean y que amo. </span></div>
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;">
</span><br />
<div class="ecxmsonormal" style="background: none repeat scroll 0% 0% white; line-height: 115%; margin: 0cm; text-align: justify;">
<span style="font-size: small;"><br /></span></div>
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;">
</span><br />
<div class="ecxmsonormal" style="background: none repeat scroll 0% 0% white; line-height: 115%; margin: 0cm; text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;"> Ahora tocaré el caso que, según me deja ver el tercer ojo que tengo incrustado en mi frente,
aquí nos interesa: el de la creencia en un dios. Yo solía creer en el dios cristiano
cuando era pequeño, pero poco a poco empecé a descubrir lo que parece ser un universo
enorme y de una duración temporal exorbitante en el que la especie
humana solo habita un pequeñísimo, casi inexistente punto y durante un
pequeñisimo, casi inexistente tiempo. Esta nueva percepción del
universo contrastaba drásticamente con mi antigua percepción de un
dios local, creador de la tierra y preocupado por
los aspectos humanos. ¿Si los humanos eramos tan importantes para él,
porque nos habría dado un lugar tan insignificante en su creación? </span></div>
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;">
</span><br />
<div class="ecxmsonormal" style="background: none repeat scroll 0% 0% white; line-height: 115%; margin: 0cm; text-align: justify;">
<span style="font-size: small;"><br /></span></div>
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;">
</span><br />
<div class="ecxmsonormal" style="background: none repeat scroll 0% 0% white; line-height: 115%; margin: 0cm; text-align: justify; text-indent: 35.4pt;">
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;">También comencé a conocer
otras culturas y descubrí que casi todas creían en dioses (o aspectos
semejantes). Estos dioses eran claramente distintos unos de otros (algunos eran
varios, otros eran unitarios, unos piadosos, otros indiferentes y otros
vengativos) y descubrí que, por lo menos, todas esas religiones menos una
debían de estar mal. Pero ¿Sí hay tantos dioses falsos porque el mio debía de
ser el verdadero? ¿Por qué no saltarme un paso y eliminar también al mio?
Inmerso en estas dudas me acerqué a pensadores que no creen
en ningún dios, como Carl Sagan o Jean Paul Sartre, que me enseñaron
que es posible entender el mundo, disfrutar la vida y amar personas sin la
condición de creer en un ser superior. </span><br />
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;"> </span><span style="font-size: small;">
<span style="font-family: Georgia,"Times New Roman",serif;"><br />
Uno
de los pilares de mi sistema de creencias es el hecho de que rechazo la
posibilidad de la certeza absoluta. Entonces no puedo afirmar con total certeza
que no exista ningún dios, sin embargo, por la manera particular en que he
vendido a entender el mundo y a darle significado, considero que este problema
está más allá de la duda razonable. Pero aun si decidiera creer en un dios ¿En
cuál sería? ¿Cómo podría saber cuales son sus intereses y que desea de mi?
¿Cómo podría conocerlo? Son cosas que no puedo responder.</span></span></div>
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;">
</span><br />
<div class="ecxmsonormal" style="background: none repeat scroll 0% 0% white; line-height: 115%; margin: 0cm; text-align: justify;">
<span style="font-size: small;"><br /></span></div>
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;">
</span><br />
<div class="ecxmsonormal" style="background: none repeat scroll 0% 0% white; line-height: 115%; margin: 0cm; text-align: justify; text-indent: 35.4pt;">
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;">Finalmente, he llegado a
entender el mundo sin la creencia en dios, actúo en mi vida diaria sin
preocuparme por lo que un dios pudiera llegar a pensar de mi y espero el futuro
de manera "estoica" sin rezar o pedir a ningún ser sobrenatural por
que este corresponda a mis deseos. Entonces, ¿Cuál es la diferencia entre
entender el mundo<span class="apple-converted-space"><i> </i></span><i>como
si</i><span class="apple-converted-space"> </span>dios no
existiera, actuar en él<span class="apple-converted-space"> </span><i>como
si</i><span class="apple-converted-space"> </span>dios no existiera y
esperar el futuro<span class="apple-converted-space"> </span><i>como si</i><span class="apple-converted-space"> </span>dios no existiera y no creer en ningún
dios? La puede haber en el terreno filosófico de la epistemología y la ontogía, pero dudo mucho que exista en el campo pragmático. </span></div>
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;">
</span><br />
<div class="ecxmsonormal" style="background: none repeat scroll 0% 0% white; line-height: 115%; margin: 0cm; text-align: justify;">
<span style="font-size: small;"><br /></span></div>
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;">
</span><br />
<div class="ecxmsonormal" style="background: none repeat scroll 0% 0% white; line-height: 115%; margin: 0cm 0cm 0.0001pt; text-align: center;">
<span style="font-size: small;"><b><span style="font-family: Georgia,"Times New Roman",serif;">¿Qué podrías dejarle (en este sentido) a la
siguiente generación? ¿Cómo podrías trasmitir esa fe a otros?</span></b></span></div>
<div class="ecxmsonormal" style="background: none repeat scroll 0% 0% white; line-height: 115%; margin: 0cm; text-align: justify;">
<span style="font-size: small;"><br /></span></div>
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;">
</span><br />
<div class="ecxmsonormal" style="background: none repeat scroll 0% 0% white; line-height: 115%; margin: 0cm; text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;">Les intentaré dejar el gusto por la libre autodeterminación y la
capacidad de ser críticos consigo mismos y con los demás. Lo hago fomentando el
pensamiento crítico, cuestionando las ideas preconcebidas y enseñando a dudar. Además,
trato de transmitir por medio de mis acciones el amor para con uno mismo y
con los demás seres humanos, y la capacidad de maravillarse con la vida. Pues también
hay que transmitir una actitud positiva, que no se quede solo en la
duda, sino que desee entender el mundo a partir de ella, en aproximaciones
sucesivas y sabiendo que toda explicación es solo provisional. Así, deseo demostrar que la vida es maravillosa y valiosa por el hecho de ser efímera y que la mejor manera
de disfrutarla es compartiéndola con los demás. Todo esto lo busco lograr por medio de la
charla y el ejemplo. </span></div>
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;">
</span><br />
<div class="ecxmsonormal" style="background: none repeat scroll 0% 0% white; line-height: 115%; margin: 0cm; text-align: justify;">
<span style="font-size: small;"><br /></span></div>
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;">
</span><br />
<div class="ecxmsonormal" style="background: none repeat scroll 0% 0% white; line-height: 115%; margin: 0cm; text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;">Es a muy grandes rasgos lo que pienso.</span></div>
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Sexto Empiricohttp://www.blogger.com/profile/11176766042647292546noreply@blogger.com0tag:blogger.com,1999:blog-2327526184725434740.post-35328328088158235862013-05-19T11:59:00.001-07:002015-09-02T11:47:14.931-07:00Una acotación al asunto de la libertad<!--[if gte mso 9]><xml>
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<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;">¡Oh, la libertad! Ese <i>asunto</i> tan discutido y quizá tan poco entendido. He notado que vivimos
en un mundo donde muchas personas sufren su <i>día a día</i> por no sentirse <i>independientes</i>
y<i> libres. </i>¿Independientes de qué? De las circunstancias, de los otros por supuesto. Bien, creo que su problema radica en que tienen un concepto equivocado de la libertad. La libertad individual encuentra sus límites allí donde se topa con las restricciones del mundo físico y las impuestas por otros. </span><br />
<br />
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;"> Todas las cosas humanas suceden en algún contexto histórico específico, y todas tenemos que aprender a adaptarnos a las mareas del tiempo si deseamos sobrevivirlo.
Pero esta adaptación, además de ser necesaria, es condicionada; porque <i>las
opciones para adaptarse con éxito no son infinitas</i>. A causas similares
corresponden efectos similares, y un orden social no presenta posibilidades
estructurales ilimitadas<a href="http://www.blogger.com/null" name="_ftnref4"></a>.</span><br />
<br />
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;">
<a href="http://www.blogger.com/null" name="_ftnref5"></a>En este mundo, tu libertad, la mía, la libertad del
individuo en geneal es de esta cualidad limitada. El mundo no se amolda a nuestra voluntad. Así, la persona más libre, y sé que esto es paradójico,
es aquella que entiende mejor los límites que la estructura impone sobre ella y
actúa conforme a estos. Una persona no puede construir nada sin fundamentar sus
acciones, consciente o inconscientemente, en el ir y venir de la geografía, de
las civilizaciones, de la sociedad, de la economía, de la política y de los
otros individuos<a href="http://www.blogger.com/null" name="_ftnref7"></a>.</span><br />
<br />
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;">
Los que no entienden cuáles son los límites que se postran sobre su persona
están condenados al fracaso<a href="http://www.blogger.com/null" name="_ftnref9"></a>. Ni siquiera los reyes aguantan el gigantesco peso de las
circunstancias; por eso Carlos V se condenó cuando desperdició sus fuerzas
físicas y su capital político en la pugna por lograr que Felipe, su hijo,
heredara el trono del Sacro Imperio Romano Germánico de Occidente. Resulta
imposible ver cómo pudo haber ganado<a href="http://www.blogger.com/null" name="_ftnref10"></a>. </span><br />
<br />
<div style="text-align: center;">
<blockquote class="tr_bq">
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;">Circunstancias: 1 -
Magnánimos Soberanos: 0 </span></blockquote>
</div>
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;"> </span><br />
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;"> Caso
contrario sucedió con Felipe II, el Rey Prudente, quien, conociendo cuales eran
los límites de su mismo poder, ante la inseguridad de los caminos europeos,
ordenó, en pleno entendimiento de las circunstancias, que toda su
correspondencia fuera transportada por las vías terrestres más seguras, sin
importar que fuesen las más lentas<a href="http://www.blogger.com/null" name="_ftnref11"></a>. <i>Lo ideal hubiese
sido maximizar velocidad y seguridad, pero Felipe entendió que esto no era
posible, y se vio forzado a optar por una</i><span style="mso-bidi-font-style: italic;">.</span> </span><br />
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;"> </span><br />
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;"> Estos
límites no sólo se imponen sobre los individuos, sean campesinos o reyes de la
mitad del globo. Incluso los mayores imperios, esos enormes aparatos estatales,
sufren su yugo. <i>Ningún estado es omnipotente</i>. Siempre están compuestos
de personas y, no importa que tan lejos o cerca aspiren a llegar, si no cuentan
con un número suficiente de ellas que estén capacitadas, no podrán realizar sus
proyectos; por más que sean posibles para la época. Por eso Venecia no podía,
en el siglo XVI, tener una armada del calibre de La Armada Invencible. Aunque
contara con los recursos, carecía del material humano. </span><br />
<br />
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;"> Además, los
estados necesitan ganarse el apoyo de las personas de alguna manera. Si no se
convence a la población de que es mejor obedecerlas, <i>las leyes siempre
pueden ser rotas</i>. Por eso las constantes luchas de los gobiernos contra el
hurto, el comercio ilegal, las conspiraciones, etc. <i>Y como si no fuera ya
suficiente tener que lidiar con su propia gente, y con las civilizaciones a las
que estas pertenecen, los estados están obligados a existir en el mundo con
otros estados</i>.</span><br />
<br />
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;"> Sé lo que dicen, somos las personas las que hacemos nuestra historia y por lo tanto el futuro está en nuestras manos. Esto es cierto, pero la ecuación no es tan sencilla. Para usar la
metáfora de Sartre, el ser humano crea sus propias cadenas, pero no puede elegir no
tenerlas. Idea que resumió en su famosa frase: “Está condenado a ser libre”. En
efecto, <i>parece ser que la humanidad tropieza sin cesar con sus múltiples
pies. Y que no puede caminar de otro modo.</i><span style="mso-spacerun: yes;">
</span>Toda <i>solución</i> (Y habría que preguntar qué se entiende por
solución) trae nuevos problemas, aviva viejos rencores y crea nuevos intereses.
El capitalismo abolió la servidumbre y la esclavitud, pero genero nuevas
condiciones de explotación; espero que más para bien que para mal. Así, también, el
comunismo soviético eliminó el imperio del capital, pero trajo consigo el
socavamiento del individuo. <i>Tal
vez, al final, todo sea cuestión de elegir entre males distintos, de acuerdo
con el lado hacia dónde se incline nuestro corazón</i>.</span><br />
<br />
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;"> No
olvidemos que vivimos en un mundo gobernado por leyes naturales y que somos,
antes que nada, seres biológicos. Animales que se creen racionales, que
constantemente nos negamos a aceptar que no somos <i>del todo</i> dueños de
nuestros sentimientos. Es un mundo, además, que compartimos con otras siete
mil millones de personas que tienen, en potencia, tanta libertad como nosotros.
Es evidente que uno no puede ser muy libre en un mundo así.<span style="mso-bidi-font-style: italic;"> </span></span><br />
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;"><span style="mso-bidi-font-style: italic;"> </span></span><br />
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;"><span style="mso-bidi-font-style: italic;"> ¿Quiero decir con esto que no somos libres?
¡Claro qué no! Por supuesto, es un asunto muy complicado. Constantemente
estamos tomando decisiones, y elegir entre dos o más opciones es reflejo de nuestra
libertad en algún sentido. De lo que no somos dueños es de elegir las
consecuencias de esas decisiones. Soy libre de subir esta entrada a internet,
pero no soy libre de decidir lo que la gente que lo encuentre hará con ella. <i>Ser
libre no se trata poder hacer lo que uno quiere, sino saber aprovechar lo que
uno tiene. Sonreír con lo que se posee. Saber lo que uno puede hacer, conocer
lo mejor posible las consecuencias de cada acto, decidir dentro de las
posibilidades y asumir las responsabilidades.</i></span> </span><br />
<br />
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;"> Nacemos
en un contexto social que ofrece posibilidades limitadas; en un mundo que
debemos compartir con otras personas que piensan, sienten y se preocupan por cosas
distintas que nosotros; en un universo donde las rocas son como son y no como
deseamos que sean. Lo que nos queda es aprender cuales son nuestros límites, a
comprender que las demás personas son -en potencia- libres en la misma medida
que nosotros, <i style="mso-bidi-font-style: normal;">a elegir actuar de forma
congruente con nuestras posibilidades, a asumir las responsabilidades, </i>a
amar a aquellos con los que compartimos la vida, a disfrutar lo que nos ha
tocado vivir y a sorprendernos con las maravillas del universo y los misterios
de la existencia. </span></div>
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<![endif]-->Sexto Empiricohttp://www.blogger.com/profile/11176766042647292546noreply@blogger.com0tag:blogger.com,1999:blog-2327526184725434740.post-8456596955390220452013-04-05T22:34:00.000-07:002013-04-05T22:36:05.040-07:00Sobre el tiempo, o aquello que se queda y aquello que se va.<br />
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<span style="line-height: 150%;"><span style="font-family: Georgia, Times New Roman, serif;">El
tiempo es una cosa de lo más rara ¡Ni siquiera me siento cómodo diciendo que es
una cosa! Algunos dicen que existe y otros que no lo hace; y yo no soy nadie
para hablar sobre la existencia o no de las cosas. Pero aun a pesar de eso, en
esta entrada quiero platicarles, de manera somera, sobre las ideas de Braudel
acerca del tiempo histórico. Un tiempo que resulta fantástico en cuanto es
múltiple y a la vez unidad, rápido y a la vez lento. En fin, quiero compartir
con ustedes su manera de entender el tiempo porque me recuerda mucho al tiempo
al que estoy acostumbrado. <span style="font-size: small;"> <o:p></o:p></span></span></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
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<span style="line-height: 150%;"><span style="font-family: Georgia, Times New Roman, serif;">Como
ya dije, para Braudel el tiempo
histórico es a la vez <i>uno</i>, pero
producto de la confluencia de <i>varias</i>
temporalidades en un periodo determinado. Estos tiempos se solapan unos a
otros, conviven y se afectan mutuamente en los distintos procesos históricos. La
idea básica es que en todo proceso existen fenómenos de <i>conjuntura</i> y <i>permanenci</i>a,
de cambio y de estática, que al interactuar dictan las normas de su propio desarrollo
futuro. En su forma más básica, las velocidades del tiempo se pueden dividir en
tres:<o:p></o:p></span></span></div>
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<span style="font-family: Georgia, Times New Roman, serif;"><i><span style="line-height: 150%;"> La Larga Duración</span></i><span style="line-height: 150%;">
es el tiempo cuya transformación es materia de milenios, o, en el mejor de los
casos, de unos cuantos siglos. Su cambio es tan lento que, debido a lo corta
que es la vida humana, puede llegar a parecernos inexistente. Sin embargo, a
pesar de esta lentitud extrema, el cambio está presente. Es el tiempo de la
vida humana en vínculo estrecho con la geografía y el ambiente; el tiempo,
también, de las tradiciones culturales más arraigadas y de las estructuras
sociales; en fin, de lo muy lento, de lo que parece siempre permanecer. <o:p></o:p></span></span></div>
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<span style="font-family: Georgia, Times New Roman, serif;"><i><span style="line-height: 150%;"> </span></i><span style="line-height: 150%;">Por
otro lado, se halla el tiempo<i>
événemientiellé -</i>mejor conocido por su pseudónimo malvado: <i>el tiempo de los eventos</i>- en él se
desarrollan los acontecimientos de la historia del día a día, aquella a la que
nos hemos acostumbrado desde pequeños. Es la que estudiamos en la primaria, la
secundaria y la preparatoria; sobre la que se hacen documentales, películas,
novelas y la mayoría de los libros de historia, tanto científicos como de
divulgación. En este tiempo entrenamos a nuestros pokemones, comemos pizza,
jugamos fútbol, leemos libros y hacemos todas esas cosas que comúnmente
entendemos bajo el concepto abstracto, y en muchos sentidos desconocido, de
“vivir”. <o:p></o:p></span></span></div>
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<span style="line-height: 150%;"><span style="font-family: Georgia, Times New Roman, serif;"> El evento es el componente efímero
de la historia. Lo que se pierde, lo que desaparece como súper villano al
lanzar una bomba de humo al suelo. Es el aspecto de la historia humana más
cercano a nuestra vida, probablemente por ser el más fugaz. Por estas razones
la historia de los eventos “es la más emocionante de todas, la más rica en
intereses humanos, y también la más peligrosa”. La más peligrosa, en efecto,
porque sus pasiones aun arden, y lo hacen cerca del pastizal de la vida.<i> <o:p></o:p></i></span></span></div>
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<span style="font-family: Georgia, Times New Roman, serif;"><i><span style="line-height: 150%;"> </span></i><span style="line-height: 150%;">Finalmente,
aplastada entre la larga duración y los eventos, encontramos a<i> la Media Duración</i> como el gradiente de
difusión entre ambas. Es la temporalidad que combina lo permanente y lo efímero
de la historia. Es el engrudo pegajoso y desagradable que permite, de alguna
forma que yo no logro comprender aun, que tanto lo inmutable como lo
eternamente cambiante puedan coexistir al mismo tiempo y en un mismo fenómeno
¡y aun logrando qué todo parezca tener sentido! Es un tiempo increíble. <o:p></o:p></span></span></div>
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<span style="line-height: 150%;"><span style="font-family: Georgia, Times New Roman, serif;"> Podemos entender mejor estos tiempos
si pensamos en las distintas secuelas de 007 - ¡Oh! las hermosas distintas
secuelas de 007 - en cierta manera siempre son diferentes unas de otras,
siempre hay distintos villanos, explosiones, coches, pistolas, súper relojes de
pulsera que lanzan rayos laser; pero al mismo tiempo, siempre hay las mismas explosiones,
coches, pistolas, súper relojes de pulsera que lanzan rayos laser, villanos y, por
supuesto, el señor Bond. <o:p></o:p></span></span></div>
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<span style="font-family: Georgia, Times New Roman, serif;"><span style="line-height: 150%;">No obstante, como en toda teoría y en toda explicación de la verdad,
debemos recordar que nuestros modelos, en el mejor de los casos, corresponden
en algún sentido a la realidad; lo cual es distinto a decir que <i>son</i> la realidad. En el fondo, esta triple división del tiempo histórico
es artificial ¡Una </span><span lang="es" style="line-height: 150%;">invención! </span><span style="line-height: 150%;">El tiempo y la historia son una sola cosa, <i>toda división es ya una simplificación.</i></span><span style="line-height: 150%;"> <span lang="es">¡Y a la vez, reducir la complejidad de
tiempos y ritmos históricos a solo 3 o 4 es también una simplificación! </span></span></span><span style="font-family: Georgia, 'Times New Roman', serif; text-indent: 35.4pt;"><span lang="es">Como nos advierte Braudel, “</span></span><span style="font-family: Georgia, 'Times New Roman', serif; text-indent: 35.4pt;">lo peor de todo es que no existen solamente dos o tres medidas de tiempo, son docenas, cada una atada a una historia particular”.</span><span style="font-family: Georgia, Times New Roman, serif; line-height: 150%; text-indent: 35.4pt;"><span style="line-height: 150%;"><span lang="es"> ¡Vaya! Hemos topado aquí con unos de esos caminos ecuatoriales que llevan al mismo destino pese a estirarse en direcciones opuestas</span></span></span><span style="font-family: Georgia, 'Times New Roman', serif; line-height: 150%; text-indent: 35.4pt;">.</span><span style="font-family: Georgia, 'Times New Roman', serif; line-height: 150%; text-indent: 35.4pt;"><span lang="es"> </span></span></div>
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<span style="line-height: 150%;"><span style="font-family: Georgia, Times New Roman, serif;"><br /></span></span></div>
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<span style="font-family: Georgia, Times New Roman, serif;"><span style="line-height: 150%;">Tal vez lo mejor
que podemos aprender de esta manera de ver el tiempo no es que este es bonito y
que se divide en tres o más velocidades que conviven; o que en todo paso de un
momento a otro hay cosas que permanecen y otras que cambian -los cuales por sí
mismos ya son buenos aprendizajes-. Pudiera ser que la mejor lección que podemos sacar es que vale la pena reflexionar sobre el valor de esta
teoría, y de toda teoría, y alimentar la sospecha de que <i>siempre hay que
desconfiar de la excesiva simplicidad de nuestras explicaciones</i>, por muy
útiles que estas sean para comprender una realidad tan compleja que no podemos aspirar a rasguñar
de ninguna otra forma. </span><i><span style="line-height: 150%;"><o:p></o:p></span></i></span></div>
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<span lang="EN-US" style="font-family: Times, Times New Roman, serif; line-height: 150%;">Recomiendo para leer:<o:p></o:p></span></div>
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<span style="font-family: Times, Times New Roman, serif; line-height: 150%;">-Braudel, Fernand, <i>El mediterráneo y el mundo mediterráneo en la época de Felipe II.<o:p></o:p></i></span></div>
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<span style="line-height: 150%;"><span style="font-family: Times, Times New Roman, serif;">-Braudel, Fernand<i>, Las ambiciones de la historia.</i></span><span style="font-family: Georgia, Times New Roman, serif;"><o:p></o:p></span></span></div>
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Sexto Empiricohttp://www.blogger.com/profile/11176766042647292546noreply@blogger.com3tag:blogger.com,1999:blog-2327526184725434740.post-15250820342364505792013-02-19T15:38:00.000-08:002013-04-08T21:27:18.676-07:00La angustia de morir, tres filósofos, dos canciones y un sujeto gracioso. <div style="text-align: justify;">
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<span style="font-family: "Georgia","serif";">Existir es…
raro. Es decir, ¿cómo podríamos no existir? nuestra vida es lo que se extiende
entre nuestro nacimiento y nuestra muerte. Está en gran medida determinada por
lo que nos antecedió [las experiencias de nuestros padres, la historia, nuestro
pasado biológico, el pasado del universo y por supuesto, si nacieron después de
1883, la primera trilogía de Star Wars]; y sin embargo nuestra existencia tiene una mínima o ninguna influencia sobre lo
que vendrá cuando se haya acabado. Desaparecemos sin dejar huella alguna. Sobre
el tema, System of a Down dice en una de sus<a href="https://www.youtube.com/watch?v=qVrjdzQ9_dw" target="_blank"> canciones</a>: “Time feels like a
midnight ride, finality waits outside”. ¡No podría expresar mejor este sabor
amargo y a la vez dulcezón que deja la vida en la boca! Como el de una mota de
polvo aplastada entre dos eternidades.<o:p></o:p></span></div>
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<span style="font-family: "Georgia","serif";"> Muchos
intentamos negar el hecho de que somos efímeros perdiéndonos en sueños de
inmortalidad. Pero siempre que pienso en la inmortalidad acaba pareciéndome una
idea, digamos, muy poco pragmática. Es claro que no soy el mismo ahora que aquel
niño de 10 años que jugaba a ser un gato miembro del comando espacial con sus
amigos de la primaria; y definitivamente no seré el mismo cuando tenga 80 años
[si es que no dejo de existir antes]. Entonces ¿Qué podría tener yo en común
con “migo mismo” dentro de mil años? ¿Y dentro de cien mil? ¿Y dentro de mil
millones? Para colmo ¡mil millones de años ni siquiera es mucho tiempo! Es
decir, hasta donde sabemos, el universo tiene 13. Si vivo durante un tiempo
infinito ¿Seré yo realmente el que los viva? Además ¿Qué lugar ocupa la memoria
en todo esto?<o:p></o:p></span></div>
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<span style="font-family: "Georgia","serif";"> Es evidente que
si vivo una infinidad de tiempo necesitaré de una infinidad de tiempo para
recordar todo lo que he hecho. Así que casi todo lo olvidaré o simplemente no
tendré tiempo de recordarlo ¿Y cuál es la diferencia entre no recordar y olvidar?
La desconozco. Cabe agregar que la memoria, entre muchas otras cosas, es
aquello que brinda cohesión a nuestras experiencias pasadas y presentes. Sin
una memoria que cohesione nuestros pasados y presentes interminables ¿Qué conectará a
personas tan distintas que vivieron en tiempos tan apartados [como seremos yo y
aquel otro yo del futuro eterno]? ¡No lo se! Por esas razones, dudo mucho que tenga
sentido depositar nuestras esperanzas de no morir en los anhelos de una vida
eterna. <o:p></o:p></span></div>
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<span style="font-family: "Georgia","serif";"> Algunos se
consuelan diciendo que sobrevivirán “en los corazones de sus seres queridos” o que
“serán recordados por la historia”. Pero si reflexionamos un rato, estos
consuelos solo son formas de autoengaño: después de unas cuatro o cinco
generaciones, tendremos suerte si nuestros descendientes son capaces de
correlacionar nuestro nombre con la rama 256 del árbol familiar; con respecto
al otro punto, haciendo a un lado <a href="http://sidudoexisto.blogspot.mx/2012/10/respuestas-pequenas-grandes-preguntas.html" target="_blank">lo complicado que es definir a la historia y lo que ésta recuerda</a>, es evidente que hasta las más prominentes personas
serán olvidadas algún día ¿Quién hablará de Platón dentro de un millón de años?
¿Quién recordará a Einstein en cien mil millones? Una historia humana de un millón de años es demasiado
como para que mi cabeza pueda siquiera imaginarla. Además, en última instancia,
también la humanidad dejará de existir algún día. <o:p></o:p></span></div>
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<span style="font-family: "Georgia","serif";"> En efecto,
llegará un día en el nunca más volverá a haber una pareja de humanos
enamorados, nunca más una guerra entre personas, ni más actos de caridad
humanos; un día en el que dejarán de haber jóvenes curiosas y ancianos sabios,
políticos corruptos y muchedumbres enardecidas. Llegará el día en que caiga el
último monumento humano, en el que no quede en todo el universo prueba que rinda
cuenta de que alguna vez existió aquí una humanidad.<o:p></o:p></span></div>
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<span style="font-family: "Georgia","serif";"> La idea de que
dejaremos de existir algún día (y de que este es cercano) nos angustia. Tratamos de negarla,
pero no logramos ignorarla. Ya muchos filósofos se han dado cuenta de lo
infructuoso que es luchar contra la realidad, contra el hecho de que moriremos. Cómo buenos sabios, o locos (frecuentemente unos se confunden con los otros),
han descubierto que suele ser mejor aceptar que se vive en un laberinto y
empezar a hacer planos de éste, que intentar derribar sus robustas paredes. Por
eso Kierkegaard grito a los cuatro vientos que “la angustia es la solución”, y
algunos otros como Heidegger y Sartre señalaron que solo podemos vivir
plenamente si aceptamos que, eventualmente, moriremos. Y es que hay muchas, muchísimas
cosas en la vida [casi todas, de hecho] que no dependen en lo absoluto de
nuestros anhelos y gustos, el que moriremos algún día es un <i>muy claro</i> ejemplo. Solo para aclarar,
ninguno de los tres filósofos mencionados se equivocó al predecir que
terminaría siendo alimento de gusanos. <o:p></o:p></span></div>
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<span style="font-family: "Georgia","serif";"> Yo suelo decir
que la única manera de aceptarse a uno mismo es repetirse (y creerse) las
palabras <a href="http://sidudoexisto.blogspot.mx/2012/09/el-intante-la-eternidad-y-la-efimeridad.html" target="_blank">“moriré y me olvidarán</a>” [cabría preguntarse qué significa "ser olvidado" cuando no queda nadie que pueda recordarnos… ¡Oh bueno! No nos distraigamos].
Alguien en Sum41 entendió perfectamente esta idea cuando escribió </span><span lang="es" style="font-family: "Georgia","serif"; mso-ansi-language: #000A; mso-bidi-font-family: Calibri;">"<a href="https://www.youtube.com/watch?v=DXniEr9PpD8" target="_blank">No much longer I'll be death so just foget me!</a>" ¡Solo alguien
que ha aceptado su propia efimeridad puede hacer una súplica de tal gravedad!</span></div>
<span lang="es" style="font-family: "Georgia","serif"; mso-ansi-language: #000A; mso-bidi-font-family: Calibri;"></span><br />
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<span lang="es" style="font-family: "Georgia","serif"; mso-ansi-language: #000A; mso-bidi-font-family: Calibri;"><br /></span></div>
<span lang="es" style="font-family: "Georgia","serif"; mso-ansi-language: #000A; mso-bidi-font-family: Calibri;">
<o:p></o:p></span></div>
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<span lang="es" style="font-family: "Georgia","serif"; mso-ansi-language: #000A; mso-bidi-font-family: Calibri;"> ¿Dónde cabe la vida en
medio de tanta muerte? ¡Oh, rayos! ¿Por qué insistimos en hacer preguntas tan
complicadas? Evidentemente sin el concepto de vida el de muerte no tiene mucho
sentido y viceversa, pero ¿Qué es la vida exactamente? ¿En qué momento "lo
muerto" deja de ser "lo muerto" y entra al reino de "lo vivo"?
¿Un virus está vivo o muerto [tal vez lo correcto sería preguntar si está más
vivo o más muerto]? ¡Quién sabe! Desconozco las respuestas; y, como en muchos
otros casos, desconfió de aquellos que aclaman tenerlas. </span></div>
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<span lang="es" style="font-family: "Georgia","serif"; mso-ansi-language: #000A; mso-bidi-font-family: Calibri;"> Lo que sí puedo decirles
con aceptable seguridad es que disfruto estar vivo (y supongo que comparto el
mismo sentimiento con la mayoría de las personas). Fry (el protagonista de Futurama)
dijo alguna vez “vivir es lo único que hago". ¡Yo también! Y como vivir es
morir en cada momento; entonces: “¡Morir es lo único que hago!”<o:p></o:p></span></div>
</div>
Sexto Empiricohttp://www.blogger.com/profile/11176766042647292546noreply@blogger.com4