tag:blogger.com,1999:blog-50528736577368123972024-03-12T19:08:10.952-07:00El muro de BerlínEl muro de Berlín fue la división con un muro,que existía entre el Este y el Oeste de Berlín desde 1961 hasta 1989;este territorio fue declarado como República del Este de Alemania en 1949el muro de berlinhttp://www.blogger.com/profile/07080648872640260498noreply@blogger.comBlogger23125tag:blogger.com,1999:blog-5052873657736812397.post-21775944954073599302011-06-04T20:51:00.000-07:002011-06-04T20:51:29.284-07:00La Perestroika<h3 class="post-title entry-title"> </h3><div class="post-header"> </div>La Perestroika fue instaurdada por Mijail Gorbachov en la URSS, es una reforma basada en la reestructuración de la economía a finales de la década de 1980, esta política ya estaba diseñada antes de que Gorbachov fuera elegido secretario general y máximo dirigente soviético, pero hasta abril de 1985 el Comité del PUCS se decidió a ponerla en práctica para impulsar el desarrollo y sacar al país de la crisis económica, puesto q estaba atrasasado y lleno de corrupción.<br />
La Perestroika prometía muchas cosas a los ciudadanos, pero algunos dirigentes subieron los sueldos a varias categorías de ocupados, esto provocó la escasez y empeoró la situación.<br />
Sin embargo la Ley de Empresa fué lo más destructivo porque redujo la inversión, se crearon bancos propios y los créditos ilimitados provocarón inflación y el interés por el dinero llegó a ser mínimo.<br />
La perestroika iba complementada por la glasnost, una política de apertura hacia los medios de comunicación, permitiendo la libertad de expresión y de opinión, al contrario que la anterior, el gobierno permitía una pequeña autocrítica y reconocía sus defectos y esto ayudó a resolverlos rapidamente.<br />
Ya al final del mandato de Gorbachov, la perestroika empezó a recibir críticas que temían que éstas destruyeran el sistema socialista y llevaran a la decadencia del país.<br />
Muchas repúblicas federadas de Europa del Este declararon su independencia, lo que llevó a la disolución de la URSS el 25 de diciembre de 1991, día que Gorbachov renunciaba a su cargo y Yeltsin se convirtió en su sucesor, abandonando el comunismo y convirtiéndose en presidente de la recién fundada Federación Rusa.<br />
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Héctor Damian M. Serrano 2°A N.L.27el muro de berlinhttp://www.blogger.com/profile/07080648872640260498noreply@blogger.com0tag:blogger.com,1999:blog-5052873657736812397.post-34097137641026674252011-06-04T13:59:00.000-07:002011-06-04T13:59:02.106-07:00crisis agricola<div class="MsoNormal" style="margin: 0cm 0cm 10pt;"><span style="font-size: 14pt; line-height: 115%;"><span style="font-family: Calibri;">Su cultivo<span style="mso-spacerun: yes;"> </span>se expande <span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span>sobre distintos países geográficos, ecológicos <span style="mso-spacerun: yes;"> </span>y sociales<span style="mso-spacerun: yes;"> </span>a le vez que incorpora y dispersan distintas cosas de productos y tecnologías.</span></span></div><div class="MsoNormal" style="margin: 0cm 0cm 10pt;"><span style="font-size: 14pt; line-height: 115%;"><span style="font-family: Calibri;">Protegido por las políticas oficiales<span style="mso-spacerun: yes;"> </span>hasta el año de 1994<span style="mso-spacerun: yes;"> </span>por un impacto de<span style="mso-spacerun: yes;"> </span>devaluatorio al año siguiente el maíz dio muestras de resistencia incluso cuando el modelo agrícola dejo de favorecerlo. A ultimas fechas sin embargo este aspecto de fortaleza empieza a desvanecer <span style="mso-spacerun: yes;"> </span>1995 se detienen<span style="mso-spacerun: yes;"> </span>su avance productivo la situación que apartar es de retroceso.</span></span></div><div class="MsoNormal" style="margin: 0cm 0cm 10pt;"><span style="font-size: 14pt; line-height: 115%;"><span style="font-family: Calibri;">Cultivo temporal en mayor parte afronta con unas dificultades la adversidad climatológica en las fechas muy recientes.</span></span></div><div class="MsoNormal" style="margin: 0cm 0cm 10pt;"><span style="font-size: 14pt; line-height: 115%;"><span style="font-family: Calibri;">En México el maíz <span style="mso-spacerun: yes;"> </span>es aun mas importante que Estados Unidos no solo por su peso<span style="mso-spacerun: yes;"> </span>en cuando el<span style="mso-spacerun: yes;"> </span>volumen y el valor de producción, si no<span style="mso-spacerun: yes;"> </span>por que es la base de la alimentación popular de México a diferencia de Estados Unidos<span style="mso-spacerun: yes;"> </span>donde se destina<span style="mso-spacerun: yes;"> </span>fundamental<span style="mso-spacerun: yes;"> </span>mente el consumo animal. <span style="mso-spacerun: yes;"> </span></span></span></div><div class="separator" style="clear: both; text-align: center;"><a href="http://1.bp.blogspot.com/-Dwn6HMSxcsM/TeqcUgTHQ1I/AAAAAAAAAEY/_Ju0xrNuV4M/s1600/agricola.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://1.bp.blogspot.com/-Dwn6HMSxcsM/TeqcUgTHQ1I/AAAAAAAAAEY/_Ju0xrNuV4M/s1600/agricola.jpg" t8="true" /></a></div><span style="color: #741b47; font-family: Verdana, sans-serif;"><strong>Annette Maria Gonzalez Frias 2.A N.L 17 </strong></span>el muro de berlinhttp://www.blogger.com/profile/07080648872640260498noreply@blogger.com0tag:blogger.com,1999:blog-5052873657736812397.post-24236308295859294422011-06-04T13:12:00.000-07:002011-06-04T13:12:48.179-07:00Glasnost<div class="MsoNormal" style="margin: 0cm 0cm 10pt;"><span style="font-family: "Century Gothic", "sans-serif";">En Febrero de 1986, cuando apenas había llegado a la secretaría general Mijaíl Gorbachov, propuso Glasnost (que en ruso quiere decir <span style="mso-spacerun: yes;"> </span>“Transparencia”), su principal objetivo era el crear un debate entre los ciudadanos y fomentar una actitud positiva y de entusiasmo hacia las reformas que se encaraban. Aunque la meta de Gorbachov era hacer presión sobre los conservadores del Partido Comunista que se oponían a las Perestroika.</span></div><div class="MsoNormal" style="margin: 0cm 0cm 10pt;"><span style="font-family: "Century Gothic", "sans-serif";">Y a partir de Marzo de ese año, la censura soviética se hiso más relajada. <span style="mso-spacerun: yes;"> </span>La revolución de libertad que tuvieron los medios de comunicación tuvo una gran influencia en la desintegración de la URSS.</span></div><div class="MsoNormal" style="margin: 0cm 0cm 10pt;"><span style="font-family: "Century Gothic", "sans-serif";">Grandes problemas como la explosión nuclear de Chernóbil, la guerra de Afganistán, entre otros problemas fueron publicados, y puestos a exposición para el ciudadano soviético.</span></div><div class="MsoNormal" style="margin: 0cm 0cm 10pt;"><span style="font-family: "Century Gothic", "sans-serif";">Hubo un gran aspecto, que tuvo una gran repercusión en la política: la investigación sobre los crímenes del salinismo y del régimen soviético.<span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span></span></div><div class="MsoNormal" style="margin: 0cm 0cm 10pt;"><span style="font-family: "Century Gothic", "sans-serif";">Un claro ejemplo de esto fue en 1988-1989 tras una investigación, se dio a conocer<span style="mso-spacerun: yes;"> </span>que la matanza de miles de oficiales en Katyn, en 1940, no fueron los nazis, sino una fría matanza por tropas soviéticas.<br />
Por supuesto, la libertad de expresión que tajo Glasnost, ayudo a un proceso que al final se le fue de las manos a Gorbachov y consigo perder toda la legitimidad al sistema que había nacido de la revolución de octubre de 1917.</span></div><span style="font-family: "Courier New", Courier, monospace; font-size: large;"><span style="color: purple;">Gabriela Itzel Sandoval Huizar <span style="font-size: small;">NL:</span><span style="font-size: large;">38 2°A</span></span></span>el muro de berlinhttp://www.blogger.com/profile/07080648872640260498noreply@blogger.com0tag:blogger.com,1999:blog-5052873657736812397.post-18240897456865823732011-04-23T19:39:00.000-07:002011-04-23T19:39:43.108-07:00Estado en Binestar<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;">Su principal teórico de esta fue Maynard Keynes, él buscaba el equilibrio económico, para esto, limitó el libre comercio, para que lo que produciera el país fuera del país, por ejemplo, comprar productos fabricados en el país y que el dinero con el que compraran eso llegara a manos e los productores.</span><br />
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</span><br />
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;">Hizo que el gobierno diera mas dinero para el gasto social, canalizo amplios recursos para esto. También el gobierno canalizo recursos a industrias nacionales, la educación, la salud pública, los sindicatos, la agricultura, la industria, etc</span><br />
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<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;">Es importante saber que esto pasó en Islandia, Noruega y Suecia </span><br />
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<div class="separator" style="clear: both; text-align: center;"><a href="http://2.bp.blogspot.com/-5x_EQr_ND0Q/TbOM4tI9moI/AAAAAAAAAEM/_J58x7WBce0/s1600/keynes.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://2.bp.blogspot.com/-5x_EQr_ND0Q/TbOM4tI9moI/AAAAAAAAAEM/_J58x7WBce0/s1600/keynes.jpg" /></a></div><div style="text-align: center;"><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;">Maynard Keynes</span></div><div style="text-align: center;"><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;">(1883 - 1946)</span></div><div style="text-align: center;"><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;">economista ingles</span></div><div style="text-align: center;"><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"><br />
</span></div><div style="text-align: left;"><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"><b>Clarissa J. Salas Garay 2A N:36</b></span></div>el muro de berlinhttp://www.blogger.com/profile/07080648872640260498noreply@blogger.com0tag:blogger.com,1999:blog-5052873657736812397.post-80452542022450596132011-04-23T19:11:00.000-07:002011-04-23T19:11:49.061-07:00Democracia Liberal<span style="font-family: "Helvetica Neue", Arial, Helvetica, sans-serif;"><span style="font-family: "Helvetica Neue", Arial, Helvetica, sans-serif;">Un primer modelo del concepto de democracia liberal, entendida como la democracia de una sociedad capitalista de mercado, tiene su origen en Jeremy Bentham (1748-1832) y James Mill (1773-1836). Macpherson denomina la propuesta de ellos "democracia como protección". Básicamente se concibe al sistema democrático como un garante de la propiedad privada y, más importante aún, como un protector contra los abusos del propio gobierno. Bentham daba especial énfasis a la seguridad como objetivo y señala que "sin la seguridad de la propiedad de los frutos del trabajo que uno hace, la civilización es imposible". Se eleva así la seguridad de la propiedad al nivel de "principio supremo" que predomina absolutamente sobre el principio de la igualdad. Aun con esta visión, Bentham y J. Mill veían favorablemente el voto universal y distaban de temer que trajese una revolución por parte de la abundante población obrera. Para ellos los votantes obreros también actuarían a favor de su propiedad y emularían el ejemplo de las clases medias en sus elecciones políticas. <br />
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Una visión menos limitada del hombre en el sentido de verlo esencialmente como un "maximizador" económico es la que cimienta el segundo modelo democracia liberal, esgrimido por el hijo de J. Mill. Se trata de John S. Mill (1806-1873). Macpherson llama su modelo de "democracia como desarrollo". Para J.S. Mill el participar en la vida democrática hace crecer al ser humano. Se puede decir que este es un modelo de libertad positiva. Ofrece la oportunidad al ser humano de desarrollar y expandir sus capacidades. "Aspira a pasar a una sociedad de individuos más desarrollados humanamente, y desarrollados de forma más igual. No aspira imponer una utopía al pueblo sino a lograr que el pueblo llegue a la meta por sí mismo al participar activamente en el proceso político... ". Por contraste J.S. Mill temía al voto universal porque consideraba, menos práctico que sus antecesores, que habría algún tipo de apropiación democrática por parte de los votantes más abundantes que eran los más pobres. <br />
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Lo que invalidó el temor de J.S. Mill fue el funcionamiento del partido político. Este tiende a resolver el problema votante que surge con la diferencia de clases por al menos un par de caminos. El primero, intentar captar la mayor cantidad de votantes de clases sociales distintas mediante un discurso intermedio. O, cuando se opta por trabajar sólo con algún grupo social específico, negociando con otros partidos. Para Macpherson, la desigualdad persiste pacíficamente gracias a los partidos, si bien éstos pierden responsabilidad ante el electorado. <br />
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Al entusiasta modelo de J.S. Mill le choca una realidad donde el electorado es menos proclive a participar y hay más bien apatía por parte del votante. Es entonces cuando surge un tercer modelo, "la democracia como equilibrio", el cual se sustenta en ideas de Joseph A. Schumpeter (1883-1950). Él ve la democracia con un funcionamiento análogo al del mercado. Desarrolla una idea de mercado político donde los votantes son consumidores de las "mercaderías políticas" que les ofrecen los políticos y sus partidos. La visión es más descarnada, en cuanto a que vuelve a imperar en alguna medida el concepto de ser humano esencialmente consumidor y se ve con menos optimismo su afán por participar y crecer individualmente mediante lo político. <br />
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Macpherson anhela avanzar hacia un cuarto modelo de "democracia como participación". Un primer paso tiene ecos de J.S. Mill y es realizarse mediante la participación política, especialmente en la dimensión comunitaria. Y un segundo requisito es que la democracia opere en una sociedad menos desigual económicamente</span>. </span><br />
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<tr><td style="text-align: center;"><a href="http://4.bp.blogspot.com/-nPi5nPuT_CM/TbOFhTfso3I/AAAAAAAAAD4/Zlcfz9aoF6c/s1600/Jeremy+Bentham.bmp" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" i8="true" src="http://4.bp.blogspot.com/-nPi5nPuT_CM/TbOFhTfso3I/AAAAAAAAAD4/Zlcfz9aoF6c/s1600/Jeremy+Bentham.bmp" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-family: Arial;">Jeremy Bentham </span></td></tr>
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<tr><td style="text-align: center;"><a href="http://3.bp.blogspot.com/-5p66Kgc5cFM/TbOFi2lZXXI/AAAAAAAAAD8/psw64oV50fs/s1600/James+Mill.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" i8="true" src="http://3.bp.blogspot.com/-5p66Kgc5cFM/TbOFi2lZXXI/AAAAAAAAAD8/psw64oV50fs/s1600/James+Mill.jpg" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">James Mill</td></tr>
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<tr><td style="text-align: center;"><a href="http://3.bp.blogspot.com/-JD4Q7NeSjn4/TbOFkvNd6rI/AAAAAAAAAEA/JiG8vW84Oj8/s1600/John+S.+Mill.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="320px" i8="true" src="http://3.bp.blogspot.com/-JD4Q7NeSjn4/TbOFkvNd6rI/AAAAAAAAAEA/JiG8vW84Oj8/s320/John+S.+Mill.jpg" width="276px" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-family: Arial;">John S. Mill </span></td></tr>
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<tr><td style="text-align: center;"><a href="http://3.bp.blogspot.com/-FDanW_sqXtY/TbOFmFgXn4I/AAAAAAAAAEE/DEQwuJxy-tY/s1600/Joseph+A.+Schumpeter.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="320px" i8="true" src="http://3.bp.blogspot.com/-FDanW_sqXtY/TbOFmFgXn4I/AAAAAAAAAEE/DEQwuJxy-tY/s320/Joseph+A.+Schumpeter.jpg" width="244px" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-family: Arial;">Joseph A. Schumpeter </span></td></tr>
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<tr><td style="text-align: center;"><a href="http://4.bp.blogspot.com/-DIY5gy4qJ-c/TbOF5r7t5LI/AAAAAAAAAEI/LsmGrZe_T_g/s1600/Democracia+Liberal.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="200px" i8="true" src="http://4.bp.blogspot.com/-DIY5gy4qJ-c/TbOF5r7t5LI/AAAAAAAAAEI/LsmGrZe_T_g/s400/Democracia+Liberal.jpg" width="400px" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Democracia Liberal: Estado de Bienestar</td></tr>
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<div align="right"><span style="font-family: "Helvetica Neue", Arial, Helvetica, sans-serif;"><span style="color: magenta; font-family: "Trebuchet MS", sans-serif;">Vannia M. Trejo Mora 2ª NL.41</span></span></div>el muro de berlinhttp://www.blogger.com/profile/07080648872640260498noreply@blogger.com0tag:blogger.com,1999:blog-5052873657736812397.post-40299045263279227382011-04-16T20:15:00.000-07:002011-04-16T20:15:05.073-07:00Fascismo.<div align="center" class="MsoNormal" style="margin: 0cm 0cm 10pt; text-align: center;"><span style="font-family: "Century Gothic", "sans-serif"; font-size: 12pt; line-height: 115%;">Es un sistema hecho por Benito Mussolini, que era democrático e ideológico, que se esta contra el liberalismo y la democracia, ellos estaban a favor del militarismo y de un nacionalismo extremo. Todas sus reglas individuales y nacionales justo como los nacionalistas y a veces militaristas. Sus ideas eran extremadamente conservadoras, el fascismo es muy distinguido por sus ideales basados en un solo movimiento político.</span></div><div align="center" class="MsoNormal" style="margin: 0cm 0cm 10pt; text-align: center;"><span style="font-family: "Century Gothic", "sans-serif"; font-size: 12pt; line-height: 115%;">El fascismo comenzó entre 1919 y 1945, especialmente en Italia, Alemania y España. Después de la 2da guerra mundial el fascismo tubo una época gris, pero en los últimos tiempos ha vuelto a aparecer especialmente en Italia y Francia.</span></div><div align="center" class="MsoNormal" style="margin: 0cm 0cm 10pt; text-align: center;"><span style="font-family: "Century Gothic", "sans-serif"; font-size: 12pt; line-height: 115%;">La primera Guerra mundial dejo bien marcada el nacionalismo de los italianos, por lo que sus territorios no fueron suficientes para ellos después del tratado de Versalles.</span></div><div align="center" class="MsoNormal" style="margin: 0cm 0cm 10pt; text-align: center;"><span style="font-family: "Century Gothic", "sans-serif"; font-size: 12pt; line-height: 115%;">El gobierno italiano era muy débil a comparación de Francia e Inglaterra lo que causo una gran crisis económica que afecto totalmente a los obreros y a los campesinos. Las rebeliones eran mayores lo que causaron robos de comercios y ocupación de fabricas animadas por los Socialistas y comunistas.</span></div><div align="center" class="MsoNormal" style="margin: 0cm 0cm 10pt; text-align: center;"><span style="font-family: "Century Gothic", "sans-serif"; font-size: 12pt; line-height: 115%;">El estado fascista es una voluntad de poder y de dominación. Para el fascismo, el estado n es absoluto ante la cual de personas y los grupos no son si no lo relativo. Este sistema aspiraba al imperialismo querían expandir sus naciones y desarrollarse; en este tiempo los pueblos tienen sed de autoridad dirección y orden.</span></div><div align="center" class="MsoNormal" style="margin: 0cm 0cm 10pt; text-align: center;"><span style="font-family: "Century Gothic", "sans-serif"; font-size: 12pt; line-height: 115%;">Los años 1919-1920 se llamaron “Viena Roja” por la manifestación de huelgas, ocupaciones de las fabricas y tierras organizadas por el socialismo.</span></div><div align="center" class="MsoNormal" style="margin: 0cm 0cm 10pt; text-align: center;"><span style="font-family: "Century Gothic", "sans-serif"; font-size: 12pt; line-height: 115%;">La alta burguesía industrial se vieron amenazados, sus ingresos disminuían y veía que los obreros ganaban más que ellos.</span></div><div align="center" class="MsoNormal" style="margin: 0cm 0cm 10pt; text-align: center;"><span style="font-family: "Century Gothic", "sans-serif"; font-size: 12pt; line-height: 115%;">Entre 1922-25 Mussolini llego a controlar el poder, mantuvo la monarquía pero destruyo las instituciones democráticas e instalo un régimen autoritario.</span></div><div align="center" class="MsoNormal" style="margin: 0cm 0cm 10pt; text-align: center;"><span style="font-family: "Century Gothic", "sans-serif"; font-size: 12pt; line-height: 115%;">El estado “fascista” impulso un “ sistema corporativo” ayudo en “la colaboración de clases”.</span></div><div align="center" class="MsoNormal" style="margin: 0cm 0cm 10pt; text-align: center;"><span style="font-family: "Century Gothic", "sans-serif"; font-size: 12pt; line-height: 115%;">El fascismo desaprobó huelgas y los sindicatos de clase contrarias a como la unidad y a los intereses nacionales quedaron prohibidos. En 1925 fue fundado el instituto Nacional fascista de cultura destinado a impulsar la política cultural, del régimen y desplaza la cultura tradicional.</span></div><div align="center" class="MsoNormal" style="margin: 0cm 0cm 10pt; text-align: center;"><span style="font-family: "Century Gothic", "sans-serif"; font-size: 12pt; line-height: 115%;">En 1943, los aliados invadieron el sur de Italia. Tomaron fuerza los partidarios de paz: Mussolini fue depuesto y encerrado y el nuevo gobierno rindió a los aliados. Y los alemanes siguieron la lucha, liberaron a Mussolini y de hicieron fuetes en Roma. Para esa época tomo fuerza la resistencia italiana integrada por partisanos que enfrentaron a alemanes y fascistas. Mussolini intento huir pero sorprendió por miembros de la resistencia italiana, fue fusilado.</span></div><div align="center" class="MsoNormal" style="margin: 0cm 0cm 10pt; text-align: center;"><span style="font-family: "Century Gothic", "sans-serif"; line-height: 115%;"><span style="color: #741b47; font-family: Verdana, sans-serif;">Mayra Gabriela Mederos Robles. 2-A N.L. 26</span></span></div>el muro de berlinhttp://www.blogger.com/profile/07080648872640260498noreply@blogger.com1tag:blogger.com,1999:blog-5052873657736812397.post-34763759730076688662011-04-16T19:52:00.000-07:002011-04-16T19:52:04.016-07:00El nazismo<span style="color: #7030a0; font-size: 26pt; line-height: 115%;"><span style="font-family: Calibri;"></span></span> <div class="MsoNormal" style="margin: 0cm 0cm 10pt;"><span style="line-height: 115%;"><span style="font-family: Arial, Helvetica, sans-serif;">Este movimiento alemán empezó en 1920, cuando se creó el Partido Nacional Alemán del Trabajo (Nationalsozialistiche Detuche Arbeiter-Parte, NSDAP), pero fue llamado el Partido Nazi. Fue dirigido por Adolf Hitler (1933-1945), responsable de miles de muertes judías y causante de la II Guerra Mundial. Este movimiento estaba a favor del militarismo y de un nacionalismo extremo; y se <span style="mso-spacerun: yes;"> </span>oponía a la democracia y ala liberalismo.</span></span></div><div class="MsoNormal" style="margin: 0cm 0cm 10pt;"><span style="line-height: 115%;"><span style="font-family: Arial, Helvetica, sans-serif;">Sus inicios fueron: la derrota de la I Guerra Mundial y las exigencias de los aliados favorecieron el nacionalismo y crear la formación de una Gran Alemania. En diferentes puntos de Alemania se formaron <span style="mso-spacerun: yes;"> </span>grupos nacionalistas que decían <span style="mso-spacerun: yes;"> </span>culpar a los marxistas, judíos y políticos liberales. Durante el Putsch de Múnich, el 8 de noviembre de 1923 intento tomar a la fuerza el poder, pero fracaso al ser abandonado por los jefes militares.</span></span></div><div class="MsoNormal" style="margin: 0cm 0cm 10pt;"><span style="line-height: 115%;"><span style="font-family: Arial, Helvetica, sans-serif;">Hitler fue detenido y su proyecto por el momento “desbaratado”. El nazismo pensaba que el liberalismo no iba a resolver los problemas que Alemania enfrentaba en esos momentos y que solo creían en el nacionalismo o tenían idealismo conservador podían.</span></span></div><div class="MsoNormal" style="margin: 0cm 0cm 10pt;"><span style="line-height: 115%;"><span style="font-family: Arial, Helvetica, sans-serif;">Hitler les decía que era injusto que los alemanes sufrieran las humillaciones del Tratado de Versalles y culpo a los judíos de eso. El decía que el mundo sería mejor si se exterminaran del mundo. Los judíos fueron muy fáciles de culpar. Cuando Hitler gano para la posición de Canciller (1933), se apodero del gobierno.</span></span></div><div class="MsoNormal" style="margin: 0cm 0cm 10pt;"><span style="line-height: 115%;"><span style="font-family: Arial, Helvetica, sans-serif;">Hitler empezó a crear un Estado nacionalista, excluyendo a las clases trabajadoras y demócratas. El incendio del Reichstag sirvió de pretexto para quitar todos los derechos constitucionales y civiles, y crear campos de concentración para poner o poseer a las víctimas del terror nacionalista.</span></span></div><div class="MsoNormal" style="margin: 0cm 0cm 10pt;"><span style="line-height: 115%;"><span style="font-family: Arial, Helvetica, sans-serif;">El crac de 1929 afecto a toda Europa, pero al que mas afecto fue a Alemania, en el país surgieron diferentes ideas nacionalistas y Hitler obtuvo el poder por medio de métodos violentos. Esto estaba guiado por ideas anti socialistas, y aparte de una estricta disciplina por parte del Partido Nazi. Después el partido gano y de que Hitler fuera nombrado canciller, meses después <span style="mso-spacerun: yes;"> </span>fue apoyado por partidos nacionalistas. Y fue nombrado Fuhrer y obligo al ejercito a jurarle fidelidad.</span></span></div><div class="MsoNormal" style="margin: 0cm 0cm 10pt;"><span style="line-height: 115%;"><span style="font-family: Arial, Helvetica, sans-serif;">A todo esto se le puso un nombre, y se formo un nuevo tipo de Estado: el III Reich.</span></span></div><div class="MsoNormal" style="margin: 0cm 0cm 10pt;"><span style="line-height: 115%;"><span style="font-family: Arial, Helvetica, sans-serif;">Hitler creó una política de persecución y se crearon las SS que eran escuadrones para perseguir y capturar a cualquier oposición nacionalista.</span></span></div><div class="MsoNormal" style="margin: 0cm 0cm 10pt;"><span style="line-height: 115%;"><span style="font-family: Arial, Helvetica, sans-serif;">La propaganda fue un punto esencial para convencer a los alemanes de una “purificación racial”. </span></span></div><div class="MsoNormal" style="margin: 0cm 0cm 10pt;"><span style="line-height: 115%;"><span style="font-family: Arial, Helvetica, sans-serif;">El odio a hacia los judíos ya se había extendido a otros países europeos.</span></span></div><div class="MsoNormal" style="margin: 0cm 0cm 10pt;"><span style="line-height: 115%;"><span style="font-family: Arial, Helvetica, sans-serif;">La eliminación judía fue planeada por Hitler y sus seguidores. La eliminación judía era por parte de los alemanes nacionalistas, que se basaban en que entre los hombres había razas superiores e inferiores, a esto Hitler lo llamo la solución final. Antes de la matanza se les quitaron todos sus derechos, y eran obligados a trabajos forsados o matados en cámaras de gas, además de que los tenían sin comer y en algunos campos os tenían desnudos.</span></span></div><div class="MsoNormal" style="margin: 0cm 0cm 10pt;"><span style="line-height: 115%;"><span style="font-family: Arial, Helvetica, sans-serif;">Los Nazis usaban el terror para controlar a la gente. En 193 se construye el primer campo (Dachau), las condiciones de este eran extremadamente malos y serbia de ejemplo para los que ce oponían.</span></span></div><div class="MsoNormal" style="margin: 0cm 0cm 10pt;"><span style="line-height: 115%;"><span style="font-size: x-small;"><span style="font-family: Arial, Helvetica, sans-serif;"><span style="font-size: small;">El NSDAP apoyo rápidamente al reclutamiento. En las elecciones al Reichstag los nazis era el partido más poderoso. Hitler obtuvo un gran número de votos a la presidencia de 1932, pero no gano.</span> </span></span></span></div><div class="separator" style="clear: both; text-align: center;"><a href="http://3.bp.blogspot.com/-PgWn_tlhj9A/TapVg2p2IpI/AAAAAAAAADw/Ykr45fIJNtA/s1600/896351-6761-it2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="179" r6="true" src="http://3.bp.blogspot.com/-PgWn_tlhj9A/TapVg2p2IpI/AAAAAAAAADw/Ykr45fIJNtA/s320/896351-6761-it2.jpg" width="320" /></a></div><br />
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</div><span style="color: purple; font-family: Georgia, "Times New Roman", serif; font-size: large;">Gabriela Itzel Sandoval Huizar 2°A #38</span>el muro de berlinhttp://www.blogger.com/profile/07080648872640260498noreply@blogger.com1tag:blogger.com,1999:blog-5052873657736812397.post-82821111995824832102011-04-16T19:07:00.000-07:002011-04-16T19:07:23.952-07:00El socialismo<div class="MsoNormal" style="margin: 0cm 0cm 10pt;"><shapetype coordsize="21600,21600" filled="f" id="_x0000_t75" o:preferrelative="t" o:spt="75" path="m@4@5l@4@11@9@11@9@5xe" stroked="f"><stroke joinstyle="miter"></stroke><formulas><f eqn="if lineDrawn pixelLineWidth 0"></f><f eqn="sum @0 1 0"></f><f eqn="sum 0 0 @1"></f><f eqn="prod @2 1 2"></f><f eqn="prod @3 21600 pixelWidth"></f><f eqn="prod @3 21600 pixelHeight"></f><f eqn="sum @0 0 1"></f><f eqn="prod @6 1 2"></f><f eqn="prod @7 21600 pixelWidth"></f><f eqn="sum @8 21600 0"></f><f eqn="prod @7 21600 pixelHeight"></f><f eqn="sum @10 21600 0"></f></formulas><path gradientshapeok="t" o:connecttype="rect" o:extrusionok="f"></path><lock aspectratio="t" v:ext="edit"></lock></shapetype><shape alt="socialismo.jpg" id="_x0030__x0020_Imagen" o:spid="_x0000_s1027" style="height: 180.75pt; margin-left: 1.2pt; margin-top: -0.35pt; mso-position-horizontal-relative: text; mso-position-horizontal: absolute; mso-position-vertical-relative: text; mso-position-vertical: absolute; mso-wrap-distance-bottom: 0; mso-wrap-distance-left: 9pt; mso-wrap-distance-right: 9pt; mso-wrap-distance-top: 0; mso-wrap-style: square; position: absolute; visibility: visible; width: 152.25pt; z-index: -2;" type="#_x0000_t75"><imagedata o:title="socialismo" src="file:///C:\Windows\Temp\msohtmlclip1\01\clip_image001.jpg"></imagedata></shape><span style="color: red; font-family: "Bauhaus 93"; font-size: 24pt; line-height: 115%;"></span></div><div class="MsoNormal" style="margin: 0cm 0cm 10pt;"><span style="color: black; font-family: "Century Gothic", "sans-serif"; font-size: 12pt; line-height: 115%; mso-themecolor: text1;">El socialismo<span style="mso-spacerun: yes;"> </span>es una orden política<span style="mso-spacerun: yes;"> </span>y atrae muchas<span style="mso-spacerun: yes;"> </span>definiciones<span style="mso-spacerun: yes;"> </span>pero también depende<span style="mso-spacerun: yes;"> </span>del contexto<span style="mso-spacerun: yes;"> </span>tanto físico como moral<span style="mso-spacerun: yes;"> </span>y valen<span style="mso-spacerun: yes;"> </span>por un sistema político<span style="mso-spacerun: yes;"> </span>y económico <span style="mso-spacerun: yes;"> </span>y también se define por<span style="mso-spacerun: yes;"> </span>socialista<span style="mso-spacerun: yes;"> </span>es un sistema socialista<span style="mso-spacerun: yes;"> </span>que establece<span style="mso-spacerun: yes;"> </span>la propiedad social <span style="mso-spacerun: yes;"> </span>y puede desaparecer la propiedad privada<span style="mso-spacerun: yes;"> </span>de los<span style="mso-spacerun: yes;"> </span>bienes del<span style="mso-spacerun: yes;"> </span>capital<span style="mso-spacerun: yes;"> </span>es similar al capitalismo<span style="mso-spacerun: yes;"> </span>de formación<span style="mso-spacerun: yes;"> </span>de trabajo<span style="mso-spacerun: yes;"> </span>y existen diferentes<span style="mso-spacerun: yes;"> </span>movimientos políticos<span style="mso-spacerun: yes;"> </span>que hace el titulo socialismo .</span></div><div class="MsoNormal" style="margin: 0cm 0cm 10pt;"><span style="color: black; font-family: "Century Gothic", "sans-serif"; font-size: 12pt; line-height: 115%; mso-themecolor: text1;">También el socialismo es una ideología<span style="mso-spacerun: yes;"> </span>política<span style="mso-spacerun: yes;"> </span>y se define<span style="mso-spacerun: yes;"> </span>con el<span style="mso-spacerun: yes;"> </span>sistema<span style="mso-spacerun: yes;"> </span>económico político<span style="mso-spacerun: yes;"> </span>basado en la propiedad<span style="mso-spacerun: yes;"> </span>o precion<span style="mso-spacerun: yes;"> </span>democrática<span style="mso-spacerun: yes;"> </span>y es un modelo<span style="mso-spacerun: yes;"> </span>social de los medios<span style="mso-spacerun: yes;"> </span>de producción <span style="mso-spacerun: yes;"> </span>donde el estado era el dueño.</span></div><div class="MsoNormal" style="margin: 0cm 0cm 10pt;"><span style="color: black; font-family: "Century Gothic", "sans-serif"; font-size: 12pt; line-height: 115%; mso-themecolor: text1;"><span style="mso-spacerun: yes;"> </span>En Francia<span style="mso-spacerun: yes;"> </span>los primeros socialistas,<span style="mso-spacerun: yes;"> </span>ellos se enfrentan con unas consecuencias<span style="mso-spacerun: yes;"> </span>de la revolución industrial<span style="mso-spacerun: yes;"> </span>y están proponiendo<span style="mso-spacerun: yes;"> </span>un programa de transformación<span style="mso-spacerun: yes;"> </span>y carácter. </span></div><div class="MsoNormal" style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none; margin: 0cm 0cm 10pt;"><a href="http://2.bp.blogspot.com/-Zgg3Yf-WPQU/TapKIV_VykI/AAAAAAAAADo/SW9K2DE8ZB0/s1600/socialismo.jpg" imageanchor="1" style="clear: right; cssfloat: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" r6="true" src="http://2.bp.blogspot.com/-Zgg3Yf-WPQU/TapKIV_VykI/AAAAAAAAADo/SW9K2DE8ZB0/s1600/socialismo.jpg" /></a><shape alt="so.jpg" id="_x0031__x0020_Imagen" o:spid="_x0000_s1026" style="height: 142.5pt; margin-left: -7.8pt; margin-top: 190.2pt; mso-position-horizontal-relative: text; mso-position-horizontal: absolute; mso-position-vertical-relative: text; mso-position-vertical: absolute; mso-wrap-distance-bottom: 0; mso-wrap-distance-left: 9pt; mso-wrap-distance-right: 9pt; mso-wrap-distance-top: 0; mso-wrap-style: square; position: absolute; visibility: visible; width: 199.5pt; z-index: -1;" type="#_x0000_t75" wrapcoords="-162 0 -162 21373 21600 21373 21600 0 -162 0"><imagedata o:title="so" src="file:///C:\Windows\Temp\msohtmlclip1\01\clip_image002.jpg"></imagedata><wrap type="tight"></wrap></shape><span style="color: black; font-family: "Century Gothic", "sans-serif"; font-size: 12pt; line-height: 115%; mso-themecolor: text1;">El<span style="mso-spacerun: yes;"> </span>socialismo<span style="mso-spacerun: yes;"> </span>es que promueve la posición pública<span style="mso-spacerun: yes;"> </span>del interés social<span style="mso-spacerun: yes;"> </span>y también el socialismo implica<span style="mso-spacerun: yes;"> </span>alcanzar un nivel crítico<span style="mso-spacerun: yes;"> </span>de producción<span style="mso-spacerun: yes;"> </span>por el que se individua<span style="mso-spacerun: yes;"> </span>con la verdadera<span style="mso-spacerun: yes;"> </span>prehistoria <span style="mso-spacerun: yes;"> </span>de la humanidad pero con la humanidad<span style="mso-spacerun: yes;"> </span>vamos a mejorar mejor<span style="mso-spacerun: yes;"> </span>y no tendremos vuelta atrás<span style="mso-spacerun: yes;"> </span>para poderla sacar adelante para sacar la verdadera historia de la humanidad </span></div><div style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;"></div><div class="separator" style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none; clear: both; text-align: center;"><a href="http://3.bp.blogspot.com/-eo8VjkQTTlU/TapKZyq25BI/AAAAAAAAADs/l7T1V3tidCI/s1600/so.jpg" imageanchor="1" style="clear: left; cssfloat: left; float: left; height: 199px; margin-bottom: 1em; margin-right: 1em; width: 300px;"><img border="0" r6="true" src="http://3.bp.blogspot.com/-eo8VjkQTTlU/TapKZyq25BI/AAAAAAAAADs/l7T1V3tidCI/s1600/so.jpg" /></a></div><div class="separator" style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none; clear: both; text-align: center;"><br />
</div><div class="MsoNormal" style="margin: 0cm 0cm 10pt;"><span style="color: #92d050; font-family: "Century Gothic", "sans-serif"; font-size: 14pt; line-height: 115%;">Annette María González Frías <span style="mso-spacerun: yes;"> </span>2.A<span style="mso-spacerun: yes;"> </span>N.L 17 </span></div><div class="separator" style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none; clear: both; text-align: center;"><br />
</div>el muro de berlinhttp://www.blogger.com/profile/07080648872640260498noreply@blogger.com0tag:blogger.com,1999:blog-5052873657736812397.post-3531770324143145342011-04-09T21:20:00.001-07:002011-04-09T21:22:40.924-07:00Revolución Rusa. (Parte 2.)<div class="MsoNormal" style="margin: 0cm 0cm 10pt;"><span style="font-family: "Century Gothic", "sans-serif"; font-size: 14pt; line-height: 115%;">La revolución Rusa a sido un debate desde el comienzo. </span></div><div class="MsoNormal" style="margin: 0cm 0cm 10pt;"><span style="font-family: "Century Gothic", "sans-serif"; font-size: 14pt; line-height: 115%;">La revolución tiene un objetivo universal y contra el capitalismo. La revolución se convirtió en una dictadura de partido, no pretendían extenderla por todo el mundo si no simplemente controlar la economía y la sociedad de un país.</span></div><div class="MsoNormal" style="margin: 0cm 0cm 10pt;"><span style="font-family: "Century Gothic", "sans-serif"; font-size: 14pt; line-height: 115%;">Sus intenciones eran la industrialización del país y el crecimiento económico que esto era su idea al finalizar esta revolución. La revolución fue un proceso importante para los liberales, pero termino en ser un impulso político y no un progreso económico.</span></div><div class="MsoNormal" style="margin: 0cm 0cm 10pt;"><span style="font-family: "Century Gothic", "sans-serif"; font-size: 14pt; line-height: 115%;">En 1855 subió al reinado Zar Alejandro II, el cual fue asesinado en 1881, años mas tarde fue formado el primer grupo marxista ruso; un año más tarde sube al poder Zar Nicolás II; Tiempo después el primer congreso PLSDR, en 1900 fue fundado el partido socialista revolucionario (SR). En 1904-1905 fue derrotada Rusia por los japoneses.</span><br />
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</div><div class="MsoNormal" style="margin: 0cm 0cm 10pt;"><span style="color: #00b050; font-family: "Century Gothic", "sans-serif"; font-size: 14pt; line-height: 115%;">Mayra Gabriela Mederos Robles. 2-A N.L. 26</span></div><div class="MsoNormal" style="margin: 0cm 0cm 10pt;"><br />
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</div><div class="MsoNormal" style="margin: 0cm 0cm 10pt;"><span style="font-family: "Lucida Handwriting"; font-size: 22pt; line-height: 115%;">Actividad.</span></div><div class="MsoNormal" style="margin: 0cm 0cm 10pt;"><span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;">1-¿Que continentes afectaron esta revolución?</span></span></div><div class="MsoNormal" style="margin: 0cm 0cm 10pt;"><span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;">2-¿Cual fue el mayor descontento que provoco la revolución de febrero?</span></span></div><div class="MsoNormal" style="margin: 0cm 0cm 10pt;"><span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;">3- Principales líderes de la Revolución de Octubre.</span></span></div><div class="MsoNormal" style="margin: 0cm 0cm 10pt;"><span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;">4-Menciona los 2 grupos que se formaron en la guerra civil.</span></span></div><div class="MsoNormal" style="margin: 0cm 0cm 10pt;"><span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;">5-¿Cual fue el objetivo de esta revolución?</span></span></div><div class="MsoNormal" style="margin: 0cm 0cm 10pt;"><span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;">6-¿Cuáles eran sus intenciones?</span></span></div><div class="MsoNormal" style="margin: 0cm 0cm 10pt;"><span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;">5-¿En qué año subió al trono Zar Alejandro II? ¿Y en qué año fue asesinado?</span></span></div><div class="MsoNormal" style="margin: 0cm 0cm 10pt;"><span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;">8-¿En qué año fue fundado el partido SR?</span></span></div><div class="MsoNormal" style="margin: 0cm 0cm 10pt;"><span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;">9-¿Cuando derroto Japón a Rusia?</span></span></div><div class="MsoNormal" style="margin: 0cm 0cm 10pt;"><span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;">10- ¿Para que sirvió esta Revolución?</span></span></div>el muro de berlinhttp://www.blogger.com/profile/07080648872640260498noreply@blogger.com0tag:blogger.com,1999:blog-5052873657736812397.post-74137254216858026482011-04-09T21:15:00.000-07:002011-04-09T21:15:16.687-07:00La Revolucion Rusa (1° Parte)<div class="MsoNormal" style="margin: 0cm 0cm 10pt;"><span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Arial, Helvetica, sans-serif;">Esta revolución fue un hecho muy importante, y fue tanto en América como en Europa. Y fue usada como ejemplo para otros países. Rusia se enfrentaría a Estados unidos en la guerra fría. </span></span></div><div class="MsoNormal" style="margin: 0cm 0cm 10pt;"><span style="font-family: Arial, Helvetica, sans-serif;"><span style="font-size: 12pt; line-height: 115%;">Las dos Rev. de 1917 se dividieron en la caída del </span><span lang="ES" style="mso-ansi-language: ES;">régimen zarista(En Febrero) <span style="mso-spacerun: yes;"> </span>y el nacimiento del primer estado socialista del mundo(En octubre). Todo el pueblo ruso odiaba la dictadura de Zar Nicolás II</span><span style="font-size: 12pt; line-height: 115%;">. La primera guerra mundial hizo que esto sucediera. La dictadura afectaba principalmente a los campesinos, esto hizo revuelo entre esta clase social. </span></span></div><div class="MsoNormal" style="margin: 0cm 0cm 10pt;"><span style="font-family: Arial, Helvetica, sans-serif;"><span style="font-size: 12pt; line-height: 115%;">Estos factores más el liderazgo de <span style="mso-spacerun: yes;"> </span></span><span lang="ES" style="mso-ansi-language: ES;"><a href="http://es.wikipedia.org/wiki/Vladimir_Lenin" title="Vladimir Lenin"><span style="color: windowtext; text-decoration: none; text-underline: none;">Vladimir Lenin</span></a> y <a href="http://es.wikipedia.org/wiki/Le%C3%B3n_Trotsky" title="León Trotsky"><span style="color: windowtext; text-decoration: none; text-underline: none;">León Trotsky</span></a>, originaron esta revolución.</span></span></div><div class="MsoNormal" style="margin: 0cm 0cm 10pt;"><span lang="ES" style="mso-ansi-language: ES;"><span style="font-family: Arial, Helvetica, sans-serif;">La Revolución de Febrero fue ocasionada el mayor <span style="mso-spacerun: yes;"> </span>descontento del pueblo fue la falta de comida. Además de que estaban descontentos por los daños ocasionados por la primera guerra mundial. Y a esto se sumaba que los políticos organizaban sus actividades. En febrero esto se hizo más notable, y las protestas se volvieron violentas al grado de enfrentarse a la policía. Estas llegaron hasta la capital y se tuvo que retirar de su cargo el Zar, y esto se convirtió en una revolución pero sin mucha sangre. </span></span></div><div class="MsoNormal" style="margin: 0cm 0cm 10pt;"><span lang="ES" style="mso-ansi-language: ES;"><span style="font-family: Arial, Helvetica, sans-serif;">Se puso un nuevo gobierno provisional, pero al mismo tiempo se llamo a elecciones. Las dos revoluciones trataron de hacer cambios muy grandes en el país a través del </span><a href="http://es.wikipedia.org/wiki/Soviet_de_Petrogrado" title="Soviet de Petrogrado"><span style="color: windowtext; text-decoration: none; text-underline: none;"><span style="font-family: Arial, Helvetica, sans-serif;">Soviet de Petrogrado</span></span></a><span style="font-family: Arial, Helvetica, sans-serif;">. En julio los bolcheviques y los anarquistas convocaron a la guerra civil, pero esta fracaso. </span></span></div><div class="MsoNormal" style="margin: 0cm 0cm 10pt;"><span lang="ES" style="mso-ansi-language: ES;"><span style="font-family: Arial, Helvetica, sans-serif;">La revolución de octubre fue dirigida por </span><a href="http://es.wikipedia.org/wiki/Vladimir_Lenin" title="Vladimir Lenin"><span style="color: windowtext; text-decoration: none; text-underline: none;"><span style="font-family: Arial, Helvetica, sans-serif;">Vladimir Lenin</span></span></a><span style="font-family: Arial, Helvetica, sans-serif;"> y </span><a href="http://es.wikipedia.org/wiki/Le%C3%B3n_Trotsky" title="León Trotsky"><span style="color: windowtext; text-decoration: none; text-underline: none;"><span style="font-family: Arial, Helvetica, sans-serif;">León Trotsky</span></span></a><span style="font-family: Arial, Helvetica, sans-serif;">, y fue basada en la ideas de Karl Marx. La cual dio inicio al comunismo en el siglo XX. Esta fue más planeada que la de febrero, esto hizo que las actividades fueran más coordinadas y salieran bien; el financiamiento de la inteligencia alemana fue fundamental.</span></span></div><div class="MsoNormal" style="margin: 0cm 0cm 10pt;"><span lang="ES" style="mso-ansi-language: ES;"><span style="font-family: Arial, Helvetica, sans-serif;">En noviembre de 1871 los dos bolcheviques Vladimir Lenin y León Trotsky lideraron a los bolcheviques de la izquierda a un enfrentamiento contra el gobierno provisional; la revolución termino con la fase impuesta en <span style="mso-spacerun: yes;"> </span>febrero quitando al gobierno provisional y aunque muchos bolcheviques apoyaban democracia, el socialismo gano.<span style="mso-spacerun: yes;"> </span>Comunistas y anarquistas fueron perseguidos y encarcelados. </span></span></div><div class="MsoNormal" style="margin: 0cm 0cm 10pt;"><span lang="ES" style="mso-ansi-language: ES;"><span style="font-family: Arial, Helvetica, sans-serif;">Después de 1871 muchos que estaban en el Partido Socialista Revolucionario se opusieron a los bolcheviques. Esto causo varios enfrentamientos, pero fueron derrotados en la Guerra Civil.</span></span></div><div class="MsoNormal" style="margin: 0cm 0cm 10pt;"><span lang="ES" style="mso-ansi-language: ES;"><span style="font-family: Arial, Helvetica, sans-serif;">La guerra civil (1918) <span style="mso-spacerun: yes;"> </span>rusa fue después de la revolución de octubre, hubo muchas muertes y no importo cual era su clase social. Se formaron dos grupos uno eran los rojos que eran los comunistas y revolucionarios, y los blancos que eran los antirrevolucionarios, que eran conformados por los altos mandos del antiguo ejército ruso.</span></span></div><div class="MsoNormal" style="margin: 0cm 0cm 10pt;"><span lang="ES" style="mso-ansi-language: ES;"><span style="font-family: Arial, Helvetica, sans-serif;">Esta Revolución fue la primera en el mundo; dio paso a las demás y sirvió de ejemplo para las que vinieron posterior mente.</span></span></div><span style="color: purple; font-family: Georgia, "Times New Roman", serif; font-size: large;">Gabriela Itzel Sandoval Huizar 2°A #38</span>el muro de berlinhttp://www.blogger.com/profile/07080648872640260498noreply@blogger.com0tag:blogger.com,1999:blog-5052873657736812397.post-71954704600942893882011-04-09T18:26:00.000-07:002011-04-09T18:26:09.595-07:00Revoluciòn China<a href="http://www.youtube.com/watch?v=sH8ShbHvIJA">http://www.youtube.com/watch?v=sH8ShbHvIJA</a><br />
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<div class="separator" style="clear: both; text-align: center;"><a href="http://1.bp.blogspot.com/-yDVOZOSH8NQ/TaEFfeNS6NI/AAAAAAAAADQ/_HtFxVZGRR0/s1600/muerto.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="228" r6="true" src="http://1.bp.blogspot.com/-yDVOZOSH8NQ/TaEFfeNS6NI/AAAAAAAAADQ/_HtFxVZGRR0/s320/muerto.jpg" width="320" /></a></div><br />
<div class="separator" style="clear: both; text-align: center;"><a href="http://1.bp.blogspot.com/-NU58fd08WaY/TaEFlIqexJI/AAAAAAAAADU/MByvECfIliI/s1600/revolucion_cultural_china.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" r6="true" src="http://1.bp.blogspot.com/-NU58fd08WaY/TaEFlIqexJI/AAAAAAAAADU/MByvECfIliI/s1600/revolucion_cultural_china.jpg" /></a></div><br />
<div class="separator" style="clear: both; text-align: center;"><a href="http://1.bp.blogspot.com/-hEhbUinExeI/TaEFoOh9k6I/AAAAAAAAADY/-y3YzgakyBk/s1600/revolucion-china_medium.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" r6="true" src="http://1.bp.blogspot.com/-hEhbUinExeI/TaEFoOh9k6I/AAAAAAAAADY/-y3YzgakyBk/s1600/revolucion-china_medium.jpg" /></a></div><br />
<div class="separator" style="clear: both; text-align: center;"><a href="http://3.bp.blogspot.com/-7PYyTBGDGYI/TaEFxV8arLI/AAAAAAAAADc/RbFUO6to4tY/s1600/china+bomba.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" r6="true" src="http://3.bp.blogspot.com/-7PYyTBGDGYI/TaEFxV8arLI/AAAAAAAAADc/RbFUO6to4tY/s320/china+bomba.jpg" width="315" /></a></div><br />
<div class="separator" style="clear: both; text-align: center;"><a href="http://3.bp.blogspot.com/-8juzqnKwAwA/TaEF0w4nSsI/AAAAAAAAADg/z3LZTAFJKIA/s1600/china.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="236" r6="true" src="http://3.bp.blogspot.com/-8juzqnKwAwA/TaEF0w4nSsI/AAAAAAAAADg/z3LZTAFJKIA/s320/china.jpg" width="320" /></a></div><br />
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<span style="color: magenta;">Vannia M. Trejo Mora. 2ª NL. 41 </span>el muro de berlinhttp://www.blogger.com/profile/07080648872640260498noreply@blogger.com0tag:blogger.com,1999:blog-5052873657736812397.post-69543549274988185762011-04-09T15:31:00.000-07:002011-04-09T15:31:42.333-07:00<span class="Apple-style-span" style="color: #222222; font-family: Verdana, sans-serif; line-height: 24px;"><b>L</b>a revolución China se desarrolla entre los años 1945 y 1949, fue un enfrentamiento de nacionalistas y comunistas donde los últimos salieron victoriosos teniendo como líder a Mao-Tse-Tung. Implantó un régimen comunista en el campesinado teniendo problemas con la URSS (Unión Soviética) y en 1943 había emprendido <b>"La larga marcha"</b> en esta expandió su ideología por toda China y sumo mas gente que apoyara sus ideas. Después de una tregua por l<span class="Apple-style-span" style="line-height: 14px;">a invasión de Japón durante la Segunda Guerra Mundial empezó el conflicto civil en China.</span></span><br />
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<span class="Apple-style-span" style="font-family: Verdana, sans-serif;"><span class="Apple-style-span" style="line-height: 14px;"><b>U</b>na de las mas grandes aspiraciones de Mao-Tse-Tung era transformar a China</span></span><br />
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<span class="Apple-style-span" style="font-family: Verdana, sans-serif;"><span class="Apple-style-span" style="line-height: 14px;">en una potencia mundial y propuso una nueva reforma a la que llamo <b>"El Gran</b></span></span><br />
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<span class="Apple-style-span" style="font-family: Verdana, sans-serif;"><span class="Apple-style-span" style="line-height: 14px;"><b>Salto Adelante"</b> en este momento el Estado comenzó la expropiación de</span></span><br />
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<span class="Apple-style-span" style="font-family: Verdana, sans-serif;"><span class="Apple-style-span" style="line-height: 14px;">latifundios y un proceso idustrializador con base a su potencial humano. En los</span></span><br />
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<span class="Apple-style-span" style="font-family: Verdana, sans-serif;"><span class="Apple-style-span" style="line-height: 14px;">años 70 China se empieza acercar al Occidente, por que el presidente de</span></span><br />
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<span class="Apple-style-span" style="font-family: Verdana, sans-serif;"><span class="Apple-style-span" style="line-height: 14px;">Estados Unidos, Richard Nixon, visita el país en 1972.</span></span><br />
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<span class="Apple-style-span" style="font-family: Verdana, sans-serif;"><span class="Apple-style-span" style="line-height: 14px;"><b>M</b>ao-Tse-Tung murio en 1976 y esto marca un proceso de occidentalización y</span></span><br />
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<span class="Apple-style-span" style="font-family: Verdana, sans-serif;"><span class="Apple-style-span" style="line-height: 14px;">apertura, hecho por comunistas.</span></span><br />
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<span class="Apple-style-span" style="font-family: Verdana, sans-serif;"><span class="Apple-style-span" style="line-height: 14px;"><b>Clarissa J. Salas Garay</b></span></span>el muro de berlinhttp://www.blogger.com/profile/07080648872640260498noreply@blogger.com0tag:blogger.com,1999:blog-5052873657736812397.post-62996295968293934432011-04-09T12:25:00.000-07:002011-04-09T18:20:08.671-07:00La Revolución Mexicana<div class="MsoNormal" style="margin: 0cm 0cm 10pt;"><span style="color: red; font-family: "Century Gothic","sans-serif"; font-size: 14pt; line-height: 115%;">La Revolución Mexicana </span></div><div class="MsoNormal" style="margin: 0cm 0cm 10pt;"><span style="font-family: "Century Gothic","sans-serif"; font-size: 12pt; line-height: 115%;">En el tiempo del porfiriato, México tuvó su mejor tiempo de prosperidad, ya que se logro construir las redes de ferrocarril, varios edificios incluyendo bellas artes y así atrajo el progreso en tecnología, agricultura, cultura y ganadería y varios rumbos más, pero la riqueza mal repartida aumentando el poder y la pobreza en la mayoría del país detonó la Revolución Mexicana. Al renunciar el presidente Porfirio Díaz quedo un vacío de poder en el cual varios grupos quisieran obtener el poder mediantes conflictos internos y debilitando la nación sumiéndola en miseria, incertidumbre y desolación. Dando paso a que Estados Unidos progresaran al estancar la economía. </span><span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;"></span></span><span style="font-family: "Century Gothic","sans-serif"; font-size: 12pt; line-height: 115%;">Inicia con la inconformidad del pueblo, con los señores Feudales o Latifundistas que tenían a los Indios y algunas gentes explotando en horarios y trabajo de esclavitud, la inconformidad intereses de la iglesia, Estados Unidos y la inconformidad detonaron la Revolución Mexicana e iniciando por derrocar al presidente Porfirio Díaz. Comienza con el exilio de Porfirio Díaz a Paris Francia y así teniendo elecciones ganando la presidencia Francisco I Madero que al comenzar hacer cambios hubo inconformidades de algunos grupos de poder como iglesia y Estados Unidos en el cual lograron confabular en contra de Francisco I Madero para asesinarlo en manos del general Victoriano Huerta que a su vez salieron otros personajes que al tiempo lograron ser presidentes de la republica tales como general Venustiano Carranza y general Álvaro Obregón apoyado por las estrategias y armamento de los Estados Unidos y también nacieron héroes Revolucionarios como Fráncico Villa (Pancho Villa y Emiliano Zapata) los cuales fueron los más populares dejando a otros intelectuales en segundo término Justo Sierra y varios más.</span></div><div class="MsoNormal" style="margin: 0cm 0cm 10pt;"><span style="color: red; font-family: "Century Gothic","sans-serif"; font-size: 14pt; line-height: 115%;">En conclusión </span></div><div class="MsoNormal" style="margin: 0cm 0cm 10pt;"><span style="font-family: "Century Gothic","sans-serif"; font-size: 12pt; line-height: 115%;">La revolución significo lucha de poderes, traiciones, extorsiones, espionaje y debilitamiento de las instituciones en el cual no significa que al no estar de acuerdo las partes no hay acuerdos progreso, planeación y prosperidad para tener un mejor desarrollo en el país. </span></div><div class="MsoNormal" style="margin: 0cm 0cm 10pt;"><span style="font-family: "Century Gothic","sans-serif"; font-size: 12pt; line-height: 115%;">(Iglesia, ejercito, políticos, líderes e iniciativa privada).</span><br />
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<div class="separator" style="clear: both; text-align: center;"><a href="http://1.bp.blogspot.com/-zGizNvuj7SE/TaD8hisMxOI/AAAAAAAAAC8/JeyHVYd1wrs/s1600/madero.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://1.bp.blogspot.com/-zGizNvuj7SE/TaD8hisMxOI/AAAAAAAAAC8/JeyHVYd1wrs/s1600/madero.jpg" /></a></div><br />
Francisco I Madero <br />
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<div class="separator" style="clear: both; text-align: center;"><a href="http://2.bp.blogspot.com/-I2m67NSp-JA/TaD8iVrIBbI/AAAAAAAAADA/_RHDbtkKJ2s/s1600/soldaderas.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://2.bp.blogspot.com/-I2m67NSp-JA/TaD8iVrIBbI/AAAAAAAAADA/_RHDbtkKJ2s/s1600/soldaderas.jpg" /></a></div><br />
Las Soldaderas o "Adelitas"<br />
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</span></div><div class="MsoNormal" style="margin: 0cm 0cm 10pt;"> Fracisco Villa y Emiliano Zapata<br />
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<span style="color: red;">Actividad</span><br />
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<span style="color: red;"><span style="color: blue;">¿En qué tiempo México estuvó en su apogeo y qué se construyó? </span></span><br />
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<span style="color: red;"><span style="color: blue;">¿Qué hizó que estallará la revolución mexicana?</span></span><br />
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<span style="color: red;"><span style="color: blue;">¿Quién escapó a París y cuántos años había gobernado?</span></span><br />
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<span style="color: blue;">¿Quién ganó las elecciones después del exilió de Porfirio Díaz?</span><br />
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<span style="color: blue;">¿Quién fué presidente después de Victoriano Huerta?</span><br />
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<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;">Annette María González Frías 2.a 17 </span></span><br />
<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;">Héctor Damian Miramontes Serrano 2°A 27 </span></span></div>el muro de berlinhttp://www.blogger.com/profile/07080648872640260498noreply@blogger.com0tag:blogger.com,1999:blog-5052873657736812397.post-87828510322105527922011-04-02T19:53:00.000-07:002011-04-02T19:53:32.758-07:00New Deal<span style="color: #ffcc66; font-family: Verdana; font-size: x-small;"> <div class="MsoNormal" style="margin: 0cm 0cm 10pt;"><span style="color: #ffcc66; font-family: "Verdana", "sans-serif"; font-size: 10pt; line-height: 115%;"><span style="color: black;"><span style="font-family: Arial, Helvetica, sans-serif;">En marzo de 1933 se hizo presidente Frankiin Roosevelt, quien dijo que quería reconstruir <span style="mso-spacerun: yes;"> </span>la economía de Estados Unidos.</span></span></span></div><div class="MsoNormal" style="margin: 0cm 0cm 10pt;"><span style="color: #ffcc66; font-family: "Verdana", "sans-serif"; font-size: 10pt; line-height: 115%;"><span style="color: black;"><span style="font-family: Arial, Helvetica, sans-serif;">Para poder lograr esto hizo un plan conocido como New Deal, que era la regularización de la economía. El gasto público, debía ser en seguridad pública y educación.</span></span></span></div><div class="MsoNormal" style="margin: 0cm 0cm 10pt;"><span style="color: #ffcc66; font-family: "Verdana", "sans-serif"; font-size: 10pt; line-height: 115%;"><span style="color: black;"><span style="font-family: Arial, Helvetica, sans-serif;">Esta idea estaba inspirada en el libro "La teoría general del empleo, el interés y el dinero" de Keynes. Keynes creía en el liberalismo, pero decía que el Estado interviniera en casos en los que se viera perjudicado. Creía que al aumentar la tasa de empleos, subiría la economía. Así es como nace la teoría Keynesiana.</span></span></span></div><div class="MsoNormal" style="margin: 0cm 0cm 10pt;"><span style="color: #ffcc66; font-family: "Verdana", "sans-serif"; font-size: 10pt; line-height: 115%;"><span style="color: black;"><span style="font-family: Arial, Helvetica, sans-serif;">Lo que adopto Roosevelt fue en ayudar a bancos, aumento en salarios y menos horas de trabajo, también creo nuevos puestos en el gobierno, en asuntos públicos, lo que ayudaría a la contribución y a sus industrias derivadas. También se crearon planes para la asistencia sanitaria y se creó un nuevo sistema de pensiones y jubilaciones. </span></span></span></div><div class="MsoNormal" style="margin: 0cm 0cm 10pt;"><span style="color: #ffcc66; font-family: "Verdana", "sans-serif"; font-size: 10pt; line-height: 115%;"><span style="color: black;"><span style="font-family: Arial, Helvetica, sans-serif;">Los Resultados de este plan (New Deal) fueron: que se logro la estabilización, pero no creció la economía del país. No se logro que se mantuviera por mucho la permanencia del desempleo. Y se hizo de los 30 una época de conflictos sociales.</span></span></span></div><strong><span style="color: purple; font-family: Georgia, "Times New Roman", serif; font-size: small;">Gabriela Itzel Sandoval Huizar #38</span></strong></span>el muro de berlinhttp://www.blogger.com/profile/07080648872640260498noreply@blogger.com0tag:blogger.com,1999:blog-5052873657736812397.post-2942994266970437732011-04-02T16:41:00.000-07:002011-04-02T16:41:35.251-07:00La caída de la bolsa de valores en New York<span class="Apple-style-span" style="font-family: 'trebuchet ms', verdana, arial, sans-serif;"><span class="Apple-style-span" style="color: #a64d79; font-size: large;">E</span></span><span class="Apple-style-span" style="font-family: 'trebuchet ms', verdana, arial, sans-serif;">n 1929 un jueves 24 de octubre, empezó la caída de la bolsa de Wall Street. Con mas de 13'000,000 de títulos que cotizaban en baja no encontraron gente a la cual pudieran venderle dejaron en la ruina a miles de inversores que; habían comprado acciones con créditos que ya no podrían pagar por falta de dinero.</span><span class="Apple-style-span" style="font-family: 'trebuchet ms', verdana, arial, sans-serif;"><br />
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</span><span class="Apple-style-span" style="font-family: 'trebuchet ms', verdana, arial, sans-serif;"><span class="Apple-style-span" style="color: #a64d79; font-size: large;">L</span>a gente entró en pánico por la situación económica, quienes tenían dinero en sus cuentas bancarias fueron a retirarlo. Los bancos no podían hacerle frente a la situación; en Los Estados Unidos trataron de hacerle frente a la situación, pero fueron demandados por deudas incobrables. Alrededor de 600 bancos fueron los que quebraron ante la situación.</span><span class="Apple-style-span" style="color: #777777; font-family: 'trebuchet ms', verdana, arial, sans-serif; font-size: x-small;"><br />
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</span><span class="Apple-style-span" style="background-color: white; font-family: 'trebuchet ms', verdana, arial, sans-serif;"><span class="Apple-style-span" style="color: #a64d79; font-size: large;">D</span></span><span class="Apple-style-span" style="font-family: 'trebuchet ms', verdana, arial, sans-serif;">espués de esto inició</span><span class="Apple-style-span" style="color: #777777; font-family: 'trebuchet ms', verdana, arial, sans-serif; font-size: x-small;"> </span><span class="Apple-style-span" style="font-family: 'trebuchet ms', verdana, arial, sans-serif;"><strong><span class="Apple-style-span" style="color: #a64d79; font-size: large;">"La Gran Depresión"</span><span class="Apple-style-span" style="color: #777777; font-size: x-small;">.</span></strong></span><span class="Apple-style-span" style="color: #777777; font-family: 'trebuchet ms', verdana, arial, sans-serif; font-size: x-small;"><br />
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</span><span class="Apple-style-span" style="font-family: 'trebuchet ms', verdana, arial, sans-serif;"><span class="Apple-style-span" style="color: #a64d79; font-size: large;">E</span>n Estados Unidos muchas empresas tuvieron que cerrar, ya que no contaban con los bancos y debido a la crisis la gente no podía gastar.</span><span class="Apple-style-span" style="font-family: 'trebuchet ms', verdana, arial, sans-serif;"><br />
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</span><span class="Apple-style-span" style="font-family: 'trebuchet ms', verdana, arial, sans-serif;"><span class="Apple-style-span" style="color: #a64d79; font-size: large;">T</span>odo esto trajo consecuencias sobre todo en el campo, los agricultores se vieron afectados y algunos, desesperados por pagar sus deudas, vendieron sus tierras a precios nisiquiera pensados y se fueron a trabajar al Oeste de Estados Unidos en busca de nuevas oportunidades.</span><span class="Apple-style-span" style="font-family: 'trebuchet ms', verdana, arial, sans-serif;"><br />
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</span><span class="Apple-style-span" style="font-family: 'trebuchet ms', verdana, arial, sans-serif;"><span class="Apple-style-span" style="color: #a64d79; font-size: large;">L</span>a depresión no solo afecto a los agricultures y campesinos, llego a afectar hasta los profesionales y empresiarios, dejando que la clase media fuera mas bien como una clase media-baja.</span><br />
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<span class="Apple-style-span" style="color: #a64d79; font-family: Times, 'Times New Roman', serif;"><b>Clarissa J. Salas Garay N:36 2A </b></span><br />
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</b></span>el muro de berlinhttp://www.blogger.com/profile/07080648872640260498noreply@blogger.com0tag:blogger.com,1999:blog-5052873657736812397.post-44705953517332989272011-04-02T16:36:00.000-07:002011-04-02T16:36:42.445-07:00Imagenes del Plan de Schlieffen<div class="separator" style="clear: both; text-align: center;"><a href="http://4.bp.blogspot.com/-1dJZyq_ZTgc/TZevLVwjDQI/AAAAAAAAABs/g4Asob7TEwM/s1600/Alfred+Von+Schlieffen.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" r6="true" src="http://4.bp.blogspot.com/-1dJZyq_ZTgc/TZevLVwjDQI/AAAAAAAAABs/g4Asob7TEwM/s320/Alfred+Von+Schlieffen.jpg" width="239" /></a></div><div class="separator" style="clear: both; text-align: center;"><strong><span style="font-family: "Helvetica Neue", Arial, Helvetica, sans-serif;">Alfred von Schlieffen</span></strong></div><br />
<div class="separator" style="clear: both; text-align: center;"><a href="http://4.bp.blogspot.com/-YNTvK5F1WBQ/TZevOdBB56I/AAAAAAAAABw/05tITBaow5s/s1600/Plan+de+Schlieffen.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" r6="true" src="http://4.bp.blogspot.com/-YNTvK5F1WBQ/TZevOdBB56I/AAAAAAAAABw/05tITBaow5s/s320/Plan+de+Schlieffen.jpg" width="224" /></a></div><div class="separator" style="clear: both; text-align: center;"><span style="font-family: "Helvetica Neue", Arial, Helvetica, sans-serif;"><strong>El plan de S</strong><strong>chlieffen en la Primera Guerra Mundial</strong></span></div><div class="separator" style="clear: both; text-align: center;"><br />
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</div><div class="separator" style="clear: both; text-align: center;"><a href="http://4.bp.blogspot.com/-eHQcyU0gXgs/TZevSIUJMHI/AAAAAAAAAB0/RG4StUlPdMY/s1600/Schlieffen_Plan.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="248" r6="true" src="http://4.bp.blogspot.com/-eHQcyU0gXgs/TZevSIUJMHI/AAAAAAAAAB0/RG4StUlPdMY/s320/Schlieffen_Plan.jpg" width="320" /></a></div><div class="separator" style="clear: both; text-align: center;"><strong><span style="font-family: "Helvetica Neue", Arial, Helvetica, sans-serif;">El plan de Schlieffen</span></strong></div><div class="separator" style="clear: both; text-align: center;"><br />
</div><div class="separator" style="clear: both; text-align: center;"><span style="color: magenta; font-family: Georgia;">Vannia M. Trejo Mora N.L.41</span></div><div class="separator" style="clear: both; text-align: center;"><br />
</div><em></em>el muro de berlinhttp://www.blogger.com/profile/07080648872640260498noreply@blogger.com0tag:blogger.com,1999:blog-5052873657736812397.post-21597801198573772202011-04-02T16:32:00.000-07:002011-04-02T16:32:47.438-07:00Imagenes del Plan de Schlieffen<div class="separator" style="clear: both; text-align: center;"><a href="http://4.bp.blogspot.com/-znwMOqT82hE/TZew1R8f5II/AAAAAAAAAB4/8iskuqx0fxc/s1600/Alfred+Von+Schlieffen.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" r6="true" src="http://4.bp.blogspot.com/-znwMOqT82hE/TZew1R8f5II/AAAAAAAAAB4/8iskuqx0fxc/s320/Alfred+Von+Schlieffen.jpg" width="239" /></a></div><div class="separator" style="clear: both; text-align: center;"><strong><span style="font-family: Arial;">Alfred von Schlieffen</span></strong></div><br />
<div class="separator" style="clear: both; text-align: center;"><a href="http://3.bp.blogspot.com/-gzOq6y52ic4/TZew3CT8WgI/AAAAAAAAAB8/hJ2l52lueoY/s1600/Plan+de+Schlieffen.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" r6="true" src="http://3.bp.blogspot.com/-gzOq6y52ic4/TZew3CT8WgI/AAAAAAAAAB8/hJ2l52lueoY/s320/Plan+de+Schlieffen.jpg" width="224" /></a></div><div class="separator" style="clear: both; text-align: center;"><strong><span style="font-family: Arial;">El plan de schlieffen en la Primera Guerra Mundial</span></strong></div><br />
<div class="separator" style="clear: both; text-align: center;"><a href="http://4.bp.blogspot.com/-45CgPsM7U78/TZew6S5LYVI/AAAAAAAAACA/GCUMfICF6yo/s1600/Schlieffen_Plan.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="248" r6="true" src="http://4.bp.blogspot.com/-45CgPsM7U78/TZew6S5LYVI/AAAAAAAAACA/GCUMfICF6yo/s320/Schlieffen_Plan.jpg" width="320" /></a></div><div class="separator" style="clear: both; text-align: center;"><span style="font-family: "Helvetica Neue", Arial, Helvetica, sans-serif;"><strong>Plan de<span style="color: black;"> Schlieffen</span></strong> </span></div><div class="separator" style="clear: both; text-align: center;"><br />
</div><div class="separator" style="clear: both; text-align: center;"><span style="color: magenta; font-family: Georgia, "Times New Roman", serif;"><strong>Vannia M. Trejo Mora N.L. 41</strong></span></div>el muro de berlinhttp://www.blogger.com/profile/07080648872640260498noreply@blogger.com0tag:blogger.com,1999:blog-5052873657736812397.post-77737719463755858292011-03-26T20:36:00.000-07:002011-03-27T13:31:42.360-07:00CONSECUENCIAS POLITICAS DE LA PRIMERA GUERRA MUNDIAL<div align="justify"><span style="font-family: Georgia, 'Times New Roman', serif;"><em>Los cuatro imperios existentes antes del final del conflicto Austria-Hungría, Alemania, Turquía y Rusia desaparecieron con sus correspondientes casas reinantes, dando lugar a repúblicas. La revolución bolchevique, acaecida durante guerra, marcaría un hito en la historia de la humanidad por ser la primera que dio como resultado el nacimiento de un estado comunista, que jugaría un papel determinante en la historia del siglo XX.</em></span></div><div align="justify"><em><br />
</em></div><span style="font-family: Georgia, 'Times New Roman', serif;"><em>Alemania perdió amplias áreas, el 15,5 % del total de su territorio y el 10% de su población: Alsacia y Lorena volvieron a manos de los franceses; la zona del Sarre quedó bajo administración de la Sociedad de Naciones y sus recursos mineros serían explotados por Francia durante 15 años; la zona de Eupen-Malmedy se entregó a Bélgica.<br />
Prusia Oriental, Posen y el corredor de Dantzing pasaron a Polonia. Dantzing quedó bajo administración de la Sociedad de Naciones. Memel se asignó a Lituania. Parte de Schleswing (Alta Silesia) pasó a Dinamarca.<br />
Las colonias alemanas se repartieron entre diversas potencias: África Oriental y del Suroeste, así como parte de Togo y Camerún, se transfirieron al Reino Unido, en tanto que la otra parte pasó a Francia. Los archipiélagos del Pacífico (Marshall, Carolinas y Marianas) se asignaron a Japón.</em></span><br />
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</em></div><span style="font-family: Georgia, 'Times New Roman', serif;"><em><span style="color: black;"><span align="justify">En el este de Europa</span> </span>se consolidaron las fronteras que Alemania había impuesto a Rusia en el Tratado de Brest-Litowsk. Se pretendió con ello establecer una especie de cordón sanitario de estados anticomunistas:Finlandia, Estonia, Letonia, Lituania que impidiera la propagación del bolchevismo ruso. </em></span><br />
<span style="font-family: Georgia, 'Times New Roman', serif;"><em> Con ello los rusos perdieron casi toda la costa del Báltico. </em></span><br />
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</em></div><div align="justify"><span style="font-family: Georgia, 'Times New Roman', serif;"><em>Polonia se restableció como estado a costa de los territorios desgajados de Rusia, Alemania y Austria-Hungría. </em></span></div><div align="justify"><em><br />
</em></div><div align="justify"><span style="font-family: Georgia, 'Times New Roman', serif;"><em>El imperio Austro-Hungaro quedo desmembrado en el Tratado de Saint-Germain y perdió todos sus territorios eslavos, de tal manera que el pequeño país resultante solicitó su unión con Alemania, siéndole denegada la petición. Posteriormente, en 1938, Hitler la consumaría <u>Anschluss.</u></em></span></div><div align="justify"><span style="font-family: Georgia, 'Times New Roman', serif;"><em>A su costa se formaron los estados independientes de Austria, Yugoslavia, Polonia y Checoslovaquia. A Italia hubo de cederle parte del Tirol, Istria y Trieste, así como parte de Dalmacia (en la actual Croacia). A Yugoslavia, surgida como nuevo estado de la antigua Serbia, hubo de entregarle Bosnia-Herzegovina.</em></span></div><div align="justify"><em><br />
</em></div><div align="justify"><span style="font-family: Georgia, 'Times New Roman', serif;"><em>Hungria, la otra parte de la monarquía dual del Imperio Austríaco, se constituyó como estado independiente de Austria y hubo de entregar a Serbia Croacia y Eslovenia, piezas importantes del nuevo estado yugoslavo. A Checoslovaquia, nuevo país, hubo de rendirle Eslovaquia y a Rumanía Transilvania. </em></span></div><div align="justify"><em><br />
</em></div><div align="justify"><span style="font-family: Georgia, 'Times New Roman', serif;"><em>El imperio Turco por el Tratado de Sèvres quedó reducido territorialmente a la península de Anatolia (Asia Menor) y solo conservó en Europa la ciudad de Estambul. Perdió la zona de Irak, Palestina, Líbano y Siria que fueron convertidos en protectorados bajo la administración del Reino Unido o Francia. </em></span></div><div align="justify"><em><br />
</em></div><div align="justify"><span style="color: black; font-family: Georgia, 'Times New Roman', serif;"><em>Perdió asimismo parte de Tracia y las islas del Egeo que se transfirieron a Grecia; El Dodecaneso (hoy griego) pasó a Italia; Armenia, que se convirtió en Estado. </em></span></div><div align="justify"><span style="color: black; font-family: Georgia, 'Times New Roman', serif;"><em>La imposición de estas duras condiciones desencadenó una revolución, que protagonizada por Mustafá Kemal, depuso al sultán y resolvió continuar la guerra con Grecia, a la que venció. Por el Tratado de Lausana (1923) Turquía recuperaba algunos territorios perdidos en el Tratado de Sèvres.</em></span><br />
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<span style="color: black; font-family: Georgia, 'Times New Roman', serif;"><em>La zona de Oriente Próximo que hasta entonces había pertenecido al Imperio Turco jugaría un papel relevante en la historia del siglo XX. Los árabes, que bajo dominio turco apoyaron a los aliados, habían recibido de Gran Bretaña garantías de que una vez finalizado el conflicto formarían un estado unido. El fin de la guerra frustró tal anhelo, pues esas zonas fueron repartidas en diversos departamentos bajo influencia británica y francesa. Por otra parte, el movimiento sionista (nacionalismo judío) inició su movilización para crear un Estado judío en Palestina. </em></span></div><div align="justify"><br />
<span style="color: black;"><span style="font-family: Georgia, 'Times New Roman', serif;"><em><span align="justify">R</span><span align="justify">umanía</span>, que ya existía como estado, fue robustecida territorialmente con el propósito de aislar a la Rusia soviética.</em></span></span><br />
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<span style="color: black;"><span style="font-family: Georgia, 'Times New Roman', serif;"><em><span align="justify">S</span><span align="justify">erbia</span> incrementó su territorio mediante la creación de un nuevo estado: Yugoslavia. Sin embargo, la nueva entidad carecía de unidad cultural, lingüística y religiosa, lo que en adelante le acarrearía serios problemas políticos y étnicos, hasta que desapareció en los años 90 del siglo XX, no sin antes sufrir una cruenta guerra.</em></span></span><br />
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<div style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;"><span style="color: black; font-family: Georgia, 'Times New Roman', serif;"><em>Bulgaria, por el Tratado de Neuilly, hubo de ceder parte de Tracia a Grecia y perdió el acceso al mar Egeo. </em></span></div></div><div class="separator" style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none; clear: both; text-align: center;"><br />
</div><div class="separator" style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none; clear: both; text-align: center;"><a href="https://lh5.googleusercontent.com/-fdAlwyLiP4k/TY6yJwZ3SRI/AAAAAAAAABc/WML0KKi0fWU/s1600/vannia.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="147" r6="true" src="https://lh5.googleusercontent.com/-fdAlwyLiP4k/TY6yJwZ3SRI/AAAAAAAAABc/WML0KKi0fWU/s200/vannia.png" width="200" /></a><a href="https://lh4.googleusercontent.com/-0Ynx_46CMNc/TY6yfoQLm1I/AAAAAAAAABg/DVYyNK7R2QE/s1600/vannia2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="137" r6="true" src="https://lh4.googleusercontent.com/-0Ynx_46CMNc/TY6yfoQLm1I/AAAAAAAAABg/DVYyNK7R2QE/s200/vannia2.jpg" width="200" /></a></div><div align="justify" style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;"><em><br />
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</div><div align="justify"><strong>Vannia Margarita Trejo Mora. NL.41 </strong></div><div align="justify"><br />
</div>el muro de berlinhttp://www.blogger.com/profile/07080648872640260498noreply@blogger.com0tag:blogger.com,1999:blog-5052873657736812397.post-53838961458824133732011-03-26T18:49:00.000-07:002011-03-26T18:56:14.561-07:00El Tratado de Versalles<div style="color: black;">Fue un tratado de paz que puso fin a la Primera Guerra Mundial entre Alemania y Francia, fue firmado en la ciudad de Versalles el 28 de Junio de 1919.</div><div style="color: black;">Fue firmado cinco años después de el asesinato del archiduque Francisco Fernando, uno de los acontecimientos que desencadeno la fatal guerra. </div><div style="color: black;"><span class="normal"> Fue negociado durante la conferencia de paz, que comenzó el 18 de enero de 1919.</span></div><div style="color: black;"><span class="normal">En ella participaron Estados Unidos representada por su presidente, Thomas Woodrow Wilson, Gran Bretaña con su primer ministro, David Lloyd George, Francia representada por su primer ministro, Georges Clemenceau e Italia con su jefe de gobierno, Vittorio Emanuele Orlando.</span></div><div style="color: black;"><span class="normal">Entre algunos objetivos del tratado, uno de ellos era el desarme de Alemania y la reducción de su ejército a 100,000 mil hombres, </span><span class="normal">dejar de importar, exportar y prácticamente producir material de guerra, limitar sus fuerzas navales a 36 buques de superficie y no se le permitió mantener submarinos, y el personal naval a 15,000 hombres, quedándole prohibida la aviación militar.</span><span class="normal"> </span></div><div style="color: black;"><span class="normal">Otro de los conceptos era que Alemania debía pagar los daños cusados por la guerra y se le dieron veinte años para que pudiera pagar todos lo daños. </span></div><div style="color: black;">Alemania liquidó totalmente las reparaciones de guerra el 3 de octubre de 2010.<span class="normal"> </span></div><div style="color: black;"><br />
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" /><span class="normal"> </span><img alt="" 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" 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llEI7rpPrGjVI5pmai9zR55zp+o4U/UUPvKEY2FzKGnk6/yEI2F3U8uPr3xo5Ex8B8+2X8PzG2bWWEded3EBNpYYG0ssDbNbKAtCwd6Df61p//DmFcNtFUD7RCUuMcpNgLH9rgHwwa77Q8a+xXSkUDiEDFQg1piSEdaNzN3lwQ/O0U7FrZLAgdErbwxK29MS+52CCcdwkmnGOaeQXilSJ8c7Z/DBBRYC2cEeNHEHDTQ+8FbE3PQxBx0CCc1pC4VoUOGbp6n9c3T+twzCFpvOaO/0sGfwLeVIOoL5im9ATnGzhs3M4ecwinO8HN00316XwW9r4I/Vq3AtOI7Hk6+ygPxvK/iihTVxBuvfpF9pK/iCmOwaqruDqb1Aa69RE/t3bVyP7rEa0ZGHOlY2NAWaJ9kVxLCFqevxRzSEEMa4qFkw/M4X0KfkqyVJRsAJFPEQAWnEtAQvAqMT4VbNdHfOPhr81T/HEZP7QUpEnCwntoL3LwkmnJJ4O4ZhGd22itFLstQBnq/kTGgo/RIUU1z2FYDvR+k0BpSl4k5KEM3q4mdemqvkTEgRTXpKD123rie3BOQY4QTtdyRFwE5JqwiLDAGzcyhVS1ZMF7TVXoe2/LASOu3sIb5Y9Wo5vtieD22rRjwXhJNjdfk9lVcmUW+xrQ+6Hp8AdV8H9FYiGq+b2QM/KdfvmZkJCQdBxjstmZMfDFjL/j/R8ygQzmULAVIFoSTKZn7kwVtsEN4nhLQEJaVWJ8KF9KRovPUBdaQjT8OvOiZnfbMTkd15BU1ATAGAs4GArBdErie2mtiDjrFMBt/3D2DWGANOcUwDakLYLbxx5X4diW+3cwcApitnFEjrT8gxyzPIm3cMWBrDaGTOVAlnKhV4doXGIPzlN7Jmtt6aq8IVscde+mSwJlDT4ldjwSTtaMvs+ENBazhZ8SuR73ll8eqcwSTtSEVHuIXRxp6C+2waqCvGhKzPEBfi/mNjffGxkuKOZk7k2GO/Wjw9aCIkQwz2BkMRaJGWlBLdMmQdtGUkTHgk6KAyTwSxCJ7JCDHrCjxbjHcJYItCSbtvHErZ9TCGjYzhwCJRfaIgz+hI3WDwKsn95iZQ34Z2idFmZlDVs6ogdpnog+ocO0m+oBk4tXsVL2VORyUol38SQt90MEZiyoJLv6kkdwrGqvR4jqWuOMmSp+B1KPCtfPHqindT/TkHiW2bWOehqgvEIzXwF7dQTfd7yjJ4o68EE2+mqy53XI/vf7OKfpA5aqBnpB0LOM9wAdiTlZv+J2Yk5XOE05FgJp+Qn3tgCqsI0f0lHUTY8fKfWPjReepNuGkmtwtgtUZGQMO/oRXinTwJ4y0fu/MdECO8UgQALONO2ZmDhlp/fOUXh2pWwKr1xK7HPyJBcagR4JYUeIXGIMgqzLRB0z0gVUt2cGfmIE3MAeqNIROFbpViWoxknvX1CSfZFqJajHTBt5buGpMm4nSp0A2y+CNOnynjTViY43wh18sMAZ5oy8d/AmnECYYr6X3VcLrCmCv8idr8tqKzrEHX05W53eXXp6qKajJPlmfd3rVwIRIf8LMWDcx1oz0T9rDHJ2nRecTszxAX4sZfOmhbTsbaMfBAXqzxIW04+Bs29lbNtaWjbVpZW5amWsmKqT1BRrQhpm+vkADG1eNlKiBHJknAUVNlKiJsrpAXTPTNsz0DTN908LYtDCWZdPbZsbWAv2dnbs2T942M5zCCT25y8Yf9cinneJJlxTuFE9aeSM+OdInR3pm4QEF2jsDt/NG5ynds4j6OXSTWzzl4IwtUPuXuOMeIWye2K3Fdbj4kyEZxkIfdAumVOhW7uCz2al67uAzUttD0ViNgdRrZ4+ZKP3zxB4DqdfGGlUgW9bUZN7QC9FYLXfwObO3ktj6kDf0YpExbCT3ufhTKnSbfwZlIPXTuipIbY+Hy7NRdQ+max8gX5VM1xa337tEbn3WU3yzJf9i/e2z000P3TKsS4qxiWEBDfFn74xfg12ZJ4LrEDVRokZa1EiPGulRAzNqpIO+c79Ahgw1DtBW1k0MsH3VQAO7RfQUIGiHOIHWcAgg3A8bEsAMGG8sMmLRxmLbsbF3bOxtK2trkQm2gP9CmFcXqOCobTMDArxrYe1aWCEFxsoZVmNb9OQuK2/ELUM4Z2Ee+bRNNK5n9Fo4Q0ZG3zytxy4YWxKM23mjVs6wjtSpIbTbeaMmSh8IvBb6oIHUY2ePWuiD/OEXorGauekm4Wg1q69SOFrN7K3ANz+gdT0htZWaKP2ktlJ6dzln4Bm5/dHsVIMU1ohpvN9+/+xwxXXs66LukvPY10Vm2iCrr2p2qkEwUr3EnaJ3V9I6q9D1xeS2SmrHU0TNA0R1SU9xduf9G+i6islnJa9vX6rNzqwryORONm5aeCEdeUVP8Wuw23Z21ET6JEA6FjPtAMwQ6TjM0G4Q5hUtKaFAWD20aWUC0rGwId5xjDcWGQDhpoWxtcgE2raytq0swBjCDDWCiJEMkQbtY2uBvsfYyt5ZYKzryX4ZUgJ7JZ6otnKGF1gDbhnCO4dc0RH8KoxNNO6egdkFY3pq95JowiWZcgjHneJJM3tQiW2Ro14bqH1uMXxFiXcKp0A/beeN60jdCkyrEtsmRzXPwBvEU3X8sWrW4FPW4FNM431GT4Ua046ozcc1PWD1VfWWXhytuomsK3yVfby5IG38WXZT/unBsqucgWcjlTdGn2eTu56IJxuHKm+Nv8gfrsoldVQR2ysHy2+PP79fl3uu+2HOwJPCqZePXmWfr8+7UJOX0fboip4xvGpirC0wgzr8B68obCAkwxzRf0YVqzjMEOmEjMM6cjLMe1WwPXhWJlAc8i98bKGvW+gQ3VjAOzY2CNdQxA7riXsykCJGMoAN4vymiba1QN8wUqM64rqeHFJgwircLKJeiW7ySafN7EG3DOGRT6/oCAE11jkLCyjQXinCzB70ShGeWbhDOO6VIlySKS2xYwZep8K1awidFtawlTMqQzZRup+wBp8qsW1z6BaAltz1GFFfgKgvwDQXTTcU9jy8QGorJbY+nHieg2t6MFR+bbDsau2tY6NVN3tLLzbcPtVRlNlVfO71ndTOB1mdD7JeF6aRu54g6u6NPsttK7rQ8+ja2PMC+KsHTQXn+5/k1N/O6irJbsq/2lt6p+ZmVuv96z3lOZU3T/ZU3nLOokM68paVs7HI2FikfYmZFoM5AeOInpLQ02sxQR4CDJQsaO+5GcBbt9AT8o5lvGamrZlpydwMMY7FvKIjhA0kiPSqkbJmom4YqZsmWkRLCGvw63pyQI6KqPHzlG4zvc8jgTmE48uyaad40j0Ds/JG5mk9Vt7IInfYzB4EtrZwhnxyZEiFdQjHjYw+nxRloPbpyT0uEczBn+CPVSMb72KaixSYVu7IC87wc+ZAFbrpPr6thNFfSewoxbWWkDofw17lD1Zeh9cVdD48P/LsVveji+3FWV2lF14XprUXZ7UWnX1+4/Cr2yeb76U35Keim4oGKq4h6gu7Sy+33MvsLLk88vROXW5Gc+GFutzM+ttZ9bfPN+RdqL117nXB5faHN1/mnam7myVEtDhmEKsmelCHf7PE3Yd5r4c+GPN+0gkZH4B5r28G8NbMtDjeCRmvLsRnXpAg6iBigx3WTNSVeeLK/J6nowbyqpGyYaQCrRso2yZ6SIFxCicM1J5F5oCVNWjnjXpm4XbBmEM4buEMzdN6HMJxh3B8STThmYUvcocXWAPuGZhXirDxRxe5wyEFzsGf0BA69eQeG3dMT+5hDT7FtRbD6/LHXmRPNxTiWounGwoxzUXkrseY5iIJrAFWV8AceIpufkDtKWcPv5huuMsfryV1Pp56lU9oL2UNPR+ouNZecg5RX9j58HzzvfTuRxe7Si8MVl4fKL9RdeWn+rwzzXezGvMzq2+efnH9dPmFY3W556pvZtTeOvf8+pnq3LMN9y60lV4frs63iRDheWrUSAvq8FETJSHmWFSxSkY6NlADJQvXQGBYewgkRyATjoWdkPHqAjUyTwKWBcwgQYwhzCDxDukJEOnYQ3YszHUDZdNADatwctRrGbLRRO2xsgYN1B4Hf8zOG3WLp5ZEExbOkHsG5pJMOcWTS6IJI3vAyB6wicZNnEE1pXOe2QemIphDTzGtDyi9ZeyR57T+CnLPE1TzfWTTPTDLRB+o5I69FMHqBJO15O4yxvBzeH2hitRtZo1IMa0OwZSRNewSI0zsEacI7pVjlLiOWXSLkT5I769CtxSNvLjVX3l15MWtztILlVd/enr92LMbx+vvnH12/eTTaycfnfux6uqp8kvHn11Lq7h0qjbvfHVeZuP9i90V2XrGaHieurnIXlahP2favxlzQtJxmA9mvKLdq1scgtJgiDSADeVcADPYIWqirOgIKzoCiMnQqCkyT4qL2GC3kBYf0hMA6bCBBJoIwLxpoq2ocVENIazCMfrLuSPPTNQe3wxcQ2i3coatnGGXaNLKGVYT2/XUbiW+VUfp0lG6lKT2eWafVTimZ/SqyB1m3rAE0aCj9ChwbcKpVzJ0sxzTIpx6JYLVLbCGDPR+PbUXVDpt/HGvFBlU4tZNTJtwysIb98oxDjE8qCZaeON+JT6kIf3sngEVjI+e2bcO4ZqRsTyHXWANSRANmNYHzKGnrQ8yOx6ef3r9yMvsUy9upry4mfLy1umKy8eKM75/kP5d2YUTlddON969UnXzTNXN04imx7yp1x45Lmqk7y4J/ljM+638W/tmyLUAKjihiJEcNpBW5olBHT6owwe0uIAaG1BjgxocUEiLB4pFDnXMUN+810PH7OOegYVU2Pc27sY8RThRrcA0s/rLFajXwrEXds6wWzihJ3fNU7od/DGXZMozC/fOIb1zSI982iWFL0lhjtkp+8ykXTwBTVuBQveyDAUmr0Iq/IqaENYQozryqp6ybqBtGOmbJgaYKNyvLSv3jUPwziX+2Tv7i0/2i0/2cVn60TPrlSK9UgSYKxNMvJpuvNdWfP5l9omGgoza3DNPLhyuzk57fuN0ccb3ZRePPTj7U3Hm0YprZ+6k/uPprTR899Oghra2wAzpSFBuu2WDlkBxt6xcMLWwX8n67AMidly03xt6GWlRIy0B5lhnA96ANPDl5xT6k5uBiaEoDaXcwN/JMK8bKCEVdkWJdYkmOcNPDdSeWdgrA7lLg2u1sYfmSZ3iiWoVptnGHXGLp9wzMIDZO4f0KL5QWEcGINfmqRDLTRNjVU8BAtvBv9aMdGgmOE5bVu6Onf/WKfrgmfm4LP24LP3gmXnvFr93it47eDsW9oqaYGGPziBek7rK4fX3CB3l6ObSnsc3O0qu1eRkFKb8reTsDxVXUwtOf19xLaM469jznPSeitxFAWLVyFo1MTYsLBAdNxYZn0qB7A0L+2Ccvx1zXH7+eQBmoq+a6Ekxx0VsyNmx/XFsOSy2JAKlYOsLNNAx73XPemJYT4zqiFEdcdvM2DTRtow0l2iS0v1IiW2RTNYs0Hrl8HorY8DKGNATO6ysQbd4ysEfs3CGlhWoZQXKp8b4NdigDh+aJ64YSGEjedPM2jSztizsLQt7e5GzvcjZsXJ3rFywfWOBubHAjK01blm5m7bE2nbwd12idx7Je+/MO4/krVv81incsXK3FpnrC7SwnuiVoxf543r6gJLYY2CMGRhj3PHX+M6q/qq8+xnf3Dn116rraYVpP5VfTX94/kTljbTya6fUlOGogR355KovgzYtaqRB0ThOBwfz/ZihHA3Q3Vhg7l0BMG5OhhkaUG0sMr4I44lSsNj0O87QyTD751ARLWHLSHPwx1CvC9lDVaiGfErnQ9HoCwd7OCxHh6TIkBzln0UsCcaXRBMBBTqgxgZ1+LCBtGqmbViZGw72toPzxsHftX8WqNS/sfHA2x0rd3uRs2lmAdKrJnqypXebNu6WnQfW2751i3ddop0lwZadu21nb1tZG2b6qnGvChFUE4NqoluK8SvIZg5cQx7mjjfVF57LO/mX0vPHHp4/9TriC/oAACAASURBVOji6fsZR4vPHSk88w3AvKzEhXTkkI4EIiLIfvemdn7Nr78RM1RCgQCDpr+3euRrMYOeGPS7UC4GBXDoLbRDMszv7Ny3Ns47Kyc4hxZOVC8w+uk9jwmtRUrkayd7xCucXOKMuATjHtGkTzq9bqCsqHEhLT5sIK2ZaZs21raLt+sVvveKfvFJPy7Pflye/dk788Ej+eCRvHeL37vFsSvGwYIkMJWy7eBvJtKalbNh520tCcDdaWDLmoX5wSvadXI2rcyIkRzQEHwq3LIS51VgnbNoj5xgFaIWBUgTG45oelx68XDxuSOlF1IfnjtddPZYwenv75/9UUMZXdExvApsQEMMaAgBLe6zNISAhhBQ4RPqd2OGSP8mzMmCdlzm9RnnJ0H/2tsTtF+Qb+sIKzpCREuIaAnLsumAAh2cQxuoPbjWIiW2hdL5kNBapEQ0zuPaNZgWHa7Nzhn2iqd80ulVPSmqI0bmSasL1PVFxuYSZ8fNf7sseu+XvPfuoQWrpuNuBoifMrcw123chFqzctZt3L27Du28NSsnYmauLNA2bax1CzVqooT0BLDi36vAehVYtwxrEyGM7Ak9Y9zMneZNtjTcu1B2NeV+xrGSrNTSC6l3Ur6tzjs3z5j0KckhLTUZZp8Cm1BJB0hJMMdNeADYGwvMXwnaB6dgnyegPgXw2FmpWE8nwwwybVD/mm7IlyEbmX1lrP5yVveT2fEaNbJpkd4fkE4HZUiPBBZQoNcNlDUTdd1C37AyAeY3y8K3y6K3btHnW4Y+LU6GFjWA5cBgif+GhbVhZUctrMhiAoG7ZMHNsas2TmSRFTTRAgbymoW+bqFuLNI2rfRNK3NzkQ2W7S0rCIsC2AJ3Sk0Z1DPGZbjevqq8iuun72cce3D2VMm5UznH/zHV8MQ1S3TLiCEtNaglBbV7A5Y9aYlBLTGZm78WM5RsQ7nYXjd/cAqWbEC1fyIyNufan2wnwxzVEVf1pOAcWkfqxLc90JE6ad2PUA35+KZ7MxM1ZmqvTwyLKLF+GdInnd400TaM1PUF2sYiY8PK3HZwtpzcHTf/jUfwr4D8XwH5Lz7pz94ZcMML8DS4JwNapw4t8V81MyOJtGblAEMDZ4cXGEEDNagnQYWdiJEcmScFtUS/Eu9VYH0Kgk2EcM6g9IxRLWVIQewbflHw5MqJ0otn7mWcupN6+MoPf+ZNda+bJU4ZwTuH/6Jvhq7GrxU3fjvmoJoQVBNCGiKAvaInR/QUcAUiBuqhrUXmhpkOgVkzUUHlEsK2aqTEVjxW1DigsAYf1uABs2Q6oG9emydvmmhrOpJosobRX07qfEjuKGH1l9O7ywQjL9WYNjt71C9DRzWkdT113UDb+ZRL7y1Vd/C2HXs3GoHMC2Rb24sc0CfFTcpCV+TgJThgNj52xh6E0IACuzyH8c9hluewPhnGK8c4BFMW3vgiZ0xPH1ITeuS4TmJnWW1+ZuHZE9mnT9xJP3Ur5YfmR3kBHT9qFgZ1dL92L2gHNZiAGh1Qo0MqdFCJWdWTEiqkwsZd6mRXG3AJaHHAintlx0+D2L1xMxgFrZmoIPACzJsWBmTNuMIWgAS8uKonrc2TD1DUQI6N27FuBlmVUzhB6nxI7iplD1VRu0qnqrNR9YW8oecm+oBPigopcCEFbkVNWNVTts2sbTNrb9QUc5cRlFoDzHt5h5kVO/0eWxpMNoBJ2CZCGmJQgQ8q8IE5XGAO55djfTIMkFsyvSSEOQRTFvaogTagp/Sxhp63ll4tu3W+4Hx6XkbqrdNHnudf9mo4Ww5p1MLza4l+LQ5gDqkAY1RQiQoo0AkFXcN1AwUITARsGqibBio0L7Bh3Aufscs3Vs20NQt9fZGxvsj4jHl9gQaVKleNFDAIhqwcizmkxSf87mRaM1GTYd6xMNfmyQE5ij1UJZyoNtH75kmd9J7HyLoC3tBzI61/eRYZnMMG57AA89YCcxsaJ8TcfpKQ8aaZBTLPOHhQ13XAMOYzYBAGVfiQCh9U4gIKrH8O45OjQaHNKYbZBRM2/riZPWyg9xvo/bzx6q7yW+XZF3IzUi4d+f7ikX/cOPkPHQcZNvF9OhqEOaDdczPADDk1TsmiJmQzSHsx8lPRes1MW7PQIcx7fTPoVqEECtSzgL8hzBDjkBYf5+aDDR01kEPaz0kH+ARw3rtW9qaJFlbhqD2PYa9uo14XTtfldRZnUDsf84aez6FbFtkjPikqot6rVoLa1t6gMGbtKSiGxDKOK4lAhj54PBrb20GMAyp8WEMMa4iAtH8OsyxDeaVIrxQJrQzXkrtVhA4NqYs98rzjyY3n+dcKL2RcPf5TdtrR8z8cUtAmVy2iAzAvy6YTCrJ1UIkBCqmwsZEc0l7h+cuIDWpHYSP5Uwq2QAORea9RGMggt0po5ZAWf/BXJjwDaAgB3oJ/BRRonxzplyFZg5XYlvuY5nvEtgeE1iJq52Pu4LM5dIuFNbw8iwyrCBEtKaojbxjpG9BaGTMTulcvtj8GjKGxI7TWbv/KqYTzu7GGhmrLUR0RTI2HVFj/HGpZNu2ZhbtnYBbOkIHeq6N0KXAtMvRrJb6VOVTZ8eRa2a3z+efO3Dh1ND8rJeu7Q2LcYGRB4FISvxZznHchU0FxFBJIqgDjzx2zkRw2kiMmymfMIMnai6jzJBC345aCAMxBDc4/h/LPofa3tYTyqzABNdav2ROY9gBNJKIlBJUYO28U3/YA3XR3siZnsPzScOUVRO0ddn/VPKXXI0H4ZWi/DB1QYCNaEqhL79UsY4ZJCRmvGemQpyHSAHayjjmh+8M68to8eVVPimgJALNXigATo0uiCTN7cJ7Wo8S3ytCvFbgWgLkw62RO+qnrJ4/czjiR9d0hxmRbcJ5jk2KSYU7mEHCVIC9BwTxZ0P5iKnmRsWFlbliZm7a9BdeHICtDVS1g6FjMEOOgBhfr5l81dFCD248ZaEk04ZMjDdSeyZocYkcJsaNk8uUtWE0OvCaP3V+lJ/d4JAifFOWTogIKbFhD/GI+LmZAnJDxmpEO1bRj+a0aaHtFg31K9jkbRuq6gRTV4VfUGP/ctFcKc0kmnOLxJdHYAqtPS26XoupFsGoJopbUXdJUfK7o4ul7lzILss7kZ6XcPPUNC9ax5ZCGjKxkmMG61f0CnobeAnf551AJveRXYb5YLrDIAIwTYN7rOGMwg6Qs1spBzRcZwf6Wtb+h+VUYn3pP4ISAVtS4jy7h8ixiqjaX0F6May0aKLvY/+QCub2UM/BUhmwC665DChzoHb+YX4u5xwfKueKI7p+6AJgBzv1K1sdvmmjrBtKqnhCHeZE7qKd2yjGNvPFnjMEy1nDF9Os7L/NS8s8ezz935nZ6yrWTP1w7/jfiUMOmfTa8wEmGOdlYNNmAav/QCyRVscs3QLgG2sMMRWxQuQzriSBo7w/XwIXJWl/CUYFPiV4zUT8vW4gprUR1xPcO3pJgvK/s4mRNzlDV1drswz2lWWNPb06/yueOvFDjO3SkbitnFNz5GDv8B4//AUOFdRNje5Gza+eDsXJ0nrplYYMbo8HoCyz3f+sQvFsSvlsSxm354BL/7JZ89MwAQ+9YudAUCJjz2LWydyzMTRNtbZ4c1uD9cyj3DGxJNGGg9ypwLYLJ6pnpesFkNbXvCab1flPxhfyzx7PPnMw9cyrv7Mmz3xzC9tU658geNTmgIwX2SkyYgBrtV4HRFDJhnnWAkgVtnxoT0OL2FoQvUKML1IiJsmIggdH/odiwDNx8MOZk47wDRu5xAyog/xzqvYNn540OP70Ge3W7v/xS450TPaVZI5XXUfWFM/AGC2t4kT3iFE6BwcwX06ifUrAtKyeip2wsMKGZKMD4Xz4Z2HnTzILIQfCg+crYuSwA/r1T9MEl/uASv1sSggmurQXmqp4UUuH9c6iAAlxrfEiFtXBGDPRe4dQrWn8ZobOU0Fky+Sqv5MJ3+WePXzt15NqJwzdSfjr9l0PjTWVeNd0uw0YXGNG9qQFiZJ4QmSdEdfioDh+X5fwq5v3as98+zGEj+fdjTvZlyTD7lOhl1Z58SrRPuferbPzRVT1pFlHf+TBzsian+9G5hrzjNbd+6n98Cd1wdw7d4hROLQkm3WI4GLmC0L23RmKeAj1XJawjrxnpewUyC3t7kfPWIfjZLdm1898tCX92S37xzn70zLx3isAkNIQ5NtpvLDABbwjze6forUPwxsb7xS352SnaXeRFtCS3ZNophvlkmIiWpMC2K/Ht/PFaSm8Z8vV9VPN95Ov7dXezHlxKu5F67MqxH6+d/CHtr4cGaovXrRKbFBPUk4N6AuRmKGgnGzglE9RJQ4Jm4hNi3lvZmRBzXPELwuxXYZIN55MF7WUFyqvcEzghcHIRLWHbzBCMv+wvv0TteYxsLBiquPzyxg+dDzJh1bclsHpwJ5yNO+afwwSVOKCACh9UE6DHCIXnKSCphjBDKdWOlQt4/3NZ+ot39oNL/MbG2zSzoHIK2BnqttdNDNAIIOuDCLFj5myZWKs6ekhJCMwRggp8RENd09Ms7HEFtp0zUsMefoF8/aC37Ep/xY3G+xef3r6Wl3n6xqmjt04fOf/DoaG6h/8eNrqURJ+GsKzG+NSYZRVyWTHtnUP45AifHJFs5JLUu4kusk+JTob505K//8OYkw2ogkpMREtg9Jd3lJxFN90df3mr7/H5ykt/b7uXPlxxjd5XIUc1KzCtRlq/Z3baJ0eDFT9QCvZ53mmBCUVmEGm3FzngSSBQPAdoQTuACuBxmEGQB58GtkfnqWEdZdPIDilJbglmWYqNahlrekZQQXaKpld1TCt3UobqkKHaaH3PR57nDj3NbSm5/iL/5p2stBunjmanHb10+M/jTWX/GV1wKYkrBurK3kQfbkWHC2mxK2rMihoDmfI3Ru9kxYnfg/kPDNoH1LR3rWw9uWv0+Q14Xd7Is+vDlVc6izM6H2QOPLmMbysRT9XNoVsWGIOg6hQbtKE7ZldNewWTTTMLhNx3S8ItC3v/mnWoDBI7WIq9UQUorCMHVHi3FGkVTBhZQzpav1OE8sxgvTMElxht5SBMjDEDdcxIH1XjB+apw2r8gBjWDHv1oLP0ymDl7ZaS65U5V3LST1059uPN1MMXfvwTvP3prlthl2FBChbQ4vwatF+F8qtA/vXFYCmW9B+Fea+m/f9/Cgb+BUb6BmpPV2lWa9GZprupzYUpHQ/S+x9fGq64RuwonUO3mJlDPikqrCF6pUjwCAq/EhdQ4QMaAniORUhHAivUofk4rxy9wBlRkbrM3FETe3ieMTDPGDCyhmzCSbcU6VfiwIyTX4nzf+oCQALvU2DdUiR40J8QXk/qLYO/vjtacxtWdx/XWk7teUnqfIpsfISoLyF2POUM10tg7Upsnwo3IEd149sqh5/emap9MPDsXvmtS7kZKddOHM45c+zK0b+QR15HzUKHHOdRYj1KlEeBdM/BPXK4WwbzzE55ZqfihsXQ9fyjgvZeFexrMX/VgCqgQINiJ7TgFyp2bpsZUR3RSOtte5DeWJDaWpTRkJ/SUXR2tOrGxPNsRn+lkdbvl6G3jIxNE8MnR0e0pMinaXNg5b2hs5ER0pDcUpRNOGVkDc+iW8h9FVMNhRN1+RN1+bDGu5j2h8yRFwpCp10ECyrwS6Ipp3DKLYbHPsPEP4dZ5E8YmEMybBtt8PlEXWFzycXKm8dLLvzwIjfj0aUTBanf5Kf8oyjjx0cXjpeeP/bg7E/dT/Kqrqc+vnhs4OkdxOtHQ88L+ipzG+5deZp7+d7FjNz0k3cvpN48/Z0Q07+ywF/WUgM6YlCHDeqwQQ0KDKj8KoxPif5azF4pIk5uGcItQ/hVmIAWFzuHsbdEE2COHct+Ma5NuLZeiwfrdYAg18YW4WI3hjX4oBIVNRDX5okrasyKGrdpooEbqHat3F/cEiNjYKDqGrHz8cjz7JrcE0NVN0Yqrzflp9L7KqIa0qqW/MbM9s9hojrym0XOv7yzO1ZudJ4KbrSPGmkRA22RP7UsxQcVZAt7UgxrZg/X1uSmvrh1sjonBbwou/RjTW4qurmU3v9i5GkOq6dSg2q10vqXRVPrakJIjnILpgJyrIkxwp98Pd30qPPJrYcXjj3LySo+f7Lowsl7WScKs47fzTz58HJ6fvqxyz/9tSDt6J3Uw7dPfX875buK66cb718efnkX1VY2XJ3f//TORH1Fw4PbN099n3PmyLkj/w0/0vghpA9b2BEjOWLARPXoiA4V0qIDWoxPg19W45ZlqLAKF1Hj/TKkX4aMaghRDSEgR20ZaVtG2sY8ZU1HAjctrCixIQUGKnrHtQ8QvcMaPFTKBPONwJy/CXPs1EUswv3zZbEbP6VaqLAGG9ZgQyr0ihq3V7jREiJa0qaJsSSENRamIRruDlbdaCs+31l6obf0Aqq+UEPojKiJfhn6nZW3bWatzVPf2ngfloQ7Vi5Y3xSep3gVGLccHdUybNxp4UQzd6Sh+9GNsouH76f9reLy0Y6Sq89vnHpxM6XtweWOkqst9y/2PrkFf3Uf8TJPPPjCiGt3cUZX57BRBdY/gwzO4YSTrzFt5X1V+Y1F155cSX+Re6Uw41TemeO3Th859+Nf7186+7wwJ+/MyYdXzpVczrp6+Lt7mal3zhx+cO7Eg3NHXuSdHXiZP1ydP1Zb1PUk/+mt89eOf5OXdezc4T+TJls2nLJVGydsIEQM6FU9KqJDhrVIvwbtUeM9avyKmrA8i/BJpyNqfCzsNR1pVUsEgEMKTECOAgtpkhVBIQqgOgnNFwOOv445ztBxhfW4AQB4/UXQVqJ8coR/bhpgBntGtAQwaxtWk17cOjpQeb2/4trQ05uNhWlTL3NJbQ/5Y9V+GTqsImzM06I6ckiFj2hJYQ0RJMMrenJQS/SpcHYJXI7qHntxd7AyrzY3veLysf7y3MaCc4OVeQ35Wc33LtbfyXxxM7Wx4Fx/eS7sVTG2+RGhqXgOVr9I7bMxB31i2Moc2j+DdIsRM4hWdGt5W2n20+zM0otnKm5eKkhPvXfuTHba0Se5F3PPnsj4/s+3M049yb5y7se/V+VeL8xMuZNx7G7m8Rsn/pp7+h/P8zM7y7PhzWXDL0qf3jp/6fBfc88euXzi71LG5IpFGFlkhQ2E8DwqqkOGtdMrmmmA2a3ChVT45VnE8iwirMKFVTifdBogX1FigX0/A55FeGfgCRkfgBnMTSTFnPCeqBUdIbZoDkBCnQr0lbH194AC6Z6ZdM9MhlTokAoLGmNYgw8qcS4JfMvE6nh4vr3kXF/51aGnN1/lnUI33GX0lNN6yz0SxKqWHFETQyq8fw4TUuGXZaiInrJqoC0rseBJU3PETkR9yUT1/Ve3M8Ze3B1+mv/o3I+Pzv1Ycva7xoJzlVeOl5z9rjo7raPkGrjZqa3oErn9kRbb6uaPL/FGHdwRG3dMS+zmj9fhO6v6nxbUFlwuuXS66Fxa8YXM2ymnHlzIzPrpr5eO/yMn43hl/vWq/FvPC3MA6eyUo7mnjxZfPpOffuTmyX/czfrpZcGFqcaysZonL29fvnzkb1dOfnvu8J+Ns2SXhu6bp67M41f0qKgOuaJBhNQInxrlVuHcKpx7BhFSYEIKjHcG7p2BryixYRVueRYRUmCCc+jgHBpgBqR90gSMAYU4zGAdwLph7563gzDHPkXks6G/NDHk2oSMl2XT/rlpl2TCJZkIKlFQBrGixm0tMH1y9KaRSe+vaivO6nlyuevRxbo7KSOV16WwBhWu3TszDVKwtzZeREvasbBX9ZRNMyusIztm4AENwSIYhzXda7l/sTb3bNXVUxf/duh+2jevCy/W5p6dbng8WJnfWnS18srJ8kvHa3Iynt84XZ2d3vvkVlfpBUbvkwVar4M/ZuOOLbCGJPDG6aaHlTdO3Tv748OLKUXnUx+cP3vnzJnrR0/knkm9eOybwsspyP4mCRmJHeoabapF9bY3PCrKy0i9kXLk7oX0ogtnCjJPFGQefXQ9ve/Fg6binGfZF64d/+bC0b9dPvF3p47nVDPcanJIT1jRYSLa6RUNIqiCL6uQLhXGpcS6JHCA0yOBeSQwCDnk5jglS9mSYQZ9blLMCZ8+sKIjxHXJCRP9L5EjvFKYVwoLKJBB5V41IKTC7lq5K2pCREO28Sb6K651PDzfdC+9sTBtqPwqoaVYOFG7PIsMKXDbJubWAnNVT9mxsNfmqRsLzJCGaOaPWUWTM5jmtkeXnl47WZeXlXf8zzU5GXJUn19G+w+v3s7DsAYbpNM95K6XtblnS87+8PRaSm3u2ec3TjUUnJ58lStFNVp5Iy4J3K/EeeW4eeZYbWFWTurf72WdKMxMyU9Pyz6ZevPU6VunU2+eOVpdkn351LdXU7/POXvi0okfXtzLK7l+8eG1izdTjuWkncw7m3Lv3Oniy2ceXj3TUJzd/jj/ee6Fiz/9+crJb5/dvfYhbFu1y10qSlBLDGmxYfV0SI0Iqqa9ymmXCuNUon1ytEs06RJNBuSo4BzaLZ7ySGAAfHAODdAC5CCqxwbq2HF2sqANbno6CHPcY4H2pq8TZdoRLSFhhx1UYpZl8IACGVSi/HPToNGFNfigEhPVkYNKnE+GWdVRYXUFTffSX9898/rumcGyKy2FaZjmIr8MvaajbJuYIRV+bZ4a0VMCKvyqgbaiJekY/Xx43XRrUd3d9OrstPwTfyN31nywqf7Ta1ygT2Oaqp6cP/7w7OFHWUcb7lwcKC9oK7rx9OrpZ9fSGvKzesouIZrz1ZTOFR1hy8L+uDz7nyHNO7eMPPDq4ZWU++dSbqedyElJuXkqNT/jwo2U1EsnvnuQneE2zox11B7506GyvOvfHzp06cSPeZlnctJPFZ5LzzlzIjf9ZNHljPuX0stuZcGbnjXcv5n13aGLx/5eV3on6tCsmKXLOmZQSwpqcCsqZFAFDygRXiXKqUQ7lehlGcopnHAKJ/wyZECOcoun3OKp4BwadNg+6TTYDlFPVjX7gzGvGyjQUi9oyjOqI+7PvQHyZRkcZNqgfgv2DyoxYNjqEiO2TCxsa0l9fmpL0dnGwrSm/NSWwjTBeE1YRQjOYT8uiXYs7DeLnHUTAzx9ec1InyN2jNffqb+fVn798JMLh4ntL/8rYImq+TXZmaWZR8idNSUZP91N+eb+6e/KLpx4fO5YUdr3ZRdOPLuWVpzxbVfZJVTHPcfs1P9cVf1fm4b/WtV+9M1FjGzWVOvdrCM5p3/KTjl6+3TK7TMZd7MuZ37/A3a47b/eh16V3blz+VTad4cKL50pvnHxwfULZ775a17mmaq8W/mZaVeO/3An81R+VkrRxdPwpmctD29fPvKXtG8O5Z49RhzvULGQEbM4oCZ/wjwdUCAB5iUFyiEcB52uUzgBPA1gA/Yu0aRHAvPOwAFyn3Q6DjNkp1/JtGPvcIy72zF2vR9U0042bI8dR8VmZwusPs/slHtmMqBALsum7YIxUDKz8cejOrJPhtleYEc0ZFRTUc+Ty1Ov8tvvZ0w8z55FNO4ssPwy9MY87Z2d/9bGi85TPTLUuonhU2DpI8/QHSXw5nvPc09ON5RaOaiJ6gd3Tvzbi5tptblnq7PTM//boWfXUyeqH7QXX8c0V+Qe/dOr25nFGd+Tu54NvciGtxRqGT27Lv5Hv/SXgOy/R3T/I2qY58IfX0/NSfm++FJG2Y0rJZcunf/2xyvHjo42v3i3Yn5dUdBXX1bz8PZg4/NLx34ovXn5VurxCz99eyv1+P2LmfkZKTmpR26nHcs+9d1w9aP+Z8XZqd9fPfVdw+O72WePPrp11qNmr5m4rtnpqBYX1WN9coRXibLLp10qzLJs2jsDB1yXBOMu0aRbPAW4fkYbY+i4ISt0qZdl06A3BJjBoHdFjQPr7ZNi/nyDsp4YO3WRDLNTPAmeG7EkmnAIx+2CMRt/1MYfXeQOemanvFJYUIkCTwAKqbAuydSHJeFHlziqpUQ0ZIdg6r9C6unGe0330jGN9wgtxaLJV+Bpmms6yto8Naojr5sYSxK4R4ZyiGHC6Qb6yDNsV2nzw6zWokvV2Wl1eVnjL+/97xVL96ObjQUXyF3PRZPt6KYnAxV3anLOZB8+9OJm6mRNsRTd3f/0BnmwzCGFbdnZG1b2rkv4H2HVv4KaXafsden1gjM/3Tlz9Hbq8bsZ6YXpGVU5t9qfPdCLCWYpPSfzSMWdK9npx6qL7pRcO5975lR22vHbaSdup53IST1yJ+PY/XMnCzOPdpUX9FYVnf/hTxnf/+nBtcy8cyl3so6JsENrJr5rFhnVED5hnrbL4RBml2hySTC+JBh3CidA9wwwx8ZtQDoh4wMw7w2oDmYMYnVIiweM/aqkq/tACu2ZhYOFj+BpIU7xpEM46pmd8skRK2qMV4rwyZErapya2N5XcYUz+sItmV5REX9xzXx0ShyCqfaSc9jX9+ndZXJUM8i0V7XkgAIbUGB3LGzP7LSZO6qh9NBHnsGa7vY+vVZbmNpWfNEtxs2he+08pIOPXlHSG/KzijO+eV14vrEgC99WOfaisOfxra7S64j6h/DGYlRrsZLcFTVRNq3MdQv9n37Z/1rT/+yRffQqOspulV48/ujy6byUnwpOnyw5d/ZZ7o1XJTkjzRVc1CAbOUga6RRgJvtqKh5cTL9x4qfCzJR7mal3zhy9l3Xi0bUzj6+kPrx4sqXk5tDLkstH/pL+3X+7cOTb21mp105+h+ysXTMKXLPoqIYQ1eEhzE4l0itFeCQwgNnBH4MwxxoawhyQoxKGTLDkNBYzIL2ixu1l2rH3usUJGkcBK8cuCtivZK3MPTMJYfbMwsEci2Cy+sp3h/JTDvWVX+0tu2JmjWiI3R+dEkxL8es7KcTWkkX2SEiBC6sI63pqUIkDtZFlGWpJArcJJ9XUHj68jjtVO4NpWVFRDbSR4BxVSxrwy8hhNe2fLuU7N+8tPgAAIABJREFUm8Qtxm0YOLzRxprc1Lq8jJai8w35maKpJjW5Z1mJ3bHzdhycD17R/7Nj+L+3jO/dkpCGUn8vs/zq8brCS8Vnj+en/ngv7djd9OM5qd8dPXQo/e+HCrOOXTr8b7lphy8d/uu5b/904/i3D7JSis+dKj5/8llO1quCizV3survXux4nDvVWFF8+fSVk99nfPeXa6lHLh39BtlZu2oQOiWYiJoY0eKWZXCPAmGTwZxKpGd2L2I7+GMO/lhs3E5IOrYGFTt8BdMKK2pcLOawZm9tfFLMIO0ClS9gZbBG4OCViJCngaFdkqllGRwE7ZAKDTAHlRj2yNOGwtS2kkxCx6PWB5mNhWlm1sianhZSEqpvHMY03nMKp3xSVFhF2DYxwfNDwBoSvxIH1oItK7FBLfGtU+ST4XwyXFBBdktQ49UFqKbiqmtHi9L/7WHWN5f+cehh1jdtxecrrhxmDDzXkQf543U+BQ7MWu7a+f/0zfyvVfX/CCs+ema8UuSrgrSySz82FV2quHzi3pnvH2UdLzp7JC/127vnj5bdPPvo2plHV9PvnDn86Gr6ndQf7589/uRyWuX19LrCS31V+f1Veb0VOZN1D8Zqiyfqy8puZd04ffjy8R/OHfnm3I9/JQ21rhrEnzATYjG7Z2Bu8RR4SKWdNwoMDWVeUPIFKiQB+ecEGzCGLjuEGVrU/QXm2OeBJHxMTFCDgxh755DJlo9DXEEPDR7mZReMLcvgXinMKR73yRGeWTg4ORGstvzKt5TeMgW2nTHw9NH5v0/U5M1h2nbMHFR9IabxnpbYBc1QgZsets2sqI4M5hBBsRM8hdszg9xeYEc0VDt/UgJvovVV1t053fPkMqzu7kRNXm/ZtcbCNHj9vRnEayN9eNPIDGlI24vcNzb+lmXvIaO7Vva/vBLPLLy5KL388g89T6633r9YnZ3WkHfuZU7m3TM/VhdevnP6h7Jr6fmnf6q8kVWUeeJe+pHyq+n1BVdGXxazRhpmUV2soRpUUzGqqRjXUTX4orgg89jlE9/dSjuedfibtL//iQPvXzWIl8TYiJoEMLvn4DYZbEkx7Z6BuUST4BlZNu6InTcKDA2qJV/k2DKkX4aMrUEBwKCj3I95L26DKtgBmD8vwVdhAGPvHHL/RBhQbMsCbgYCmG38YffMJLSWXUPqqC9IkaKaJPBG7mg1tbcC3166yBmzsEeN5N7JFznMgSoFphUMnUMqfFRHXpunxk5EgvvTQzqSV4r86BJvL7D11F6HYMolgWuI3XJMC7y+EN/xUDDxijv2UkPs1lN7F5jDa3rahoHxzibYXmCv6ilgumx7gfpPt8AtmegoOfvkwt/7y6+OP8vteXRt4PGt7kc3Ox/l9VYVTdZVjFY/bi3Jqy+88Sr/6vCzh73lhajGCgWmzycl+eVEC2tENPkK1/aQ0PV0uLr4xslvrqX8eCP12KUTP576t0NaFj6qlyyJsWEVMazBe6Uw9xzcKp1aUky7JHsR28YdgTA7hRMQ5jhDx4bP2GQILOEGU4VgrLtX2JgnReZJv44ZRGyA2SOfToZ5f9AGREEJzMIZcIrHl2XT4Hl9ZvZg493TamKnfw7DG6+ep/a/tfFU+E7YqzvLYkRPaRa66b4S2xJWEcIqXFCJe7PIWpahwho8eOBLeJ6ybWd/8Ei2bKyPnpmwnhhUE3Yd3BUtKaDGOsQwFbnDwhuTYpvm8O2LglETe3jVSNmxcv9nWP3eKfrFK10z0gMq/LaV9cEtfGvjvHfwfHJk96Nzd1MPtRSeGam8NfjkJuxl4XR9yfTrsv6ndxGN5bDGsraSW7zxdlp/nZ46KZ5qU+H63RLMioq8PIvyzkxbOaOiqXpMRwW8tepW2g/551MvH//xesrRlL8cCuhnIgbBkhi9oiaENVi3DOaeg9tnp1xzX2C2coZt3BEQt/djBqQTMo7FDMqcEOa9TDuqw0e0OCBQxwCCtqyoMSEVGqxo8c9N+2TwhPLLEeDFshTmnZ3yzEx6ZibdkglQyduvwcorosmaRfbQIntIQ+hU4Vq7Ss8/SD9kpvfZ2AOo14Xk7pKwCremJ/jnUJsmyto8ed1AWl+gbVpo23b2rpPzzi147+H/vCx+7+G/WeKuW6ghPcGrnHbK4I7ZCat43CoeNfGG7DPjYQMpYiSuW+j/EZG99fC2XZxNG2sNPGnWxtp1cN87RRE9hdJTXnz2r813s4Yqc1rvX5yuL0G/fsQdaWCN1OPanoxWF6CbS8SwBiW+XQyvB4mhT45eN9ACczg1oUuBbRfCXyO7K5urcq+lfpOTcfxOVlpO2smcM8d2PXr3HMktR7nkky7ZmFM6ujQzZpfA7KIpG3/Uzh/eryXhqFM05hKPuyUTnplJ7+zUshTmk8FjMyHIV14pAmAGQXtv/bYGv6LeWwxyCGIMYQZL0aAt4E5cwNg/N70shSUUxBjC7JZMHICZNVjJHXmmI3XOU7pRrwsHK69UXP5HYcohyeRLl2CUOViGaSn0zk4tMHsDCqRLMrFjob9ZZLyx/7+0vVVwnHm24Knu291FZmEypziVIGZmlmVZJtnCVDIpxcwpKTlTzJCSkkkMll3lclV1VXdX3+lLcWdi5+5M3N2Hjdi33diXffjLn9OSXXu7dybiRIWsSlL+vnP+h7+RN6bxt7bJ7x3yH92qn/bU3znl39onX5lGTw0D+6tdjoVWy4zYpBeuyBo2FSyjTuBe7jjbHjzbHjw1DLwyjZ6bhk52B462+vfXew7X+o43BsAdHw6X+rtrs7KDbsUjf1NMgfU9L2h7mDHcUDzXVTvbWbPQU7s5xrKqRU69xD0r2Ztr+c489q1x5HCh43Slb2+2c7m/Qdf6tL+pUNpQUJ3PIPv+NhR2OwLui/z8V48y415b5s26dvO0yKznmHTNJg17V8neVQiNcsGO7K/AbNcIP8rY82z2jJuhLm6v66oMMEM/e2J26MS/gPkjjBXcT2Fe7nvR+SRpileyPc7qe5HenB9aQr2bE/TFxmCtSyNaH64TlFOtKr5hvGl/rs2mEZ6t9r5c73+5Nfhqe/hr09i31onv7FPfO+QA82vz2PnO0NFG795Kp2Oh1TbXsjbZtKPhuZc7Tg0DZ9uDr0yjr0yjh+s9h1s9B5vde+ude+udh+tg99Toy53xk/XhdRknI+hmMSOgKg7XkBPR+jBjuKlkqa9xY4RlVoj357pOV/pebQ5+bxn/k1v5e9vEt8YRkPMB99aRC+6Lq5MFTzKqcqiBfr8LCbgR7HvrrpfXpLT5YF3pidmoZu0q2eD2LH8t5o8yhjB79l6C4PYDzJ6AIcwfYawV2dSCj8rHGSu4IDd7XXYnOP21GcONOetDDeOsAnZheG7wl3khX327NWwYaVgZeP4sFb0y8NypE2+ONTp04uOlrpPl7tP1vvPNgYud4a9NY28ssm+tE9/aJ9/YJl6bx17uDp9s9R+u9+yvdrmXO8zTIttcy/Fm38lW//5q1yvT6BvbxMFat2O51bnS5l7rONjsPtsefGUcf2NVvLWr3pgVr3YmyqIRpVHwB7HYdOKN5vyo1uq0Sd79teEmi0pskLF2JllHS+1vTaNvTaP781LXjHhrvGm265G2tUohut9fl8MqjXqSG1GSHELD3qEg7xDvfBbqf8M6O7Gj6THrW016oUnHNmpZEObdKf7uBGd3knVdfhnzFcZWtQhKj4C0NlBl90zbJeYrSgzQ7s22fpSxXSsCh+51AbA9GZvkHJOc8ynMmyNNiz01avF9nbRqlJknKKMXht96kU74i1trnmQrhCWCcuraUK17umV9pP5gvv18rQ9o8+udkW/Ml3b7B6fiG/P416axV7sjL7eHzrYGTjb6jtd7j9Z6XAtte0sd54bBc8PgwUoXuDKci22WebF9Sbq31n26M/SNZfJ7p+qn/ek/HMz8YW/mYlvWU58X7u0Vj/5dVvDdihgctyxuqDF/eaDerpWaFPydSZZzWnS83HGw0LIz1WiYqF8aeDrOye+qSWl/ksgvj6zNDS+OxxfEk+PI/iH+X5Bu/+ZFQfLpln5D3mrSSU16oUnHMWlYZhXLKOcY5by/AbOn2wsxBpunHboWcDyDU/kySeWJ+QpjSADmSz3WCG0aIaB4XSCfC2JsnGIbp9ifwrzSX2tVChd7alSiCn3rQzm/tCYV15AdeLHSe7bYNckrVIpKDeNNFiUPqPLhQsfRYufRSvfpet/Z1sDFzvBr4+jXprGX20Mvt4fODYNnWwOnm/0nG32AtGuh7WCl6+X20Gvj6Llh8HSz/2Clyzwtci5K3Wsdx4aBC/PYW7viB5f6927dj3v6HxzaH+z61VHOg0TC/XhcDOp3+ZSApgLGFL9ituuZQcYyK3k7k6wtWYNZxdqfl1jU7M3x2oW+x4NN6cL7kexiyvMM0pP0wPwobH5cYDTBB/2VVzTWW9crPNpQmPQ9Jp3UpBWYtRyjmmVSso1yDkgtfJTxfwSzp5ttUQmBQgO7/UEu8hLzQuvBQuv+vHR/Xro31wKJe1binpW4ZsTOaZFDL7TrBDYt36rhWZScj4pVxQU/mBVsk5xlnGo2TjUbp9ggI39dtsdZTm3L+lADuAfNSn8tr4RaGe2/3PPUMsWabq/sfZEk4+RaVdxdebNrRmzR8q06gX1a5Jpr2VtqO1ztPF7vPtnoOV7v/qgcrXWdbPScbPScbfWdbfXtLbVZp4W2OfHxZt+xYQBsFgN3Ln65IzszjJ1sjJ0bJuYGmMPcyv7msvRg76wQ35Io9DCrSCmuXOitWR+pXx2qXRmq2RyvNatYVg1ntvuBXFTU8SyOV0ZjFoQ+SsI8TiNnRiDzogMpiBuIz71eFCYcrCutswP22V6ztsWkFZjU3EvMCpZxig1wvvuuropJzjIr2OC7tal5dg0fwuypx56Ygd2+PJWnW5166XvMgLEnZsAYwgwxtmp4ZgX7owIx9sS8O8n8FGaznA+K58B0O7UtqwN1Y6zc5Z6ni13V+7MtDTkEyQP6j9aJjbG609Uu+7TIMSN2zbXsL7YdrnYCfueG/oOVjoOVjsPVzsPVzqO1rqO1LoD5G/Poxc6ge7HVOd+yv9xu0QuMGu7RWteFcQTsFLswT57tjh+sD7kWe2wzXbaZHrn0ySC7oqk4trexdJjzMIl4JwrxG3ZplIxbsjbctDnGNMiYJiV7c7xe115umKgfZWd21sTzy6mckgh2MfVxMvZZZmgiyTebQQr0+S32ppespfY754JB0WLSSU0aySVmFedDzB9n/AnM/I8yBgKFVZAqv8d8vNxxvNxxtNR+uNh2sNAKYQbgAWlPbf4UZquKCxQawrw7ydyZaILqayBVC8ovVqVwd4JjV4vd+labSgT2pDu1LeervTYFb3PohU3N665JGGNlmxXsg4VWs4pj0wtteiGA7ZxvcS1I3Yut7sXWg6V2IIfLHYfLHUcrnUAsWv7pes+r7cHT9Z5tefPSUI1himnWCd9Yp8Cdq4/Wh4z61l1dm3Wu16jvVHXWTUprRE+yXhREs+6nMMtSiqKJCfhb1Umkjiep6pYqXdvDue7HG2N166O1050P1NKy1sfRnJLw5sKQJymYqnjk4yTc/XhCASMwOQQT6vtZeMBvl8dFhxvj9rnO9UnOrlpgVPFMCq5JyTbJWZDsTjI/Klf0B8C2qrggoLKqRSC1DJQYdIddKV2AE/qyQnWx2fdyo/d8vedsrft0tetkpRNQv44ZaPOnjLZNzfsY5mYohwfy8hB1UHcDqR/DWPPuBMeiENjV4qPZNpuCs9j7eISZOdiQdrHea1Sw7DqBVSeAMDvmJIC0a0HqmmsB4p6XAtlbaN1baD1Yaj9d77Fo+WtjdTM91TJBgUXLf2uZOF4b+svZ2qtd+ZqMtzTOW5eL9X3N0/0seVtdP/tBY0lSRWJIVSr1YQY9j06Mw9zKCfVlFdL7arOHmvLkwjJ9e5VKUj7GzhtszBQ/iGQVhddmkR7EIariUA/jsfkUWHk8NZ1CIt7yKo4jfmOdnhtu3JhiL4/WWbRCaKDGphYAZlYV91NqA10HH/LmfQoz9PP7oRvQWXsloNqfa/NMgwCPzNMFAx/xU3Gzp6dtVnCB/7U7yQJ5rq1RJsjkedZhIMxQvt6iEJwtdp0tdhnGm8ZYuV3PEt3TLbNdj1zTLcABtOpE9mmJfbbFMSd1zrc651uhCVLQDe7US0DCDrhsVrXAKOfMdT/mllLWR+ovDCM/OmemWp5mhHo/SCZXZ4StyMS6Hk5HXVljWWpFcnhSIIwKv0FH3k4MRqSFYmOw92IQv3ucROKVxrZUJQ03Fci4JX11WZ3PkqXVcaLKKE4J7UVGYHUC7kky+WE8PjPQNwbtn88IR/3WS/Is73uHfrrvmXO+1ajh2vRim17s0LU4tCKXRuTSCJwarlMDYH8kcnHpJS69xD3d4p5u2ZuRQvIpzOBgBvlOIMB0X1aozlZ7z1Z7T1d6Tpa7j5e6QO7zStDsiflTyU7PuNnT076uzZABt6vFLp0UtEEZJ7mgo/F4rv1kvuNwvr3tUexQY+bGSP1Sf41TLwF1a4tWaNWJrNNi28wlbBDmXSHt1EtOlrvBx7ao+ApRaVN+0MXGwJ/2Zgaby6OQnycSbqN+40Xx/y0d8UXbi7LagqTC6OBYvG+4/w3yvc9Idz+PxsMyIoJSgtFR8C8exOAbc+j8sriB+vyhxvy2R8nS6gRhRQy/LIpTTG/MpdRmhj1PC6uKJeaEwNOCCIWRVD8vr5kBtnOhe0Pe7JgXbcobLFq+TXPZE+JQCRwqnkPNsauApnKvC8R1f7YVyMFc28Fc2/+n0b6S7AQ9ff/DMEOkIYWG4maQ9oKaIoBYlUKHRgJ6zUH7BKi+ncx3HExL3dMt0ofRSlGpWcEFDf2g2duk5ps1Aov+krRtRgJxBUoMukjdM1KTgrs51mjTCJcHnrc+ihVU0L42DCtbqgifewXf9MJ/7hWLvp1LI9TkxmdT8BS/G6nBOCrsbojf7RC/26Q7X4XBvOPI+AQiOgFzt4yOfZocxsyLan+U1fk0S3Q/nl8W1VxAq88Oe5ERWp9FbcimP0oILI5A5YZgHsTHUP298V962eeH3Es9rqVW6wxvY6puV9VsUnDNcr5pimeZ4limWJbJRvNU485E06eyYJcRKfga5RyA/1OYwZ27gE5D1WibRnyJ+X+U0QalC89EGCANHK7rpVO7Wmyc5IJTGYDfHmct973Y17ecLnSa5Jzp9qq+2tSdiea92dbtiWajnGNScI0qnknNN2kFZp0QTJBeN9dANkYbdiZZVrVA3VIhrY5RisuOFjvLIwNSCd4JGJ/ccPzj1KgCRnASCRGF9GUgfSj+d0l3vgq8dzM0wCfIxzvEzzcSi0kJJKSTEXnB8HI64VlKeFNuJKcotrmAUZcV+jiJVBmDKaUhH8QQHieGFIWj03D30onwBAyaHuAvrC5yL4+6l7oO1tqPN9rMumajgrl7GV7yTRMc0wTTPNFgnKjfGWswjDddF4i3ZyRtnGJ/CvN1TxuQBlOoXhcbAy/X+8/X+q7o9Kcwfyo94tSJPUm/z5N8TJsBb4DZOMkFA0Jbo8z5rqczrQ+We55O8YuMU2x2UahaUm7XirbGm3an2EY5Z0fBMap4Rs070lqhxSMHZ/O4CvdnW5068ergiyl+kaal4nS5+x+PZpb7G0JuegV++evMYKxFI2OXFzzPSaXBfeJwKBrMNwLuT0XAI7GYGAKRgcMlhYaWJ8WX0EOySAFF4djquJCHcYHP08KbchlPkslldFQ5A50f6p8b7F9Gw+eHoFIw91JwMIZfAL/ywdemFfv84K6W71wSOxd5Rk2DWcUyK3lmudAsF1rlfMsUyypvsMgbjLKPazOkviBDAuWgPoX5U6UL0NrldbzU5WmroeTXpzB/9CAxK7guveSjCg2OZOhUhkoXQK1Bt6JLJ7WpRLsTnM2RJmEFrSGH9CgRvtj7tLkgeJJXeLrSszXetDPJ2p1i7yg4u0ouIG3WCCxa4e4UexfYNw/LZlZwQdlDJS6b737s0ksu1nvf7o797JrRtzcPND5+nBxdn5daGc9IJqHJNz/PogTFYBAxeBQdhaQhETQUOtjXj4pEFUQznqTE5AahSiKIjxMo9yNJz5IjWAVxT5KCS6joqlhyUTg6g+BTFI4tpRKySPBUPDyNhFe2ir+1rdnmBhzz7a+MAyYd+9zQadNybVo+GHezqQUONceuYtlVwJ3mXJdtGRPIFZ3+q4y2XSu51ObztT5IlSHensUMQB1YRYdO7Py0eNaboZLzxki9YbzJOMUGOmdV8U1yDmSCoFMHuloP5tocOvG3u2PHS10jzTkDDRlrw3Ubow1GOWd7onl7otmhE6+P1C8OPrdphAsDNZvj9Ruyhu3Jpm15s1nFsWp4dp3AoRdaNbz10Vpda8XBnPRooe18tfNfz+edeunJysQE71lTfiKzMDk7BB2P8YmC380MxlJ9bzHg3rEYRDQaHomEMxCwaBw2iYQrjwrPCkQVU8nFVFI88m4mGfE4iV4VH1YZE5YTjM4LxZYxgvJCsRkkeF4otpBCCLzxK2UL6+vdWcfs4PmmbFvJe7k9dLjauaNg7SiZRsWlmORMk6LJJGcap5rBlbozyQIC/kzwy+sCPeyKAEY2jRB03oER1MOFDqCcXoDx2Wqvpwt2BTNUvfiPY4YCg83RBsN4k0nOgTCDcAsqX4LnQsGDUy/ZGG1w6MRnq712rQhcXnPdj3cmWRYV3yBjro/U706xl/prdqfYW+NNW5NNhinmtrx5V8k2a3hWncChFzqnReujtYaJxqOFtm93hn92Kb/dGfyzW/WDRW6cbK3NYhRQ0OIH2QUROIb/F8l4/0ScXxT8bjzGL9zndiIBHeF3L4mIpcMDYjGIrCBsGgFWSCEWU8mp+IBMMrKUHlRIIZYxgrOD0Plh+FJ6UHYQOo0AywnG5FPwFJ/fqtuajleV7oURw5TEvdBj1rY451t3lexdVbNJyYTErGg2K5qvI/zbMNs0QhBxXPFRTpa7T5a7va6fytdV2RPzX9U9AiwnOGkgzMCYexY83rdGaEUmBXdl8MXGaINZybOqBeDdt8abjHKOa7plbbhO314FHrM51mhVC1ZHa1dHa9fH6zdkDVuTTdvyS2cNjNruz7WBloS/P9Aczrcb5YJxVmUc8ku6/+/YpSn5FGwC5m5+BDH0zm+TCfA4nD/V/14sBh6FgiWRcJFIOC3AJxpxLxHrmx2CyQvHZwVh04jIFDw8GQfLCyNmkNH54aRiWnAaEZmI8c8go7NDMBSfz9bGWt9aFq36vh2FdFclPlzpXxmr/xBzMyRGOQfIFYrQ76/IpzCbFFyrWgD5znuzrWBIERzKHwRUVxh/tBb512KGii1QpQWIp3PhWYEBxSgQKBvlHEDrdKUHXK3zPU+mOx4uDzzfHGvcGm9y6MRWjwSZc1bimmsBdF9vDe3Nttq1op/dutdbI069tPd5Wu+LrBIGOirg87Jo0tN0Gs33s2j4rTwKIQZ5NyucEI+DZ4aS6TCfbEoIA+GfTCZGIvypvjcSsL5JeP9kQkBGECYRF8AIuB0F904loVOIqLzw4HxKSCIWGYsMSCFgUoiooFu/cs/LTtYVpxvy9XGBsrV6b7FnYei5UcUxqllmVbNZ1WxWsd4Jx6TggkWvEOlLb+MTmD+l5UArHDoxCCkhZCC89PoFVfY8mKF681+L+Ure26bmObQCp07onha7p8V7M5K9Gcn+bMvBnPRwvvVwvhVkW0Hh5Gip/WChFeRZ9+ZaDBONuvb7K0M1clGRSckGJ7FFzQVi1fDAsQRqOBujTWer/T/ZVQfz3ZwSWkV0AK+MIX2YnB+OSMJ5P4gPSyH4RiNvF9JJyYSAGOTdbAoxLQhXEkuPJ6DyaOGRyICM0OBkMp6BuJtA8I9CedPhdxKJ8BiML8X3ViTCLxYDj8MiMkLIGSHkGBQyBoWMx2IiEX7h3r/7xji3LpN+Y9ZJn2QsjzDnB1+4FtpMaq5Jw7aoPYVrUXPBoldP2IDlX4vZ002GeO/Ntl4a7dOVno/mRj7eOvKJoBmKm69jBrluKCtr1/BdetHejMSlF7n0Igg2IH0wJ70sd6q5Dr0QVFOsGt6uvHl/Xro08FTXfn91+PmkoAAk2E1K9uFiG5CDhdZ3LRKdB/Odr7fG9O2P2x+nZAV+lRV4s4Tm3/M8uyAC9iiFkhWMyA1DRwbcKGKQHyRGRMFvRyLvpQXh8qjBOdSQfEZ4EgmXGkRMCSTlRIQmkhGJwQgG6l5YwM1YvH8k1p8K82ZgAiKRAXQUPIGAiycRo1CoaBw2Bo0LunMjIwz9l9Mdx+ygrruhNjfiJ/e0USN8tTti1vDMWo5V4yk8q4YH0j7XYUP/vCKfwu+abgEpP5OCa1by7FoR2PoCrLXX6WoXVLEAX5ZnUdKzFgmKVKAcdl2cOqFDK3BoBXbNJdrLiopWYFPzQEkDYHZPiw/mpOBZ4ClOnRBCDqpkUOFkf14KamgOvXCh7/FcT7WmtXyx/4lZxTEp2SYlG3ovi5JjVvJMCr5JITTKBevDzbWZQdXJhKpE3JPUINANUpdDzwlFlcWEVCVRC6ikQhqZ5vdVFMo7MwyfRERlhBHjCahcWmgMHpUZEZJAxqVTAtPC8YkhSAbGh4q+F0OAx5AQdLQ/DR1AQ8IoCH8GGsXAYCPR2DgSmYHCoj7/7dPs2D/sranaaoXVKTJB5V9Ol862hg5Xu80anlnD8wR8mYcAOq3iAAF/1C+IUcH6qNi0fKAhNi3f/s4Pdc2IQT+BF2B8stIJ1SKvY4YKkX8DZqdOaNfwLUqOSc4CmPdmJIfzrfuzLZCtPlpoO1poO15sP15sP1pqBx/XoRfatHzntMg5LdqZYppVnKWBpytDNUPMDKDfW7IGi5rrUQDlmqZ4l503kwJmPvVFRmgQYZECAAAgAElEQVR5NDY7xCcj8J64Kj2D7JMThsiLwN+Po2SHYosZQZXxEXT4nVwqmeJ3I4GIjMEGRGNgsThEcjAxNZScEkJKCMSmU4mJIehoYkAUwT8+CB0fiI3CIyOQflQULAzmS4HDqEgUA4NLDAqho7H+v/biVOa45odD7nmN8itdc72u+a41GdM6Lf5lzP9x0p/CbFSwzCqOXSdwzYgBNXDYAZpeR0vtEGDAGACGYEOkAWynTvgLAkgD2EDc00KXXuDQ8mxqjl3Dder47mnh/qzYqeO79AIg7mkhJPvzEkgOFlqAHC5K7TrelqxuvvfhfO/DtZGatZGaLVmdc1qwMVJrV3L3dJL57sezHY8nuaXDTQWsQnplHC6fEhCL/Kw2i1FIw96PCyphkCpiQtPIiDQyKomESCDA4nD+MWh/kOyMwyOjMTAq0pcC96ah/GKJqJQwciYtJCkUl0ohpkWQEkOwDCwsHO5NQfjS0AGke7fC4X40FDLIxzueHJhOiSDdvYf6/O9GBc+fZIT3MUt7mwpO1ocdsx1mndio4TtnJc5ZCWjFsWmEFhXfrBSYlTxwHV8XT7fjyhWwK282TDRuyRo2x+u3ZA3bk007U0yjggX5KzYt/6o2A3Pt2VlwpW3IU6H/Bsx2Ddem5liULBAmWlVsCDaQvRkRkP1Z8f6seG9O/FHMDj3/YKFlpquy+0X8dOf9vTnx4aJ0f1bs0giscra+5f58R3VDJqk6HrXQVTdQX5gX7p8ReC87GJZODihhBKYQ/Esjg9MDkakkZAoRkYBHxGICopC+dNi9iIA7FP/bkSj/KBw8loiKJ2PiyZgYApKOgUUgfWNJ6LhAVFwgKoaEiMTBaWh/OgbGwMKpKH8qCpYUQo7CoylwWLCvT0IgOS2cHI25nRXu299cYpvp+to49Z1dYVBwrdNi56zE8a7jCiQxwFSKVX1ZyP+oXMEMSO/Km7cnmzwx78qbgZiUbIuaa9cJnNMi0E9+iRkKqDwdMSinfaVIZX+XzfjlDAlUrbJr+BYly6RoMsobdybrd6caTIomi6rZpmHvz4mAHMyLD+bFhwsSIHtzov15MZCDBQmQw8WW/XmxSck0q5rHOJnPM5Gj7IxdeeNIc5pTw1Vw89m5QdujjSu9z1WiShmrLBV3Ixl/My8MWcIIjAy4mRdGjEF6F1CDY9D+CXhEPA4ei4FHIf3pCN+IgHsU/7vhfneCfG5S4N5ROHh8IDYhCBdLQtMxARSETyQOTscE0ND+dExAFB4RTUBG4REMLCyGiAqDeccQ0ZE4RIj/XfztL6LwyHDYnYiA3w2wyi92FGdbss1J3vcO5cnGwMlGn2NGbJ8WvXNmwWgMyFnyPiqQzwzWbXl6artT7O2J5q3xps2xRoOMCdLA4AcQgoJ9L1AX9v5cm9fL9X7P0gWA/W734kcCqr8Bs1nJNMobd6caAGarmmXXcjzpHi22QPIpzDYtZ23k2dlah0XNYhWTRQ8oammx+AFlgp010Zw5xcrXCiuGarPZeZQs0q3C8IAk9I2q+LC8cHwaEZmER6QQMMkkXCIBE40KgCQK/V4iED4RCJ8IpC8V5UfHBETi4NEEZCwJHYVHUFF+FLh3BNI3Go+IIaKicPAIpG9iEIaB848jIaMIsGg8LJVCZGD84sgBfz7dfm1Ufe/Q2+c63Qvd20rexiRzc6rZPi2y6YUgxfSupV5q10ptmstNS1fkCub3pVgFF+R9t8abtsabIMxb400gdwYwg6rE4UIHKFL8T8ds13BtGrZF1WxWMs1KplXNcui4Tj0PYL5O+lOYTUrmwYLEOc03Kpq2ZLVyUb64KkJUGc4rDHyeGFAV6ZOC9CoIvplD+jIB8Zu8EL8k1K370aFJ2IDcUFIMIiCRgImEw5KJBAbcLxLhH4WCxWKR8Xh0EgmXFERIDiamhBLjyRgGFkZB+ITC74UhvKkY/0gcPJ6EjcIi6HA/GtI/BguPxiMiUb7hsDvh/jeoyLtxBL9ogm8s3ieLTgj3/2JE+OwfXxltMz3O+d6VcdbXxknbjPRorWd/uROkcd61P7Q49W1OXbtTD+b9W66LJ2yINIANcmEGGRPCDMBf0WaQJnqfHvmfarQdWp5dy7GqWRZVMzDXDh3XNc3fmxUCuWK9P4XZPSs8WWlzTvMtatbenGhnqmGCn9PzIq4hA83MxIpKIrofJbY9iK9NDRRXJGYQ7yQib6bi/aNhdxOxyHgsJsLXLxKOiEVjIuGwKGRANBoeh0MlkXApgYTUUHJaWGBCIDaOhI4hoqLwCDoOBoSBhSeQCfF4bCwWHYNBxOIQMVh4FNqPjrwb6vs5DXEznuiXQ8flRRLiiHeDfX51sDbhWhh6Y9H+8WDBNtth0UltM9L95c4dFdei5Vu0/Hdp5zbXdLt7utM9A/YttV6XK2r9UcwGGRNoMIizzUoe6LGxaYSejTROvcQLoL2SArueIfmbMVtVbLOSaVI07U41GOWNQKHtWo5Tz3Pqea5pPhD3jADIpzAfLUnNqubT1fY3uwPuWeHhYsvFZrdJ0eRQsg91wpcLXX80K07nexc7a8eYFYXhiBTMveiAW9Ew7zgUPJlIovnDk0lBUUhMDAYVg0HFYtGxWHQcDhOPx8YS0LEEdCQOEU1AxZEx8YHY+GBcXBA2hoyOIaJjMKh4LCYRj0skYBLwqHgcMpGATAlE5dFIJbEhZfFBT7Jp9cVxCaRbVWkhfzpe/9qkdi8O2ma6zrfHX+9O7C11Oeak+8udZg3PE7N7pmNvpmtvtvOXtfk6aWC3r2MGdK4b/EvMQHevlCuAvv//w8wHmI1TTbtTDdsTdQZZrUFWuzNZD2DbtRy7luPQcYEA6k4971Oe9slKu0PPd04LjpfbDhZaduVNhol6q4ptnmw+X+h6uzl8PNNhkvFnW59VMNBPEoIyib4J6DvR8NsZZHQqEZtOJhREhMXjUAl4dDwBFYtFRqPhkcgAOtyPBvehwL3TKYFp4eSUUGJSMD6OjIkmICNx8EgsjAbzj0WjkojYZBI2kYBMIiHSQ7C5VGJRVPCznLhHGYyiaOL95OBwfy+Z5Mm//3HvtVFxvjV2vjXmXug+WuszaoSOmRazRgDiZqBnrulW90zH/lzX/lyXXSsBX+x1+dQ5DTBvTzR7YvZMVlrVAugUB8fEVW3+aHnqg14wzwUJYBuGXuLSSy6bxdW8d7kR0LnNviyvvivIQFl7m5b7UYEyOCAYOFpqP1npPF3tglI3nrk5p17i0EhcaqldIT6c7jpe6JvvrBWVJ9RlhD1OID+MI92PIpRQ0UXh6MIwVGEYKj8ck0qCJ5FgSSREIhGeQIDF4wPi8QFxhAAG0oeO8KYjvGnwe3SEdyTKNxYHSyCiEwmYFAI2jYzJCMJkh2FyKbh8KqGARqzLTXqeFf8gMaIsJuhZJiPcx+s/na66l3rPN0bADVD3FjoPljr3FzvcM1IQKENiVQusatG7LQ9XmxU9O9o8a4OXM2xqgVnJA862J2boAe+itUvVv3TBPmq0r6sydE1d7oH1JK2XuPQSz3DZpuZA8r6Q/iFp57TgowL+QlASP17qOl3pAUNy4BNC89bA3hzMd54u9R/N99rV0h0Zb7mvfoJd3vEorbUq+WkS8XEC8UE0poyGLKbAisIDCsP8C8NhSYR78QTvGOydaMztaMzdWJx3PME3keSfQPBPIPjH4wOi0T50+B0a7HYk8l4sJiAJh0rGo9PIqIxgZHYYKi8CXUDDF9IJVYm0RymRDxKo1Sn0BNydxuLoPxzMnm4Onm8OnCx3g68RfKVXMEOqCTT1o22pkOmGujmu2GSg0FDJ0qTgXrHY0NuB13nfJHSlbnHFzYauEaj91izne7YpfZgh4dk1XCC78qZdedN12O5Z0UflHb92wPjlev/FxsCrzcHztT7w9YFPBR5wttp7utR7sth3NN9jVYoXe14ohZVDDXnSqgRmXnhDVlhNCrk6Dn8/ElVGg5dEBBRHwLNC/LPDEHkR6HwqJpeCSQ+CJeK9Y9G347HeSQS/ZEJAPMYnEnaLEXAzDu2dQoQl4xApeGQ6GZEVjMijoApp6GIGvjSSXEglVcZRKuMoj5Kp5K+8zJqOt1bVa+P4fxAzZJAhE32FNCQOjzlFUHoCrwYVLSDPy1M8jYdFxb/aC+apylDfyAemQCEAYlUKPUder2CGSO9MNe5MNV6BbVQwHXr+RwVcfde1GZA+WuwEH+xwoQNcBKfL3WCX/N5029Yoc6m3dopXxiuhtz5MEN+PZRdS6zJCHifgK6OQ5XRYKR2eTwnIo8BywwNywvxzwmC54fA8CiKPgsgJQ+RHoPMp2MwgeALmbgziZiL2XjoZnkpApBGRmWREdggyPxxRSEOXMgilkeSCcPyD+IgSGjmPgsoO8f35YPGVYfzCMHSx8UuYrzD+FGxIrtthgAMoNNRAASw5JJ7vdanNQI+vlyCvH8zA1ntabGCuIaMNJTghi21VsQFmT9iAt0dp/QOB4gEI9tFi5/FS19eG4YuNgdOVnsOFDmhtxtFi5/Fip0svsWuEm6MN+rYHOmmVQlDW8Tixpya1/VGSsDyKmRdek0qsjkdXRsMrIgPKI+FPUoN45fE9tfnDzWVDzNKu5/mtj7OElan8imRmYczjlJAiKjqD7JNGvJdO8s0KRGYHofOCkXlhyCIKsoiKLqXiSujEcnpgdQItm4xIQN+S8x/90T1zsTF0stz9KcxXbDWE9ooBv+6FQdoJEH5Km6FmBAg8eFnwrE962pAL4GmxzUoemJ+47Nd817lnnHo/0WVWsEH62iRnmuTM7ckGIFdge2q2p5hVHGgxIJSxO1zo+Now/Gpz8OV6/+lKz8F8OyivWjW8jZFaw3jdtqxxoefRODtnsCFthJk91JjZXZPU8ThRUhnNK6E254c35gTVZwXVZwVxi+mdT9PU4qqNEZZxUrA+3KyXPpVxyuW8qhFmaffTbGFFAjOXUZMaWh1HrIwmFlNwxRRCMQVTREEWUeBFFHhhGKowDFPBCKqKCYsNuJkb7P+dUXO+NnSxMXC83HGx2fcLmK+rr6el9fy/kJX2zH+ZFFyIMXC2QQrMpOBCHWQAPHg1u1YEnvVBhepKCdINVVTALKSKY1by1ocaNoYbgWyONkDybtK1cXeycWeiARLDRL1hov46bM9+KE+BCiyuGfHeXMvhYtvRUvvxcserrf7XhoHXhoGXG72gWGmYaFwdfq6WFC/1V2+MPF8bejbdXjHCTO+rTR5jZffXpfTVpva+SOl9kdJfmzHUmDnWnC9jF+7PtLt0UodSYpoSmGS83QmeeUJgmhKq+PeHGvI6HqaIK+JbKuIFpTGsHNqLtLDKKPL9yMByOqGUhimiwPND/XODYDmB8MIwXGEYLvQrL2F56r+cbu7PdV1s9rza6rnY7DtZ6QQFA/DFumclUCX4spirEwBx6IUfdL94PAYqXUAVC6jaaFSwPEsXhonGnSkm+AGUMaA6lV0nAHy9wEfxDFeuNBQAzND7XTmbod6ubVnjtqxxW1ZvGK8DsjVWuzVWCzBDpCHMH/ZRvBcQTYGGgsPFtpOVzrO17rO17ovNvteGgW92hl4bBo6XOyxq7urw85muyrnuyuWBR8sDjzZGawzjdVpp6WhzhlJUOM7OmeDmyQXFmpaKua5Ha0O1u5Msi5K3p5McTEuPZjuOZjvc2hbTBGetr36h45mSV95fkyEqjeIWUAXFDH4RvT49+GEU5lFc0MPY4MpoYhkdWxgOyw32zyL5ZRL9M/CwdFwA4e+89NKmv99bOpjvfLXV+71l5GKz56OYPQVi7In5CmnP8hTEeFfebFSwAFQwgrsxVrc5Xm+YaPSsVnk2MoNX8/JsHQENGwAt1EoA3gm8x84UE+wcNIw1b40yoa5Ni5L3bvi66YpCr43UrI8+3xh7sTleuyWrg3iD8Mmh59t1PKuGY1GzwdlsUXPdsxKLmnuw0OrQC09Xu+w6AcD8e9vENztDZ2vd7lmJQy88Xu7YmWqc7iif7Sqf77m/0Fs511053VGuay3TSksXe6vVkmIZJ1cpKl4drLGpeS69xKEVHUxL9zTiA13L8UybXc6ba62SNeWN1GWxc8N4BRHs3LDGjEBWdpioOJJfQKtPC63PoNekUKvjgyoi8aU0TEkEtoxGLKcF0e9+mUlAht/4uzdb0z9ap7cn2D/aZQ4972yt03N+GKrtgioyNEIMqQ1odXLohbvyZodeCKZ8LWou1LQDHgCKj4aJRui54Deb4/WA9/poLbggwCWyPPhsaeDp9mQTuFY+jtlzEcUHmCdZ0LTqL2OGSEMaDKIps4oFGt4AY4DZpuV6kOaYVRxwaQOLDWDvzbX8aJ/8ZmfoB6vsJ8fUm93h9dHajbEXM50V6paCSX7WOCd9gpetkhTqWstmOu4rhAWTvNwpfsFc18PdSaZDKwDdxCfzHS6VcHu4aaG9eopV2PM4SVoRJSmLaswIfBKHehSNrEshMTND6lPJL5JIdakhz1LCHyWFP4wNLo8ilNHwRVR8cTixkEJOxyHjEX7pOPif97ZPFsdO14ZebnSfrLR50r2azLmy3kPN/RRms4rjaUc9MUPKDf0GWG/QYANe1qRkLw8+03dUbozVuWbErhmxF1SxAB7s9R4/KHN22UQ4wdmRsT+N+f0JfUn6ndsFMX5nnPmemIFYNRyjggWayFeHavfn2o6Xus7X+ma7Hn1vnvjBMvnN9sjL9f63xvGLjQGbRuicFi33P9ZIi0ea0wYbk2WcbE1LyUzH/ZmO+5O8/HF2zjg7Tyu9vzZUC/zErbHGld7nS93PtKIHw/VZ7VUJwhJGc05obSrpeTLhQSSskgGvSSI2ZobWpQXVpgTXZVAqY8n344LuxwSWRZNK6MR8Cj4nGJcZSEjFYRi+3skY+B+cBrOq63RjxD0v3VuUHC62QbdX8xw9fL8m0XMgTcUHoZFdKwLdmUY5B7jHkIMGspughftKm75nn7ZDJwZ++NZ40+pQ7Uxn9UBDhra18tLThsZqrmO+niD1xGwYazaMN+1OsgBmMFp/Xac3x2s9zTVAblQw7Tqep0DUwcc4W+3dnWIfL3VZ1YLvzROckvCz1d6LjYE/OlVvjeM/WCbdM9IfLJMWNXdt6Jm2tWSUlT7UmCrjZMsF+RPcnOGmjOGmjIH61MGGjAluwXR71XJ/zUp/7WJPzWB9zlhz0WhDflt1kqg0iltMb8oKq47DVlDhlVHoBwxUOR3xJI7UkEVtzIh4lBBYRMcVR5JKosglUeQCGjE7FJ9KxCZiUdEwRBwSHX73lkk1cr6ldsx3nW332+eEh8sdH50fvpK89IyGQeEBYN6dYgPMnnEU9OVDMxmQjw31gDp04u2J5v25NhBb78+1rQ3XgY53p17i5dmLD67BK9cd8ODft45OcqHjeVvG3J1kgbk0aIkCwAyR3pLVQYwBYOBR27RcCPBlmnNG6JoRvtocNCt5No3w5Xr/14bh9ZH6n92a5xk4dUvFHxzK70yy70yyHyyT+3NtP9kVh4tt27L6mY77I8z07pqE7pqErmfxkgd0TnGY6D5d+jC693naOKtAJapQiSpk7OKhhtzOx+ldzzJbKhMbcsJrUoJq0oKfJpHvR6OzyXdzg33ygnyzA71LKIjqeHJ1LKmIis6lYHKo+Dw6MZdGyArHpZAxcVhkFAIZjcDGoLD0AH/xo4p/feM6Mci+tk2cbHWfbfR+asL0ow3REOadSRaADfT7SmMvFCVfYQxhduolBhnTPSO1qgVHi52vt4ZsGuFb4/hlegQaoPLMGL/f0Pnuo0DXlOfOkG0Z0zjFBpg912UAzEDeOVZsq4YD0AKu7woVPIee75oRumdFoDZlVQtAVRxEn1a14B+OZlofxdZmEf5yOL0/1/a1Yfg7k+ytcfx0pef31qnz1W6zolnXWjHUmN75NE76MFJQTmUVhvBKKYIyuvh+lLQqtq06sa06UVoV3/IgviYt+EV6eE1q6KME8oMYfGU0vpyBAQFxJsk7nXC3KBxdwSCWUnElEdjSKGJmOCYjHJMehk4NQSUFIuPwyCgUggFHxaCJhC9vJRLIsTjEP752/P5g0bXWc2EZuTAMvd4aerU5eLEx4NmsAaWerthLgNmmEQLMYCbbk+sv92lDBtw9IwUBNLi5iFMvWR+pd023fDAqBy46z2F26KN4Hs+emLfHWWCoHkzHfLgYhemJ+Tpj14wQ+o1zWgAYg5qjQcY8XOg4W+0FSwrAZJ9NI8wK+t3K4IvTlZ4/OlV/v6/7y+E0yIP+aJ24WO81K7hzXY9knPye58nSqlhhOUNQRucUURtzQp6nEZ+lEF6kkxtzQln5tHIGupiOKmGgy6NxpZGYAgoyLwyeH44ojyLkhiKyg2EldOL9mOBSBqmIii9hBGZRsClh6MRgRAwhIBLrT0cF0JAIGgJNRxDQn92MxhJwNz472NR+d7BgXmw/MvSebw54joyDVhxwJl4fS3PqJaDcBDCD/wLMnlM2ADDUIwZpHWTGDTKmXSsyyjkbow3bE817s60H8+1OveR8re+yF+x8re9k7SPH80cxm95hvlzl/g6zTS34cAXOe8ye5/EVL8yq4UCY9+clh4vSw0Xp+XqPQycG2xuPFjsX+551Pkv8P/5kf55BaMgN+mZ77PXWyPnawA8W+X++WL/YGHqzPfRqo+9grm1bxtS1Vg7VZUoro3mFVGZ2SFNWSENG0LMUwqMETFUssioGXRWHaS6KqU4OLaKic8IQaWRfkLguopFyQjH5FHxOKCadjMgOwRTTAwsiCKkkeFYEMSUUH0dC0jEBEUg/CsKfikTRUBgGmhCJIYb5BUQgfLY0Q69sMxcW+d5a7/F6L/g+j1a6j5e69hc7Dhc69hZaDxfb9hfbDhZa3fPSvbkWxzvfG8K8PdHsiRk4VrtTbNCZC5pzQSe2TcuHLgXQKgTWb5gU3KX+ms2xRqdeYn1344l39ea13qO1nqOV7sPlrv3FDvf8ZbLz0qpoRVe2xoCcNlgeAjZpgPFqz11XIM0JBCpV2TVcUNIAcrzY6tDy9mfFRwtSl15wstT2Znvg1UbPxXrv6XLn/mzrtzujJ4s9nU+SKqP93+5M/uPhYhL6148T8L83ab7ZnDxZGPyzc+HV+uirzcHvzCMOreAnm9yu5I815HRUxtcmER7Q/CsjAh7Q4U/icS/Sgl6kBVUnEMoYiDwKLDcCkReOyQnHZodis0Px2aHErGBSRggpI4SUFkJMC8GnheBTQzCpIajUEAwN5UdFwagoWAQKFoFCRKAQ4ShUOAoVgUIF+nrTMTD0l79SdvN+2Fs/21adGyZebo+4FqQ7Cta2kuWaaznZ6Dld7zlYbTtcaXMtSuwzAvuccH+pZX9F6l4Q26b5dq3IrhZ/uMmDZZxqhqYaTHLm7mTjtqx+a6x2c/QFUCGwc80w3rA5WrcxUrs+/GJbxrSq+DaVCKwLAK0AVuW7nDZYZHq42r2/3AlhBnfjhTBfjqpOccyTbJACg26osyNjg10Zn8IMdWKDNuyDOcnBnORwvgXQPVqQni63A9hnKx37s+Kjhbazla7jxU6nTvyX/Zn2Rwm5wTfmOp/90+GKRd7yNIkc4+8139n4T4cbTk3P97uq46Wu/3SoPlnqcOqEZhlnof2xmls+8iyLnR5Wm0iqjsKUUQKKQ33zQ7zzQr2zQ3yK6Jh8KiaXgssOxaYF4ZJJ2EQCJgGHjcdj4/HYWAI2Bo+KISCj8bBovH80HkZF+VORCE/AYWhUGBpB8ruLu/cVBeGDufmrlpqyf/raebyqPDcojlYHoC2TYPfg4Vr78Uane6llb7llf0W6t9ziWhQ6FwSuReHeogRg/nA1zwffpHGqCeqL3Z1qeIe5cWeiwTDesDVWD0gDJQT3NwJKaFOJHBrJu9LFWg+EeW+h3ROz3WORiFnBNU+yzZNsQPfSbsuYhvGmrbHGrbHGD7eXNUMC9dwDxgDw0YL0YE7inhaeLLWdr3YezrcczEn2ZkRWFXtvRuKeFn9jGD6Ya3u5OiAoo79IJ8n55fyS6O93VX+wzjxLDqTf8+IWxS73svane/7gUJ6vd73e7D9aaDPLOLujzaZRjry5ZKKhuO9RBi8/8nEsvijEJ4t0K4N0M518J43snUr2TyXD0siIFDImhYxLDSSkkknRaHQ0GhmJQUZi4AxMAAPjx8D40NG+oO3+Q8yIMDQiJogQjvYPh3sH+n7xKDPmf/v71xcG/RuL/mxzBLRyHqx0Ad4HKx3OBbFrUXK41n661XW03u5aFNvnBO4lyfFah0Mnhu7N7LmaZ1sGlgw17E42muRMs6LZrGRaVB/kGbdljYD01li9VcUHGyzsGqFDIwHLXtz61st6M2B8sNIFMLvmLoM8CDN4b5OcY55kmyZY0NJNaEMwWI7xKcwWJcuiZHlO1kBjFnszosP5luPFVgizU8d/tdF3vtptVnB/tE79w8Hs8zR8AtLraL5HL33a8SjNOCH5Xy52B+uKY/x//TCWUELz51fS5/ufvDYMuPSS12uDTqVod5h1sdA/L32iYFf0PMrkFUQ9Tw1+EIstiPDPDPaJRd+Mw9xLwPom4gKSiJhkEi6VTEoLJMfhcLFYbDQOHY1DR2ERUTh4FC4gChcAMAOF9sRMxSEjsLBgv9sRiDvJQYg31tWXW9N/2Fu52JadbPQdrfWcbva/No6+2h06Xu92zEn2ltqAWh+tt+8tt7gWxXvLLUer7Q6d+P1duD1W84CVjp4xi0nRZFI0eZaF3tURGrdljWYFFxQMbWqBXS0GRQen9p2nDWHeW+qAMIMyH4QZXF8AM7QWyKIQQOsGrswxe2IGVyKYqXHpBXszIqDTADOYoTqYkwDr/XKt62K99xvD4O8tkz/Z5Ha1uONx4pMk7GB9znc7SlY+rYwGX+5lfrejXR/kbY0I//tbi/RJQgrp15hBENAAACAASURBVHXZxNHmnJ2xZodKZJsSbvQ3LHe+UPMeDDzLlVYkcYtiazMoZVGYrBD/tMCAVBI8hYhIwiPisIgYNDwaiYhCIGMwmBgMJgqLicQgIzFIBhrGQMMYmAA6KoCGDqCh4VQ0nIJBQhIE84kkoakov2i8P+YLrxf5if1ND5WtdW9Mqu+s8reWqQvDyP5il3u+7Xi159X28PFqz8FS+95C6/6S9HCl7Wi1/WC51T0vdeol0P3WgbEFpKHlmCY5C5zNoBq0LasHsjPRsDPRtDPRBC6InYlmgMMk54ANPmDhGihoeh2udl9a7KUO93ybJ2abx9Y+4xTbNMEyTbCg8pRNJfK8y8WHKzxZkADPy6UXgAP4dLn9fLXz5VoX+Kd7WujU8cHB/HKt6+3u0Lc7wwdz0uPFzlcbAz9Zlcy8kHiE18Ywc76z9nEC/n4kKoNwY7Cu+GfH4tHc8HdGzT+fr76xyCaExWnEXz+ICRiuz5IxC1W88t0RzlLXCzm7svtpNr804WlaWAEVkUrySQ9CpJFRKURUEg4Vh0XGoOFRCHgkHEGHw+lweAQcFgGHUWB+78SHjgKk4TQ0nIp+j5lOQEcSkOFw7xhCAOGmV5jvZwU0YkaQ75M0ckdN2voY69X26A829eudMfd8h1HFO17tcc+32aclzlnJwVL70Wr73kKrQy8Ei5TAtkPIdFtVfNAda1VxAWbDeN3m6IuNkeeg+gcw704yoV29ly6YWrA7yTJN8aA7xwJ19Tpc7TxY6dhfbt9banPPS8FEl2NGfDnp+m402TjVbJpgGmXNnqufQCgFYF8H7GmuAebjxVaA89VGz9GC9GK9+2Sp7WhB+mqj52K9+2yl4xtD/+vNfrOC/WZ75BvDsF0tHmrIropFLPa86HqSkRd8pz4zvCoGmxfsM1BbZBgVvd6cOtscPdsa+rcfdv77742jrHzaPS/qba+mrOCh2hwZs2iSUznUWMyvSHqcGlpEx+SEo9MDkWlkTCoJnYxHxwPSKGQ0EsFAIBgIBA2JoCLgVMQl7wi4/6VOY2B0DIyGQdAwiAgsKgKLikDB8He/JN79ko72jcL4JBD9SqODs0JgCZjP0omfl9B8G3JDBupzVwYbDua7v9ke87inYot7Rgpu7+vUS/am29z6dpeuzaltvXJIW5Q8EKACvxoY562xWg/M4NhmmxVsaM26WcEFS27Bqzl0Yode+B6ze7EVwmx/t0P7GuYmaMnq7gQHpMCArfgU5t3JRuNUk0XJcmh57mnh4XzLyVLb6XI7iKBeb/ZerHe/3R16tdFzON9yttLx9dbA11sDX28N/cGuOF3qPZzrLKLcHazPqc8MZeXTUjCfV8fhB2qL2qszl3qa3+6qXfPdb+2q17sTf9jX/evrtf/2dnu578XDOHi0j1c5w19cmdD1PJ9/P+VZFq0qKaw6hV7MCCmkheSEBqaRcHFYZCTCP8LvXrj3vXg8Ng6Hi8HjYvC4aBwWSBQWBTAz0DA6BkbHIGgYBA2DisCiaBhEkO/dWAI6EuUb6v1FHNq7kEqqTqTUpIbWpAVWJ+BKaL4F4d4P49Gi+7Fj7CKbpsU13b4/1wVum2pR8e1aiXumbW+64zpmm0oErQPz3K1tVrA3R18A0jsTDcapJoAZLOcFj/d0wVygb3Ba5OWYk9hnxfZZsW1GZNMLwaiPRcu/HI6eagbx2dZYvWGkbmu4Flq1CjUJgd1exqlmi5IDWLqnhQ4tz6pim+TMjZHnW2O1xqkmh5YHjPPZSsfJUptTxwc+9pvtgT+7FUCh/35PqZaUvtke+q9fr31nHD+a73pjGKvPCuIUUeszQ8UV8VmkW8xcWlMOXViW2PYww6xoPduSHW+NWmfaf3Tp/rine7Mz/i9nSz+7dTsybl1WcBrhiwfxxNocegr5XhTiBvnWr2OQvpR7tyIDfIif/yYS4Rfuc5vqfy8Wgwi6cyPC3zcGj4nEIKkIOA2JiMJiorCoODwyhgCPxiOi8MhIHIqORdIwKBoGxcAiQwN84knYWByCFnA3/N5nhVRSMs47DX+rKg5XSoc/jMe+yAgtj4SX0Pxzgm+WMfw5xXSl6IFdK/3OJP+jU3O+NrQzyTPLhW59h1vfbpzkb440G8bY2+OsjeFGq1JoknMM400bI/VrQ883RmoN4w07E03A3dmZaICsNzDdnqkqT6twqc2uBalzvsU53+KYe6fH0yKbXng5UKtgA9LbssadsYbt0UZPzJ4r3NzTYpde5NTx7RquWdG8LavfGHm+Ovh0Z6LBpubsz4qB2+XSC8AA+zeGfpde8J1xeG9GtC2r/8uB+mK9m1McFI/0Wh9+cbHef7TQ4da3TrdVP0nC1qQSdC1PUrGfMXNpatHjsBtezFxGc15kT03+yYbs59OVf/5m26xv/dai+NGpPl7qebMzbpQLXLNdY9zyRPxXC4P8/+d//Xl9smdC3NRb/3SwqW5tZIBVksuAe1fEM1IDsUlEVA41pDSOEYmBh/n70FHweBKRfPdOiO+9ODwyDg+PxSGi8YhIHILxDnOw373QAB863C8aFRAJu0fzufEoMTI7CJWCvVURiSmiwArCfR/E4J8kk5+mBD5KxBdF+JZHwl9kBLc9SlaJqwwyzt5M1/nq8PdGxd50p2lK4NS2unRthjH2Sn/9xnAjKANujNSvDr5YG6rdGKndljXuTjLNimbjVNN/FLNSaFHxLWquF3C+9pY63IvtwAUDcfNl+5laAKIp4IIZZR/sxPZc0+fhLzCBWwgcQvCxgOm2qthQTHW63H682Pp6s/f3lrF//37DMF4XC/cqpn7Z+yLpYr33aKHj1cbA15sjK/215Qy/UpqPqDyuOY9amx5anxnOLYrNDfJm5jLi0Z93NhSNSapfW1RnhrGfD+e+syu+s07uLbT/+0/mH2zq1RE2tyKRfNOr9XnpW8fmv3xz9M8XR/90tn+4NM2ryG8qyRrh1ZfFRSB/47W3PM0syyPc/jyTGpzLoOBufBGNw6aGBsUTEHGEgDg8HMLMwKDpaFSwrw8NDY/w92bAfen+d6IC7jxLjc0NwaTjvSvomMfxgWU05MMYYl0GpSoGX0aD12WEVcfhK6PQjxPwtenB7EJqb022tqXaohC7dO0Hs937M10uXbtNJTFO8rdGWRvDjetDDWuD9WtDtevDdVtjjTsTwHozjVNNICm2NVYPVBx42h/FfFmhAp42iJvBMAioikPJTiimskxxLFOc922d7zC/W5PJNk41g4B9W1YP0pwuvcCm5rj0AnAkg1P5fLXzYr37J5tsip832JDCKw1hFwVujDx36QWLvdWvN/vfbA+93hz8wTxhlvPXBuuzyF88TcY9SyY9jMUo+A9Z+YwyGrI5L1IteqqWPk8g3WysTHCtDLtX+nc1Ysdc2399u/mnfe235smfD+f+tL9wuDoe5vt3yN95+f+dV7D35+SbvyN87kX1vRGNuPMgmd7d+PA7x0ZHXeX//W9/YVfmPkiPiSUiypKicxkUwq2vEsi4BDwigQCLw8NjcbAo7HvSkVhMFBYTjUbSAnwo924lYmDlDEoOGZUAu5mGvf0ginifgX2SEMTKi36SEPQsObg+M6ImJehxArEqBlvBQFYw4DUpQdyiyNaqZI3koXFS4NS27U13niz27890mqYEoKJ/uXF+vAnUfMEh7ZH7rNsaqwda/inMoJD1Pgt2sNJ1sNR5sHQ5SXVZQtGJoUSYVc71xGyc5HrueXbpRQ6tAMR5JjkTKO7ejAjYcIuStT8rPl/tPF5sNU41zXdX1Wain6cjBeVhKwNPjhdb14aeaaWlOxMNa0PPpQ8jF3qe/Ov54n95ubo/017O8IuDe9VnhmYSv7Ip22tSgorCAyoYaKXgsaqlJo5woziJMD3IvDAp/vc/O//t97tnWwP/7cedPx/P/p//eDjKLZ/pY6aHwoK9f5sQiIzDwxOJ8OxQfBT8dhTiVgLRD/U7r/ba0lVZ28Ko9P/6t59ti/L8mODUMEJKKDGXQYlA+CQQYABzHB4ejUNGYRGROBQDi4wl4CmwgHg8lhbgQ/O9mx8emBNEKAoj5AUiEuBf5QfDi8OR9xn4muTwp4mh3MK45ylhdRmUp0lBpVREXrBPKRX2OIFcmx76Ii2oPjO041Hacm/j3nSnS9dulgstCtHuBM84yYe2zBsnucYp9jv73PAuvnqv0H+FNu8vdlzXZih0BjntDzbqQh68kgel2m1qnmcmxKHlna10vNroMSuaZZxsyQNq26PIocbU1cGnX2/1fW8aeb3Z69ILtsZq3dPCVxs9f3IqjhfblaLS2kz8TPuj73YnzlcGGT5e4op4jfjR/nQfrzimMMxfzqtmeHs9z6RkRQSUJpPRX3pNdTz58/nS3nL3f/l2/ac99R8P9CaN5Hh99I9Ha2lhiORQVIjfV4kkVBzOPxZ1LxHvmxeBrS9K+vl45x8uTIr2eteyrKvpPu6WV3Ioknzvs2g8LDcynAb3SSTCEwj+8UQYsNvROGQkDhWJQ0XAYcTbt2j+fv8vZe8ZHWd6nQlWW1JL3Wp1k+xAMAeABBFJAEQORAZIIsdC5ZxzAZVzTqgEFAqoKlTOyDkwhw7qJMlqSZZkWfLxzow9szN77J0fu3P2nNkfL1XmyC3bc877o5oE0cD3fDc997n3rb14tvnShZHqivvF1yZrbg6UXm4+/6Oe66fHqgpGK/OHb10aq7qKuVOObCrCt99Et5SMVF7oKz09XHF+pPLCQPnp0arzU/WXyT3lMkSHjTm8IIT7ZeiQCh/XU5JGWsbyiqZes7NB6AQxMWnCxQ2YuAGXMOJTZmLaQvo3rPkgJH3FjSyLc5w2WIP4rfRIDuMczKDCA/ugwD06ueGaTTcjZcbPzQzqSK0ufv+Gi/4ioXwclmzNMV8mVSDrzliJQRXsUUj89ablRUL5JCL/9QPvbx76Nt0cIbS+Pf+7WkLP6iwH0ZRvZ4072FDeSGPvjffvXHob2XxjvD4f3nOzvfIME9FOHqvxqDE/f+j7eM38xY5jUYV6nrHsBzVfH4YHG4oqLp64df790rz3Okuv1pw7UXH6bWjLzXtVV0hDjQbO1D/+9uXakvq///7z4ZayC29Dem8X3a0ubS8vBNbfVJAHYK7NP5+DueiD94s//CD/rR90lhT2lZfeLy8eLC8arSxpPPNe7fvfbz1/YrLq2mTVtdGbV9CNJcj6osmq/KmafHjdNWRDIarxBqL++kTVpcHSj3pvnEQ05ZO6y3DtRaSeEjGsxUjpM1L65megi2JESIVNGikAaaCYBjAnjNiYHh3Tv27Q3w7zq0bkwbJkP/AK4Byh/c+DAn9kOrM22oqFmjVTXl+O/TrMuc2Muwu8dScjZcaHNSi/fNIvn8zaSLkGFCDFDpb4IMA8jysA0/k8rthw0X+8on8Wkx8HBGsO+mdZ00+2HM+iWnpfGfVeGaO/oiP/bf5ok4E0zB5suHvjw/vFp8XIXhMP2d947cp7kLayDzZ88qCZlnKyfv9Z8jCs+MXj4G5I8x9/ekgeaSs4+Z2qS3l1BRcqzrx3K++dirPvILtrGvLfv/ojCGOi7Yv9SMF7EPM0Njwru/A25PKPIO3l+d2VRXVXzjQVnG0qONtQcKYh/xyAufryuerL50pPn2q4evHsG5CRmsqx+srmy3n9Nwt7rl/ouXau++pHd86913fjfG9BXm/BR+jGsonKq7TuGnRTEbzuGrqlBN9aBmu4NlZxYbji7Njtc/1lHwzdOo2+c512/yZzoJIzXC2ENupJd62MQY9gMqzGZSx0wHhszXEzVnLaQkgY8TE99t8D86vWRU7/BXoVOx7+nnfmYEmYG3V8daPnH9d5xzTYpJ6QNVPWZxkgWq9aaVkzJWMiZ82UFQv1VUJuJCR0+JgG/SgkPvLPbM296puC1GzPy121U0AB7RWPfrFmXBCNPIlIV+2UfR/vZVq1t8R7mVY/T6pfJHV/90kyoMQO3PpgqDLv9kcQcm9VR8EJaH1h+XuQunM/pAw0/99/84VLRv9sK/TzR+nK898zcCeMvNEXq7YXG/bdkOabx0mflv8BBNJyvaDlekHNpdPVlz4oz/shB9Zf+tFbxaff2liyNt4401Jyvq388n/5q8+DVjlppOdXLw7byq7ePHeq+2Zh7eW8pmsXai6dvn3hw5pLp8s+erch/1zxB28Vn3rzflXhaF3ZnWt5fZXXqs/8qLfkwmhFIaK2vOn0u11XPpyovD5UenH89rWJ6gJEYzG+/Sas/jq6tQTTWjLVmI/vKEU2X0c05aObC5CNl6dqz09Wn0U0XCJ13mD3V8hgLQpkixrTpsG26wkdDlb/sgyeNpJSZnLCiI/qcCE1OqRGR7RYsMo6biCAbDy3BRdQaaC9BDnyiw99oj3vTG6vNbgt5c/dRAOgzZopKQMxpsFGVOiQAhmUI5ZEkwEpLKJCg5cAePhVK2V3gbfpZmRtJDCEkbESASO24aI/i8nTFkJQBXsclqTM+I9T6sdhyccZ9Rcbxpdp1dO4fMfLO16Wbrh5P93xfLUxNzcDn6i73HThB43nf9B88e32/JPdRWcufAeyqOb+n7/49Ivd+NcHqZt5b5bnQRa1pH/63eOHaeNOUP13X+1l57SX3oS0Fd4oOXmq9vLZghPf67hZMKecllGQ6Put/+VXX96+/OH1U99vL8//dCf9m08e/H9//zsdh/gBBNJfX95SeKni7Ad1V87UXs6rvZxXc/nDkvffqjz7bs2lk8MNpfduXekuvdBVcp421DbWUHT/1qWp2rL+G5e6r+SN3bxe+/73R8qvwhtKBsrOT1RfRTYVjddcQbYUoduK4M3XCN3lmPYbqKZ8VFM+svEyrO7CZPVZeP1FYkch8/5NUtd1am8R/V4J434pe6BMNFmjJ3Q42QM+Gcwvhy8rkSE1OqzB5A7oQuaWHb/eVdpwsSHHAcmhT7S/KMhdfATuwvkTa84Z9O4cb9PBypjIUTVmWQYPSGHLMjiAeVkGj6oxaSNpzUbfdLC2nOxtFytjJSdNuJgeHdEiY3p0yoxftVM23QwQjJek44D0ztFnO15OSIvgTdykDRSpCHdepvT7S+KXKfOeV/rzPf9PtxeZg7V3S95vPP/9vrIzN9+H9JSd/+lR6jDierm2/NOjzN99dbgfNoUszJ8/Dn3zNPRPv3u6oKLsh2Zbb1y8ffZMW+H15usXz78Jqc/Pq7pw6vc/fvzLp3t/9fzgwvchxMHOf/ztT3/94vBh0v+To/XDqLevpqTu6unbFz68mXei/vKZ2ounK868V/7RO+UfvdNUkNdadG6ksazp6vut1093Fp/pKTvfXXpuuOYatKYUUVs+Wn6t5+qZ1ounRm4V9JdegNZeH751YbImf+z2JXjjdeSdQuSdQmJPGa6zGNl4FdV0BdV0BV5/EVpzDl5/Ed92jdZbyuwr4wze4o9UTY/eFozfliMaTeRuN3doXjC2KIEGVShQTCdNpISRGNPjE0Zi1kbbdHMAiFtz3JVZOlhYv2pnvIL5W60ZbL3O2mjAJ0S02LAGE1Igl2Vwv2TKJ4b6xNCAFBaUI8JK1JqNvj7L2HKyt12cHTd3y8nesDPXZ2lRHSaiRYITN2CANW/NMTdc9MdhiYHSfhwQ7HjYj0Li7XnWjoe94qD9/MD95ab1cUSpp3QbqHcfR9QHPtnDkHrVznsaNfz2UexZzMwZqespOnmvPO8vj2Ibi4aAnr8XtB2E7WL8ABfe8fVR4ONN105I8eXB4i+eJp5mvOTBjgvfhVTkfdB248qZ70DUdEzKZfjNyyOfTvzFXvabxzufbiW3/M5fPdv/bDu1vjj75f7Ko1TgQwikPj+v4sx7Nz9671beu5VnT9RcPHWn8FxfdeG9qmudZZd6yi4O197or7raVvhRd+m5yaYSVFMlsbV26nZJ24WTk9VF94vPDZSdhzcUjVVdnqi+OlFzBdaQD6gxbEcRtu0GqukKpiUfe6cA1XQFVncBXn8R11pA6S5mD9zkj1QJxmuEE7XCiWoZvMFA7Jxl3Ad34XqE4345PKzBRHW4uIEQNxCAYH7Dxc5dEwUyqlfWfLAkBBjnuorgdQBDw6t2RtJECmswPhnMIxyfmxldlsFDCmRci0sbSSASg7M3z9+b5+97pvfm+dsuDnDsaSMhqsPE9GjAbGdtpFwPA1AlFkb387jiSUT6PK54sCx8GJQ8Cis+Thu+2rT/7cv4ZytWLal3c27m47TlecL4cdpy4JMd+hSfrzr/5ml8d0EiQrb3VZ7LfxtCH2n5n//P/1F0AlJyCnIaAuHBm/7ptw++PvDuBOQvVlx/eZQQIAbbrl2pPp9XeeZUT3kh9E5dxmn+em99e8n92UZaioPXXPio9P13Ruor/8ff/qa77PpAdXnJqR/23LzWVnSp+ux7JSe+X3PuRHfJ5f6q6yN1JaP1pY1XPugsPodor0J23O4uPSdGD4w3FpedegPXXjtQenWw7MpY5fX7RRc6rr6PaCy+V5QHbyiE1V9HNBXCGwsQTddQLdcQTfmolmvYOwWE9kJixw1823V081VU0xVcawG5q4jZV8YdqpgZq54Zq54ZqxJOVCuQTTp8+6sZT3ybntxlYdxz8oYWRBM+GQzE1oyVmjSRwOUim27OjocPWiAQADD4IpA2g95iwkgEr0lUh3tlx2p0SI1O6gkZE3nNRt9ysoHV5rKwFQsVCInWbHQQvJN6XNyASRixaQsB9KlASb3n5R4HBKt2ihRZC6QRMT06bSGsOejfHHg/yVi/WHc+CKpeJE029jCy9erLlPl4WfkwpHwS1ay7uM/iui83HL88WnqZsT5JWLhTbSb21Ow0qugEZKQ+v/rCd/7D1xtSQucXu+5fPA6mHHw5YSA1q7j8Pcid/EuNV89V5J1EdjZPttTu+ucfRP3//bffYHpaK/JOVp//sCLv5Lx0+tbpE9XnP2y5drH+yumacyearn7Yeu3sUE3RSF3J/Yqro/Wlk83lrddPdxafa79xpuHyyeb8Uz8/Sv/uxfbnG8F7xRf6S670FV8cuVXQVfBhb2Feb+FHvYUfYFvLkM03cO0lqJZCVMs1bNsNRFM+prWQ2HGD2lNKv1tO7SkltBfiWq8ROwqpPSW84UrBeI0U1iiFNYqhtZKpOgWySYtrk6GapMhGKbJRjm7WENrN9Lsu/rBHOB5UoaI6XMpMBrJ5QFEDE1+1MyBgp3muPwF4ljUHPaRGhjWoqA4DCvCMlQyYtrASEVEho2pUVI2KadDgQ0SFTOpxKQM+YyKuWMgrFnLWTEobCUk9DjTOMlbiqp2Saz9vzTGPA4KsjaTCNQGN2LqT9jAo+iSt+/Gq/Zt93x+eJ5/FjPuLsm/2fUNVH3616d71CsFUwVFA8uNVy87C9JOY4tM1y18e+X/1JPYkNWvmThH7q/N/CKk8CxlrvnjtXUj3zR/911/ufvMomHGJD4OzTVc+Kjv1wzsF55qvnombVUoC/BfHWw2XPuosuixCjl34C8hAVXHNuVMfQSAt+WeL3v1e7fn3q8+erL9w8m7ZpeHqInRH9URDaWdRXl9l/lDNtYbL73WVnB1rKOooyrPwsX/98c7ffXl8GJyt/PD790su8ke7Wy6eHKnMH7p1pfn8D8dvX8G2liGaCsmd5bg7Rfi2G7Tem/i269SeUlpvGauvgjt4m91fSestI3cVU7qLab2lrP5y/kiVaLJODK0XjN+eHq0UTlRLYfVydKMC06TCtWiJbUZql411z8Htd/EHHdx+r3g8bsCtOxlgh3nGSo4bcGAZPQTIRdMWElCO5ahwwGoB8vJ1reiKhZwxEV81JY2EVStl08HYcbPXbNT1Wdqmg7HpYGzY6atWCvgy4K6BNb+uHFp30sIahARRc+ib3nDRwxpE0oTbdLOWlfgHy9qPU9bdBQmqtWB/UdZy5TtfbjiexTUHPhEYDt5d5B/4px9FJM/T2v2g7Dime5q2/V+/evSzo9DTtF2E6Zy4c7kh/43SjyBN175DH7u9Oi9J2SWI9uqid79T/v4PsN2N3In+7pLLXcVXSk++2XrtfPn7P2i6kteSn9d2/UJ3yeXqsyfbC8/XnDs1Vlc2Wls0VF3QXXRmvKEIdqe8r+LyvZsXm66e7CjKu19xGddbW3IS8ovHq3/z6d5//vkzEwtZf/7dipPfXZtVtVx8b7z6+lDFJXhD4UT1VVRL0VT9VXJnOb7tBqmzhDNQRe0p5Q7eZty7yR28PT1Syx+uYd6/Re0ppfWWMu6V84YrhRO1MniTDN4khtYKJ6rF0FoZvGFmskoMr1VgmnSkdiO1y0TrNlK7DJTOJekkOAEFLKrDZKzkTTdrd4EHxAgQcBkBWA3z+m6v3AIoYO65u3qzZhKw11UrBUC7PksDuK7P0raczB03e9vFWp+lZUzEpB73uuAUdMIBxb0yS/YIhxWYhu151vO4Ylk5FTdgDn2CsIb0MKjzitH1594QTjXPTDbS+m8+CCrA0M3e0jTYBne0PHMYmN4LTH+9736xYn6WthwGtQ8ips83vT/d9//uZcKvxXKnqrvK3rr0fchg9dm4hU+4W9d46WTd+RNmJvZu2dWas+/2ll4p/CGk8qMfVp3+4Z38vLrzJ+6WXe27VdBfcb2r6MJwdfFgVWHfzUv3ys5B6wvvl5/vu3lhpLaAdL8O0VbeduOD/tuXB2uuXv8R5OX60v/8r3+VdstrL76N66kpegcCay7TkSfbr77fV3YO3VIyWH4O3ngd2Xwd01yIbi7AtVyndZeKxxt12C7GvZsAYGLHDca9m3J4qwTaxLx/UzLVoMG2swduyhHNINPWEzoMxE4r866Z3gOgtTB6XfzBJelkUIUAPWnQychJBOIGHMD0X4M5R1PnpCpZGyVtJGRMxIyJCPBetVJyZ81G3XQwtpzMTQdj1UpJGwkJHRZoWUAjEii3QTDeX+Q5eX1mkFLt3wAAIABJREFUetfBEv9xWBJSw0NqeMZKFsKaum+8W5MH6bj2lpM3ocJ3TTWd/8OLyN6i4MAvOA4KH0UkT2LSJzHp45joUUT8PK09jiqeJI3HEe2jmOnTNfcna46f7Ht/8cj/62fLx1FFxEwk3C8rPgEpehdSf/FHDRdPjNYWNVx4r+nyqdun36o996OJ+pKh29fvl1/uKbkw1VQ+0VA6UV/SX5EPb7k12VCMbi0dq76MulOCaC6aqM1vLXhvuPoyurNivKGQMXpnvOlG+Ydv9NVcEWL76vPfLXgXcuNHkMK3IX03L6Hbb3UUnJpquE7srKD0VmFai7BtxaTOElpvGft+Bbe/ijtQyemvkE618IdrOANV/OEaJbKdP1zDvH+T3V8hhtZLYY284crp0dtiaK1g/Lae0KHFteU8tonWbWXetXP6nLwBJ29gbmZ4QTTmk0FDaiSAHByAGgSUy7l7/3J3wuU+5/rNQKub0OGTekJST0gZiGkjKWMigwOyblBWgYwsZSAmdFiQf4Ge1YaLvuagAgHb87hCjW928fuBbhdw8UkTwTU94Z6GWpnDe4sSG3u4/CSk8kPIrx/6vgXmqORRRLzr5+/4eI/j6scx/dOE6eOs42FE9zSpf5ExpGYpX27Pfrpmepmx7i4p5Nj7IkRPW8EpfHfNePX1u6Xn71w6ca/swuDNy5MNxSOV+b0l50Yq8++XX5yoKUS3V8oQ/XJUH669DNVSiGgqHK44j75TDG8qhN8pGm+4BrtTzBhuGqnPby96/9z3ILcvvnXpbUhfzRXGcGvTlRNVed/rr7w0UV9I7a8jdFUgmgrxHaWEthJyRwn7foV4rEE60TgzVM24W0btKZ0eqZVAm+l3y/X4XhWqQ4lsE4zViaH1wolawXgNq79cBm/gj1QYiJ1qzB0z/a6O1KnAtMhQTSpcKxjg9svhAQUiqEIBziSkRi8rkT4ZbFECBTcQQgDG3wrz5v/KaWes1LSFEtNgYxpsXIuLa3EA8pSBmDIQs2YKOBkTOW0kJfWEhA4f12KiOkzShMtN2aw7aUBY8jKpYg0Ve4TDm25GxkoEL8G6kzEvnHRNTzh4Y6zhCjGiKTtLx3Rc4YxWgGUae0u81532gZ+/vcTZWmQ/jisfx7VPE6YXaevhsvI4rPxy2/EwJk07yCsuxouM6WFEu+NVcsfvtOe/5+Kh5mewMuTdyboCWGMhsqWY1FMlRfTS++oY/fXE7krOcLMQ2qnGDfBHW9BN17EtN6DVl+4WnaLereQMNVLu3h6vz59sKoS3lsDaSoZqr9w6+71r70GunYC0l56Gtd4sfAdSe/6tyaaijsJTA5UXKHdvo9uKcHeKcK2FpPYbrHu3RKN1iqkWFbxVMdXC6atUINp0uB5823Ulsl082aRAtLL7K+SIZslUgxhaPz16WwZvkEzVGYidBmKnHN2sJXbYWH2AJ/GKJ+dmRp28oaAKFdFi4wYC6EznJPSvMu0/B/OfXK0OME5bKFE1JqrG/AnSoMoC6Ma1OPAqxDTYmAb9JzDn9EMPgyJS79WIFgn47R0Pe81BTZmJW/O8jI2xIJ7a9c78dMf18/35rzbtL9PaP8Kci82Cw8DMgZ9/FJnZD/KeppTAoJ+nzMch9aOY5jgs3fXz1z3MdQ9zw8ML6QkHAXXUwAooSNtuacrIyVr4WnyflT62Niuw0Eb1xAFiVzmsIR9ad4XZXyOYuCOFd5J7bqGbC6C3z0Nvn4fXX+YO1+HaS9BtReT7VdieW6yxZgVxkDPZNtp8o+Lcm5UXflD8AeTCdyHXfwQZrLmK7qwYqLwAbSrkj91BtxWhm64TO4qZd2/yBm4LhmtkYw0aeIsO3SmfujM9UiuaaCR1FslgdyjdJYKxOgWiVYvr0GDbZfAmFbpVCqs3krqMpC4Hq9/JG5pl95vpd43UHivz/tzMaECBiOnx4C5OsEbndQT/GeZvddqvD3qA9wLMSuWsOaHDv27NAOOYBhtWokIKZEiBjKjQUTUK7O0CRfO6k7Zqf9Uu3fGwmYNFW3PMRyExGKsJqeFL0nGwIuhFUhczEGIGwraHH9ahkxYi2C10HBQ/isiexGRPYrLHUemjiPhJSnwcnX6WVj2KqR7FNM9T5gdhzdOk/kVGtzbP+HrP9iyt+nTN9M3x0p5Pfris+Tzr2nTNsAdrKHfLsG03Bm6+r0B1ufmTc3wYc6CS0FnCHKjUE/v0pHta/D3OQNVI+Qf9Re+NlH8EvX2eP1zHHqzhjDTQBmomGgqYo03siVbeVMdw4/XmwlNNhacKT0H6aq5geqrg7eWYngoNeWRmqoNyrxLbUYJpuUbrvTkzXCsZbxQP1woGbouGb4vHagUjdZyBKsFYPaG9kNVXweqr0OG69fgeI6lHT+hSoVv1hC4ZvMHB6jeRu+d4w3J0s47U6eAOLkqgAQXCJ4PNC8Yc3EEgvwTMB+Au0xYKaGZkrNR/G2YQlXPjUjl0/yQ8pwzEuBYXVqJyRHdIgYyokEAzlEvEcvM/q3aKcKoK3GJzsMRPWwjLyqmIFvksodicZx74BZ+tGj/O6FYctMOA8GFY+r/CrHgSUzyOyh9FxI+ToqMI91la+SimeBhVP00YD5eVj2Kap0n1z4/dD2OSo7DoKCR5EFFse8VzIvjcNJTed7Ppwhv8sdr/9NnqlnsG03att+idwVsf3P4Q0nntLXxnoRzVzhqsJHYXT1af6br6ZveVNwdLTg6VnmLev6VAd6hwvYTeW6yRJjV5SIjqVRAHkT23uivPTraXjTTfIA83zaDvkfprCferNeQRfE8FseemDNVN6iyh9pSz7t3i9VcJBm4LB6slw9WS0RrpZLMS2W4g3GX3V+Jar02P1BqJd6dHaoykHhW6VYfvVKLuKFHNNvo9wGnbWH2z7H4Hd9A9PeIRji9Jp0AbI6RGR3W4pImUa0f+u6z5j2IBRs5jv5qK+xcAg5AMGlYhBRLQ3X7JVFCOCCsRf5zde7UsDMwKrNopaQtJhqoDoXpzjh43opNm7KGfv2qnpKyEB8vifd9MykxMmAkRLTpmxG26WVsezv7i9GFg5jggOloWHPmFB37+gzB/P8h5mlI8iikexVRPErpdn/hgWfIio3sQlXyypgOue88voA6WE3qKoPXn685Axqrz7Oyh//c3j/7TZ5mv1h2/Olz6j5+mN+f4i1L4LGdIiWuHt1wcr8sbrzl9v/it1kuQsaoP0K351HtlhK4izkgdbaCGNlAnx/WrScNSXB+ys7z0Iwiur1aGHyQP1E3DuwTwbspALXO0idJ3W42/zx9toPTexLfdQDdewbcUsO6Wy8YatIg7OnSnHNbCHaxSINp0uG5WX4VgrM5EuqfFdhmI3ZKpBiOpRzhRq8G26gkdJnK3g9U/y+53T4/4ZDDQgkwYiVEdLqzBgPYUoMByLNjKLB1EZMiWk/2vnE0HC2TOQFMAcAXhedVKA0xnrtOcMhAjKnRACvNLpkIKZEKHz5iIm07appO6YiUeeLkZE3Hbxdqd44EBDgOx/WFA8GlKtedhrNuJO/OUoyXOgZe7Ncden2VkrOSsmZS2kLJmUsZK3l/gbM+zduaYW/OMAy/3QVDwIib/OK06DEwfBwUPw2KwkOs4KN73zex4eZ+u6L7cNL9IqY6Dwodh8e4iN2unbs5x0xaKjdUnhNZ3Xv/ui6Rhf0n4D19mD/3iXx0v/vZZ8PNN6zfHnj98EvnPP1351aPFv/9JatfPC+oROnoHdbDYK0c4Z6B2Hox8vxraWBTR8Uz0qZhh2sZGiuB3lfgBC2vKzJy0cKZmpjo4Y02uGaR7GuEVYw2k/umxRlZfBaG9kN5TJhyrc9KHuH0V08PVSmSbhXrPSLwrGK8RjNXpCV16QpdwolZP6LIzB+Z4o3JEswLZYiT1yOBNZspdF3/YJ4OB9hQAGBhxTI/P0dq7C9OgI3UckLwartn3TH/r+TdhXrFQt5zsNRs9bSSljaSsmZLUE8JKVEAKC0hhYSUKwBzXobbd9HU7ZdPBiKox2y5OVI3ZcXOPFoUO1v29ee6Bl5M2oWM6aMoEy1hQe/Nc0OvMmilJPS6hw6aNhBULeX+Bs7/AOfByjpZ4DwMzT8Pil3H5y5Ryz8vdXeT+8zruRS7YZHK0LHgSkx0tC/aWeMdB4b6PvznP3Pfxn0ZVES32WUxN7y+ZE4wtyWBSdMM//mLzZVb/kz3nX38c+HTT+OWe7fMdyy+fLPz8oftnDx1fH1kepeWfbJr/w1crf/0isR/Q/v7lxpKM9jDkWBLTsO238J2VrMFGYmdFR8F73cWnuopOthe8M3Arj3q/Ct9Vpif2LcsJc9NQHfEuq6+CN1StRLTOccb0uG4HY0g0WafBtqsxbTNj1bzhShm8SYm6I4bWe6bHPdPjPjFsltFvZw54psftzAGvYBIYcdpCSRiJYQ0GUNmgvZSxUoFxb7jY+4sCMNv2am36n4N528XJwbxmo+dgzpopMQ0WwLxhZ65YqDk3novNyzJ4RIVO6PBpIyGsgq3byas20vosLabBZs0UN3fkeEnyNKTwSyZ35zhbLtqKFbc6i92ZJ+0t0IC5b7s4GRM5rEQE5bC4FrNqpex52Ade7rGP/zgofBaRPI9Kn0elT2PS/UUeWFgDlpnsLnKPlgWPIpID//SDkGjfx9/xcvZ9/O0F9rqbvuVhPQrJn0SUIML1Fv/gyC/uKPyLr7Zsv3sR/GrH/usnvt8+C/z6mf/Fiv7zHcvLNd0nW4b0HGXTx98Niv/hp1sxM0uGu8sZb81/E1J+EtJ29cTtD9+ozftuxSlIwfcgdWf/ovhdSNlJSMX7kIr3IdWnIZfegNTlQYYr8gSTjdyRGlxrgXiy0Urtn6UPGvBdFvJd4UStAtmiQrdKYY0zY9WC8Ro5olmL6wgrMXO80UUhFJxlGdIvgQflKDtnwD09siiB+mSwgAIRUqNBPI7qcBkrNabHR7TYDRcbtJLXnaxXN9dsOljfenIwb9iZYOQ1VxkDmIFOKGMi5yqonJIkpEBG1RgAc8qITRmxaSNhy8nMmilhJSogRex7BGkjaWFmZM1GTRrQcR0yaYRvuUl7C7T1WRr4/yb1BJ94YlE4FlWj1mdpm07a7jzraIn3aFnwJCR6EhI9DMwcBabBRXRgSQ0A+FlC8SKlAnXXgX8abGPf8XLAgpsfr5iDKtQsu39llo5qveiTwZ7GlTVnIX/9fPl3L4K/eLDw377Z+P2nka/3nUcR6WFE9PWhIzZL2liafr5i/m+/OFifF7tF6MtvQgi9VQsS4qZLnjBw0a0l/TdP15/7zlTjFeLdCtZIA3u4fqLu8kTdxeGqM/DGq6O38xrPQzqvvdVz7a2Z0dp53oSNNmCl3LNR7wMlkIHYbSB2K5Atosk6NabNyR4KSBEmcq+Fes8zPT7PH/MKJn1i2KIQmjSRQGWbEwGE1OigCpWxUsEke8JI3F2YBvunN/+4hRsCmg3/8my7WNsu1paTuWGnr9lezcllzaSsmQQaUxkTcdVKSRnwERUyokKGFPDciaiQMQ0a9KxWrMSshQCo0FUrLarGHCwIEzriHG/YL5nc9/CyFnxCjwqrx1dsmA0nIWMiglcqrER5pocXZkaiatSmg7FqI206abvzzMNF7tES73CRu+dhbc0ztudZu4vcw8AMCM+5WgsskwPLaw4DMw9CosdR6aOIJGOlxjTYoAplovUuiCbgzed+/zyM6bjiVyD+8CLy+4+jf/XY/9m69WXWuOMXrnm4G0vTqx5+ysn5uy/Xvtz2/u2n62ryUGXeG4jWYjsPMTeNXlaS8V0lhO5iPfl+TE91CxHzYtS8ADEz2azAdLunYRENyc2f9EnRXhHcSu0PyjArFrqLMzxL67OQ74L62EDsNlPuqtCtgvEaJeqOizPsFUzqCV06fKeTPQSOVzDp5o44eUMO7iDItJekU2ENJlc1ganXpIm0Pc879Im253kbLvarRct789xvPaADAQjq9VkagBmcmAYdUSFByEzosCEFPCiHBaTQgBQalMPCSkRUjYprMQDmlBG74aBuOZkJHTapJ6xaaQ/9spACrUK3hhTIRwHxhoO6bienTegtN2nPw4hrMcD5L4km53iDi8KxhA677WKtzZI3HNQtF23bTd+ZY+zMMbbd9A03bd1J25xngmD8ICTKWfBhYAbAfxwUgjVFjyKSo2VBUo+b54/YOQMRLdZMv8sdrViUQD9fs+op3U9j6s83Z49Csk9Wzbs+4WFYlrQz5mSI7Nz0o4T5b3+89vmm95vjSOkpSMPlt1gjTRbWhIbQZ2GM0PsrRmvyXNMTTv64nT+hIffZORMKTLeO1DfLHvXLMH4ZZkmCnJ+BOpjDHv5kQkd0cYadzEE3e1iH7wS6Ph2+UwZvAs1HA7F7UQid443a6H3z/LF5/piLM+wTwxZmJrbmuGkLZVmJ9Ionl6RTQC0E4vSqnQH8NiC/QO79aoz9X4F5x83Owbxmo/5LmIFlL8umAlLokmjcL5kMymHAlBM6bFKPAydtJIAELWUgbzm5bs7Y3vwMZ/DWonBi08GIqOEZMy6hR6zYMFkLNqxEBKSwhZkxN3dojjcYkEIzJuKOm70zx9x2M7ZctE0nddNJBWBve5h73ler48D2OPBhb4n3OCrd9/GPg8LjoBCsE9xd5K65aCCnSxsJmw7Gy5gmY6WOVr+/5mDuemfSVmpIg1t3cV9kTPsB6cOo2sYfc4oQSfv0Hz5b/3x78fcfr2upI+fegPSWf4hqL15S4JekWAtjiD1yW4a+cxSQWVlDC1KUinjPI0F7JOiAAueTYeJ66uosxyOYcvMn/BL4HG80psHP88fMpG4zqdtKu28k9ejwnYDzAqogOaLZJ4YldESfGLYkmloSTXmmx4NylF8C94on3dNDoFcRUMCAhjeqwwQUsHUnY8PFTBjxYOgmZSauO19dIgzZsNO/9QCYt12sHMw5gwYwAxFBVI0KSKF+yaRXMOoTTyzLpiIqJDBlcLJmkl8yuSyDb9iZ67OsVSsD03L151seLa4ja6bte6ajatTaLDllxKSMqJByIiiHLQonnOwBO7NvjjcYUsBXrZTdOc7REv/Ay92ZYwCYd+YY+wvsAx/veVzxJCYDl1Pl/POjiGRviQfux9n38cF9SPs+/oaLHlLAA1Jo2khYn6UFpLBtF0eObka1Xvzl4cKGm2Nm9CVMlJCe8CShexDWEO6W+lTkvYDhv/zlw0eJ2RcZ9/V3IPWX3oS3XbfzoSEd2Ujt98nR5HvFM9C6qJ4YVONXnHwLe8wjQTumJxclqJCamLWyNl3TywrsohiWMpDn+WNJPSmqxi3wR5cEEwszE072kIV6z0Ds1mDbFcgWOaJZBm9aEk1t2NkRFXZJNOUTwzzT48sy5LIMPi8YWxCNBRSwpImw5qBnrOSAAubkDYTUyN0F3qFPsGqngUm2rI2y5+VnZimZWQpky0X/1rPhoG46abnPqzZSxoxPGjBJAyahR8e0yIgaHlJOLcsnA7IJv3R8WT4ZUk5FNYi4DpXQo+M6VEyLjGoQcS1mxUKe549kTOS4lhBTE7XYrqSOMnE773hJkjaSfOKJJfFoQDYeVk062L0GYrsC2QSogJACHlWjXkSVWTNpw0HdcLyy49155v4C+2iJd+jnPwyKHoREx0EhYLmBKYOQDDKvjTnGioOSthETZlzCiF2zUVct5KgK+TggDitRWlzbPH9ksv60T4rwiqZ2FkQvkqaMjZWxsbTEu0bGsFdG/sOnO8eR2SdJ571bZ67+ADJw+9wMvNXOhwa1JAtzUI5plSCbbezBzTl+zEBZkKIWpCgppsMxPemTYVbsnJ154aZr2i9DBpWYmAYPMtagHOETTi7wR+3MASd7aFEINZJ6UM0XJ2tOy+BNASliSTQVVeMiKuyiEAo+L4mmDMTOZSUyqsMADUhUh4lo0QkjPmujRLTomB6bk+lnrOQdDxewTPu+mf9tmHMQ5mD2S8f90vFF0YhfOh5STsW0yKQBAxLslBELHHvWTHngky5MQw884mchLaLh4ljlR5sOTspATuiwPsmYEl0nhVcqULW0u9eJnfnU3sKgHJE2EvY9vMfLkkPvdMaMX7WRtt30PQ9rf4G97aav28lpK/7IP5O7fO71K74B3tsL7BzMSQs+YcRuu1gbs7S4Bn3g4UXVGCBz549UwJsuVJyCfJKyZG2cFwmzexqqI91z8OG/fbr2+493LVwkF9pe8DZkuPZiZ/F7fFiTY3pShLwzJ4DqyD1O/qhPjozoCBkbK2Fhxkx0C3tkUY4JqvErds6Gk79iY0Y0+LieBCpSUJ6E5ciAeMozPe5kD3mmx2cZ/fyRKvq9Ejmi2Uq77xVMBqQIYMdLoqmIChuQIhyswWUlMqCABRSwoAoR1qAiWnREiw5rUEAAsulm7Xi4e17+1hw7bSFFtGgwpw7ZctG+9Ww4KJtOau7zqo2YMeNSRkxch4xpEVENPKyaCiomA7Jxv3TMJxn1zAwsioaDismYFpE2YbMW/IqVsGIlhpWILSd7w87OmmlRFeF5WPeTNXfR9yG03tLHy4oVCz2sRCwIhszUdp9k+MDL+SJr/HrNtu3ibNiZMQ36SVD6wCdM6LAg097zsI59/GMf/8DL2ZljrDkpuwv/TInk7hsErAgootbd9BUHJTNLSlrwSRNuy0FbMxPjGnTWRAzLkUuCiaAcZaXdVyLb7hb/yCOA/cOPN7MWbsrIovdXbc4r/sfvv8w4FJzJjg8gkO7SD3G9N+3TU14Fxi2ccgun4kYqf6LOyhqK6skpC2NZiU/PcmIm+rxwKqQhhLXE7Cx7zc5Omah+GXJZiYyqMXEtLqpGBeWwJeHYAn90UQh1c0dcnGEDsZvVX07qui6arLNQ73kFk57pcTd3xM0dWRRCQwp0UI7yiWGrdkbCSARFFBDiL0mn5mZGl6RTAQUiqsOtOZhAbA8S71czVP8emDed1LVZEoAZYBxRw0JK6LJ8wi8dWxKPLIlHFkXDfulYWDUV1yEBzFkLPmshLMum1mz0pJ60KISu2zhhBS6uIXde/f5oxUdHXumKhT7PH/GJJ7IWwtES74sV3fOIwi+ZmmXcX5bBV62UqBoFkqZj3/TREn9/gQ3C87qdvDZLWrGTNt3fvvsTFFSb88wczCkrIWXGr5gJaR0mqcNGlIhlCcwvgs7xRl2cYQ2mE9V0pe3KD77Z9YdV5KCCbGGM/c3z1c83AhrqeGfJhxVn3hhruCLD9azOzaQdHK8coaX2jtednYE2vEiasjZOSE3MWNl+Fd4jQc4Lp5ZVuJCGkLYy1+zspJECBNVAf5ExEeNaTFgBD0gmV62MpJ4UUWE90+MabLtkqsFE7vWJYcsyJDB0N3fEK5j0S+DLMmRQjgKFMmhUpC0U0JnI2miADgN6XJB7r9oZOx7+H+tmJ/XPHVC9bLvpAOasBZ82YQHGOVP2SUYXRcNe4VBQMRlWTcW0iKQBnTZhU0ZM0oBO6NFpI2FROLFioacM5LSBRu4qZvffdnPGJ6vPHi/KMiaqizOY1OOehMRPQqKPE8rnEcWjgHRvnh/X4jIm4icJzY/T+k0HI6pBxLTIuA6ZNKAzZtyqjbhuJ6+7qOtO2pqL9jrSIOUGi5zBxQorDkrWTk7biBkrMWvCr5oIW7P0jB4fV2OXJbBZWp+DMaBAtNLvltPvVxK7Sn91EPbMYH5znPjd44wYdb8i77vn/gJCHa4n3r8VtzIfRLVHEaUc3+6YGcN330hZGP/wxUZUR6P13c5YuT4lzjkzuazCRfXkmIGUsTHWHZyEgQxYaCCrWrGQk3pcVIUMyqbSRkpIgfYKJkEMdrAGAa0dVeN8YhioppZEU34JPCBFLMuQy0pkbm4KSLJX7QwgyQa6+riBENZgYnr8upN1sCR8xWn/78Kcw3hZPuGTjC6JR7zCoQXBYEQNi2kRCT0qZcQAmBN6VFyHSuiwKQNx28XLGOlbjmlozbnGM5DPkrMzo3VPltUZIz2sRD0LK79aMz4JiX+2ZX3oFwHq7aFfwh4owbdfGrr5DqHjslc4vCyfTBrQ63byzhxjd565M8cAdTO4PCO3yBnscgZ/uOairTqpAObMLClrI63byHsu5qMl4eE8b91KjyrRbvawkzmoRLbPcSdUmJ5bJyBZy8zvHqV/thVYd0jTs6Jr70AGay/B2m9oqQNOITTtZDlFE0Ed/mcHC5+vOX55GPjrx3EnD3bzBMTOgcbNjAUpct3FX3fxV+ysVQd708WL60mgxwDKk5QBH1WjgrIpn2h8w84EBp3Uk9JGCjBivwQeVeNCCrRfAl8STS3LkFE1LqzE+CXwhPHV8GPSRFpWIgHrGVSh0hZKVIdbViKDKlTSRNpwsV+NSoFFy/8KxjmYt1y0dTsZwBxWTYWU0NdNeUEw6JkZANYc1yFTRkzGjMta8BkzLm3CBeWI4yVJ1sTwiRC7bqEG01XxHsQnQnMGqrYc/KiKsGql/WzT8XlWt2ojfZJUfbliOloURlRoG/1ex1WIGtMcVaMe+kU5TvuBf/pwkbvtpq9YCQkTBjhtcAC0OYABxjmYs3byyix5zUo6mGM/Wpp57BNt2hgROdInnHKzhxWItoyRoUJ1weuuMvpq/+cfvlgSEX1Ssp42XnnmOxMt14n9FS4RLO3gbC4KPHL4Lx74fv0k+NMdz28ehr9cX+CONF+EQAST7SEd2Tkzue0Rbs0L1l3cDTdvx8MHWyVWZuk5SeSKhZzSY2JqVFiJSuiIERV2WYb0iWGA8Ipp8D4xLKzEhJWYZRkypsGv2ZhZMy0of6X2iupwuRM3EBJGIuheAFEY8OdADPJqNeuGg/Kt53W+CcC8YiWkTdiQEvp6VAam7JkZWBKPBGTjETUsZcSsWAlrs6R1O3ndTkkZiBkTNSBB+USIZSl6086fuH2m6SzEQOh96FME5SivYPxoceaBfybtTQaOAAAcmElEQVRjxv9kwxzXYqi912h3byhRjTJ43baL9XFcfbDA/2MJ8OqnAjXVgZezPc/a8rC25pjrbvq6k7bqpK7aKSsOypqDuuqkrjmoKw4K+BOgKE3pMVuz1F0n43hhOqMnLs6MB6VIJ3vIQOh1MEfWbXxo3SX0nRu0e1WVpyAtl94ueBtSc/47w7UXtdSBtXnB9pLkYURrYQ9HjbS//STzuyeJ53GbmTZRm/fmrRNvjN6+7OJPaohdK3bWip215mBuzXEPloSrdlrcQEiaCCsWMiCaknpcVAUPyqZ8YmhQjgpIEVE1DgAJmM453mhIgQY2nTKQ9+Zntl28iAqba0MljESgIAAjcTmiG3QvEkYiaGC8is3rdsq3nlw1teWir9spWQshacDEdShQRC2JRxcEQ/PTA/PTA56ZwQXBUFgF80vHfZKxFStxd5614aCuzZKTelxACrPR+7Jm2gOfNKRA91z/fsfV75C6rjtY/c/CyjUbfW+eu2ajxnWotAm36aSpsY2emUHhRBWu/fyGg/osIl2bJWctBMCNgwOy7p055v4CZ8/D3p5nbbsZaw7qipWYNOGSBkxUh4qo4VEdKmshrDmoWy76hou+4aCu2ykrZtL+PHfLwdi0073TYw5Wv4HYrcS0SRF3HJxRKaJVju7Ynpc4uJM7HunOonxrQTwngsuwnTOw5nkxIj3LSxiZz2LWnhvv/+cvDmYmOuvPvH0ZAum9cSEPAonrZkaqPhLBahYlE/uL07tznCdB6b6Ht7/AWbNRwVPddNLWZslpEy6qQQTlsIAUFlIgwdQ4UFmFFMiAFOaZHk3o8KAHuGKhgtbtwcIMEG7GDYSVWXraQolosUkTacfDBxYM+lQRLXbHwwfDza9EQv8KzADpTSctB3NMiwwqoAHZBIDZMzMIMPYKhxcEQyHlFKiYV22kVRspIJuY4w36JVMP/bKjRXFEhc2aaRt2dn/pD620uzJ43UO/CLCqYRVsltmjI7Qo0fWcoWJo3Sn2YNGmk/Y8KksaMMvyyd15FoA5Y8YDmDcc1G03Y3eetemkgVcqayGkjNi4DhXVICJqeFyHAj/JhoOa+y1WbaQtB2NvjrNuo+64WGB2V0/qEcMa3fwxbHu+kz/+s90FFb5rwz39cXY26+CuOtgBJdqvwCxKke5paNzA2HRLolqWAn2/8v03yD112LbbHfl5wxXXP00uI5vL2y59h9xzxURpTxmxaRNuf4EDniR4mNtuxrabseGgZi2EhB4d1SCCcsQfm7aktJGU0OEjKnRQjrAz+2Ia7KaDlTaSgOIqZSCuWl/pa8FNMoC4XrUztua4QPIHnPaiBLrhYu95Z44DEnD+LMyAHsk9xIwZD8ivHMwA2gXB0KJoBPxnUAFdtZESejR44k7OvZAC/utDr5M9lDZSjhbFj5dlASnsSVBuZ/YFpNAnQWlSjwsp4CHllF86bqZ2sAeLZIiaw0XesW96xUrMmPEfJ5TrdgpwEgBmgPTaLHnTSdt2M/Y87N15Fnh2AOy0CZcyYjNm/IqVCBoe4K/Ad0jqsNtO5o6bvTfPDSmQc7xhGaoJqGLnZkZfpowRHeF5Qh83kjN2TsJKy86CSyY4K3ZOyszcmhM/i5mP/NqUiY9pKyt/DwJrKLlXfG5JzMC115a8Axm6eYIzVGxn9aZNuBUrcX+Bs+1mAN8DDvhRV6xE8FKGlaiYBptTQAOtVViJMpK6fGIoENlF1ZiknrDlZB96BTnxFljdCMR6SRMposXG9PgF0YR7emReMLZqZxz5xS+TOjDPDlmbJX/ryYENjCBtwsV1qIgaDmgvgKtXOLwoGvFJxvzS8YQe7ZOMpU24pAGzNkuOahAO9t2XMVVEha46BYlrCUeL4oQO/9Av+dW+Z3q0Uk9oy5iIMQ06pIBH1PC0CXfsm34WkR77pg8XeVENImshbLsZCT16UTRy4OUCkACEaRMOIL3hoO552Hse9s4cc+uPbnnVRlqxEoFHASf3iqRNuKBsasVMAtNAbu6QntDBGbmlwrUuSqB/eB7cXxL+8sj7MCT/JGNMzdIOliVgCvdBULHu4j6LG/a80iUpes0xs+4UPQlbJ+sKin8IuXP53VsnIc0X3r1z+YeC8Ro7qzehR2+7GSCsbDpp4HfJORWAMTAb0JjPmMhgfjhjIid0+Kga45dMgdUPYMAYzDms2V4tYgPuGjSj4gaCVzy5rESGNZh5wZidM+AVT2ZttN2F6Uch+SvJ35+DOQd2zh/GtMiwCgYYbAAzwDggmwgqoGkTblk+mTHjY1ok+Gxn9X6a1M6MVRE6CqJqHGfw1pcrlrAS5RNDFcgmkG0GpNCYBr2/wNmZY65YiUEFdGeO6ZeOA/IcRIH9BU5IOZWDGfwVQDqHIjB98BIARvb11wL8E3BWLeSskRzX4kIKpIvTb6Z0sYZKdaT2DRdza465Oc9+HJXveHkxI+4oLNpe4oKrYTbnuAkT5XFE/eNVu0+O9gjhMT09qmP45UTuSDPqTglv9I5gssPFh1tpd/3S8ZyzWbdT0iZcUAEF718u9kXU8LAKFlJO/TmYgdYqpECCJR+v9vuYKcCa0xYKyLdBPPYIx8F8spM3pCN1LkqgKTMZSIVeSf5ef+v/xAJyn4HHBiQ2yLOWxKPAV/ul40EFNKyChVUw0FrOmfsssydtJCyJJuNagk8MGyx/79OkfrTypInczRksB42sV0OUTlpEDQcubsNBTejRO3PMdTtld54FvmfSgAGwASMA3RFg1sCN5zDOgQq+LKpBgJ8N9FSSBsy2g73tYG/YmXEtbo43aKZ0cUbKF0Rj+4u8TTfjaVyeMOOW1bC9JW7aQToMCR+GpSkL5XlCm7JQrKyB42X5hnua0FO0KEGtzHJd/KmojvbNfnDdKVp3irxipJs7tCyfBA9wZ44J4kVUgwDWkjRgohpESDkVVEDBCSsR3+q05/kjS6LJmAa7aqUBOd6Wk/3AJwbqWyDtA/tGAPeZtdEiWqyB0j0zWb0gmgAwg10EW3Pcfw1mgPSKlZg24QDMQQUUwLwoGgGmvCyfBA8xpkWCfxKQTXhmBoGtA0J7y8l9FJAn9aSwErXvmd6wM/kjFc/C8g07fcVKjKjhWQsB+ICkARNUQA8Xeas2kl86DpL8mBa55aIDewXZfkyLBEgnDZgczADp3AE5BHgjX++prJqpO07O0aJw1Uqb5w/pCW30/sKgCrY1x5wXDD0Mizbm6Bpqa9AAi1pQKTsxbSMnzeSHIXnSTGYOlceNxF8cLvLGqwNK7JIMtShB+eXYiJacMjMXJaglGWpJNB5WwUCSdeDl7swx9zzsjBkP2j8pIxbAHFJOhVWwiBoOOvS5LnhCh42okEE5DEh0QF98w04HvMq2i/XHi9DpoAsJ+s1g/nFJOilHN7KGSoMqxLqTAZoZuwu8Pe+ft2ZQw+RcX1yHCqtgQQU0Z8o5mCNqeEyL3HTSMmY8cESLohGvcDhjxu/NczMmctZMU6FbD72io0UhSCtmxqrArwTSKxAIQLg99k1vuegpI3bbzYhpkSAKgHcIwAz6mzmkgbGCE1HDcyeXJHpmBhdFI8vyyagGkTRgVkyUFRNlw84EPVArrYfYc8XF719zUJ28vqQF93FG/SQpV5AaAlrYTw/sdl7/rndmf0mYnaUzh8qVuNZncR1z6JYY0RRUY5380YASHVRjdxYEOwuCuJEYkEIjavi6nZI0YEBhueWix7RIYNkZMx6kOOChxXWogBQaUsCBpiqpx4FkBcg0nOw+F6c/okKuWilZMyllwGfNJDDOCtrJcQPOJ4MuK+FpC8kngzq4/SJYDWekPGujHPoEoEkF5lshIGZkzPjX/WFCjwYJLchcQGAGFTNoMPskYwBjgMSqjbRupwQV0JByakk8GpBNxLTIBcGQmzuw5WSHlZiEjrhmY4LqkD9S4WQPbDmZST3OJxnzzAz6JGNRDQKEWxAFACQ5n5xzyDlHDX62FSvxVSLzxz53VIPwScbcvD43r29+esArHA7IJiJqOLD7FSsxrSdmjeRDryCmwS7MjJgpXS7+oIHSueagBhTQjTnGYWDmMCRM2PDbS9wdH2/XO/M4ot6c4+8tikTwRhP9/rO4RkPsIPZenxOMOfnDHtHEtoefsdGWZDC/EhZUQCNqOKjlcpkN+NX+5HkCs/EKRqNqFAA4qcdt2OmbDkbaSACKK6CGy5iIazYqkEJsulkhNTKmxx76BHtevl8+5RWPpy0kv3xKjb8DbfjISO2K6bFpC2ndyUgY8Xte/qqdBlmbJQPbff1RgoIk95O9DvPrpdSSeDSogAJnGNUggEdy8/rsrN4l8WhYBfNLJoNyxLOwOqRAb9jZmw7W3jwfiHyBgBB854gaHtUgEnp02oQLyCZyDhYgCpxwDuMczMDZ5AIweDOSBkxEDQ/IJrzCYfDChVUwUOOBzPzIO71moa1aaUBrpie0yVAN2I5Lm25WRIsOaVHPEqqsk74fEB6HpYsKeFRPfBBUbc7NKHGdCmyHe2b8x6s2Qs81wVStVwJ18ofnRaPgymRwVzb44TNmPOAegK/OWgi786wtF31tlgyeUs4vegWjYSUiocMCmMFagJQBvyybCingi8KxJdE4gDlrJm3Y6UkTIWujgK0CKTMRyIO84nEHt1+CqBurOaUndwB50PY8Z8PFfLAs3ppjQ16PxDkvnbMVcL7VaediHkAIZD2LohHPzCCw5qQBA/KLZRkyriVkzbQHPvFnKQO29ZJPDE0Z8Gs2KpCbZcz4HKcBrAGQG69H3NdN+XWYQdIAtCuASgNuCeT/ETUceKZc6nvg4aUN+JgGvTAz4pkedbD6daRO6v0iBablk7ThRdJgYw9mbIxPMmYLe/ir7fmnUcO8AOaTYWbZo8KpZp8c/dWmu/Q9iJXVtyidsvP6PeKxrJ0KbkRM24jgbVu1kbZc9FyVDGwpl8mC+AJSQq9gNChHgAkHIIlctdJSBmJYiQIjLGC5H9BQbzpYMT0e1EhRHQ4MNHvFkyZar43VJ0U2Qhvy9OQucIsNmLXZXxRkbTQIeHCASQC1Miil/lymnQt+udwV4LFqIwH7jutQICb5peMZE9EvmSJ3F/79p2kZvKm38E3OYPnMWBUYyABLLDYdDABzUAHNRXrgY3PF7p8zZfAKRjUIoGABlgRyNJDjgG+Vo1O2XHTAJAflsHn+kI1+z8ke8AjHrYz+3qK3zbT+z7J2sPZkUYLJOqb3fRq/nPhgWW9hjMX0dPc07PNVJ6zpMrq9YF446RFN2Nj9S3JoZpa07qZvL7ATZhx41dbtFJB8ASMG9f2Gg5oyYoGp5CqUhZkxnxj6mrKdlDaSACUSVWMA2KCmAkv1VmbpYL0TaDjOC8bAYLue3CWcqoU3nzNSe1Zm6eDq+TUHc3ueF9PjIcAWc+97jvb6c3VzLv15XQmUMmIBYQm+DIQlO6t3x80+9AriWgJYWDczVpUyEOd4wxv2V12apB4X12KA4wW/P/jOIJj9CSXyJ6ac80NxHQoQc+DZgYouBzOIBbn3OCSHhuRQv3TczrwnhdXrCf9/Y1fW29Z5RAmkSRokLZwigYNsTpzEsREnsSPbcbzv1kpJpLhTJC/3Tdx3UuLlIu7r5U6REldRJEWKoijLjrM0SZGmaIH0oUDRf9Cf0YexL9w4BQpc8EmQxDvfzHxzZs6Zm5h+IW2kq2bHrrz97DDt+L4R2fTrHhR93bgNMyH3C6sFm+gg70mbOP96WM9Zue8+Q6j7pJiREtfNRTXEipcLfbBeUlZ2MeDPPW3mUVrVj0mbq1xIfJBQNpyMjIGcM1EADAG2KRBOay5eFeUClRx39H5U+bBsh+0lQGcsOxcTurmYhqinjInHj9EvvBZUTPTiSzA9cr9o+b7hHmAaQtG2ACgE9ANw7Pd/oWBwBsGVnxwKK9oWUvqZhpcTUd4pOai7SUVSO9XyCQZxVS+ytDD2yjfllT1M+2PTG5DcGSY1e5i6ExRXnOyy45E9oNLAQS78wg+F1tOujAebTR8PEgoUKiUHNW8hPXkc8XDVi0r6EXHbj5SXaWkD0cO/jmlJeSs7a2atiqanT7566mVC0S755/3N+/lgGdX9PKx1wtYfW6kfGol//2VkZ9/95BAB5Y+7BHdjWnJCT8aM5K2wbJjVwthCCaXXPYstP9KLSgBy30stwSuFMgHyS8lBxQvRjIGc0s3nzdQqym14+FWUC+4LFBagswBZCebIgGyxjnKKDmbRwcxZaUHFhIV5Xj3/6eLVt9hX3gSuM5Br9nPGXnwpZ6UR0gZiwUoGcBHsChH78STlf2HaYAk8r0AVC6+45KA2V7lrdkpMNd7yI6O0an2FvmajFSy03YR2lDLQzh0GapaedLobku3EFDDNX0UXf5GMwcZP3g2fvHU/6cp4pAG0BH4AgHc8kePINgTt/dTSICaFM5oxkJteUdUtKtg4QRlJPXvh0lsvHiEQxo+/0fI7Dgrxv/XrP20V9tLuvFVy5ciLX7z+XELL3s85I6qFhJ6SszELDmY/qT5YM8EQUjPIh9tANyyCqwCU/uA24C01N7u8TINLTEo/kzGQk5rZjIFccXIAmwMyKfSpwJvzZuqajQEtLJgVaYdlIL+7FZIW7AwnclVDOkX74jD/1tGshboZEN/Lm3BVv4yZQkiop7OmuY0V1laAD82ybkjSDgp2YopBQj6IK3fisl5E1g4Kml6k7llsepGtAB/6pnD9g2KgYKHsp7U1F6cXkX21ZgHtt7ob+bHpG2Gmv/cx2rnDcdXsdxVXUHr3fs7UCT4SHwLWZMPL6YZFu0kFWPHJfAFmxjGQX5j5UaMiIOrHpHuYeogpt8PSTR9vOyztRSVAvtpNLO2llkYpzSit2o3LhwkF8H1yJkrNxc9ZWFEVyYVMqmcvCG+fZl48MfvpOx8+T/jk0LPHXyR89BLh1gcvX377BbeA+I/9SidiyNt43ag2Y2FuuPnrLu4wrXlYtoIo1gBTQmR6+qYN3xHiXwVllpdpgDKl9XNx1VRaT6o42Q0Pv+xgrC+zm16k7GAVrdSai1dzcTIGct68ACogMOyXt9FTRnLOSis6mOGlKSPtrHj82ORHL3GvvVuwsTb90oel5Yel5Xs5S80jDMqnCE7O5ZyJXHcj7YCo6RVsrvIHcdXmKr8bkm2HQS9ZChzUuhupONmdoBQ2Fe3EljIGMtwdGh7+mo01ShlqqJB48tAy66qNfgnl3LDRL1PGXhPfOkE7+/qHzxIe5BxJNdlM/XwP0w7iqu2wvB0Q3cvowK5bAaQfk7T8SD8mxZH9J4M5OCgefsGPodgYJjX3MrqDrHE/rR0mNTsx0JSUPf3Zj8gabm7JRuv4JXkzdSemDsimA7IZn2TKQr9qZlyPqZkGyjXpxFnaxWP0S8fY14/F9NQHa84/1ld7CV03psL0C5sBMWaYy5jJFTd7iCm+LOr3M6puWNjwLvZjj9TrW0FBLy6DRQEDTDnAlLCYC6RXKm522ckordChmVuwUKouVsPDq3sW627upo9XdjAaXs7GCqvkoDa9SM3NLjsYTS/S8PCLVnpSMxtXzSTUc2H51MriFe3caQP5DOnUK/xr75dsnBFmGmGmL/PL+ymLR3hXRz5HSKiJRSu94uQA87Hh4fejSpwXCSxnaG5DN/TRKoSgdBBXFa3Mmovf9IpaPslOVLsb1+vnz9189zn6uTduv/dbO+NaP6J38+5++Cxh9uNXNMSz9HNvLF48YmdcfpC3wi/ZXOXvYWqI0ps+7nZEBHdjsC7c56ECgYl/CIl4Pd3yIwD6D5OaexnDQdYIwrDwXX716QakTTd/zUKvo7yciVZ3C8LK2ZCC6JdOG6kX9JSLGfNixsxdR6WFZVHJJX5YcX9Vc+2mDc2AtOrl9xKqjJlcdNBzVnLetlBBGZ2QYA+TDZPSbghpeFm9qAT2jWyFhKBDC2bG14Q1/UjVs1h2MooOat62gOmm8xYSXv5BKoS8gw9x4L3BumcRdMth7iAonXByrtqZF22MC6rpU5Sxw8rJT0PSme2Qei9p+m7D1w1qPMJxHflzAj6usJtQj1I6IC4/yJtHKR2uqIs7H5Bdge7cjyo3VrhNr2jLL+0E5RvLyIOcPWtgUMZeu37kN5ffIIhuHu8GVT9tRvXz53/upYcJM//aBzfe+Y2DeWWUMgDzvelF9jA1eGfDu7gdEUHnbjepgEwG9sZLI8i1eD9qK8AHM+8m1LiZ4Vzi0sC/eFpeYcsrLFrpBQsta6RiWlJcQw4rZ1WzY+K7H2nJn+dtnKZ/aSdp7sRMnbihE9fu5kz7edO9gvmgaHlQshXstKh6CqTs+jHJICEbYrJBQtIJ8mpuRufx2nTYswbr1QaYEnaEbQb4NS9nHWWCjbMWUlI7VbQtQIFQQZnwpSCA4UgZvAE45aBvnTNRMO1cUDrh4l23MS6YKOfk4ydJp17REMfcvNttv3IQ03+9hlZWBE7eLdXsGGE7LK+7kaxxoR2QDJOaKsrd8ovv50yjlA4sDWaGF4eTBkA9qIoiDY8QRhJ3otpOQLkT1SFX35ePf+xB7kyd+D1y9f2HBXSFfdMvmr519IVbR58nnjyEcm4cZM3tgKQfVbYDooOsHgqPrQAyxBQ7cVkFZUIzo4IyofbIW0jQmYf6BO5ZgJ9v+cVgZjiUo5QOFwX+1aeO8to+ccFCS2pmgVya1FGiqnn13Bkj9UJATmz6Ff2EqZ8wtWP67aSpnzIOssZ2RF5cZmFGcs5Gz1kpBTttw8VqBQW7SfleSjlKK/ZS8l5EUPewW34EhKU7ETFISoOZYe0aHrFLK/SCnZK3LeCILF7+wQP4AVQx8E3Ly7T1FXrBQsubqWk9Ka6aCUjGUe41C+28njQmvHFs8vhLyslP40uk7ZB6J6rrBJayBoaRekF4+wQBOl8JNXHNxuiGZA0Pv+UT7cSWdmJLELRBsACkRaCqg05Z2cGqokgVRWouft0t2E+ZY8q5rIEhH/84KJleFYwTT74sunk8LJvzi6bp596qrIgUE5803GLn4vVhUtcNyfbT+kFc+U3Z9u2G9euyuR+TfFnUb0fEGeMsuDJ8QkHfCQmhDbAdEQNwDUgcdN3/fzPXnNy2T1y00iOKyaKV6eHfjGvmI0tEt+BOQDadNjEbPvkwbRmmLcOc7aDkLKLcik/QDIjrPuG6exEzzbuF1+TTxyUT77mFV6ouZi8q3k3KR+mlYULeDvLrjwXit2NS2HMLO9dAKf7p3AwIfM48D7EKejA4iAs5C3wd8IC4aiZnopTsTEw7h3KvGchnDOQzVvoXlLHDUyd+p5o+ve5A2n7lw8JKycb1IHck4ydp598kwCxSSDaeUBNx6aeWT4SLM+LKjKBHUHPx8Jm0ultQcfLA0rtx/TBhqLvEZTuvG1R5kDuVFcGfav5hwvwgt/JNyTPCrPezdpRzI6ac24mpH6cGzffVlT+3XD/Ul3eT8m83LDU3282/VHWx1uyUqotVtC1AuQUlH9SgzVUu1HWbPh78q4O4apTSgZnxc/mrTx3ltbzCNRsjophcX+ZEFNMhxXRYObMqngjKZ1JGxoZL9GUJvZd3dBP6ekBeD0orPsG6i5u10tIWckg1EVFN6imn7554xkg73VzlwMT4Xko5TMi7YWEFZW64WA0frxeXwbr5/Zx2gClheyaswIXQveFiraPM8jItoZlMG4iAJEITGhpc4NA1NxsnI+YtJEw7l9aT0npSVDnlRm6AK+vmP7v93vPk06/aGVeqTmENFf21HVuzctQzny1eOTrzyR/+A7/pTYsRvdfqAAAAAElFTkSuQmCC" /> <img alt="" 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" /> </div><div style="color: black;"><br />
</div><div style="color: black;"> Archiduque Francisco Fernando </div><div style="color: black;"> </div><div style="color: black;"><br />
</div><div style="color: black;"><br />
</div><div style="color: black;">Héctor Damian Miramontes Serrano 2°A N.L.27</div><b> </b>el muro de berlinhttp://www.blogger.com/profile/07080648872640260498noreply@blogger.com0tag:blogger.com,1999:blog-5052873657736812397.post-79975225581890631682011-03-26T18:04:00.000-07:002011-03-26T18:04:02.762-07:001° Guerra Mundial<div class="MsoNormal" style="margin: 0cm 0cm 10pt;"><span style="font-family: "Arial", "sans-serif"; font-size: 12pt; line-height: 115%;"><span style="font-family: Arial, Helvetica, sans-serif;">Llamada también “La gran Guerra” fue declarada como tal en 3 de Agosto de 1914.</span></span></div><div class="MsoNormal" style="margin: 0cm 0cm 10pt;"><span style="font-family: "Arial", "sans-serif"; font-size: 12pt; line-height: 115%;"><span style="font-family: Arial, Helvetica, sans-serif;">Esta significo el fin de una época, y una nueva forma de ver el mundo. Se suponía que sería el fin de las guerras, pero di inicio a nuevas. La cual inicio en Sarajevo tras el asesinato del archí-duque Francisco Fernando el 28 de Junio de 1914.</span></span></div><div class="MsoNormal" style="margin: 0cm 0cm 10pt;"><span style="font-family: "Arial", "sans-serif"; font-size: 12pt; line-height: 115%;"><span style="font-family: Arial, Helvetica, sans-serif;">Pero había con Alemania tres distanciamientos, constancia con Inglaterra, Francia y Rusia.</span></span></div><div class="MsoNormal" style="margin: 0cm 0cm 10pt;"><span style="font-family: "Arial", "sans-serif"; font-size: 12pt; line-height: 115%;"><span style="font-family: Arial, Helvetica, sans-serif;">El enfrentamiento militar empezó como algo pequeño, pero se extendió a toda Europa, cuando la declaración de la guerra Austo-Húngara llego a Rusia; y al final termino en una Guerra Mundial, en la cual estuvieron 32 países involucrados. De los cuales 28 eran los llamados Aliados o la triple Entente <span style="mso-spacerun: yes;"> </span>(entre los cuales destacan rancia, Inglaterra y Rusia) y luchaban contra los Imperios Centrales o Triple alianza (entre ellos Alemania, y Austria-Hungría).</span></span></div><div class="MsoNormal" style="margin: 0cm 0cm 10pt;"><span style="font-family: "Arial", "sans-serif"; font-size: 12pt; line-height: 115%;"><span style="font-family: Arial, Helvetica, sans-serif;">Austria le declaro la guerra a Serbia; entonces Rusia le contesta a Austria. Alemania le dice a Rusia que si sigue con su plan, le declarara la guerra; a petición de Alemania, Austria discutió con Rusia, sobre Serbia.</span></span></div><div class="MsoNormal" style="margin: 0cm 0cm 10pt;"><span style="font-family: "Arial", "sans-serif"; font-size: 12pt; line-height: 115%;"><span style="font-family: Arial, Helvetica, sans-serif;">Alemania pidió que Rusia retirara sus tropas, pero no lo hizo, lo cual origino que Alemania le declarara la guerra a Rusia. </span></span></div><div class="MsoNormal" style="margin: 0cm 0cm 10pt;"><span style="font-family: "Arial", "sans-serif"; font-size: 12pt; line-height: 115%;"><span style="font-family: Arial, Helvetica, sans-serif;">Los franceses intervinieron ese mismo día, las tropas alemanas cruzaron Luxemburgo y declararon la guerra a Francia. Los alemanes le dijeron a Bélgica que cruzarían por ella, para llegar a Francia, pero esta se negó por un tratado de neutralidad que tenían. Entonces Inglaterra le manda un ultimátum a Alemania en donde decía que se respetara la neutralidad de Bélgica. Pero esta se negó e Inglaterra le declara la guerra.</span></span></div><div class="MsoNormal" style="margin: 0cm 0cm 10pt;"><span style="font-family: "Arial", "sans-serif"; font-size: 12pt; line-height: 115%;"><span style="font-family: Arial, Helvetica, sans-serif;">Italia permanece neutral hasta que rompe su pacto con la Triple Alianza, y le declara la guerra a Austria-Hungría. A medida que avanzaban los enfrentamientos, se sumaban más países a los Aliados.</span></span></div><div class="MsoNormal" style="margin: 0cm 0cm 10pt;"><span style="font-family: "Arial", "sans-serif"; font-size: 12pt; line-height: 115%;"><span style="font-family: Arial, Helvetica, sans-serif;">Gracias a la Revolución Francesa se hablo de democracia, ya que lugares étnicos, con una misma lengua y costumbres, podían formar Estados Independientes. Sin embargo las monarquías ignoraron esto, y resolvieron los asuntos Europeos en el Congreso de Viena. Entonces muchos pueblos fueron sometidos a Dinastías locales como Alemania e Italia.</span></span></div><div class="MsoNormal" style="margin: 0cm 0cm 10pt;"><span style="font-family: "Arial", "sans-serif"; font-size: 12pt; line-height: 115%;"><span style="font-family: Arial, Helvetica, sans-serif;">Gracias a la Revolución Industrial que se origino en Inglaterra, Francia y por ultimo en Alemania, se origino el imperialismo económico, que a la vez estos países querían extender sus territorio <span style="mso-spacerun: yes;"> </span>en África, circunstancia que origino problemas entre estos y que pudieron llegar a guerras en Europa.</span></span></div><div class="MsoNormal" style="margin: 0cm 0cm 10pt;"><span style="font-family: "Arial", "sans-serif"; font-size: 12pt; line-height: 115%;"><span style="font-family: Arial, Helvetica, sans-serif;">En 1919 en Versalles se firmo un documento de Paz, Alemania tuvo que Pagar por los daños causados a los Aliados durante la guerra.</span></span></div><div class="MsoNormal" style="margin: 0cm 0cm 10pt;"><span style="font-family: "Arial", "sans-serif"; font-size: 12pt; line-height: 115%;"><span style="font-family: Arial, Helvetica, sans-serif;">Esta guerra mundial duro cuatro años, tres meses y catorce días aproximadamente.</span></span></div><div class="separator" style="clear: both; text-align: center;"><a href="https://lh4.googleusercontent.com/-v9iOM6LWgCU/TY6MfmoXzgI/AAAAAAAAABQ/enPnplmdCY0/s1600/conocetodo-la_primera_guerra_mundial_1.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="213" r6="true" src="https://lh4.googleusercontent.com/-v9iOM6LWgCU/TY6MfmoXzgI/AAAAAAAAABQ/enPnplmdCY0/s320/conocetodo-la_primera_guerra_mundial_1.png" width="320" /></a></div><br />
<div class="separator" style="clear: both; text-align: center;"><a href="https://lh6.googleusercontent.com/-Edo-iCCpKqM/TY6MtMlTFuI/AAAAAAAAABU/jWFL7gekPkk/s1600/RECLUT%257E1.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="218" r6="true" src="https://lh6.googleusercontent.com/-Edo-iCCpKqM/TY6MtMlTFuI/AAAAAAAAABU/jWFL7gekPkk/s320/RECLUT%257E1.JPG" width="320" /></a></div><span style="color: purple; font-family: Verdana, sans-serif;">Gabriela Itzel Sandoval Huizar NL:38</span>el muro de berlinhttp://www.blogger.com/profile/07080648872640260498noreply@blogger.com0tag:blogger.com,1999:blog-5052873657736812397.post-79430314248094339292011-03-26T16:54:00.000-07:002011-03-26T16:54:17.682-07:00Consecuencias culturales de la primera guerra mundial.<div align="center" class="MsoNormal" style="margin: 0cm 0cm 10pt; text-align: center;"><span style="font-family: "Century Gothic", "sans-serif"; font-size: 12pt; line-height: 115%;">La primera guerra mundial causo que muchos de los indígenas perdieran su identidad, la mentalidad y hasta los patrones de conducta impuestos por los colonizadores. También fue implantada la lengua de los dominantes, en su mayoría Ingles y francés.</span></div><div align="center" class="MsoNormal" style="margin: 0cm 0cm 10pt; text-align: center;"><span style="font-family: "Century Gothic", "sans-serif"; font-size: 12pt; line-height: 115%;">En el aspecto religioso, las creencias principalmente la católica, protestante o anglicana entre otras, vinieron a sustituir a las religiones preexistentes propias<span style="mso-spacerun: yes;"> </span>de los países o regiones colonizadas.</span></div><div align="center" class="MsoNormal" style="margin: 0cm 0cm 10pt; text-align: center;"><span style="font-family: "Century Gothic", "sans-serif"; font-size: 12pt; line-height: 115%;">También hubo muchos cambios en la forma de vestimenta tradicional de cada<span style="mso-spacerun: yes;"> </span>región o país que fue colonizado ya que los dominantes les inculcaban todas sus ideas y formas de vivir que ellos practicaban en su país.</span></div><div align="center" class="MsoNormal" style="margin: 0cm 0cm 10pt; text-align: center;"><span style="font-family: "Century Gothic", "sans-serif"; font-size: 12pt; line-height: 115%;">La música también fue un aspecto que tenían que adoptar.</span></div><div class="separator" style="clear: both; text-align: center;"><a href="https://lh6.googleusercontent.com/-CC9lWtqGBSk/TY58e3Pc-XI/AAAAAAAAABI/WNYScRILjlI/s1600/16gauchos.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="234" r6="true" src="https://lh6.googleusercontent.com/-CC9lWtqGBSk/TY58e3Pc-XI/AAAAAAAAABI/WNYScRILjlI/s320/16gauchos.jpg" width="320" /></a></div><span style="font-family: "Century Gothic", "sans-serif"; font-size: 16pt; line-height: 115%;"><div align="center" class="MsoNormal" style="margin: 0cm 0cm 10pt; text-align: center;"><span style="font-family: "Century Gothic", "sans-serif"; font-size: 12pt; line-height: 115%;">Un ejemplo en el cual les hacen cambiar su cultura:</span></div><div align="center" class="MsoNormal" style="margin: 0cm 0cm 10pt; text-align: center;"><span style="font-family: "Century Gothic", "sans-serif"; font-size: 12pt; line-height: 115%;">Algunos de los emigrantes a partir de 1840<span style="mso-spacerun: yes;"> </span>del valle alto de Piamonte hacia la argentina. Partieron ablando francés lengua que pronto desapareció en Italia donde estaba comenzado su unificación. Y al llegar aun país donde hablaban el español y el italiano. Pronto se pudieron integrar. </span></div><div align="center" class="MsoNormal" style="margin: 0cm 0cm 10pt; text-align: center;"><span style="font-family: "Century Gothic", "sans-serif"; font-size: 16pt; line-height: 115%;">Mayra Gabriela Mederos Robles. N.L. 26 2-A</span></div><div align="center" class="MsoNormal" style="margin: 0cm 0cm 10pt; text-align: center;"></div></span>el muro de berlinhttp://www.blogger.com/profile/07080648872640260498noreply@blogger.com31tag:blogger.com,1999:blog-5052873657736812397.post-91748061135850376452011-03-26T16:53:00.000-07:002011-03-26T16:53:33.204-07:00Consecuencias en lo social de la Primera Guerra MundialLa mujer entra en el sistema productivo, rompe el monopolio que hasta ese entonces habían ejercido los hombres, por lo cual modificaron el capitalismo tradicional. Las mujeres se dieron cuenta de sus capacidad para hacer las actividades que los hombres hacían y ellas no.<br />
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Las clases medias se fueron empobreciendo, surgieron nuevas fortunas de la producción de armas y de los víveres. Las masas obreras perdieron el poder adquisitivo de sus salarios por la inflación y sufrieron una agitación laboral muy grande, hubo una oleada de huelgas que fueron el eco de la Revolución Bolchevique de Rusia.<br />
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Alemania fue muy sensible a la crisis y a la agitación social; que; tras tratados de paz fue obligada a indemnizar a vendedores con grandes sumas de dinero<br />
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Para las familias era difícil, ya que se llevaban a los hombres al campo de guerra y muchas veces separaban a los niños de sus madres o familia.<br />
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Clarissa J. Salas Garay 36 2Ael muro de berlinhttp://www.blogger.com/profile/07080648872640260498noreply@blogger.com0tag:blogger.com,1999:blog-5052873657736812397.post-53295375721950144652011-03-25T18:16:00.000-07:002011-03-25T18:16:13.414-07:00concecuencias economicas de la 1ª guerra mundial<div class="MsoNormal" style="margin: 0cm 0cm 10pt;"><span style="color: red; font-size: 18pt; line-height: 115%;"><span style="font-family: Calibri;">Consecuencias económicas de la<span style="mso-spacerun: yes;"> </span>1º guerra mundial</span></span></div><div class="MsoNormal" style="margin: 0cm 0cm 10pt;"><br />
</div><div class="MsoNormal" style="margin: 0cm 0cm 10pt; text-align: justify;"><span style="color: #0d0d0d; font-size: 12pt; line-height: 115%; mso-themecolor: text1; mso-themetint: 242;"><span style="font-family: Calibri;"><span style="background-color: #c27ba0; font-size: x-large;">L</span>os países<span style="mso-spacerun: yes;"> </span>mas<span style="mso-spacerun: yes;"> </span>afectados fueron<span style="mso-spacerun: yes;"> </span>Francia y Bélgica y los combates mas violentos se desarrollo en su territorio y además perdieron muchas cosas como<span style="mso-spacerun: yes;"> </span>cultivos barcos<span style="mso-spacerun: yes;"> </span>maquinas pueblos etc. fueron<span style="mso-spacerun: yes;"> </span>devastadores <span style="mso-spacerun: yes;"> </span>la riqueza de los estados<span style="mso-spacerun: yes;"> </span>sufrió mucho porque les quitaron casi todas sus<span style="mso-spacerun: yes;"> </span>ganancias pero el que menos fue el afectado<span style="mso-spacerun: yes;"> </span>fue Estados Unidos </span></span></div><div class="MsoNormal" style="margin: 0cm 0cm 10pt; text-align: justify;"><span style="color: #0d0d0d; line-height: 115%; mso-themecolor: text1; mso-themetint: 242;"><span style="font-family: Calibri;">Algunos<span style="mso-spacerun: yes;"> </span>países beneficio la guerra económicamente algunos países permanecieron neutrales<span style="mso-spacerun: yes;"> </span>durante los conflictos<span style="mso-spacerun: yes;"> </span>se convirtieron en los proveedores de materia prima y alimentos para los continentes<span style="mso-spacerun: yes;"> </span>por ejemplo Brasil España y Argentina. Pero fundamental mente la guerra consolido las dos grandes potencias: Estados Unidos y Japón cuyos<span style="mso-spacerun: yes;"> </span>sus comercio<span style="mso-spacerun: yes;"> </span>aumento sin los precedentes<span style="mso-spacerun: yes;"> </span>en los detrimento de Europa que perdió<span style="mso-spacerun: yes;"> </span>sus mercados<span style="mso-spacerun: yes;"> </span>y sus espacio económico se fragmento. Se acabo la estabilidad de la economía Alemania líquido de los ahorros personales <span style="mso-spacerun: yes;"> </span></span></span></div><div class="MsoNormal" style="margin: 0cm 0cm 10pt; text-align: justify;"><span style="font-family: Calibri;"><span style="mso-spacerun: yes;"> </span>También tal vez<span style="mso-spacerun: yes;"> </span>consecuencias económicas que mas diferencia de la primera guerra mundial<span style="mso-spacerun: yes;"> </span>de otra guerra fue la destrucción<span style="mso-spacerun: yes;"> </span>del sistema de pago<span style="mso-spacerun: yes;"> </span>internacional. <span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span></span></div><div class="MsoNormal" style="margin: 0cm 0cm 10pt; text-align: justify;"><span style="font-family: Calibri;">Pero también Alemania fue lastimada les quitaron sus ahorros<span style="mso-spacerun: yes;"> </span>sus casas<span style="mso-spacerun: yes;"> </span>y ya no podían hacer nada<span style="mso-spacerun: yes;"> </span>porque no tenían nada quedaron en la arruina y siguió la guerra.<span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span></span></div><div class="MsoNormal" style="margin: 0cm 0cm 10pt; text-align: justify;"><span style="font-family: Calibri;">El final <span style="mso-spacerun: yes;"> </span>de la<span style="mso-spacerun: yes;"> </span>primera guerra mundial<span style="mso-spacerun: yes;"> </span>hubieron<span style="mso-spacerun: yes;"> </span>muchos cambios<span style="mso-spacerun: yes;"> </span>en las fronteras de los países <span style="mso-spacerun: yes;"> </span>con sus lógicas <span style="mso-spacerun: yes;"> </span>implicaciones económicas <span style="mso-spacerun: yes;"> </span>pero siguieron adelante<span style="mso-spacerun: yes;"> </span>y la economicas <span style="mso-spacerun: yes;"> </span>mejoro .<span style="mso-spacerun: yes;"> </span></span></div><div class="MsoNormal" style="margin: 0cm 0cm 10pt;"><span style="font-family: Calibri;"> Se vieron <span style="mso-spacerun: yes;"> </span>fuertemente afectados estos países <span style="mso-spacerun: yes;"> </span>Alemania Gran Bretaña<span style="mso-spacerun: yes;"> </span>Francia y Estados Unidos <span style="mso-spacerun: yes;"> </span>por la guerra<span style="mso-spacerun: yes;"> </span>porque también no tenían economicas .</span><br />
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<div class="separator" style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none; clear: both; text-align: center;"><a href="https://lh5.googleusercontent.com/-EYNUgezEU2A/TY0y4oqdkJI/AAAAAAAAAA8/omv4iuRdeoA/s1600/economia.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" r6="true" src="https://lh5.googleusercontent.com/-EYNUgezEU2A/TY0y4oqdkJI/AAAAAAAAAA8/omv4iuRdeoA/s320/economia.jpg" width="211" /></a></div>el muro de berlinhttp://www.blogger.com/profile/07080648872640260498noreply@blogger.com0