<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:blogger='http://schemas.google.com/blogger/2008' xmlns:georss='http://www.georss.org/georss' xmlns:gd="http://schemas.google.com/g/2005" xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-9194017951034440113</id><updated>2024-10-05T00:23:15.388-03:00</updated><category term="Adefa"/><category term="Angela Merkel"/><category term="Evangelos Venizelos"/><category term="Gazporm"/><category term="Tessa Jowell"/><category term="Wen Jiabao"/><title type='text'>World Economy</title><subtitle type='html'></subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://weconomynews.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/9194017951034440113/posts/default?redirect=false'/><link rel='alternate' type='text/html' href='http://weconomynews.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/9194017951034440113/posts/default?start-index=26&amp;max-results=25&amp;redirect=false'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/11355812251083626454</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>56</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-9194017951034440113.post-1230125884275858325</id><published>2012-03-18T20:02:00.000-03:00</published><updated>2012-03-18T20:02:10.423-03:00</updated><title type='text'>América Latina tendrá un 3,6% de crecimiento según las estimaciones del BID</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://encrypted-tbn0.google.com/images?q=tbn:ANd9GcQMarcpExxk3yHs-qP8yE0h1yEBaTWIIxx4ZB2yfkykClW4IMxe&quot; imageanchor=&quot;1&quot; style=&quot;margin-left:1em; margin-right:1em&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;257&quot; width=&quot;196&quot; src=&quot;https://encrypted-tbn0.google.com/images?q=tbn:ANd9GcQMarcpExxk3yHs-qP8yE0h1yEBaTWIIxx4ZB2yfkykClW4IMxe&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&amp;nbsp; Este domingo en Uruguay el Banco Interamericano de Desarrollo presentó un informe en el cual se especula que la economía de América Latina crecerá un 3,6%. Dicen que la región obtuvo ventaja gracias al buen manejo de la macroeconomía durante la crisis.&lt;br /&gt;
&amp;nbsp; El&amp;nbsp;vicepresidente de conocimiento del BID dijo que la economía latino Americana tiene un muy buen rendimiento y la ve bien encaminada hacia el futuro. Sin embargo notifico dos problemas que pueden afectar el crecimiento son la desaceleración de la economía China y la crisis que esta atravezando&amp;nbsp;&amp;nbsp;Europa.</content><link rel='replies' type='application/atom+xml' href='http://weconomynews.blogspot.com/feeds/1230125884275858325/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://weconomynews.blogspot.com/2012/03/america-latina-tendra-un-36-de.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/9194017951034440113/posts/default/1230125884275858325'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/9194017951034440113/posts/default/1230125884275858325'/><link rel='alternate' type='text/html' href='http://weconomynews.blogspot.com/2012/03/america-latina-tendra-un-36-de.html' title='América Latina tendrá un 3,6% de crecimiento según las estimaciones del BID'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/11355812251083626454</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-9194017951034440113.post-6609808897369443215</id><published>2012-03-18T19:40:00.000-03:00</published><updated>2012-03-18T19:40:10.081-03:00</updated><title type='text'>¿Quien vale más? ¿Apple o Polonia?</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a 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&quot; imageanchor=&quot;1&quot; style=&quot;margin-left:1em; margin-right:1em&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;194&quot; width=&quot;259&quot; 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&quot; /&gt;&lt;/a&gt;&lt;/div&gt;


&amp;nbsp; Luego del lanzamiento del nuevo Ipad, el valor de las acciones de Apple crecieron y mucho, además de todos los compradores que consiguieron con este nuevo producto. Esto provoco que algunos se generen esta pregunta, ¿ Es posible que Apple valga más que Polonia? ya que el valor de las acciones de esta empresa es más alto que el PBI de Polonia. A esta&amp;nbsp;incógnita respondió un profesor de una universidad de economía en Londres, el dijo que no es correcto comparar el PBI con el valor de acciones, ya que el valor bursátil de la compañía esta estimado pensando en valores futuros en cambio el PBI es la medida del valor de bienes y servicios que un País produjo a lo largo de un año, según las conjeturas de este profesor londinense el PBI de Polonia debe ser multiplicado aproximadamente 5 veces para compararlo con el valor bursátil de Apple, lo que &amp;nbsp; &amp;nbsp;&lt;br /&gt;
dejaría a el País por arriba de la compañía.</content><link rel='replies' type='application/atom+xml' href='http://weconomynews.blogspot.com/feeds/6609808897369443215/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://weconomynews.blogspot.com/2012/03/quien-vale-mas-apple-o-polonia.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/9194017951034440113/posts/default/6609808897369443215'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/9194017951034440113/posts/default/6609808897369443215'/><link rel='alternate' type='text/html' href='http://weconomynews.blogspot.com/2012/03/quien-vale-mas-apple-o-polonia.html' title='¿Quien vale más? ¿Apple o Polonia?'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/11355812251083626454</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-9194017951034440113.post-70011007248224926</id><published>2012-03-15T20:22:00.001-03:00</published><updated>2012-03-15T20:22:23.377-03:00</updated><title type='text'>El FMI y un nuevo préstamo hacia Grecia</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;http://leonardpera.files.wordpress.com/2011/06/fmi.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left:1em; margin-right:1em&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;316&quot; width=&quot;320&quot; src=&quot;http://leonardpera.files.wordpress.com/2011/06/fmi.png&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&amp;nbsp; El FMI aprobó este jueves un nuevo préstamo para los griegos el cual&amp;nbsp;ronda&amp;nbsp;los US$36.000 millones, para continuar contribuyendo con el plan de rescate del país, el cual incluye un desembolso inmediato de US$2.150.&lt;br /&gt;
&amp;nbsp; Esta decisión fue avisada luego de que Grecia haya presentado el segundo plan de rescate el cual esta valorado en US$170.000 millones.&lt;br /&gt;
&amp;nbsp; Este lunes pasado Grecia realizó un canje de deuda considerado el mayor en la historia ya que cambio con acreedores una cifra de US$232.500 millones a menos de la mitad de su costo.&lt;br /&gt;
&amp;nbsp; A pesar de que este canje es beneficioso para lidiar con la deuda que lleva este país, especialistas en finanzas afirman que la deuda se mantiene en un nivel alto.&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;</content><link rel='replies' type='application/atom+xml' href='http://weconomynews.blogspot.com/feeds/70011007248224926/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://weconomynews.blogspot.com/2012/03/el-fmi-y-un-nuevo-prestamo-hacia-grecia.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/9194017951034440113/posts/default/70011007248224926'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/9194017951034440113/posts/default/70011007248224926'/><link rel='alternate' type='text/html' href='http://weconomynews.blogspot.com/2012/03/el-fmi-y-un-nuevo-prestamo-hacia-grecia.html' title='El FMI y un nuevo préstamo hacia Grecia'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/11355812251083626454</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-9194017951034440113.post-6878891372039633211</id><published>2012-03-15T19:57:00.000-03:00</published><updated>2012-03-15T19:57:10.928-03:00</updated><title type='text'>TLC entre Corea del Sur y EE. UU. , apoyo y rechazo</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://encrypted-tbn3.google.com/images?q=tbn:ANd9GcReIn7Ja4Nbs-WhErEj2Lk6ch-BG81LQm57IfgttOSzlI4-nSTHTg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left:1em; margin-right:1em&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;201&quot; width=&quot;250&quot; src=&quot;https://encrypted-tbn3.google.com/images?q=tbn:ANd9GcReIn7Ja4Nbs-WhErEj2Lk6ch-BG81LQm57IfgttOSzlI4-nSTHTg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&amp;nbsp; En corea del Sur se generaron mítines tanto pacíficos como no, debido al tratado de libre comercio que acordaron con los Estados Unidos.&lt;br /&gt;
&amp;nbsp; Los que apoyan el tratado dicen que este beneficiara al comercio y a ambos países, y los críticos ven un mayor beneficio hacia los estadounidenses.&lt;br /&gt;
&amp;nbsp; El TLC es el tratado más grande luego de que se haya acordado el NAFTA entre México y Canadá en el año 1994.</content><link rel='replies' type='application/atom+xml' href='http://weconomynews.blogspot.com/feeds/6878891372039633211/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://weconomynews.blogspot.com/2012/03/tlc-entre-corea-del-sur-y-ee-uu-apoyo-y.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/9194017951034440113/posts/default/6878891372039633211'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/9194017951034440113/posts/default/6878891372039633211'/><link rel='alternate' type='text/html' href='http://weconomynews.blogspot.com/2012/03/tlc-entre-corea-del-sur-y-ee-uu-apoyo-y.html' title='TLC entre Corea del Sur y EE. UU. , apoyo y rechazo'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/11355812251083626454</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-9194017951034440113.post-4433058263868632019</id><published>2012-03-11T15:13:00.000-03:00</published><updated>2012-03-11T15:13:21.111-03:00</updated><title type='text'>India revierte su decisión en cuanto a la prohibición de exportación de algodón</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a 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&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;183&quot; 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&quot; width=&quot;276&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&amp;nbsp; Los indios revirtieron su decisión de prohibir la exportación de algodón, pasada una semana de haber sido introducida en un intento mantener el control de los precios internos y garantizar el abastecimiento local.&lt;br /&gt;
&amp;nbsp; Esta decisión tuvo mucha repercusión entre agricultores, exportadores nacionales, como también China, los cuales criticaron esta medida.&lt;br /&gt;
&amp;nbsp; El ministro de agricultura avisó que el no tenia noción de esta situación. De este modo el primer ministro Manmohan Singh, está planeando una invstigación. Además esta decisión no fue muy coherente ya que es el segundo productor mundial de algodón.&lt;br /&gt;
&amp;nbsp;</content><link rel='replies' type='application/atom+xml' href='http://weconomynews.blogspot.com/feeds/4433058263868632019/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://weconomynews.blogspot.com/2012/03/india-revierte-su-decision-en-cuanto-la.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/9194017951034440113/posts/default/4433058263868632019'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/9194017951034440113/posts/default/4433058263868632019'/><link rel='alternate' type='text/html' href='http://weconomynews.blogspot.com/2012/03/india-revierte-su-decision-en-cuanto-la.html' title='India revierte su decisión en cuanto a la prohibición de exportación de algodón'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/11355812251083626454</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-9194017951034440113.post-5450464597497310332</id><published>2012-03-06T21:45:00.000-03:00</published><updated>2012-03-06T21:49:06.961-03:00</updated><title type='text'>Disminución del crecimiento económico brasilero</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
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&quot; imageanchor=&quot;1&quot; style=&quot;margin-left:1em; margin-right:1em&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;178&quot; width=&quot;283&quot; 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&quot; /&gt;&lt;/a&gt;&lt;/div&gt;


&amp;nbsp; Brasil, que hoy en día es la economía más grande de américa, tuvo una disminución en cuanto a su crecimiento económico en el 2011.&lt;br /&gt;
&amp;nbsp; En el 2011 el crecimiento fue de un 2,7% mientras que en 2010 fue de 7,5%.&lt;br /&gt;
&amp;nbsp; Los especialistas predicen que para este año el crecimiento se acomodara en su lugar pero a un ritmo tranquilo.&lt;br /&gt;
&amp;nbsp; A pesar de esto la economía brasileña superó a la del Reino Unido, ubicándose sexta a nivel mundial, según lo que alega el ministro de finanzas Guido Mantega.</content><link rel='replies' type='application/atom+xml' href='http://weconomynews.blogspot.com/feeds/5450464597497310332/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://weconomynews.blogspot.com/2012/03/disminucion-del-crecimiento-economico.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/9194017951034440113/posts/default/5450464597497310332'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/9194017951034440113/posts/default/5450464597497310332'/><link rel='alternate' type='text/html' href='http://weconomynews.blogspot.com/2012/03/disminucion-del-crecimiento-economico.html' title='Disminución del crecimiento económico brasilero'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/11355812251083626454</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-9194017951034440113.post-6894786552118624721</id><published>2012-03-05T18:44:00.002-03:00</published><updated>2012-03-05T18:44:25.639-03:00</updated><title type='text'>Agencias de clasificación de riesgo</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
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&quot; 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&quot; width=&quot;259&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&amp;nbsp; Durante mucho tiempo el tema de estas agencias solo se hablaba en en los mercados financieros. Sin embargo hoy en día estas aparecen en muchos de los titulares de varios países del mundo.&lt;br /&gt;
&amp;nbsp; ¿Que es lo que realizan estas agencias? clasifican los bonos del gobierno y también los de los pagares corporativos y así evalúan la probabilidad de incumplimiento.&lt;br /&gt;
&amp;nbsp; El papel de estas agencias es muy importante ya que cuanto mayor sea la calificación, menos riesgoso &amp;nbsp;será percibido el prestatario y también será menor la tasa de interés que se deberá cancelar.&lt;br /&gt;
&amp;nbsp; Las agencias más relevantes son Moody´s, Fitch, y Standard &amp;amp; Poor´s.&lt;br /&gt;
&amp;nbsp; Los Bancos y las compañías de seguros deben mantener bonos con altas calificaciones en sus reservas y fondos de pensiones. Mientras que a los inversionistas se les pide que vendan los bonos con bajas calificaciones según las evaluaciones que realizan las agencias.</content><link rel='replies' type='application/atom+xml' href='http://weconomynews.blogspot.com/feeds/6894786552118624721/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://weconomynews.blogspot.com/2012/03/agencias-de-clasificacion-de-riesgo.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/9194017951034440113/posts/default/6894786552118624721'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/9194017951034440113/posts/default/6894786552118624721'/><link rel='alternate' type='text/html' href='http://weconomynews.blogspot.com/2012/03/agencias-de-clasificacion-de-riesgo.html' title='Agencias de clasificación de riesgo'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/11355812251083626454</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-9194017951034440113.post-4411611016590507610</id><published>2012-03-05T17:08:00.001-03:00</published><updated>2012-03-05T17:08:43.287-03:00</updated><title type='text'>China y el incremento del presupuesto de defensa</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a 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&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;183&quot; 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&quot; width=&quot;275&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&amp;nbsp; Los Chinos afirman que aumentaran su presupuesto de defensa a US$100.000 millones, cifra que se incremento un 11,2% con respecto al año pasado.&lt;br /&gt;
&amp;nbsp; Esta&amp;nbsp;decisión&amp;nbsp;fue presentada en un informe presupuestario entregado a el Congreso Nacional Popular.&lt;br /&gt;
&amp;nbsp; El gasto de China en cuanto a el presupuesto de defensa es el segundo luego de el de Estados Unidos.&lt;br /&gt;
&amp;nbsp; Sin embargo los economistas dicen que el valor de la cifra es mucho mayor pudiendo ser un 50% más grande.</content><link rel='replies' type='application/atom+xml' href='http://weconomynews.blogspot.com/feeds/4411611016590507610/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://weconomynews.blogspot.com/2012/03/china-y-el-incremento-del-presupuesto.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/9194017951034440113/posts/default/4411611016590507610'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/9194017951034440113/posts/default/4411611016590507610'/><link rel='alternate' type='text/html' href='http://weconomynews.blogspot.com/2012/03/china-y-el-incremento-del-presupuesto.html' title='China y el incremento del presupuesto de defensa'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/11355812251083626454</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-9194017951034440113.post-2470235569146611678</id><published>2012-03-03T20:57:00.000-03:00</published><updated>2012-03-03T20:57:25.574-03:00</updated><title type='text'>Ideas para evitar futuras crisis en Europa</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcSu74qBgZntek0yXV2BmOY1n4W4kUHhEw3PZceMmm2FhALMJsHl6g&quot; imageanchor=&quot;1&quot; style=&quot;margin-left:1em; margin-right:1em&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;222&quot; width=&quot;227&quot; src=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcSu74qBgZntek0yXV2BmOY1n4W4kUHhEw3PZceMmm2FhALMJsHl6g&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&amp;nbsp; Los miembros de la Unión Europea firmaron este viernes pasado un acuerdo para controlar las deudas de los países y evitar crisis futuras.&lt;br /&gt;
&amp;nbsp; Esta organización quiere reconstruir la economía europea y este año sera un año en el que se realizaran varias acciones en cuanto a este tema.</content><link rel='replies' type='application/atom+xml' href='http://weconomynews.blogspot.com/feeds/2470235569146611678/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://weconomynews.blogspot.com/2012/03/ideas-para-evitar-futuras-crisis-en.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/9194017951034440113/posts/default/2470235569146611678'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/9194017951034440113/posts/default/2470235569146611678'/><link rel='alternate' type='text/html' href='http://weconomynews.blogspot.com/2012/03/ideas-para-evitar-futuras-crisis-en.html' title='Ideas para evitar futuras crisis en Europa'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/11355812251083626454</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-9194017951034440113.post-6871151446043258027</id><published>2012-02-29T15:54:00.001-03:00</published><updated>2012-02-29T15:54:50.186-03:00</updated><title type='text'>Europa cuenta ya con US$710.000 millones para lidiar con la crisis</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a 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&quot; imageanchor=&quot;1&quot; style=&quot;margin-left:1em; margin-right:1em&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;193&quot; width=&quot;261&quot; 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&quot; /&gt;&lt;/a&gt;&lt;/div&gt;


&lt;br /&gt;
&amp;nbsp;El Banco Central distribuyó este miercoles la cifra de 529.531 millones de euros entre los bancos europeos, ya que quieren solucionar el problema de la gran crisis económica y mejorar el sistema financiero.&lt;br /&gt;
&amp;nbsp; Esta es la segunda contribución del BCE en menos de tres meses, obvio que son prestamos y con una tasa del 1%.&lt;br /&gt;
&amp;nbsp; Debido a esta ayuda que brinda este banco los mercados reaccionaron&amp;nbsp;positiva mente, ya que los valores de las acciones de los bancos europeos más importantes subieron.&lt;br /&gt;
&amp;nbsp; Estos créditos facilitaran el pago de deudas privadas con un plazo para ser canceladas hasta el 2015, además facilitara el flujo de recurso a los gobierno más necesitados.&lt;br /&gt;
&amp;nbsp; Como ya se viene viendo hace ya varios meses que este problema esta tomando ya un carácter internacional y esta habiendo mucho movimiento en cuanto a las reuniones para buscar soluciones como el dinero, y creo que este problema en el futuro se solucionará.</content><link rel='replies' type='application/atom+xml' href='http://weconomynews.blogspot.com/feeds/6871151446043258027/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://weconomynews.blogspot.com/2012/02/europa-cuenta-ya-con-us710000-millones.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/9194017951034440113/posts/default/6871151446043258027'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/9194017951034440113/posts/default/6871151446043258027'/><link rel='alternate' type='text/html' href='http://weconomynews.blogspot.com/2012/02/europa-cuenta-ya-con-us710000-millones.html' title='Europa cuenta ya con US$710.000 millones para lidiar con la crisis'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/11355812251083626454</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-9194017951034440113.post-1674100712561871799</id><published>2012-02-29T15:31:00.002-03:00</published><updated>2012-02-29T15:31:40.701-03:00</updated><title type='text'>Economía India en problemas</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcRAyH2iPnRhki8UUG7TjK2gtUsDIaJUJspRF4sovIh40cENXMyGJw&quot; imageanchor=&quot;1&quot; style=&quot;margin-left:1em; margin-right:1em&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;227&quot; width=&quot;222&quot; src=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcRAyH2iPnRhki8UUG7TjK2gtUsDIaJUJspRF4sovIh40cENXMyGJw&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&amp;nbsp; La economía de india tuvo un crecimiento demasiado bajo durante los últimos tres años, según un informe presentado este miércoles.&lt;br /&gt;
&amp;nbsp; Las cifras de este informe muestran que el PBI del país entre un 6,9% &amp;nbsp;a 6,1% durante los primeros meses del año.&lt;br /&gt;
&amp;nbsp; Según los analistas las causas de este acontecimiento son: la alta tasa de interés, una relentización del sector industrial y minero y la corrupción.&lt;br /&gt;
&amp;nbsp; Este hecho constituye un gran problema para presentar el presupuesto anual, el cual se debe presentar en el próximo mes.</content><link rel='replies' type='application/atom+xml' href='http://weconomynews.blogspot.com/feeds/1674100712561871799/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://weconomynews.blogspot.com/2012/02/economia-india-en-problemas.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/9194017951034440113/posts/default/1674100712561871799'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/9194017951034440113/posts/default/1674100712561871799'/><link rel='alternate' type='text/html' href='http://weconomynews.blogspot.com/2012/02/economia-india-en-problemas.html' title='Economía India en problemas'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/11355812251083626454</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-9194017951034440113.post-2631703301205492121</id><published>2012-02-28T16:48:00.001-03:00</published><updated>2012-02-28T16:48:40.071-03:00</updated><title type='text'>Chile: el Sismo y la reconstrucción</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcT-I0mMlATtD0UkWo5Av9U40r6s92Rdhrv9RVOMLFJHdcAeOAeO&quot; imageanchor=&quot;1&quot; style=&quot;margin-left:1em; margin-right:1em&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;178&quot; width=&quot;283&quot; src=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcT-I0mMlATtD0UkWo5Av9U40r6s92Rdhrv9RVOMLFJHdcAeOAeO&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&amp;nbsp; Pasaron ya 2 años del terremoto de 8,8 grados y el Tsunami que impactaron en el centro del sur de Chile, y hay&amp;nbsp;disidencias en cuanto a las cifras para la reconstrucción de todo lo que arrasaron estos entre el gobierno y la oposición.&lt;br /&gt;
&amp;nbsp; El presidente Piñera dio una charla en la que avisó que se logro &amp;nbsp;un 68% de reposición de materia de viviendas,obras, salud y educación y en cuanto a la gente que perdió sus hogares se logró un 47% de avances.&lt;br /&gt;
&amp;nbsp; &amp;nbsp;Es en el tema de las viviendas donde hay una más fuerte disidencia entre el gobierno y los opositores los cuales gobernaron 20 años antes de la llegada de Piñera. Estos afirman que la real cifra de avance en cuanto a los hogares que perdió la gente es de un 10%.&lt;br /&gt;
&amp;nbsp; Sin embargo para el gobierno haber comenzado la reconstrucción y dado respuestas a los problemas, es un gran avance en cuanto a su objetivo de reconstruir lo destruido.&lt;br /&gt;
&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://weconomynews.blogspot.com/feeds/2631703301205492121/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://weconomynews.blogspot.com/2012/02/chile-el-sismo-y-la-reconstruccion.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/9194017951034440113/posts/default/2631703301205492121'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/9194017951034440113/posts/default/2631703301205492121'/><link rel='alternate' type='text/html' href='http://weconomynews.blogspot.com/2012/02/chile-el-sismo-y-la-reconstruccion.html' title='Chile: el Sismo y la reconstrucción'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/11355812251083626454</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-9194017951034440113.post-1354847945542128534</id><published>2012-02-27T16:53:00.001-03:00</published><updated>2012-02-27T16:57:17.309-03:00</updated><title type='text'>El Banco mundial y su petición a China</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcRX4fmrTIEw1RKHv5MvI-lyYvionkNpLWfWAjZaNTxm0C3r1fBw&quot; imageanchor=&quot;1&quot; style=&quot;margin-left:1em; margin-right:1em&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;243&quot; width=&quot;207&quot; src=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcRX4fmrTIEw1RKHv5MvI-lyYvionkNpLWfWAjZaNTxm0C3r1fBw&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&amp;nbsp; Robert Zoellic, el presidente del Banco Central, avisó que la economía China llego a un punto de inflexión, y que necesitan&amp;nbsp;re equilibrarse&amp;nbsp;.&lt;br /&gt;
&amp;nbsp; El presidente presentó un informe justificando su petición, en la cual dice que la situación de China es insostenible. En este el presidente del Banco propone muchas reformas para sacar adelante la economía China.Propuso reformas como hacer un sector financiero más fuerte y flexible, promover la innovación, y crecimiento verde como motores del desarrollo; y con estas reformas se aumentaría el empleo y la productividad adicional, así como una mayor cantidad de posibilidades para las firmas extranjeras.&lt;br /&gt;
&amp;nbsp; Este plan propuesto por el presidente del BM, es un proyecto con un buen futuro si se logra aplicarlo, a la economía China le hacen falta mentalidades como esta para sacar adelante al País y no solo en China sino también en países europeos que se encuentran en una peor situación.</content><link rel='replies' type='application/atom+xml' href='http://weconomynews.blogspot.com/feeds/1354847945542128534/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://weconomynews.blogspot.com/2012/02/el-banco-mundial-y-su-peticion-china.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/9194017951034440113/posts/default/1354847945542128534'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/9194017951034440113/posts/default/1354847945542128534'/><link rel='alternate' type='text/html' href='http://weconomynews.blogspot.com/2012/02/el-banco-mundial-y-su-peticion-china.html' title='El Banco mundial y su petición a China'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/11355812251083626454</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-9194017951034440113.post-494511526206570522</id><published>2012-02-27T15:29:00.000-03:00</published><updated>2012-02-27T15:29:49.393-03:00</updated><title type='text'>Finalizó la reunión del G20</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcTwe44h5v8mH8zfNl8UL9lhu3P2-se1_lSTZGxfHbQGwxtUcchY&quot; imageanchor=&quot;1&quot; style=&quot;margin-left:1em; margin-right:1em&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;163&quot; width=&quot;309&quot; src=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcTwe44h5v8mH8zfNl8UL9lhu3P2-se1_lSTZGxfHbQGwxtUcchY&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&amp;nbsp; La reunión de los ministros de finanzas del G20 finalizó y acordaron volver a tratar el tema del rescate europeo.&lt;br /&gt;
&amp;nbsp; &amp;nbsp;Las economías en crecimiento habían recomendado que los países europeos a que se centren en el rescate para la moneda única, antes que solicitar más apoyo económico a otros países mediante el Fondo Monetario Internacional.&lt;br /&gt;
&amp;nbsp; Timothy Geithner, mostró su total apoyo a esta idea ya que cree que el FMI no podría continuar sin una claridad en los planes europeos.</content><link rel='replies' type='application/atom+xml' href='http://weconomynews.blogspot.com/feeds/494511526206570522/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://weconomynews.blogspot.com/2012/02/finalizo-la-reunion-del-g20.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/9194017951034440113/posts/default/494511526206570522'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/9194017951034440113/posts/default/494511526206570522'/><link rel='alternate' type='text/html' href='http://weconomynews.blogspot.com/2012/02/finalizo-la-reunion-del-g20.html' title='Finalizó la reunión del G20'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/11355812251083626454</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-9194017951034440113.post-3106597074773920614</id><published>2012-02-26T20:12:00.000-03:00</published><updated>2012-02-26T20:12:11.543-03:00</updated><title type='text'>Los Bric ayudarán a la eurozona</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
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&quot; 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&quot; width=&quot;257&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&amp;nbsp; Brasil es uno de los países con economía en crecimiento, y de este modo pretende ayudar a los europeos en la crisis de la deuda.&lt;br /&gt;
&amp;nbsp; Guido Mantega, &amp;nbsp;el ministro de finanzas de Brasil, comento que las economías emergentes quieren obtener más poder en el FMI y también creen conveniente que los países europeos se&amp;nbsp;auto abastezcan en esta situación.&lt;br /&gt;
&amp;nbsp; Este ministro realizo estas declaraciones luego de reunirse con Rusia, India y China( a estos 4 países juntos se los denomina Bric) en una junta de los ministros de finanzas del G20 en México.</content><link rel='replies' type='application/atom+xml' href='http://weconomynews.blogspot.com/feeds/3106597074773920614/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://weconomynews.blogspot.com/2012/02/los-bric-ayudaran-la-eurozona.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/9194017951034440113/posts/default/3106597074773920614'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/9194017951034440113/posts/default/3106597074773920614'/><link rel='alternate' type='text/html' href='http://weconomynews.blogspot.com/2012/02/los-bric-ayudaran-la-eurozona.html' title='Los Bric ayudarán a la eurozona'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/11355812251083626454</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-9194017951034440113.post-34845760608264739</id><published>2012-02-25T21:47:00.001-03:00</published><updated>2012-02-25T21:47:36.110-03:00</updated><title type='text'>Enfrentar a la Mafia</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcR2kCwgezHOt8zNYEX7rQaFGn85OiGKNgKaR39lbMu22Z2jg7eJ&quot; imageanchor=&quot;1&quot; style=&quot;margin-left:1em; margin-right:1em&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;240&quot; width=&quot;210&quot; src=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcR2kCwgezHOt8zNYEX7rQaFGn85OiGKNgKaR39lbMu22Z2jg7eJ&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&amp;nbsp; Raffaela Ottaviano una Italiana se animó a enfrentar a la mafia napolitana &quot;La Camorra&quot;. No solo que se animó a enfrentarlos sino que organizó movimientos fomentando que hay que enfrentarse a estos para lograr frenarlos.&lt;br /&gt;
&amp;nbsp; Raffaella se encontraba en su local de Ercolano, a las afueras de Napoles, cuando entraron miembros de esta organización. Estos hombres fueron a exigirle que debía darles parte de sus ganancias ya que estos estan protegidos por el pago de protección lo que en Italia se lo llama &quot;Il Pizzo&quot;. Debido a esto los de la Camorra consiguen obtener ganancias de locales que no les pertenecen a cambio de que no ejerzan violencia para conseguirlo.&lt;br /&gt;
&amp;nbsp; Por mucho tiempo esta organización viene obteniendo ganancias de negocios sin ningún problema.&lt;br /&gt;
&amp;nbsp; Sin embargo Raffaela es una de los pocos que se animan a enfrentarlos;&amp;nbsp;cuando fueron a exigirle parte de las ganancias que ella consigue por trabajar todos los días ella los invito a retirarse sin escuchar sus extorsiones.&lt;br /&gt;
&amp;nbsp; Que hallan personas como Ottaviano es un indicio para que otros dueños de negocios empiecen a hacerles frente y de este modo no perder las ganancias que obtienen trabajando todos los meses del año para mantener a sus familias y para poder vivir tranquilamente</content><link rel='replies' type='application/atom+xml' href='http://weconomynews.blogspot.com/feeds/34845760608264739/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://weconomynews.blogspot.com/2012/02/enfrentar-la-mafia.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/9194017951034440113/posts/default/34845760608264739'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/9194017951034440113/posts/default/34845760608264739'/><link rel='alternate' type='text/html' href='http://weconomynews.blogspot.com/2012/02/enfrentar-la-mafia.html' title='Enfrentar a la Mafia'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/11355812251083626454</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-9194017951034440113.post-7629735730144079555</id><published>2012-02-25T19:36:00.000-03:00</published><updated>2012-02-25T19:36:54.195-03:00</updated><title type='text'>Reunión en México de los ministros de finanzas del mundo</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a 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&quot; imageanchor=&quot;1&quot; style=&quot;margin-left:1em; margin-right:1em&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;183&quot; width=&quot;275&quot; 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&quot; /&gt;&lt;/a&gt;&lt;/div&gt;


&amp;nbsp; Los ministros de finanzas de los países más industrializados se reunirán en México para tratar el tema de la crisis europea.&lt;br /&gt;
&amp;nbsp; Los ministros están buscando contar con más dinero para un rescate planeado por el Fondo Monetario Internacional(FMI). Estos quieren reunir hasta incluso más de 500.000 millones de dolares para afrontar la gran crisis por la que esta pasando europa económicamente.&lt;br /&gt;
&amp;nbsp; Países como México, EE UU y Canadá no están dispuestos a aportar dinero ya que creen que este problema lo deben resolver los protagonistas del conflicto principalmente.&lt;br /&gt;
&amp;nbsp; En mi opinión es correcta la posición de los americanos, ellos no deben de hacerse cargo de los problemas de europa, lo que si encuentro correcto es que sus ideas pueden colaborar a resolver la situación, una mente relajada como la de los americanos, los cuales no están afrontando problemas piensa &amp;nbsp;mejor que una que una mente que esta atravesando un conflicto.</content><link rel='replies' type='application/atom+xml' href='http://weconomynews.blogspot.com/feeds/7629735730144079555/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://weconomynews.blogspot.com/2012/02/reunion-en-mexico-de-los-ministros-de.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/9194017951034440113/posts/default/7629735730144079555'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/9194017951034440113/posts/default/7629735730144079555'/><link rel='alternate' type='text/html' href='http://weconomynews.blogspot.com/2012/02/reunion-en-mexico-de-los-ministros-de.html' title='Reunión en México de los ministros de finanzas del mundo'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/11355812251083626454</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-9194017951034440113.post-2872237952597781980</id><published>2012-02-24T21:49:00.001-03:00</published><updated>2012-02-25T01:02:15.478-03:00</updated><title type='text'>¡The Economist le dice NO a Argentina!</title><content type='html'>&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcToSWnXf110siOSFPHnxZvtXd_1O005sL0GuEARSV2yY9rYJX2M5w&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;174&quot; src=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcToSWnXf110siOSFPHnxZvtXd_1O005sL0GuEARSV2yY9rYJX2M5w&quot; width=&quot;290&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
Esta semana The Economist avisó que no utilizará más la cifras del INDEC, justificándose con que a los números oficiales Argentinos, ya nadie los cree.&lt;br /&gt;
&amp;nbsp; The Economist se apoya en su&amp;nbsp;decisión&amp;nbsp;en que los registros del INDEC fueron denunciados por economistas y analistas Argentinos, que argumentan que este manipula las estadísticas a su conveniencia. Además los resultados de esta entidad no concuerdan con los dados por fuentes independientes y oficinas provinciales argentinas, que colocan la cifra al doble de la oficialmente publicada. Con esta actuación de parte del INDEC se esta engañando a los votantes tanto como a los inversionistas ya que confían en cifras&amp;nbsp;erróneas.&lt;br /&gt;
&amp;nbsp; De este modo The Economist comenzara a mostrar las cifras de PriceStats, que es una compañía que junta información de precios al consumidor en varios países del mundo.</content><link rel='replies' type='application/atom+xml' href='http://weconomynews.blogspot.com/feeds/2872237952597781980/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://weconomynews.blogspot.com/2012/02/economist-le-dice-no-argentina.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/9194017951034440113/posts/default/2872237952597781980'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/9194017951034440113/posts/default/2872237952597781980'/><link rel='alternate' type='text/html' href='http://weconomynews.blogspot.com/2012/02/economist-le-dice-no-argentina.html' title='¡The Economist le dice NO a Argentina!'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/11355812251083626454</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-9194017951034440113.post-6401537562697096202</id><published>2012-02-24T21:15:00.000-03:00</published><updated>2012-02-24T21:25:00.386-03:00</updated><title type='text'>Debates en México por el acuerdo petrolero Mexico-EE UU</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a 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&quot; 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Rd2XqTGZuhJ1gR1EhalLtXUdJLGB2omWzb/AtVtnaDNOagGkRM1C0f+U/QFVvkG8eH6r7nNnsxUEmWW/y/eFTdw5zTfbkRqPVdXR7YBrnRSqNMESypSIj1YOi2+x/aWhWxfdupuc5zXw2qymRLW5j4hvY7bq45J+oynDBX5f59jkOyvCKVesadUPu2WuD8uUjnYzqFr8O4FhalYNpPeO6dLs5gvE6t0tpsPxBeh4GnRGIM0A2C5pcGMDYkQJiRAhWsd2Lw9QOLabRnBuwlhNraWN5vAhNtyMqjE4qtwymykXMozbKA0E8jaZ0LjprC2cA0YZjQ1hY0jxfiLpj80ZtYNuq3qnZ57QRTdpoXDpAuNY8kOBw9am4E3FgcsGQJkXuL+eix+N+2ab31RDXr1alJvd02NLbkwL6g6QQSJsOi5DF8JrVKb8rsoLHlrGgtbdtQARaxsfNdtjSXE5PCLB3hIIIPiGYDUj7KnWqin+UzGWAW5R+LUg2iT7K3ElS8PM8KDQdTa7OCx0xNySf8trwun7a8GZTnvo/65BhsHLDSCIcI3md4U+AFKtWdLWue2/lIi8m4B1kaFW+0XZZ9WrRktgmNXf42ud/11UONs13qkcDgOy3dslxIDmipmccoyvAcJHoN1L/AL2ixzmGiarCz8YsZLwbA2LTlsem9l6BiuzNNzqTS0vIBDMxGQNYdACdhYE3WZxrhdNlE1g0B/4Bmg3YMwuOZBVOyU0HhqbXcLE+JhrOc0GQchog5TyIbI9FSwWBYyk40w5jHkNgulpcKzwRpqQXeUkLboTVwdNtdppkVIDXSMx7sAcoBkxPJYL8M6lQLG6Or0y0uIJANSZsY1n3Qn4KvTkqmLa2q8NZGWxM63JP3WVxDimYgCH+Wm/1VkcCr18W4U2y4kkZnANhtySTbaVPiuy9VzGxlZAuJ0PSNrG97LTZJci1bfBc7KEVaNWm6sKWZwJuNCALTH/GFP2yxDKrqLA+nkaXZnTBhsAXBmL2VbhnZIguA8TnscIdBa0ZZBJGtxsCBIkrmzwhwrOaQZaCbRJMiBuuVYFLN8l/oayyaw1otUsa4VA5jyYEHNcxOY3nmrbXsJLnEUxcz/5HLz0jzNyoXcPY0y9wAGg6RvzKx+KY9lTbe19I0jluuxxMFJs3eOtZTax1J2YkAX5QJJ5RIkWWHUM3JlVBjXuN5I1nW/6qXOdJJ6Bawi0uTDM+eCXu9gY8gP1Whw4QKsszAU3EnTLbWdFFgcLneBIAncWHotqlVFMuAY1s0nNIYbFrhbNmJAOYD0KuUqMIRs5umJuLjp/ClyLpePUMKaFOpRs/u6YeJM95o6GzAG1h1XNOYR+IBo/yOvl/CFJUEo0M50bJUzC0ODcFfWfDGmJbJ0gE6gOguA3gLv6XYDDta0hxc5wyiYcC4jURBBEG3vos5ZIo0hCTPOWA/wDL9PqVt8H7H164zAQIzNc6fFOmXn9l1XCuwmFzObUJquE5RUMFwESRvAJ1Cuf+osLhmd28gZHuZY/ggGLaxlbExssd76OjWu2ZHBf9Os4DsQXMcHlrmAtMtg5SHCQJsdE2K7AFzQ+hXJDx4G1BteIdYnTksvjf+q4fSDaLXMJzBxBygSDGU69VyeM7dYmo2m3PkFIEMyWcAdfFrdNRkxbRRoYvh9Sk5zXRYwSLtkGDcWXRdke0lCg9jjDHAQXFoewg2deZbqdOa84OOe8OzOcZMmSTOuq0MEXZQOi00vszc0uj6BqVmuw7qpcMtQuyhhGXxX8TjtA0VvhXH6Ed3nLHMMQ6edokX11heQYvEYnDtaWVSWGCAbt9iqFTtViSfx5cxDjkAEkZRJtOw91jq10bXF9nvtHjlMvLBUa54/LeTv4edj6K6+uLAjrsd1452Z7Wuc9jXUKdV8nK4+F2Yk6nTfUrocT2ymq6m93dw8NgQ4Cw3a4EGS29/JGzXY/jT6OuxGAD3F1J4B1Ik62gjfTla6o43A16kBwDmki4/FHmPVNT4vRp0xmql5gWdd/tEjzPuqeG7b4d5IdVFMS5ovJ2FyAQN/TdK0w1kLEdnRQqNqDM2PCZcIiSAZvPlbUSgq4uzWkvfkMttMEHUfLKpxqu57g5pFVsb3E8xzkEGyoloDhlEMtIECppvmvPksZz1dL0zc5emi7jFV1ZrnSXUsxacumY+KQDcQBrKOlQZUcczzlJD8rhDcxMAmfYAW6LNxhkjJma3fvHNf8ARs9dlUxNVrSYAYCRBI8U2nKJtfT4EozbepPySRsdp+OsAaC6XyAzcBxsJC53jmNBp6wWPpOAbvlz2AGoCo8Y4gHOBcxwLnywGJJA/IBeLk358lWwXFcThD3jqdNwfMU7ZzBsM35fxBb16dCfBt8PruFeGlvcljXP28RpG2Xcy4Ced0fE+MCMHUfQZlexuciS7wlwcYMAnwmCdLrlON9oqmJqw6KDNIa4xrAzO/ZaeJ46zusO14c1rWFkgh12udJIdqL/AMLOX5S0tjc4zxHM9jsP4qQEukXkmMoPl91wXGeJV21HE0i21gBOUTudSdF0WGq0Q0uGIY7LNnNIdeCI2J0v9Dos/wD9Zuf3jD3eUscGF8GH7EFwvtsAnByu0gmo1TOHrVXvccxKCnTAIRuqHO6TmlxuNNTMdN1BXxQBG/T7LuVHE22WiU7Xxt7oaVWR/H7oy48x6KzI9X/0awWHrDEZ2tdUaQBImGkXEGxm/sVb7V9lWUq7zTbTDXhtsvMQYk2dbXqvMK/HatItqU20muuJa0NIJ1iI+FVcf2txdYzUqEmIkk6Da5Nly1Ju6+5d0qo7PG42kyk+mB4Bmfl8JcX5SJDiJHKAsalxphyEsykNa2S0NPhECSBc9dyuPq8RqnVx9LfZVXVJuSVThfZcZtPo9Dw/aCnSeHV3B2pygf4kC294NzsocZ/qY4VXOoMgEgszgDKIiIHMEj1XDVcW5xkySQASSbwhbRJRHEhzzfobHFu1VetVdUdULS43DPCBOoF52WS7EEzqSdSd/OdUbMJzU7aAWyhRzvIVmUiVYp4bndTCkpQ/kq1M92NTo8h89VZotMTMXiBrzUIqKZryR/KGh2ek9lMRTqYSmx5a5zczS10SAHHLbyWf2p4GxjmvpsAB2FhIv9bLi6bovp86rRpdq6tIQKmYf8T4m+xXK00+Dsi4tdj1e0T8JWzMa0jcGdeYIMgrQw3b3Buq97Xw7mVC5riWnO0lsXymINhzXHdoeKmtUzANbOuURdYuUqvjTVsXyuL4Z6b2g7Z0Kwdke9xdFpLRlEwHA3cQIBJ1hc4MaXxIIaDZcxHVSU8a5n4XOHr8CFiS6NH+IbVfsen4btPW7umyiIyNAf8AmzECJ8ohVMd2lrhxiQCbgHTyB0C5PgvbOrh6geGtfrMgiQRe4XU/+4uExDcteg6m4iMwDXQfOxhS4V4Le+yvU4+50f8AUe18GxmDY6QYmdzzGigfxN5BjO7mLktvAJnSVUx2EyOgGQNDzBVejSIJgkEy2x6/ZVqK0dF2zbag9pAjOCZ0lwg/dZtLtMe6ynI94M5nszHL4fwkyAdVlYkO0JmNFVZSgT0T1vsW1Pg6ZnEsI1ud7nVXicrIgCNJGkBZeO7cVHEZW02BswA0GRMwc1lzdWrLionGVMcMVz2U80mqXB0lftqHtdmw9IviGvbLYP8A9dI8oXOYjFue4k7+3oo3BNC0UUujJyb7Jf8AcHnz+qCUdKgXaed7fdH3Dhq0+yohl3D3Aj72VplIKlhzp+40Vpk+fr+yoiyLGY11m8tJVN1clTlgJ/dKtR+iWqD5ZV2U4KJlFThilYxNIhzYLaSkDEXdog35CozsYBGHJ8qIM8kwBhOAeikYzoE7SJ0QAzaambT9/K6GAeSZ7rbfPVJjSAxBg+L+VVrYjrPmE9QeihFIrOjQhrGSowrLqfRROagAC35KicFMQmIToadFcpBqsCnKfuTskVsehcHwwqYCg8FrnNa5rxIzCHOAka/h+nkoauAadoPT7rlsNiC2mBNx9EVLilVn4XmORv8AdRybbxNDi7IdpAAA9llVqkeEkAnTlc2k7eqDiHFX1NYHkg4Xwh1d0AjVouQDc7SbmNgq8FfPAHF+HOpPAMHM0OBaQRBAO3SFQIM8l2uM7DmrVqtoODxh6TXVM0sOVrWNJh0wZ21XPUOHGYdYSQBEl0GPCP1S24E+6M6nQJMAEk7BbPDeAZw5xIJbFr5bmPE4W6wOWq63gvYN8F1Qd3TMEtBl7hM+InS2y66rwbDhmRlNrWtvAOkxe8bXJ6LCeb6G8MHsjz7B4anT1AqGI0AYADMNB+5C2cOKNSz2ME6Wgnyi5V7itHCUGCoamv4dDm1ggGeWswvPuK8fLpDPA3QnVzvXYdAoS36NnNY1Rt8VOCpnLLi7/CHAec/oVgMrB1wIubNtAWSHE+S0sPiC2mG21mYvpuV1QhRxZJqX0Q0+aeq4c5QtEo491sciI0bQeSSLMmILJzT5vMeiEOjolPyUCCFRo5nzhEKgOwQZR0+6NreQCBiLhyT5o/KmJ8k7WdPogBs45H2T5fP2T5RzhOW9fr/KBoB7L6FJjUWcclIyoI/dQ0apkeQRcKhWbBWnUAgEGVUqtlIbKJCNjOiNwR0qd0Ej93GyZxU5ao3U5nokU0RZ0s6hKQVIiiXJmIA1Jj3K9WwnYCu2lTyULMJOwqOJsc2hI5dIXmPC2uNanlAc7MC1psHEXA9SF9FcL/1GoQWVyabqbfE5zS1jjA/DqZ6dFhkkk6s3x9WeS0DiG1Huo2fWcWPaHTmy7OnYdV0XCuD0MO5+U94/Nd7m5XdRqbAyJHJZfa/tVhu+qGkQW5y5uwvvlF7+S4av2hd3gqNc7OAACCWi07DVTJOapGsMig7PYX1xlJJDQNzp9VxnHv8AUFoLqdANdIgvN2xHitvvbyXG8Q7UV61MMqvzAE8pMmbxqssAu8lMMH9xc87fRNi8a57iSS4nnt5ch0UdPDE6qanQAU7AutI5JSGZhwFKKXIJm6qQOA2VGRXbJ3J9P5RQ7r88kAd8/tFJ+f2mSOiBQQfkIspi0IEHE/vZEKfUKMN5+yI1OkfOqADgbQllJ5AfVB3vVA53X9kASF0IL80zGg7KVoEoEA3y+qKCUQd0lOXkbfRAxhh5RDDdD90OY8vqna4/5JM0VEzGj26/oon6xpZM4Dr7KHzSodjmmETaJKDu1IGRuhghnSNlE1hPQK6HFBUdIiw0UFmbUYQhgqepTgqPLdUiB6ViDyup+LUyDOfNN/xE2PmoHWChewmFMlbNINJcohLggLlL3Kkbh06ByRDTpSrrKICenh4RkqqIcvRwAmcEMdU8pkMkbz0RN8vqmZKLMeSYIoZlLCSSBMNoRABJJBAQjqiA6D7/AHSSQhjOcBsmp+I2ACSSAJhZOZCSSAGcCN/b+UOUlJJMQ4oqSnR579SmSSZSC7ofCU7KOqSSRogalOL/AGQB14SSQAZEXP0UZMpJJMa6IsQJg7bKIhJJACyqalStKSSTBEbm3v5JmNSSQhMl1TCmEklQCawKQNSSQKgokWUYv/aSSBM//9k=&quot; /&gt;&lt;/a&gt;&lt;/div&gt;

&amp;nbsp; México y Estados Unidos tienen un acuerdo petrolero para explotar los yacimientos transfronterizos de crudo y gas, el cual causó debates en México, ¿Por que? analistas mexicanos ven en EE UU una segunda intención en la cual el país tomaría más provecho que ellos en lo pactado.&lt;br /&gt;
&amp;nbsp; Sin embargo el gobierno de México afirma que en el acuerdo se pactaron reglas claras para cumplir lo establecido entre ambos países.&lt;br /&gt;
&amp;nbsp; Además algunos analistas también creen que este acuerdo podría servirle a México.&lt;br /&gt;
&amp;nbsp; Este acuerdo entre los dos países ha sido buscado por gobiernos anteriores a los actuales. Los objetivos de este son compartir costos, obtener nuevas tecnologías, y mantener el flujo de dolares.&lt;br /&gt;
&amp;nbsp; En cuanto a mi opinión México ofrece sus fuentes petroleras y Estados unidos la tecnología más que nada, luego se realizan los otros objetivos en equipo. Creo que esta unión si es bien llevada será muy beneficiosa para estos países ya que cada uno tiene su fuerte en algún área, y que estas se combinen es una idea con un buen futuro.</content><link rel='replies' type='application/atom+xml' href='http://weconomynews.blogspot.com/feeds/6401537562697096202/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://weconomynews.blogspot.com/2012/02/debates-en-mexico-por-el-acuerdo.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/9194017951034440113/posts/default/6401537562697096202'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/9194017951034440113/posts/default/6401537562697096202'/><link rel='alternate' type='text/html' href='http://weconomynews.blogspot.com/2012/02/debates-en-mexico-por-el-acuerdo.html' title='Debates en México por el acuerdo petrolero Mexico-EE UU'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/11355812251083626454</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-9194017951034440113.post-6302053425295779092</id><published>2012-02-23T20:27:00.002-03:00</published><updated>2012-02-26T04:49:55.814-03:00</updated><title type='text'>Caso Royal Bank of Scotland</title><content type='html'>&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-family: inherit; font-size: 12pt; line-height: 115%;&quot;&gt;&amp;nbsp;&amp;nbsp;El banco británico “RBS”, confirmó que ya es
su cuarto año de pérdidas desde que el gobierno realizó su rescate en el año
2008.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-family: inherit; font-size: 12pt; line-height: 115%;&quot;&gt;&amp;nbsp;&amp;nbsp; En el 2011 el banco registró pérdidas que
superaban los US$3.40 millones, cifra que duplicó a la del año 2010.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-size: 12pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&amp;nbsp; Analistas confirman que se tendrán que
esperar varios años para recuperar lo que invirtió el gobierno en el rescate
del banco.&lt;/span&gt;&lt;span style=&quot;font-family: &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://weconomynews.blogspot.com/feeds/6302053425295779092/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://weconomynews.blogspot.com/2012/02/caso-royal-bank-of-scotland.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/9194017951034440113/posts/default/6302053425295779092'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/9194017951034440113/posts/default/6302053425295779092'/><link rel='alternate' type='text/html' href='http://weconomynews.blogspot.com/2012/02/caso-royal-bank-of-scotland.html' title='Caso Royal Bank of Scotland'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/11355812251083626454</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-9194017951034440113.post-8611788060664997792</id><published>2012-02-23T20:26:00.002-03:00</published><updated>2012-02-26T04:48:46.486-03:00</updated><title type='text'>¡Apareció Jordan!  con asuntos legales en China</title><content type='html'>&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-family: &#39;Times New Roman&#39;, serif; font-size: 12pt; line-height: 115%;&quot;&gt;Michael Jordan la
estrella retirada del baloncesto, mandó una demanda a una empresa de ropa
deportiva china por utilizar su nombre sin su consentimiento. En chino la
estrella es conocida como Qiaodan y la empresa se llama Sports Qiaodan. Este
hecho fue el que condiciono su demanda hacia la compañía.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://weconomynews.blogspot.com/feeds/8611788060664997792/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://weconomynews.blogspot.com/2012/02/aparecio-jordan-con-asuntos-legales-en.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/9194017951034440113/posts/default/8611788060664997792'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/9194017951034440113/posts/default/8611788060664997792'/><link rel='alternate' type='text/html' href='http://weconomynews.blogspot.com/2012/02/aparecio-jordan-con-asuntos-legales-en.html' title='¡Apareció Jordan!  con asuntos legales en China'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/11355812251083626454</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-9194017951034440113.post-4640614377432004063</id><published>2012-02-23T20:25:00.000-03:00</published><updated>2012-02-23T20:25:23.007-03:00</updated><title type='text'>Empleados de Apple China</title><content type='html'>&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 115%;&quot;&gt;Un presentador de tv de
la cadena estadounidense ABC tuvo acceso a una fábrica de Apple en china en
donde se realizan estos innovadores productos.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 115%;&quot;&gt;&amp;nbsp;&amp;nbsp;Esta fábrica
es manejada por Foxconn, y es una de las mejores fábricas que proveen &amp;nbsp;tecnología.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 115%;&quot;&gt;&amp;nbsp; Los empleados de esta fábrica provienen de
familias pobres del campo y el promedio de edad del empleado es de 18. Las
condiciones en que trabajan estos no son nada buenas, hasta el punto que se
llegaron a registrar 18 suicidios.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://weconomynews.blogspot.com/feeds/4640614377432004063/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://weconomynews.blogspot.com/2012/02/empleados-de-apple-china.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/9194017951034440113/posts/default/4640614377432004063'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/9194017951034440113/posts/default/4640614377432004063'/><link rel='alternate' type='text/html' href='http://weconomynews.blogspot.com/2012/02/empleados-de-apple-china.html' title='Empleados de Apple China'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/11355812251083626454</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-9194017951034440113.post-412016859522365914</id><published>2012-02-21T20:32:00.000-03:00</published><updated>2012-02-21T20:32:32.798-03:00</updated><title type='text'>Dow Jones a 13,000 puntos</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcQPpiXkkMNg1JMn7Pel8c-Z2nd2TOzO2KENDnbd3sFQkbJ99WZLwA&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;108&quot; src=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcQPpiXkkMNg1JMn7Pel8c-Z2nd2TOzO2KENDnbd3sFQkbJ99WZLwA&quot; width=&quot;468&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
Uno de los principales indices bursátiles en los Estados Unidos es que el Dow Jones supero la barrera de los 13,000 puntos la cual no superaba desde el año 2008. Rondando las 10:30 el indice llego a los 13,000 para luego posicionarse en los 12,994.45 puntos. Acontecimientos como este son los que marcan que se esta dando una recuperación económica en EE UU.</content><link rel='replies' type='application/atom+xml' href='http://weconomynews.blogspot.com/feeds/412016859522365914/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://weconomynews.blogspot.com/2012/02/dow-jones-13000-puntos.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/9194017951034440113/posts/default/412016859522365914'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/9194017951034440113/posts/default/412016859522365914'/><link rel='alternate' type='text/html' href='http://weconomynews.blogspot.com/2012/02/dow-jones-13000-puntos.html' title='Dow Jones a 13,000 puntos'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/11355812251083626454</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-9194017951034440113.post-6251123341582674097</id><published>2012-02-21T20:16:00.001-03:00</published><updated>2012-02-21T20:16:53.094-03:00</updated><title type='text'>Se acuerda un segundo acuerdo de rescate para Grecia</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcSYYhpKxuuMgxrPDaISUFXI3eRdlPjc-zAats8I7DvSihN_fPtQ7g&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;183&quot; src=&quot;http://t2.gstatic.com/images?q=tbn:ANd9GcSYYhpKxuuMgxrPDaISUFXI3eRdlPjc-zAats8I7DvSihN_fPtQ7g&quot; width=&quot;275&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&amp;nbsp; Los ministros de finanzas de la eurozona llegaron el martes a la madrugada a un segundo acuerdo para rescatar a Grecia de la crisis financiera, disponiendo de US$170.000 millones.&lt;br /&gt;
&amp;nbsp; De este modo, el principal objetivo griego será &amp;nbsp;reducir su deuda aproximadamente al 121% de lo que corresponde a su producto bruto interno para el año 2020, un trabajo que carecerá de mucha inteligencia financiera, porque cuentan con dinero pero si no tienen el personal adecuado para administrarlo correctamente no les servirá de mucho, por esta razón creo conveniente que las autoridades no solo deben de preocuparse por el dinero sino que también de quien lo maneja.</content><link rel='replies' type='application/atom+xml' href='http://weconomynews.blogspot.com/feeds/6251123341582674097/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://weconomynews.blogspot.com/2012/02/se-acuerda-un-segundo-acuerdo-de.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/9194017951034440113/posts/default/6251123341582674097'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/9194017951034440113/posts/default/6251123341582674097'/><link rel='alternate' type='text/html' href='http://weconomynews.blogspot.com/2012/02/se-acuerda-un-segundo-acuerdo-de.html' title='Se acuerda un segundo acuerdo de rescate para Grecia'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/11355812251083626454</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-9194017951034440113.post-310907366035793099</id><published>2012-02-20T19:50:00.000-03:00</published><updated>2012-02-20T19:50:52.267-03:00</updated><title type='text'>Optimismo y dudas sobre la crisis Griega</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcTZgsLh3Do5kVGcm14mWufaUF5CDERNY7eDZe_5UH67p9XRUPHm&quot; imageanchor=&quot;1&quot; style=&quot;margin-left:1em; margin-right:1em&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;183&quot; width=&quot;275&quot; src=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcTZgsLh3Do5kVGcm14mWufaUF5CDERNY7eDZe_5UH67p9XRUPHm&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&amp;nbsp; Los ministros de la eurozona reunidos en Bruselas muestran una posición optimista en cuanto a aprobar un nuevo rescate para la economía Griega.&lt;br /&gt;
&amp;nbsp; El ministro de finanzas alemán, dijo que todavía resta trabajo, pero que confía en llegar a un acuerdo.&lt;br /&gt;
&amp;nbsp; Por otro lado esta la parte no tan optimista en la que hay dudas sobre si se podrá estabilizar la economía griega.&lt;br /&gt;
&amp;nbsp; También se presentan dudas en cuanto a la capacidad del gobierno de poder implementar estas medidas para salvar al país.&lt;br /&gt;
&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://weconomynews.blogspot.com/feeds/310907366035793099/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://weconomynews.blogspot.com/2012/02/optimismo-y-dudas-sobre-la-crisis.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/9194017951034440113/posts/default/310907366035793099'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/9194017951034440113/posts/default/310907366035793099'/><link rel='alternate' type='text/html' href='http://weconomynews.blogspot.com/2012/02/optimismo-y-dudas-sobre-la-crisis.html' title='Optimismo y dudas sobre la crisis Griega'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/11355812251083626454</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry></feed>