<?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-4149514055155208241</id><updated>2024-10-06T22:53:29.331-06:00</updated><category term="AMBITO PERIODÍSTICO Y EMPRESARIAL"/><category term="AMBITO PERIODÍSTICO Y  EMPRESARIAL"/><category term="29.10.2013 frases"/><category term="9.7.2013 FRASES CORTAS IDEAS LARGAS"/><category term="0.8.2013 NOTICIAS"/><category term="01.01.2013 cuál es la clave del éxito empresarial"/><category term="01.03.2013 SINDICATO: LOCURA DE MUCHOS EB BENEFICIO DE POCOS"/><category term="01.05.2013 modificaciones a la ley del seguro social"/><category term="01/12/2012 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LARGAS"/><category term="5.7.2013 GASOLINA"/><category term="5.7.2013 NOTICIAS ULTIMA HORA"/><category term="5.7.2013 pregunta del dia"/><category term="5.7.2013 rigel gonzalez"/><category term="5.8.2013  Y LA REFORMA A PEMEX DE 2008"/><category term="5.8.2013 BURGER KING"/><category term="5.8.2013 CASAS DE EMPEÑO"/><category term="5.8.2013 DE LO QUE SE HABLA"/><category term="5.8.2013 DEPOSITOS BANCARIOS"/><category term="5.8.2013 FRASES"/><category term="5.8.2013 NOTICIAS"/><category term="5.8.2013 SUPERDOTADOS"/><category term="5.9.2013 de lo que se habla"/><category term="5.9.2013 de lopez portillo a pelña nieto"/><category term="5.9.2013 frases cortas ideas largas"/><category term="5.9.2013 gasto en publicidad"/><category term="5.9.2013 mexico competividiad cae"/><category term="5.9.2013 noticias"/><category term="5.9.2013 pista dinero"/><category term="5.9.2013 te doy mi palabra de honor"/><category term="6.2.2013 IMPORTANCIA DE LAS PYMES"/><category term="6.3.2013 asamblea 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term="6.9.2013 noticias"/><category term="6.9.2013 pregunta"/><category term="7-8.2013 jueces"/><category term="7.1.13 qué has hecho tú?"/><category term="7.1.2012 chisme deporte nacional"/><category term="7.10.2013 beneficiados con el perdón fiscal"/><category term="7.10.2013 de lo que se habla"/><category term="7.10.2013 frases"/><category term="7.10.2013 grupo meza - covi"/><category term="7.10.2013 parto en el pasto"/><category term="7.10.2013 policía de tránsito"/><category term="7.2.2013 CUESTIONAMIENTOS AL IFE"/><category term="7.20.2013 noticias"/><category term="7.20.2013 slim"/><category term="7.3.2013 cumbre de negocios en Guadajalara"/><category term="7.4.2013 ahorro en estados unidos y dispendio en méxico"/><category term="7.5.2013 consejo fox"/><category term="7.5.2013 jefe ajeno hace al hijo bueno"/><category term="7.6.2013 TV ANALÓGICAS TRES MESES DE VIDA"/><category term="7.6.2013 santander"/><category term="7.7.2013 EL POPO Y LA PROFECÍA DE MARIO RAMÓN BETETA"/><category term="7.7.2013 ELECCIONES ENSANGRENTADAS"/><category term="7.7.2013 NOTICIAS ULTIMA HORA"/><category term="7.7.2013 frases cortas..."/><category term="7.7.2013 pregunta del dia"/><category term="7.7.2013 robo hormiga"/><category term="7.8.2013 CAYÓ EXPORTACIÓN DE VEHÍCULOS"/><category term="7.8.2013 CRECE LA POBLACIÓN VULNERABLE"/><category term="7.8.2013 FRASES"/><category term="7.8.2013 NOTICIAS"/><category term="7.8.2013 PND Y LA CARABINA DE AMBROSIO"/><category term="7.8.2013 cruzada contra el hambre"/><category term="7.9.2013 GASOLINAZO"/><category term="7.9.2013 de lo que se habla"/><category term="7.9.2013 deuda estados"/><category term="7.9.2013 frases cortas"/><category term="7.9.2013 noticias ultima hora"/><category term="7.9.2013 nuestras creencias"/><category term="7.9.2013 sobre las cenizas"/><category term="7.agosto.2013 de lo que se habla"/><category term="8.03.2013 hUGO CHAVEZ"/><category term="8.1.13 miedo al que diran"/><category term="8.10.2013 INUNDACIONES"/><category term="8.10.2013 de lo que se habla"/><category term="8.10.2013 debate energético"/><category term="8.10.2013 enfendro el sistema tributario"/><category term="8.10.2013 exportación vehículos"/><category term="8.10.2013 frases"/><category term="8.10.2013 noticias"/><category term="8.10.2013 se van los maestros"/><category term="8.4.2013 Hay que cuidar los centavos"/><category term="8.5.2013 penetración de la banca comercial"/><category term="8.6.2013 libertad de expresion"/><category term="8.7.2013 OUTSOURCIN"/><category term="8.7.2013 TRES NOTICIAS"/><category term="8.7.2013 credito nomina"/><category term="8.7.2013 frases cortas"/><category term="8.7.2013 pymes"/><category term="8.7.2013 semana pyme"/><category term="8.7.2013 villanueva"/><category term="8.8.2013 crece 37 % mercado libre"/><category term="8.8.2013 entre 2 y 3 por ciento crecerá la economía"/><category term="8.8.2013 frases"/><category term="8.8.2013 macdonalds pierde litigio"/><category term="8.8.2013 noticias"/><category term="8.8.2013 rescate a desarrolladores de vivienda"/><category term="8.8.2013 semana del emprendedor"/><category term="9.10.2013 CORTO EL CRECIMIENTO ECONOMICO"/><category term="9.10.2013 DINERO SIN MOVIMIENTO"/><category term="9.10.2013 FRASES"/><category term="9.10.2013 NOTICIAS"/><category term="9.10.2013 RESISTENCIA A REFORMAS DE PN"/><category term="9.10.2013 amparos ley antilavado"/><category term="9.10.2013 de lo que se habla"/><category term="9.10.2013 subasta en el seguro social"/><category term="9.2.13 mexicanos"/><category term="9.3.2013 Lo hecho en lo oscurito es más bonito"/><category term="9.4.2013 china y méxico"/><category term="9.5.2013 reforma financiera y la carabina de ambrosio"/><category term="9.6.2013 deseos de un empresario capitalino"/><category term="9.7.2013 ESTRATEGIA DE CONTRATACION PÚBLICA"/><category term="9.7.2013 amigos o enemigos en los negocios"/><category term="9.7.2013 noticias ultima hora"/><category term="9.7.2013 ustedes tienen una gran fortuna"/><category term="9.7.2013.- PRIMER VUELO BOEING 787"/><category term="9.8.2013 FRASES CORTAS IDEAS LARGAS"/><category term="9.8.2013 PERIODISTAS ASESINADOS"/><category term="9.8.2013 PREGUNTA"/><category term="9.8.2013 crisis de vivienderos"/><category term="9.8.2013 cómo crecer"/><category term="9.8.2013 de lo que se habla"/><category term="9.8.2013 de tendero a narcomenudista"/><category term="9.8.2013 soborno"/><category term="9.8.2013 ultima hora"/><category term="9.82013 (mipynes"/><category term="9.9.2013 conflicto magisterial"/><category term="9.9.2013 de lo que se habla"/><category term="9.9.2013 frases"/><category term="9.9.2013 guerra siria"/><category term="9.9.2013 noticias"/><category term="9.9.2013 paquete económico 2014"/><category term="9.9.2013 pelitos conyugales"/><category term="9.9.2013 pregunta"/><category term="AMBITO PERIODÍSTICO Y EMPRESARIAL. Aeroméxico"/><category term="AMBITO PERIODÍSTICO Y EMPRESARIAL.Desigualdad"/><category term="AMBITO PERIODÍSTICO Y EMPRESARIAL.transgénicos"/><category term="AMBITO PERIODÍSTICO Y EMPRESARIAL; Alfonso Lujambio"/><category term="AMBITO PERIODÍSTICO Y EMPRESARIAL; Mitos y realidades del dinero..."/><category term="AMBITO PERIODÍSTICO Y EMPRESARIAL; Reforma laboral"/><category term="Antidepresivos"/><category term="Asur"/><category term="Axtel"/><category term="B"/><category term="Boeing 737-800"/><category term="C DE LOS NEGOCIOS"/><category term="COMO ESTNA TUS FINANZAS"/><category term="CONVENIO"/><category term="Caos en el Aeropuerto de la Ciudad de México"/><category term="Capacidad de asombro"/><category term="Carne cerdo - Aeroméxico"/><category term="Chávez ganó y Venezuela perdió"/><category term="Club Premier; PayPal y Aeroméxico"/><category term="Comisión reguladora de energía vs Grupo Zeta"/><category term="Compra Boeing"/><category term="Corrupción en la era de Calderón"/><category term="Crecimiento económico"/><category term="DESASTRE NACIONAL"/><category term="DINERO Y AMOR"/><category term="Desconfian del Aeropuerto Internacional de la Ciudad de México"/><category term="Desigualdad = infelicidad colectiva."/><category term="Desnutrición"/><category term="Dramático panorama laboral"/><category term="EL CAJÓN Y EL LADRÓN"/><category term="ENTUSIASMO"/><category term="ESTUDIO DE DROGAS"/><category term="El Lazca y El Papa"/><category term="Elecciones en Estados Unidos"/><category term="Estados con mejores prácticas comerciales"/><category term="Estrategias de don Secundino"/><category term="Eurocopter"/><category term="Felicidad Bruta Nacional"/><category term="Fidel Velázquez Sánchez"/><category term="Formidables utilidades de la banca"/><category term="Francisco X Salazar Diez de Sollano"/><category term="Fuertes inversiones en CYDSA"/><category term="Gabinete ideal"/><category term="Grupo Aeroportuario del Sureste ASUR"/><category term="HÁGASE ESTAS PREGUNTAS"/><category term="Igualdad"/><category term="Inflación y devaluación de 12 sexenios"/><category term="Ingresos petroleros"/><category term="KI&#39;XOCOLAT"/><category term="La Onexpo genera certidumbre en la entrega de gasolina"/><category term="La carroña de Vitro"/><category term="La generación de empleo no reduce la pobreza"/><category term="MALA COBRANZA"/><category term="MANOS EXTRANJERAS"/><category term="Moreira y Romero Dechamps"/><category term="Muerte"/><category term="México"/><category term="NUEVO SISTEMA DE PAGO"/><category term="NUEVOS PILOTOS"/><category term="No me dejes de querer"/><category term="PASION"/><category term="Peligrosa deuda pública de los estados"/><category term="Perfil de un líder empresarial"/><category term="Peña Nieto y Obama"/><category term="Preguntas a Rolando Zapata Bello"/><category term="Premier y Aeroméxico"/><category term="Prohibición: Guerra perdida"/><category term="Qué pasa en la Comisión Reguladora de Energía"/><category term="Qué pasa en las agencias Chevrolet"/><category term="REFORMA FINANCIERA"/><category term="Reformas ¿claves para el crecimiento?"/><category term="Reglas de oro dinero"/><category term="Resultados tercer trimestre"/><category term="Secuestro y extorsión crecen"/><category term="Servicio profesional de carrera"/><category term="Sherwin-Williams Company compra Comex"/><category term="Siempre hay trabajo para quien lo busca"/><category term="Sindicato"/><category term="Slim"/><category term="Sobran ofertas"/><category term="TASAS INTERES"/><category term="VIGENTE"/><category term="Vitro"/><category term="Vive y deja vivir"/><category term="alcaldesa y granier"/><category term="aquí entre nos"/><category term="baja productividad"/><category term="buenos resultados"/><category term="carambola de tres bandas."/><category term="consejeros de general atlantic"/><category term="corrupcion"/><category term="costos de la guerra al narcotráfico"/><category term="de la impopularidad a la popularidad"/><category term="desoren resta competitividad"/><category term="destructor de la democracia"/><category term="en la corte"/><category term="enfermedad"/><category term="expediente abierto"/><category term="faltan vendedores"/><category term="hacer y tener"/><category term="locura de muchos eb beneficio de pocos"/><category term="magistrados y funcionarios en la lupa"/><category term="manzana discordia"/><category term="modelo energético cerrado"/><category term="negocio redondo"/><category term="nueva base en Querétaro"/><category term="premio Nobel de Economía"/><category term="quejas contra la banca"/><category term="ridiculizados"/><category term="riesgos en brasil"/><category term="sí pero hasta el 2030"/><category term="una empresa exitosa"/><category term="verdugo de Zeta"/><category term="violento y feliz"/><category term="¿Flojos o improductivos?"/><category term="¿La promesa de dar?"/><category term="¿Perdimos la fe en lo hecho en México?"/><category term="¿Qué no resuelve la reforma laboral?"/><category term="¿Qué se requiere para mejorar la productividad?"/><category term="¿Renunciarán a salarios millonarios?"/><title type='text'>Ámbito periodístico y empresarial</title><subtitle type='html'></subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://josemartinezbolio.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4149514055155208241/posts/default?redirect=false'/><link rel='alternate' type='text/html' href='http://josemartinezbolio.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' 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&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;!AVISO IMPORTANTE!&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
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&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;Iniciamos llenos de júbilo esta nueva etapa periodística en la que su participación es fundamental. ¡Gracias por seguirnos en ÁMBITO PERIODÍSTICO Y EMPRESARIAL&amp;nbsp; y bienvenido a FORO. Nuestra dirección es www.grupoforo.mx.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
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&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;Linkedln José Martínez Bolio &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://josemartinezbolio.blogspot.com/feeds/8012040606538644918/comments/default' title='Comentarios de la entrada'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/4149514055155208241/8012040606538644918' title='0 Comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4149514055155208241/posts/default/8012040606538644918'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4149514055155208241/posts/default/8012040606538644918'/><link rel='alternate' type='text/html' href='http://josemartinezbolio.blogspot.com/2013/10/manana-inicia-foro.html' title='¡MAÑANA INICIA FORO!'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/00978277152001338654</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://1.bp.blogspot.com/-DJCi0Ru9hfM/UnKbcw8w4TI/AAAAAAAAIb8/4JUsGaY1jss/s72-c/foro+3+%25283%2529.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4149514055155208241.post-4923720877542574228</id><published>2013-10-31T07:24:00.000-06:00</published><updated>2013-10-31T07:24:32.602-06:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="31.10.2013 forbes"/><title type='text'>#PREGUNTA DEL DIA.- PEÑA NIETO, SLIM Y EL CHAPO</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;a href=&quot;http://3.bp.blogspot.com/-j8TBnz5Bz0U/UnJZZI0egVI/AAAAAAAAIbc/TPIv2sPegaM/s1600/chapo.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;464&quot; src=&quot;http://3.bp.blogspot.com/-j8TBnz5Bz0U/UnJZZI0egVI/AAAAAAAAIbc/TPIv2sPegaM/s640/chapo.jpg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Según Forbes tres mexicanos figuran entre las personas más poderosas del mundo: el presidente Peña Nieto ((37); el magnate Carlos Slim (12), y el narcotraficante Joaquín El Chapo Guzmán (67)&lt;/span&gt;. &lt;span style=&quot;font-size: large;&quot;&gt;¿Le parece correcto que El Chapo Guzman figure en dicha lista? ¡Opine!&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;&lt;i&gt;Twitter&amp;nbsp;@jmb_foro&lt;/i&gt;&lt;/b&gt; &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://josemartinezbolio.blogspot.com/feeds/4923720877542574228/comments/default' title='Comentarios de la entrada'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/4149514055155208241/4923720877542574228' title='0 Comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4149514055155208241/posts/default/4923720877542574228'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4149514055155208241/posts/default/4923720877542574228'/><link rel='alternate' type='text/html' href='http://josemartinezbolio.blogspot.com/2013/10/pregunta-del-dia-pena-nieto-slim-y-el.html' title='#PREGUNTA DEL DIA.- PEÑA NIETO, SLIM Y EL CHAPO'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/00978277152001338654</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://3.bp.blogspot.com/-j8TBnz5Bz0U/UnJZZI0egVI/AAAAAAAAIbc/TPIv2sPegaM/s72-c/chapo.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4149514055155208241.post-881690391463233802</id><published>2013-10-31T06:52:00.001-06:00</published><updated>2013-10-31T07:01:39.744-06:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="31.10.2013 pacto hacienda prd"/><title type='text'>#AQUÍ ENTRE NOS.- PACTO HACIENDA-PRD-PRI PARA RECORTAR GASTO E INGRESO</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
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  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 6&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;19&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtle Emphasis&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;31&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtle Reference&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;32&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Reference&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;33&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Book Title&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;37&quot; Name=&quot;Bibliography&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; QFormat=&quot;true&quot; Name=&quot;TOC Heading&quot;/&gt;
 &lt;/w:LatentStyles&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt;
&lt;style&gt;
 /* Style Definitions */
 table.MsoNormalTable
 {mso-style-name:&quot;Tabla normal&quot;;
 mso-tstyle-rowband-size:0;
 mso-tstyle-colband-size:0;
 mso-style-noshow:yes;
 mso-style-priority:99;
 mso-style-parent:&quot;&quot;;
 mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
 mso-para-margin-top:0cm;
 mso-para-margin-right:0cm;
 mso-para-margin-bottom:10.0pt;
 mso-para-margin-left:0cm;
 line-height:115%;
 mso-pagination:widow-orphan;
 font-size:11.0pt;
 font-family:&quot;Calibri&quot;,&quot;sans-serif&quot;;
 mso-ascii-font-family:Calibri;
 mso-ascii-theme-font:minor-latin;
 mso-hansi-font-family:Calibri;
 mso-hansi-theme-font:minor-latin;
 mso-fareast-language:EN-US;}
&lt;/style&gt;
&lt;![endif]--&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;

&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;w:WordDocument&gt;
  &lt;w:View&gt;Normal&lt;/w:View&gt;
  &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;
  &lt;w:TrackMoves/&gt;
  &lt;w:TrackFormatting/&gt;
  &lt;w:HyphenationZone&gt;21&lt;/w:HyphenationZone&gt;
  &lt;w:PunctuationKerning/&gt;
  &lt;w:ValidateAgainstSchemas/&gt;
  &lt;w:SaveIfXMLInvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;
  &lt;w:IgnoreMixedContent&gt;false&lt;/w:IgnoreMixedContent&gt;
  &lt;w:AlwaysShowPlaceholderText&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;
  &lt;w:DoNotPromoteQF/&gt;
  &lt;w:LidThemeOther&gt;ES-MX&lt;/w:LidThemeOther&gt;
  &lt;w:LidThemeAsian&gt;X-NONE&lt;/w:LidThemeAsian&gt;
  &lt;w:LidThemeComplexScript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;
  &lt;w:Compatibility&gt;
   &lt;w:BreakWrappedTables/&gt;
   &lt;w:SnapToGridInCell/&gt;
   &lt;w:WrapTextWithPunct/&gt;
   &lt;w:UseAsianBreakRules/&gt;
   &lt;w:DontGrowAutofit/&gt;
   &lt;w:SplitPgBreakAndParaMark/&gt;
   &lt;w:EnableOpenTypeKerning/&gt;
   &lt;w:DontFlipMirrorIndents/&gt;
   &lt;w:OverrideTableStyleHps/&gt;
  &lt;/w:Compatibility&gt;
  &lt;m:mathPr&gt;
   &lt;m:mathFont m:val=&quot;Cambria Math&quot;/&gt;
   &lt;m:brkBin m:val=&quot;before&quot;/&gt;
   &lt;m:brkBinSub m:val=&quot;--&quot;/&gt;
   &lt;m:smallFrac m:val=&quot;off&quot;/&gt;
   &lt;m:dispDef/&gt;
   &lt;m:lMargin m:val=&quot;0&quot;/&gt;
   &lt;m:rMargin m:val=&quot;0&quot;/&gt;
   &lt;m:defJc m:val=&quot;centerGroup&quot;/&gt;
   &lt;m:wrapIndent m:val=&quot;1440&quot;/&gt;
   &lt;m:intLim m:val=&quot;subSup&quot;/&gt;
   &lt;m:naryLim m:val=&quot;undOvr&quot;/&gt;
  &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;w:LatentStyles DefLockedState=&quot;false&quot; DefUnhideWhenUsed=&quot;true&quot;
  DefSemiHidden=&quot;true&quot; DefQFormat=&quot;false&quot; DefPriority=&quot;99&quot;
  LatentStyleCount=&quot;267&quot;&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;0&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Normal&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;heading 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 8&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 9&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 8&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 9&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;35&quot; QFormat=&quot;true&quot; Name=&quot;caption&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;10&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Title&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; Name=&quot;Default Paragraph Font&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;11&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtitle&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;22&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Strong&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;20&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;59&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Table Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; UnhideWhenUsed=&quot;false&quot; Name=&quot;Placeholder Text&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;No Spacing&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
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&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: large; line-height: 115%;&quot;&gt;Luis Videgaray, titular de la SHCP, se reunió con
senadores del PRD y del PRI para establecer los últimos ajustes a la Miscelánea
Fiscal, la Ley de Ingresos y la reforma hacendaria.&amp;nbsp; ¿Qué ajustes
acordaron?&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: large; line-height: 115%;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: large;&quot;&gt;1.- Elevar
de cinco a 8% el cobro de IVA en la comida chatarra.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: large;&quot;&gt;2.- La deducibilidad de las prestaciones sociales
que otorgaban las empresas a sus trabajadores de 100%, quedará en 50%, tres
puntos más que el monto aprobado por la Cámara de Diputados.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: large;&quot;&gt;3.- Se
modifica la tabla del ISR para eliminar el segmento de 31% de impuesto que se
aplicaría a quienes ganan de 500 mil hasta 750 mil pesos.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: large;&quot;&gt;4.- Sólo quedarán cuatro
ISR: 30% para quienes ganen de 500 mil a 750 mil pesos; 32% a quienes ganen de
750 mil hasta un millón de pesos; 34% a quienes ganen de uno hasta tres mdp y
de 35% para más de tres millones mdp.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: large;&quot;&gt;5.- Se
cobrará un peso por cada litro de bebidas saborizadas. En minería, la
dependencia aceptó que 50% del cobro de derechos será para los municipios, 30%
a estados y únicamente 20% a la Federación.&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: large;&quot;&gt;&lt;b&gt;&lt;i&gt;Twitter @jmb_foro&lt;/i&gt;&lt;/b&gt; &lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://josemartinezbolio.blogspot.com/feeds/881690391463233802/comments/default' title='Comentarios de la entrada'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/4149514055155208241/881690391463233802' title='0 Comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4149514055155208241/posts/default/881690391463233802'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4149514055155208241/posts/default/881690391463233802'/><link rel='alternate' type='text/html' href='http://josemartinezbolio.blogspot.com/2013/10/aqui-entre-nos-pacto-haciendaprd-pri.html' title='#AQUÍ ENTRE NOS.- PACTO HACIENDA-PRD-PRI PARA RECORTAR GASTO E INGRESO'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/00978277152001338654</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://3.bp.blogspot.com/-lkDKUdxFYXo/UnJQ6TLI72I/AAAAAAAAIbM/8fjumIy-e4M/s72-c/VIDE.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4149514055155208241.post-7792461342756126394</id><published>2013-10-31T06:37:00.000-06:00</published><updated>2013-10-31T06:37:13.871-06:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="31.10.2013 de lo que se habla"/><title type='text'>#INTÉLITE PRESENTA... DE LO QUE SE HABLA (31.octubre.2013)</title><content type='html'>&lt;img alt=&quot;&quot; height=&quot;444&quot; 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&quot; 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width=&quot;640&quot; /&gt; </content><link rel='replies' type='application/atom+xml' href='http://josemartinezbolio.blogspot.com/feeds/7792461342756126394/comments/default' title='Comentarios de la entrada'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/4149514055155208241/7792461342756126394' title='0 Comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4149514055155208241/posts/default/7792461342756126394'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4149514055155208241/posts/default/7792461342756126394'/><link rel='alternate' type='text/html' href='http://josemartinezbolio.blogspot.com/2013/10/intelite-presenta-de-lo-que-se-habla_31.html' title='#INTÉLITE PRESENTA... DE LO QUE SE HABLA (31.octubre.2013)'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/00978277152001338654</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-4149514055155208241.post-4545841191688674278</id><published>2013-10-31T06:18:00.002-06:00</published><updated>2013-10-31T06:18:51.479-06:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="31.10.2013 frases"/><title type='text'>#FRASES CORTAS IDEAS LARGAS</title><content type='html'>&lt;div class=&quot;q&quot;&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;http://2.bp.blogspot.com/-dYqNAh7c2gU/UnEbzJYll0I/AAAAAAAAIY0/5FtBeT_JD-I/s1600/CARTER.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;640&quot; src=&quot;http://2.bp.blogspot.com/-dYqNAh7c2gU/UnEbzJYll0I/AAAAAAAAIY0/5FtBeT_JD-I/s640/CARTER.jpg&quot; width=&quot;421&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;o&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;/div&gt;
&lt;div class=&quot;o&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;/div&gt;
&lt;div class=&quot;o&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&quot;Sólo dos legados duraderos podemos dejar a nuestros hijos: uno, raíces; otro, alas&quot;.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;o&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&amp;nbsp;&lt;/span&gt;   &lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;  &lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div class=&quot;a&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;b&gt;&lt;i&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Hodding  Carter&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;a&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;b&gt;&lt;i&gt;&lt;span style=&quot;font-size: large;&quot;&gt;(1907-1972) Periodista y autor estadounidense.&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/span&gt;  &lt;/div&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://josemartinezbolio.blogspot.com/feeds/4545841191688674278/comments/default' title='Comentarios de la entrada'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/4149514055155208241/4545841191688674278' title='0 Comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4149514055155208241/posts/default/4545841191688674278'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4149514055155208241/posts/default/4545841191688674278'/><link rel='alternate' type='text/html' href='http://josemartinezbolio.blogspot.com/2013/10/frases-cortas-ideas-largas_31.html' title='#FRASES CORTAS IDEAS LARGAS'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/00978277152001338654</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://2.bp.blogspot.com/-dYqNAh7c2gU/UnEbzJYll0I/AAAAAAAAIY0/5FtBeT_JD-I/s72-c/CARTER.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4149514055155208241.post-4788064089167508464</id><published>2013-10-31T06:17:00.002-06:00</published><updated>2013-10-31T06:17:46.420-06:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="31.10.2013 noticias"/><title type='text'>#TRES NOTICIAS DE ÚLTIMA HORA</title><content type='html'>&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
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  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
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  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
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  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 6&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 6&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 6&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 6&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtle Emphasis&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Emphasis&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtle Reference&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;32&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Reference&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;33&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Book Title&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;37&quot; Name=&quot;Bibliography&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; QFormat=&quot;true&quot; Name=&quot;TOC Heading&quot;/&gt;
 &lt;/w:LatentStyles&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt;
&lt;style&gt;
 /* Style Definitions */
 table.MsoNormalTable
 {mso-style-name:&quot;Tabla normal&quot;;
 mso-tstyle-rowband-size:0;
 mso-tstyle-colband-size:0;
 mso-style-noshow:yes;
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 line-height:115%;
 mso-pagination:widow-orphan;
 font-size:11.0pt;
 font-family:&quot;Calibri&quot;,&quot;sans-serif&quot;;
 mso-ascii-font-family:Calibri;
 mso-ascii-theme-font:minor-latin;
 mso-hansi-font-family:Calibri;
 mso-hansi-theme-font:minor-latin;
 mso-fareast-language:EN-US;}
&lt;/style&gt;
&lt;![endif]--&gt;&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&amp;nbsp;&lt;a href=&quot;http://4.bp.blogspot.com/-Fd0Ooi8Bp5M/UnEl7g5a7UI/AAAAAAAAIZc/xa7QX4gPim4/s1600/HORA.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;594&quot; src=&quot;http://4.bp.blogspot.com/-Fd0Ooi8Bp5M/UnEl7g5a7UI/AAAAAAAAIZc/xa7QX4gPim4/s640/HORA.jpg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;o:OfficeDocumentSettings&gt;
  &lt;o:AllowPNG/&gt;
 &lt;/o:OfficeDocumentSettings&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;w:WordDocument&gt;
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  &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;
  &lt;w:TrackMoves/&gt;
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  &lt;w:HyphenationZone&gt;21&lt;/w:HyphenationZone&gt;
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  &lt;w:LidThemeOther&gt;ES-MX&lt;/w:LidThemeOther&gt;
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  &lt;w:Compatibility&gt;
   &lt;w:BreakWrappedTables/&gt;
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   &lt;w:WrapTextWithPunct/&gt;
   &lt;w:UseAsianBreakRules/&gt;
   &lt;w:DontGrowAutofit/&gt;
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   &lt;m:brkBin m:val=&quot;before&quot;/&gt;
   &lt;m:brkBinSub m:val=&quot;--&quot;/&gt;
   &lt;m:smallFrac m:val=&quot;off&quot;/&gt;
   &lt;m:dispDef/&gt;
   &lt;m:lMargin m:val=&quot;0&quot;/&gt;
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   &lt;m:intLim m:val=&quot;subSup&quot;/&gt;
   &lt;m:naryLim m:val=&quot;undOvr&quot;/&gt;
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&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
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  DefSemiHidden=&quot;true&quot; DefQFormat=&quot;false&quot; DefPriority=&quot;99&quot;
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  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 6&quot;/&gt;
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  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 8&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 9&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 1&quot;/&gt;
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  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;11&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtitle&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Emphasis&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Table Grid&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 1&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 1&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; UnhideWhenUsed=&quot;false&quot; Name=&quot;Revision&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;34&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;List Paragraph&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Quote&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Quote&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 1&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 1&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 1&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 1&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 1&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 2&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 2&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 2&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 2&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 2&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 2&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 2&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 2&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 2&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 3&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 3&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 3&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 3&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 3&quot;/&gt;
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&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; text-align: center;&quot;&gt;
&lt;i&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 18.0pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-MX;&quot;&gt;Promoverán
tequila en China&lt;/span&gt;&lt;/b&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 18.0pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-MX;&quot;&gt;La Sagarpa y
la Cámara Nacional de la Industria Tequilera firmaron un convenio mediante el
cual se invertirán 20 mdp para realizar una campaña de promoción de tequila en
China. El titular de la dependencia Enrique Martínez y Martínez, y el
presidente de la Cámara Eduardo Orendain signaron el acuerdo de impulso a la
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&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; text-align: center;&quot;&gt;
&lt;i&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 18.0pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-MX;&quot;&gt;SAT deberá
informar sobre condonaciones&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-MX;&quot;&gt;&lt;/span&gt;&lt;/b&gt;&lt;/i&gt;&lt;/div&gt;
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&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 18.0pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-MX;&quot;&gt;El IFAI
ordenó al SAT dar conocer la lista de empresas a las que condonó créditos
fiscales en los últimos seis años, por concepto de deudas y atrasos en el pago
de impuestos, especificando nombre, fecha y monto.&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-MX;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; text-align: center;&quot;&gt;
&lt;i&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 18.0pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-MX;&quot;&gt;Cambios,
correctos: SHCP&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-MX;&quot;&gt;&lt;/span&gt;&lt;/b&gt;&lt;/i&gt;&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 18.0pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-MX;&quot;&gt;Los cambios
hechos a la Ley de Coordinación Fiscal y la Federal de Presupuesto y
Responsabilidad Hacendaria son los correctos, dijo el titular de la SHCP Luis
Videgaray, quien remarcó: “la austeridad y transparencia son obligaciones
esenciales de un gobierno democrático y, por ello, respaldamos con entusiasmo
lo dispuesto por las y los senadores”, subrayó.&lt;/span&gt;&lt;/div&gt;
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&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://josemartinezbolio.blogspot.com/feeds/4788064089167508464/comments/default' title='Comentarios de la entrada'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/4149514055155208241/4788064089167508464' title='0 Comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4149514055155208241/posts/default/4788064089167508464'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4149514055155208241/posts/default/4788064089167508464'/><link rel='alternate' type='text/html' href='http://josemartinezbolio.blogspot.com/2013/10/tres-noticias-de-ultima-hora_31.html' title='#TRES NOTICIAS DE ÚLTIMA HORA'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/00978277152001338654</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://4.bp.blogspot.com/-Fd0Ooi8Bp5M/UnEl7g5a7UI/AAAAAAAAIZc/xa7QX4gPim4/s72-c/HORA.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4149514055155208241.post-6687932349902730225</id><published>2013-10-31T06:17:00.000-06:00</published><updated>2013-10-31T11:11:44.233-06:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="31.10.2013 comex"/><title type='text'>#ESTRATEGIAS EMPRESARIALES.- CONFIRMA CFCE NEGATIVA DE CONCENTRACIÓN COMEX-SHERWIN WILLIAMS</title><content type='html'>&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
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&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhYp4IhUpOw6tFy-cSF6Ym858Ha0R2qKGcPTBrNvgoPiJFcbNxjEQswJ4-NAsiuRWNZBR_D9KojyAgsI0CV8o-WSN_NfqtjSyrtOXJc_zQpnZVluGLVj59dWmXtOytvNuTlXTSgF_c2q_og/s1600/PINTURAS.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;412&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhYp4IhUpOw6tFy-cSF6Ym858Ha0R2qKGcPTBrNvgoPiJFcbNxjEQswJ4-NAsiuRWNZBR_D9KojyAgsI0CV8o-WSN_NfqtjSyrtOXJc_zQpnZVluGLVj59dWmXtOytvNuTlXTSgF_c2q_og/s640/PINTURAS.jpg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;El
pleno de la Comisión Federal de Competencia Económica (CFCE) resolvió por
unanimidad confirmar la negativa de concentración Comex-Sherwin Williams.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;

&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;El
organismo antimonopolios informa que el análisis de los elementos aportados por
ambas empresas en el Recurso de Reconsideración confirma que una concentración
en los términos planteados sería perjudicial para los consumidores.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;

&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Lo
anterior, explica, porque acumularía una participación de mercado del orden de
50 por ciento en el segmento de recubrimientos decorativos, que es el más
importante de este mercado, y permitiría a Sherwin Williams ser casi ocho veces
más grande que el competidor más cercano.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;

&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Sostiene
que un agente económico acumularía el mayor portafolio de marcas reconocidas y
la red de distribución más grande de la industria en un contexto que presenta
altas barreras de entrada al mercado.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;

&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;En
un comunicado, la CFCE refiere que durante el proceso de análisis, derivado del
Recurso presentado ante la negativa otorgada en un primer momento por la
extinta Comisión Federal de Competencia el 11 de julio pasado, los recurrentes
ofrecieron condiciones de remedio para que les autorizaran la concentración
fuera autorizada.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;

&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;No
obstante, expone, el pleno del organismo consideró que estas condiciones no
contrarrestan los riesgos al proceso de competencia y libre concurrencia
detectados en la resolución recurrida.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;

&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;De
esta forma y conforme sus responsabilidades constitucionales, la CFCE afirma
que seguirá velando con total transparencia y responsabilidad por la libre
competencia y concurrencia de los agentes económicos, en beneficio del
crecimiento económico y la sociedad mexicana.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;

&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;En
septiembre pasado, Sherwin-Williams Company anunció que había firmado un
acuerdo definitivo con Comex para adquirir los activos de la empresa Consorcio
Comex en Estados Unidos y Canadá.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;

&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;A
fin de lograr la aprobación de la CFCE para completar la adquisición de las
operaciones de Comex en México por parte de Sherwin-Williams, ambas compañías
acordaron mejorar el acuerdo de compra de acciones para extender el lapso de
exclusividad hasta el 31 de marzo de 2014.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;

&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Tanto
Sherwin-Williams como Comex se enfocan en el suministro de productos
arquitectónicos, pinturas y recubrimientos en Estados Unidos y Canadá.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;&lt;i&gt;Twitter&amp;nbsp;@jmb_foro&lt;/i&gt;&lt;/b&gt; &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;

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</content><link rel='replies' type='application/atom+xml' href='http://josemartinezbolio.blogspot.com/feeds/6687932349902730225/comments/default' title='Comentarios de la entrada'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/4149514055155208241/6687932349902730225' title='0 Comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4149514055155208241/posts/default/6687932349902730225'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4149514055155208241/posts/default/6687932349902730225'/><link rel='alternate' type='text/html' href='http://josemartinezbolio.blogspot.com/2013/10/estratrategias-empresariales-confirma.html' title='#ESTRATEGIAS EMPRESARIALES.- CONFIRMA CFCE NEGATIVA DE CONCENTRACIÓN COMEX-SHERWIN WILLIAMS'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/00978277152001338654</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhYp4IhUpOw6tFy-cSF6Ym858Ha0R2qKGcPTBrNvgoPiJFcbNxjEQswJ4-NAsiuRWNZBR_D9KojyAgsI0CV8o-WSN_NfqtjSyrtOXJc_zQpnZVluGLVj59dWmXtOytvNuTlXTSgF_c2q_og/s72-c/PINTURAS.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4149514055155208241.post-3567980235699123165</id><published>2013-10-31T06:16:00.001-06:00</published><updated>2013-10-31T08:06:34.732-06:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="31.10.2013 titanic"/><title type='text'>#INCREIBLE PERO CIERTO.- EN 1898, CATORCE AÑOS QUE EL TITANC ZARPARA</title><content type='html'>&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
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&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;http://1.bp.blogspot.com/-LspueJACccw/UnFzGS9FBkI/AAAAAAAAIZ8/WYNWh1EtN8A/s1600/TITA.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;479&quot; src=&quot;http://1.bp.blogspot.com/-LspueJACccw/UnFzGS9FBkI/AAAAAAAAIZ8/WYNWh1EtN8A/s640/TITA.jpg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;En 1898, catorce años antes que el Titanic zarpara, el&amp;nbsp; marino estadunidense Morgan Roberston
escribió una novela llamada &lt;b&gt;&lt;i&gt;Futilidad&lt;/i&gt;&lt;/b&gt;, sobre un lujoso barco que se hunde en su
viaje inaugural al chocar contra un iceberg en el Atlántico.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;La nave, era la
más grande del mundo, con un casco triple imposible de hundir. Sus pasajeros
eran la crema y nata de la aristocracia y además, no había suficientes botes
salvavidas. ¿El nombre de dicho barco? El Titán.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;&lt;i&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;&lt;i&gt;Twitter @jmb_foro&lt;/i&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://josemartinezbolio.blogspot.com/feeds/3567980235699123165/comments/default' title='Comentarios de la entrada'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/4149514055155208241/3567980235699123165' title='0 Comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4149514055155208241/posts/default/3567980235699123165'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4149514055155208241/posts/default/3567980235699123165'/><link rel='alternate' type='text/html' href='http://josemartinezbolio.blogspot.com/2013/10/increible-pero-cierto-en-1898-catorce.html' title='#INCREIBLE PERO CIERTO.- EN 1898, CATORCE AÑOS QUE EL TITANC ZARPARA'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/00978277152001338654</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://1.bp.blogspot.com/-LspueJACccw/UnFzGS9FBkI/AAAAAAAAIZ8/WYNWh1EtN8A/s72-c/TITA.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4149514055155208241.post-2713217968540962263</id><published>2013-10-31T06:15:00.000-06:00</published><updated>2013-10-31T07:51:58.040-06:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="31.10.2013 CHOCOLATE"/><title type='text'>#EDITORIAL.- IMPUESTO AL CHOCOLATE </title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
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&lt;/xml&gt;&lt;![endif]--&gt;&amp;nbsp;&amp;nbsp; &lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span id=&quot;lblTexto&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;http://2.bp.blogspot.com/-c4Fj4yF3XB0/UnJeC_I_JxI/AAAAAAAAIbo/xn6uM0rkwfk/s1600/CHOCO.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;623&quot; src=&quot;http://2.bp.blogspot.com/-c4Fj4yF3XB0/UnJeC_I_JxI/AAAAAAAAIbo/xn6uM0rkwfk/s640/CHOCO.jpg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span id=&quot;lblTexto&quot;&gt;&lt;br /&gt;Entre estos alimentos ahora 
calificados como chatarra figura el chocolate. El xocolatl, que antes fue 
alimento de los dioses de nuestros ancestros indios, es hoy un cultivo 
que se está extinguiendo en México. Resulta muy triste ver que los 
excelentes chocolates que elaboran suizos, belgas, alemanes, 
estadounidenses y otras países que han desarrollado una gran industria 
chocolatera, se elaboran a partir de cacaos producidos en Costa de 
Marfil, Indonesia, Ghana, Nigeria, Brasil y otros países.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span id=&quot;lblTexto&quot;&gt;De las poco 
más de cuatro millones de toneladas de cacao que se producen en el 
mundo, nuestro País produce menos aproximadamente el 0.7%.&lt;br /&gt;&lt;br /&gt;La medida de gravar a los productos elaborados con cacao acelerará la muerte del cultivo en su País de origen.&lt;br /&gt;&lt;br /&gt;Sin
 embargo, según una nota de Eduardo Ruiz Healy, parece que tanto los tecnoburócratas de la Secretaría de 
Hacienda como los legisladores que votaron a favor de gravar a los 
chocolates se equivocaron rotundamente.&lt;br /&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span id=&quot;lblTexto&quot;&gt;&quot;Un estudio realizado por 
cuatro investigadores de la Universidad de Granada publicado hace 10 días en el sitio de Internet de la revista 
Nutrition echa por tierra la idea de que los chocolates engordan. De 
verificarse los resultados, los chocolates deberían quedar exentos del 
IEPS del 5% que empezará a aplicarse el 1 de enero de 2014.&lt;br /&gt;&lt;br /&gt;&quot;El 
título del artículo que próximamente aparecerá en las páginas de la 
edición impresa de Nutrition es: Asociación entre el consumo de 
chocolate y la gordura en adolescentes europeos (Association between 
chocolate consumption and fatness in European adolescents). El abstracto
 del estudio, tal como aparece en 
www.nutritionjrnl.com/article/S0899-9007 (13)00346-8/abstract, dice lo 
siguiente:&lt;br /&gt;&lt;br /&gt;“Objetivo: Existe un interés substancial en torno al 
papel que juega el chocolate en la prevención de enfermedades 
cardiovasculares. Recientemente se ha reportado que un consumo más 
frecuente de chocolate está relacionado con un menor índice de masa 
corporal (IMC) en adultos. El objetivo del presente estudio fue 
determinar si un mayor consumo de chocolate está asociado con un IMC más
 bajo, así como con otros marcadores de grasa total y central en 
adolescentes.&lt;br /&gt;&lt;br /&gt; “Métodos: El estudio incluyó a 1458 adolescentes 
(entre las edades de 12.5 y 17.5 años) participantes en el estudio 
HELENA-CSS (Healthy Lifestyle in Europe by Nutrition in Adolescence 
Cross-Sectional Study). El insumo dietético fue auto registrado usando 
una herramienta computarizada para una recordación dietética de 24 horas
 en dos días no consecutivos. Se midieron el peso y la altura y se 
calculo el IMC. La adiposidad se estimó usando pliegues de la piel 
(ecuación de Slaughter) y análisis de impedancia bioeléctrica (AIB). Se 
midió la circunferencia de la cintura. Se registró la maduración sexual.
 La actividad física se midió mediante acelerometría.&lt;br /&gt;&lt;br /&gt; 
“Resultados: Un consumo más alto de chocolate se asoció con menores 
niveles de grasa total y central, calculados mediante el IMC, grasa 
corporal estimada mediante pliegues de la piel y AIB, y circunferencia 
de la cintura, sin importar factores de confusión potenciales (P£0.01).&lt;br /&gt;&lt;br /&gt;
 “Conclusión: Nuestros resultados demuestran que un mayor consumo de 
chocolate está asociado con una menor gordura total y central en 
adolescentes europeos”. &lt;br /&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span id=&quot;lblTexto&quot;&gt;En resumen: ¿Cuál es el objetivo del IEPS del 5% a alimentos de alto contenido 
calórico? ¿Cuidar nuestra salud o solamente extraer más 
pesos de nuestras castigadas carteras?&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
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&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;&lt;b&gt;&lt;i&gt;Twitter&amp;nbsp;@jmb_foro&lt;/i&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://josemartinezbolio.blogspot.com/feeds/2713217968540962263/comments/default' title='Comentarios de la entrada'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/4149514055155208241/2713217968540962263' title='0 Comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4149514055155208241/posts/default/2713217968540962263'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4149514055155208241/posts/default/2713217968540962263'/><link rel='alternate' type='text/html' href='http://josemartinezbolio.blogspot.com/2013/10/editorial-numerologia-de-la-muerte.html' title='#EDITORIAL.- IMPUESTO AL CHOCOLATE '/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/00978277152001338654</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://2.bp.blogspot.com/-c4Fj4yF3XB0/UnJeC_I_JxI/AAAAAAAAIbo/xn6uM0rkwfk/s72-c/CHOCO.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4149514055155208241.post-6565273012386970351</id><published>2013-10-30T07:55:00.001-06:00</published><updated>2013-10-30T07:55:30.873-06:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="30.10.2013 PREGUNTA"/><title type='text'>#PREGUNTA DEL DIA.- ¿ES UN BUEN MOMENTO PARA INVERTIR EN MÉXICO?</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;http://3.bp.blogspot.com/-o9zxeKne5ns/UnEPmKjIq-I/AAAAAAAAIYk/p5b_IJH73zI/s1600/pe%C3%B1a.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;474&quot; src=&quot;http://3.bp.blogspot.com/-o9zxeKne5ns/UnEPmKjIq-I/AAAAAAAAIYk/p5b_IJH73zI/s640/pe%C3%B1a.jpg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Mientras Michoacán priva la ingobernabilidad el Presidente Enrique Peña Nieto dijo, “este es un buen momento para estar en México, para invertir en él, crecer y estar juntos”. ¿Se puede invertir y crecer en un entorno de extrema inseguridad física y jurídica? ¡Opine!&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;&lt;i&gt;Twitter&amp;nbsp;@jmb_foro&lt;/i&gt;&lt;/b&gt; &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://josemartinezbolio.blogspot.com/feeds/6565273012386970351/comments/default' title='Comentarios de la entrada'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/4149514055155208241/6565273012386970351' title='0 Comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4149514055155208241/posts/default/6565273012386970351'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4149514055155208241/posts/default/6565273012386970351'/><link rel='alternate' type='text/html' href='http://josemartinezbolio.blogspot.com/2013/10/pregunta-del-dia-es-un-buen-momento.html' title='#PREGUNTA DEL DIA.- ¿ES UN BUEN MOMENTO PARA INVERTIR EN MÉXICO?'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/00978277152001338654</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://3.bp.blogspot.com/-o9zxeKne5ns/UnEPmKjIq-I/AAAAAAAAIYk/p5b_IJH73zI/s72-c/pe%C3%B1a.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4149514055155208241.post-2626671870595957240</id><published>2013-10-30T07:53:00.001-06:00</published><updated>2013-10-30T07:53:43.011-06:00</updated><title type='text'>#INCREIBLE PERO CIERTO.- SE DISPARA LA CARTERA VENCIDA DE BANCOS</title><content type='html'>&lt;div class=&quot;row&quot; style=&quot;margin-top: 21px;&quot;&gt;
&lt;div class=&quot;col-lg-12 col-md-12&quot;&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;http://4.bp.blogspot.com/-DnaWUGkS8To/Um-2TQRZyHI/AAAAAAAAIWo/VqQvZ7-MJZQ/s1600/Diapositiva1.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;480&quot; src=&quot;http://4.bp.blogspot.com/-DnaWUGkS8To/Um-2TQRZyHI/AAAAAAAAIWo/VqQvZ7-MJZQ/s640/Diapositiva1.JPG&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;La cartera vencida de la 
banca comercial llegó a su nivel más alto de los últimos 10 años para 
ubicarse en 93 mil 865 millones de pesos al cierre de agosto.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;br /&gt;
De acuerdo con datos del Banco de México este indicador registró un 
aumento de 41% en un año. En agosto de 2012, la morosidad sumó 66 mil 
millones de pesos.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;br /&gt;
En el mismo periodo, los rubros que mostraron el mayor crecimiento en 
morosidad fueron los créditos para construcción (de instituciones 
financieras a empresas) que pasaron de 10 mil a 27 mil millones de 
pesos, un repunte de 156%; los préstamos al consumo crecieron de 24 mil a
 32 mil millones de pesos, es decir, un alza de 33%.  (El Universal).&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;b&gt;&lt;i&gt;Twitter&amp;nbsp;@jmb_foro&lt;/i&gt;&lt;/b&gt; &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;parrafo&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;
&lt;br /&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;/div&gt;
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&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://josemartinezbolio.blogspot.com/feeds/2626671870595957240/comments/default' title='Comentarios de la entrada'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/4149514055155208241/2626671870595957240' title='0 Comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4149514055155208241/posts/default/2626671870595957240'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4149514055155208241/posts/default/2626671870595957240'/><link rel='alternate' type='text/html' href='http://josemartinezbolio.blogspot.com/2013/10/increible-pero-cierto-se-dispara-la.html' title='#INCREIBLE PERO CIERTO.- SE DISPARA LA CARTERA VENCIDA DE BANCOS'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/00978277152001338654</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://4.bp.blogspot.com/-DnaWUGkS8To/Um-2TQRZyHI/AAAAAAAAIWo/VqQvZ7-MJZQ/s72-c/Diapositiva1.JPG" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4149514055155208241.post-323689822117176207</id><published>2013-10-30T07:39:00.001-06:00</published><updated>2013-10-30T07:39:17.768-06:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="30.10.2013 de lo que se habla"/><title type='text'>#INTÉLITE PRESENTA... DE LO QUE SE HABLA (30.octubre.2013)</title><content type='html'>&lt;img alt=&quot;&quot; height=&quot;448&quot; 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&quot; width=&quot;640&quot; /&gt;&lt;br /&gt;
&lt;img alt=&quot;&quot; height=&quot;228&quot; 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width=&quot;640&quot; /&gt; </content><link rel='replies' type='application/atom+xml' href='http://josemartinezbolio.blogspot.com/feeds/323689822117176207/comments/default' title='Comentarios de la entrada'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/4149514055155208241/323689822117176207' title='0 Comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4149514055155208241/posts/default/323689822117176207'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4149514055155208241/posts/default/323689822117176207'/><link rel='alternate' type='text/html' href='http://josemartinezbolio.blogspot.com/2013/10/intelite-presenta-de-lo-que-se-habla_30.html' title='#INTÉLITE PRESENTA... DE LO QUE SE HABLA (30.octubre.2013)'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/00978277152001338654</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-4149514055155208241.post-8266067634698438262</id><published>2013-10-30T07:30:00.002-06:00</published><updated>2013-10-30T07:30:34.566-06:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="30.10.2013 NO ES POBRE"/><title type='text'>#EDITORIAL.- NO ES POBRE EL QUE TIENE POCO...</title><content type='html'>&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
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&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;http://3.bp.blogspot.com/-XsP4PZ-_hAg/Um_AZe8ijFI/AAAAAAAAIXQ/qzwfvS9vBwo/s1600/pobre.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;640&quot; src=&quot;http://3.bp.blogspot.com/-XsP4PZ-_hAg/Um_AZe8ijFI/AAAAAAAAIXQ/qzwfvS9vBwo/s640/pobre.jpg&quot; width=&quot;580&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;¿Cuál es la diferencia entre un hombre sabio y un
inteligente? “El sabio –dice Séneca- es la persona que opta por la renuncia y
el dominio de sí mismo, ya que esto le concede control, independencia y poder;
y este poder lo utiliza para ser libre y decidir lo que quiere y debe hacer. Un
sabio está consciente de que no hay peor esclavitud que ser esclavo de uno
mismo”.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;

&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;¿Y qué tiene que ver la renuncia con el dominio? Entré más dispuestos estamos a renunciar a más cosas, más
dominio tenemos sobre ellas. ¿Y cuáles son esas cosas a las que tenemos que renunciar, y así podernos
considerar unos individuos más sabios? El mismo Séneca nos da la respuesta: &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;

&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;a) La opinión de los demás, &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;

&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;b) a tener y retener poder, y &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;

&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;c) el dinero.&lt;br /&gt;
&lt;br /&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;Veamos el primer caso, la opinión de los demás. &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;

&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;
&lt;span style=&quot;font-size: 22.0pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Una persona sabia no se preocupa de que los demás no lo
aprecien o no lo tomen en cuenta. Está consciente de que como individuo tiene
una valía personal, y por lo tanto no depende de la opinión de los demás para
ser feliz. No necesita ropa de marca para sentirse bien y no tiene problema
para reírse de sí mismo.&lt;br /&gt;
&lt;br /&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: 22.0pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;En el caso del segundo planteamiento, en lo referente al poder, son aquellos
que saben que lo conveniente es rodearse de personas más inteligentes que uno,
y que sobre todo no piensen como uno. Una persona que no es sabia, cuando llega
al poder se rodea de aduladores, y se dedica a reconocer nomás a los que le
dicen que sí. En 1963, cuando la crisis de los misiles rusos en Cuba. El
presidente Kennedy le pide a Dean Acheson a que participe en el comité para
resolver este problema.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-size: 22.0pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Bob Kennedy le reclama a su hermano de por qué invita a
un individuo que era su enemigo político, y John le contesta que precisamente
por eso, porque le interesa otros punto de vista por lo delicado del asunto.
Anthony Robbins define lo anterior de la siguiente manera: Trata de
relacionarte con personas mejores que tú en todo sentido moral, económico,
cultural, etc., y toda ellas algo te salpicarán, la proximidad “pega”.&lt;br /&gt;
&lt;br /&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: 22.0pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;El tercer factor, el dinero, es un elemento muy engañoso. Típico ejemplo:
Cuando tenga equis importe en el banco, voy a ser feliz; se llega a la meta, e
inmediatamente decimos que ocupamos el doble. Lo difícil es establecer un
límite apropiado en lo material, ya que la ambición constante es una fuente
constante de insatisfacción. &lt;br /&gt;
&lt;br /&gt;
En resumen: no es pobre el que tiene poco, sino el que ambiciona en exceso. ¿Qué opina?&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;div align=&quot;center&quot; style=&quot;text-align: center;&quot;&gt;
&lt;b&gt;&lt;i&gt;&lt;span style=&quot;font-family: &amp;quot;&amp;quot;sans-serif&amp;quot;&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 18.0pt;&quot;&gt;¡Aviso importante!&amp;nbsp;&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;b&gt;&lt;i&gt;&lt;span style=&quot;font-family: &amp;quot;&amp;quot;serif&amp;quot;&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 18.0pt;&quot;&gt; &lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; style=&quot;text-align: center;&quot;&gt;
&lt;b&gt;&lt;i&gt;&lt;span style=&quot;font-family: &amp;quot;&amp;quot;serif&amp;quot;&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 18.0pt;&quot;&gt;A partir del 1 de noviembre nos cambiamos a FORO
www.grupoforo.mx.&amp;nbsp;&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; style=&quot;text-align: center;&quot;&gt;
&lt;b&gt;&lt;i&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;&amp;quot;serif&amp;quot;&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 18.0pt; mso-ansi-language: EN-US;&quot;&gt;Facebook
www.facebook.com/grupoforo&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; style=&quot;text-align: center;&quot;&gt;
&lt;b&gt;&lt;i&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;&amp;quot;serif&amp;quot;&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 18.0pt; mso-ansi-language: EN-US;&quot;&gt;Twitter&amp;nbsp;@
jmb_foro&amp;nbsp;&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; style=&quot;text-align: center;&quot;&gt;
&lt;b&gt;&lt;i&gt;&lt;span style=&quot;font-family: &amp;quot;&amp;quot;serif&amp;quot;&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 18.0pt;&quot;&gt;Linkedln José Martínez Bolio&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;
&lt;span style=&quot;font-size: 22.0pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt; &lt;/span&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://josemartinezbolio.blogspot.com/feeds/8266067634698438262/comments/default' title='Comentarios de la entrada'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/4149514055155208241/8266067634698438262' title='0 Comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4149514055155208241/posts/default/8266067634698438262'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4149514055155208241/posts/default/8266067634698438262'/><link rel='alternate' type='text/html' href='http://josemartinezbolio.blogspot.com/2013/10/editorial-no-es-pobre-el-que-tiene-poco.html' title='#EDITORIAL.- NO ES POBRE EL QUE TIENE POCO...'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/00978277152001338654</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://3.bp.blogspot.com/-XsP4PZ-_hAg/Um_AZe8ijFI/AAAAAAAAIXQ/qzwfvS9vBwo/s72-c/pobre.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4149514055155208241.post-2868966029766969770</id><published>2013-10-30T07:29:00.000-06:00</published><updated>2013-10-30T07:29:01.088-06:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="30.10.2013 FRASES"/><title type='text'>#FRASES CORTAS IDEAS LARGAS</title><content type='html'>&lt;div class=&quot;q&quot;&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;http://1.bp.blogspot.com/-XbOuc5UI2ZE/Um--jk3f_hI/AAAAAAAAIXE/T_LqZIQ2XzE/s1600/ALBERT.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;640&quot; src=&quot;http://1.bp.blogspot.com/-XbOuc5UI2ZE/Um--jk3f_hI/AAAAAAAAIXE/T_LqZIQ2XzE/s640/ALBERT.jpg&quot; width=&quot;492&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;o&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;o&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&quot;El nacionalismo es una enfermedad infantil. Es el sarampión de la humanidad&quot;.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;o&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&amp;nbsp;&lt;/span&gt;   &lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;  &lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div class=&quot;a&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;&lt;i&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Albert Einstein &amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;a&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;&lt;i&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;(1879-1955)&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;a&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;&lt;i&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Científico alemán nacionalizado estadounidense.&lt;/span&gt;&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;  &lt;/div&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://josemartinezbolio.blogspot.com/feeds/2868966029766969770/comments/default' title='Comentarios de la entrada'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/4149514055155208241/2868966029766969770' title='0 Comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4149514055155208241/posts/default/2868966029766969770'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4149514055155208241/posts/default/2868966029766969770'/><link rel='alternate' type='text/html' href='http://josemartinezbolio.blogspot.com/2013/10/frases-cortas-ideas-largas_30.html' title='#FRASES CORTAS IDEAS LARGAS'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/00978277152001338654</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://1.bp.blogspot.com/-XbOuc5UI2ZE/Um--jk3f_hI/AAAAAAAAIXE/T_LqZIQ2XzE/s72-c/ALBERT.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4149514055155208241.post-6182395704283934821</id><published>2013-10-30T07:27:00.002-06:00</published><updated>2013-10-30T07:27:44.529-06:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="30.10.2013 CARRETERAS"/><title type='text'>#AQUÍ ENTRE NOS.- CARRETERAS MALAS Y PELIGROSAS</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;http://4.bp.blogspot.com/-LIs8XX5wojA/Um_GJ-0FVyI/AAAAAAAAIXg/51rls9bf5PE/s1600/carretera.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;425&quot; src=&quot;http://4.bp.blogspot.com/-LIs8XX5wojA/Um_GJ-0FVyI/AAAAAAAAIXg/51rls9bf5PE/s640/carretera.jpg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;En el País, las condiciones de la infraestructura constituyen la segunda causa de accidentes, después de los errores humanos, a diferencia de otras partes del mundo, donde este factor no es relevante, según un estudio del Instituto Mexicano para la Competitividad (IMCO).&lt;br /&gt;&lt;br /&gt;En México, el 16 por ciento de los accidentes se debe a la infraestructura que tienen las carreteras, mientras que el 73 por ciento es a causa de los conductores.&lt;br /&gt;&lt;br /&gt;En la Unión Europea, las causas como las fallas técnicas, las condiciones de infraestructura y el factor climático ocupan el 5 por ciento, respectivamente. (Reforma).&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
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&lt;/div&gt;
&lt;div align=&quot;center&quot; style=&quot;text-align: center;&quot;&gt;
&lt;b&gt;&lt;i&gt;&lt;span style=&quot;font-family: &amp;quot;&amp;quot;serif&amp;quot;&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 18.0pt;&quot;&gt;¡Aviso importante!&amp;nbsp; &lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; style=&quot;text-align: center;&quot;&gt;
&lt;b&gt;&lt;i&gt;&lt;span style=&quot;font-family: &amp;quot;&amp;quot;serif&amp;quot;&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 18.0pt;&quot;&gt;A partir del 1 de noviembre nos cambiamos a FORO
www.grupoforo.mx.&amp;nbsp;&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; style=&quot;text-align: center;&quot;&gt;
&lt;b&gt;&lt;i&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;&amp;quot;serif&amp;quot;&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 18.0pt; mso-ansi-language: EN-US;&quot;&gt;Facebook
www.facebook.com/grupoforo&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;mso-ansi-language: EN-US;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; style=&quot;text-align: center;&quot;&gt;
&lt;b&gt;&lt;i&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;&amp;quot;serif&amp;quot;&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 18.0pt; mso-ansi-language: EN-US;&quot;&gt;Twitter&amp;nbsp;@
jmb_foro&amp;nbsp;&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;mso-ansi-language: EN-US;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; style=&quot;text-align: center;&quot;&gt;
&lt;b&gt;&lt;i&gt;&lt;span style=&quot;font-family: &amp;quot;&amp;quot;serif&amp;quot;&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 18.0pt;&quot;&gt;Linkedln José Martínez Bolio&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
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</content><link rel='replies' type='application/atom+xml' href='http://josemartinezbolio.blogspot.com/feeds/6182395704283934821/comments/default' title='Comentarios de la entrada'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/4149514055155208241/6182395704283934821' title='0 Comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4149514055155208241/posts/default/6182395704283934821'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4149514055155208241/posts/default/6182395704283934821'/><link rel='alternate' type='text/html' href='http://josemartinezbolio.blogspot.com/2013/10/aqui-entre-nos-carreteras-malas-y.html' title='#AQUÍ ENTRE NOS.- CARRETERAS MALAS Y PELIGROSAS'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/00978277152001338654</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://4.bp.blogspot.com/-LIs8XX5wojA/Um_GJ-0FVyI/AAAAAAAAIXg/51rls9bf5PE/s72-c/carretera.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4149514055155208241.post-5024774052300556516</id><published>2013-10-30T07:27:00.000-06:00</published><updated>2013-10-30T07:27:06.971-06:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="30.10.2013 NOTICIAS"/><title type='text'>#TRES NOTICIAS DE ÚLTIMA HORA</title><content type='html'>&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
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&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;http://1.bp.blogspot.com/-TYX1BKCl4YE/Um_c3aEILRI/AAAAAAAAIXw/RpOdPUZiMFQ/s1600/HORA.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;594&quot; src=&quot;http://1.bp.blogspot.com/-TYX1BKCl4YE/Um_c3aEILRI/AAAAAAAAIXw/RpOdPUZiMFQ/s640/HORA.jpg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;&lt;i&gt;&amp;nbsp; &lt;/i&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;&lt;i&gt;Aumenta
empleo en industria, dice Inegi&lt;/i&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;

&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span lang=&quot;ES&quot; style=&quot;border: 1pt none windowtext; padding: 0cm;&quot;&gt;El personal ocupado en la industria manufacturera
incrementó 1.7% en agosto de este año en comparación con igual mes de 2012, con
lo que sumó 42 meses con aumentos a tasa anual. &lt;/span&gt;Con cifras
desestacionalizadas, el Instituto Nacional de Estadística y Geografía (Inegi)
informó que el personal ocupado registró un crecimiento de 0.23% en el octavo
mes de este año respecto a julio pasado, su segundo mes consecutivo al alza.
Con base en la Encuesta Mensual de la Industria Manufacturera (EMIM) , agregó
que de enero a agosto de 2013, el personal ocupado en ese sector presentó un
crecimiento de 1.9% con relación al igual periodo de 2012.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;

&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;i&gt;&lt;b&gt;&#39;Adelgazarán&#39;
también a refrescos&lt;/b&gt;&lt;/i&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;

&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;La reforma
fiscal parece tener un efecto adelgazante. Después de que el jueves pasado el
Grupo Bimbo anunciara que, para evitar el impuesto a los alimentos
&quot;chatarra&quot;, cambiaría sus recetas para reducir las calorías del pan,
ahora las refresqueras prevén una medida similar. De aprobarse el impuesto de
un peso por litro a las bebidas con contenido calórico por azúcar u otros
endulzantes, las dos principales franquicias de Coca-Cola en México informaron
que subirán sus precios entre 12 y 15 por ciento y reducirán el tamaño de sus
presentaciones. Estas medidas, que también serán aplicadas por Big Cola, la
embotelladora de origen peruano, serán acompañadas por una estrategia para
incrementar la venta de bebidas dietéticas que no causen el impuesto.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;

&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div class=&quot;MsoNoSpacing&quot; style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;&lt;i&gt;En 3 meses, $60
mil millones en utilidades para 30 corporativos&lt;/i&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNoSpacing&quot; style=&quot;text-align: center;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;&lt;i&gt;

&lt;/i&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div class=&quot;MsoNoSpacing&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;span lang=&quot;ES&quot; style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 20pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Un selecto grupo de 30 grandes
corporativos empresariales obtuvieron utilidades por casi 60 mil millones de
pesos durante el tercer trimestre del año, pese a la desaceleración de la
economía del país entre enero y septiembre. Los resultados financieros de esas
empresas, sin embargo, parecen indicar que la acentuada caída del consumo en
México empieza a presentar signos de recuperación, opinaron expertos del grupo
financiero Santander México. Con base en los resultados financieros que
presentaron a la Bolsa Mexicana de Valores (BMV), un reporte de los especialistas
de Santander México revela que incluso hubo casos, como los del Grupo Carso y
Grupo Bimbo, en el que el incremento de sus ganancias creció a un ritmo de 370
y 315 por ciento, respectivamente.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNoSpacing&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNoSpacing&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;span lang=&quot;ES&quot; style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 20pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;El primer consorcio reportó beneficios por 8
mil 694 millones de pesos, lo que contrasta significativamente con los mil 850
millones también del tercer trimestre, pero de 2012. En el caso de Grupo Bimbo,
las utilidades reportadas se ubicaron en mil 527 millones de pesos, contra 368
millones del mismo periodo del año pasado&lt;/span&gt;&lt;/span&gt;.&lt;/span&gt;&lt;/div&gt;
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</content><link rel='replies' type='application/atom+xml' href='http://josemartinezbolio.blogspot.com/feeds/5024774052300556516/comments/default' title='Comentarios de la entrada'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/4149514055155208241/5024774052300556516' title='0 Comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4149514055155208241/posts/default/5024774052300556516'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4149514055155208241/posts/default/5024774052300556516'/><link rel='alternate' type='text/html' href='http://josemartinezbolio.blogspot.com/2013/10/tres-noticias-de-ultima-hora_30.html' title='#TRES NOTICIAS DE ÚLTIMA HORA'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/00978277152001338654</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://1.bp.blogspot.com/-TYX1BKCl4YE/Um_c3aEILRI/AAAAAAAAIXw/RpOdPUZiMFQ/s72-c/HORA.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4149514055155208241.post-3745392173753860886</id><published>2013-10-30T07:20:00.002-06:00</published><updated>2013-10-30T07:20:59.011-06:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="30.10.2013 CONGRESO INDUSTRIA VESTIDO"/><title type='text'>#ESTRATEGIAS EMPRESARIALES.- XXXVII CONGRESO NACIONAL DE LA INDUSTRIA DEL VESTIDO</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;a href=&quot;http://1.bp.blogspot.com/-tRmOm4Gq2VU/Um_kobeY_zI/AAAAAAAAIYA/-dtHZ4oJrB4/s1600/CONGRESO.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;314&quot; src=&quot;http://1.bp.blogspot.com/-tRmOm4Gq2VU/Um_kobeY_zI/AAAAAAAAIYA/-dtHZ4oJrB4/s640/CONGRESO.jpg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;En el marco del XXXVII Congreso Nacional de la Industria del 
Vestido, el titular de la Secretaría de Fomento Económico (SEFOE), David
 Alpizar Carrillo, expuso las ventajas competitivas del estado y destacó
 que por primera vez se cuenta con un Fondo de Atracción de Inversiones 
para incentivar la inyección de capitales y la generación de empleo.&lt;/span&gt;&lt;/span&gt;

&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;“A través de ese Fondo para empresas locales y 
foráneas se tienen comprometidos recursos estatales por 14.5 millones de
 pesos, que detonarán la inversión de 10 compañías por un monto cercano a
 los 300 millones de pesos y la generación de aproximadamente dos mil 
500 nuevos empleos sólo para este año”, informó el funcionario.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;

&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Alpizar Carrillo puso ese esquema de incentivos a 
disposición de unos 150 industriales provenientes de diferentes partes 
del país reunidos en el encuentro, a quienes exhortó a explorar las 
facilidades que hoy existen para invertir en la entidad y ofreció como 
principales ventajas la eficiencia gubernamental y laboral, además de un
 entorno de negocios atractivo y pacífico.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;

&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;“Al momento de decidirse a invertir en Yucatán 
ustedes sólo tienen que proporcionarnos dos datos como es el monto 
económico del proyecto y el número de empleos a generar, posteriormente 
recibirán una oferta razonable en consecuencia y todas las facilidades 
para su instalación. No somos un Gobierno que haga esperar a los que 
traen buenas oportunidades para nuestra entidad”, enfatizó.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;

&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Ante los empresarios del sector textil, el 
funcionario expuso que el principal activo de Yucatán es su planta 
laboral integrada por “gente dedicada, honesta, productiva y 
comprometida” y destacó la paz social que prevalece en la entidad 
gracias a la buena relación que existe con el sector obrero, lo que 
garantiza una eficaz mediación en caso de algún conflicto, cuya 
incidencia en los últimos años es prácticamente nula.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;

&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Habló del Puerto de Altura de Progreso que es 
considerado el tercero más importante del Golfo de México por el 
movimiento de contenedores, pues cuenta con 10 posiciones de atraque, 
puede recibir embarcaciones de hasta 40 mil toneladas de peso y tiene 
una capacidad de almacenamiento de siete mil 142 metros cuadrados, de 
los cuales mil 500 son para carga refrigerada.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;

&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Destacó que Yucatán es uno de los puntos de 
producción y distribución de mercancías más significativos para el Sur, 
Centro, Norte y costa Este de los Estados Unidos, así como de Europa, el
 Caribe y Sudamérica. “El tiempo de traslado de nuestros puertos al más 
cercano de la Unión Americana es de 36 horas por barco o una hora y 
media por avión”, detalló.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;

&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Alpizar Carrillo citó entre las ventajas 
comparativas de la entidad en materia logística, la ubicación 
estratégica, así como la infraestructura y los equipos adecuados que 
permiten ofrecer costos de transportación 20 por ciento más bajos que 
los registrados &amp;nbsp;en Centroamérica y la región central de México.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;

&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Referente a los resultados que se tuvieron este año 
mediante el Fondo para Atracción de Inversiones, el titular de la SEFOE 
aseguró que se dio gracias al trabajo cercano con el sector, con lo que 
se da cumplimiento a uno de los primeros objetivos que se planteó al 
inicio de la administración que fue el fortalecimiento de las empresas 
ya establecidas.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;

&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&amp;nbsp;“Dicho Fondo llegó para quedarse, por lo que 
seguirá operando año con año e inclusive se prevé un incremento 
paulatino de la bolsa”, aseguró.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;/div&gt;
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&lt;div class=&quot;yj6qo ajU&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;div class=&quot;ajR&quot; data-tooltip=&quot;Muestra el contenido reducido&quot; id=&quot;:oo&quot; role=&quot;button&quot; tabindex=&quot;0&quot;&gt;
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&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;El ex presidente de México Felipe Calderón ha dicho que cuando llegó al poder nuestro país estaba en manos de la delincuencia y que él tuvo el valor de enfrentarlos, sin embargo, a juzgar por los números, perdió la pelea.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;Del 1 de enero de 2007 al 31 de diciembre de 2012 se
registraron 121,683 homicidios, un incremento del 102.3% respecto al sexenio de
Fox y del 51.5% y del 30.2% comparado con los de Zedillo y Salinas,
respectivamente.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;/div&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;

&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;Si analizamos los seis años del Gobierno calderonista -de
nueva cuenta basándonos datos del Inegi- podemos apreciar que conforme escaló
su guerra contra los “narcos” aumentaron los números de muertos. 8,867 en 2007,
24 al día en promedio; 14,006 en 2008, 37 diarios; 19,803 en 2009, 54 al día;
25,757 en 2010, 71 cada 24 horas, 27,213 en 2011, 75 diarios; y 26,037 en 2012,
71 diarios.&lt;br /&gt;
&lt;br /&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;Los números anotados indican que el número de homicidios aumentó 58.0% de 2007
a 2008; 41.4% de 2008 a 2009; 35.0% de 2009 a 2010; 5.6% de 2010 a 2011; y que
disminuyó 4.3% de 2011 a 2012. &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;

&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;En sus seis años de Gobierno, Calderón se encargó de que el
número de homicidios aumentara un 193.6%.&lt;br /&gt;
&lt;br /&gt;
Además del Inegi, el Secretariado Ejecutivo del Sistema Nacional de Seguridad
Pública (Sesnsp) ha proporcionado estadísticas al respecto.&lt;br /&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;De acuerdo al Sesnsp el total de homicidios anuales fueron como sigue: 25,133
en 2007; 27,759 en 2008; 31,546 en 2009; 35,794 en 2010; 38,041 en 2011; y
38,024 en 2012. En total 196,297. &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;

&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;Esta cifra es mayor que la que arrojan las estadísticas del
Inegi para el mismo periodo. La diferencia de 74,434 se explica porque el Inegi
contabiliza las actas de defunción que anotan que la persona fue asesinada,
mientras que las cifras del Sesnsp se refieren a averiguaciones previas
iniciadas por el Ministerio Público en donde se supone que la muerte del occiso
fue por homicidio aunque al finalizar la investigación se determine que
obedeció a otra causa. &lt;br /&gt;
&lt;br /&gt;
El Sesnsp clasifica los homicidios registrados bajo dos categorías: Dolosos, en
los cuales una persona es intencionalmente muerta por otra u otras personas, y
culposos o accidentales, en donde la muerte de una persona es causada por
imprudencia, negligencia o impericia y el asesino no tuvo la intención de
matar.&lt;br /&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;En lo que homicidios dolosos se refiere, el Sesnsp registra los siguientes
números para cada año: 10,253 en 2007; 13,155 en 2008; 16,118 en 2009; 20,681
en 2010; 22,856 en 2011; y 21,700 en 2012. &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;

&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;En total 104,763. Esta cifra es menor a la del Inegi y la
diferencia de 16,920 homicidios puede obedecer a los criterios que cada
organismo utiliza para contabilizarlos.&lt;br /&gt;
&lt;br /&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;¿Cuántos de estos homicidios son resultado de la guerra contra el “narco”? No
hay datos precisos porque durante el sexenio de Calderón se ocultó la información.
Además, según diversas fuentes oficiales, 95% de los casos no fueron
investigados por las autoridades y los autores del 98% de los homicidios nunca
han sido identificados.&lt;br /&gt;
&lt;br /&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;Éste es el desastre y la funesta situación que Enrique Peña Nieto heredó de su
antecesor inmediato. No será fácil remediarla a corto plazo. Quien diga o se
crea lo contrario no tiene la menor idea de la realidad del País.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;line-height: 115%;&quot;&gt;&lt;b&gt;&lt;i&gt;Twitter @jmb_foro&lt;/i&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://josemartinezbolio.blogspot.com/feeds/4199245107901844806/comments/default' title='Comentarios de la entrada'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/4149514055155208241/4199245107901844806' title='0 Comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4149514055155208241/posts/default/4199245107901844806'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4149514055155208241/posts/default/4199245107901844806'/><link rel='alternate' type='text/html' href='http://josemartinezbolio.blogspot.com/2013/10/editorial-panorama-de-la-violencia-en.html' title='#EDITORIAL.- PANORAMA DE LA VIOLENCIA EN MÉXICO'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/00978277152001338654</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://3.bp.blogspot.com/-qNJU0YvWDJQ/UnEGXwjkmKI/AAAAAAAAIYU/cyks7IAXTbQ/s72-c/violencia.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4149514055155208241.post-1689727179049534927</id><published>2013-10-29T07:33:00.000-06:00</published><updated>2013-10-30T07:21:45.551-06:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="29.10.2013 frases"/><title type='text'>#FRASES CORTAS IDEAS LARGAS</title><content type='html'>&lt;blockquote class=&quot;tr_bq&quot;&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;a href=&quot;http://1.bp.blogspot.com/-6gB0P7UFxAE/Um-4lEGpncI/AAAAAAAAIW4/YkLyeRC48jc/s1600/NOE.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;640&quot; src=&quot;http://1.bp.blogspot.com/-6gB0P7UFxAE/Um-4lEGpncI/AAAAAAAAIW4/YkLyeRC48jc/s640/NOE.jpg&quot; width=&quot;492&quot; /&gt;&lt;/a&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&quot;Un hombre de Estado es el que se pasa
 la mitad de su vida haciendo leyes, y la otra mitad ayudando a sus 
amigos a no cumplirlas&quot;.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;&lt;i&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Noel Clarasó&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;&lt;i&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;(1905-1985) Escritor español&lt;/span&gt;&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;
&lt;/blockquote&gt;
</content><link rel='replies' type='application/atom+xml' href='http://josemartinezbolio.blogspot.com/feeds/1689727179049534927/comments/default' title='Comentarios de la entrada'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/4149514055155208241/1689727179049534927' title='0 Comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4149514055155208241/posts/default/1689727179049534927'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4149514055155208241/posts/default/1689727179049534927'/><link rel='alternate' type='text/html' href='http://josemartinezbolio.blogspot.com/2013/10/frases-cortas-ideas-largas_3143.html' title='#FRASES CORTAS IDEAS LARGAS'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/00978277152001338654</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://1.bp.blogspot.com/-6gB0P7UFxAE/Um-4lEGpncI/AAAAAAAAIW4/YkLyeRC48jc/s72-c/NOE.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4149514055155208241.post-9103366027263464736</id><published>2013-10-29T06:50:00.000-06:00</published><updated>2013-10-29T06:50:02.767-06:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="29.10.2013 mexico avances regulatoria"/><title type='text'>#PREGUNTA DEL DIA.- MÉXICO CON AVANCES EN MATERIA REGULATORIA</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;
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&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;Según el Banco Mundial México figura entre los 50 países del mundo con mayores avances en materia regulatoria. ¿Cree usted que hemos mejorado en materia regulatoria?&lt;/span&gt;&lt;/span&gt; &lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;¡Opine!&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;/div&gt;
&lt;div align=&quot;center&quot; style=&quot;text-align: center;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; style=&quot;text-align: center;&quot;&gt;
&lt;b&gt;&lt;i&gt;&lt;span style=&quot;font-family: &amp;quot;&amp;quot;sans-serif&amp;quot;&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 18.0pt;&quot;&gt;¡Aviso importante!&amp;nbsp;&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;b&gt;&lt;i&gt;&lt;span style=&quot;font-family: &amp;quot;&amp;quot;serif&amp;quot;&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 18.0pt;&quot;&gt; &lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; style=&quot;text-align: center;&quot;&gt;
&lt;b&gt;&lt;i&gt;&lt;span style=&quot;font-family: &amp;quot;&amp;quot;serif&amp;quot;&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 18.0pt;&quot;&gt;A partir del 1 de noviembre nos cambiamos a FORO
www.grupoforo.mx.&amp;nbsp;&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; style=&quot;text-align: center;&quot;&gt;
&lt;b&gt;&lt;i&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;&amp;quot;serif&amp;quot;&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 18.0pt; mso-ansi-language: EN-US;&quot;&gt;Facebook
www.facebook.com/grupoforo&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;mso-ansi-language: EN-US;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; style=&quot;text-align: center;&quot;&gt;
&lt;b&gt;&lt;i&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;&amp;quot;serif&amp;quot;&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 18.0pt; mso-ansi-language: EN-US;&quot;&gt;Twitter&amp;nbsp;@
jmb_foro&amp;nbsp;&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;mso-ansi-language: EN-US;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; style=&quot;text-align: center;&quot;&gt;
&lt;b&gt;&lt;i&gt;&lt;span style=&quot;font-family: &amp;quot;&amp;quot;serif&amp;quot;&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 18.0pt;&quot;&gt;Linkedln José Martínez Bolio&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;
&lt;br /&gt;


&lt;br /&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://josemartinezbolio.blogspot.com/feeds/9103366027263464736/comments/default' title='Comentarios de la entrada'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/4149514055155208241/9103366027263464736' title='0 Comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4149514055155208241/posts/default/9103366027263464736'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4149514055155208241/posts/default/9103366027263464736'/><link rel='alternate' type='text/html' href='http://josemartinezbolio.blogspot.com/2013/10/pregunta-del-dia-mexico-con-avances-en.html' title='#PREGUNTA DEL DIA.- MÉXICO CON AVANCES EN MATERIA REGULATORIA'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/00978277152001338654</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://1.bp.blogspot.com/-r8WVlraMGOQ/Um-ubJQ7W3I/AAAAAAAAIWY/9vE_iZMYl4Y/s72-c/bm.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4149514055155208241.post-5327066869648884019</id><published>2013-10-29T06:38:00.001-06:00</published><updated>2013-10-29T06:38:14.939-06:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="29.10.2013 riesgo país"/><title type='text'>#AQUÍ ENTRE NOS.- SUBE RIESGO PAÍS</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;http://3.bp.blogspot.com/-JjLlO1PKKVI/Um5qXTFCV5I/AAAAAAAAIVo/SXByrH7aVSQ/s1600/riesgo.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;384&quot; src=&quot;http://3.bp.blogspot.com/-JjLlO1PKKVI/Um5qXTFCV5I/AAAAAAAAIVo/SXByrH7aVSQ/s640/riesgo.jpg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;El riesgo país de México cerró el viernes pasado en 172 puntos, lo que 
significó una ligera alza de diez puntos base respecto del 18 de octubre
 pasado, luego de dos semanas a la baja. &lt;/span&gt;&lt;/span&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;
La SHCP informó que al 25 de agosto dicho indicador, medido a través del
 Índice de Bonos de Mercados Emergentes de JP Morgan, está 46 unidades 
por arriba del nivel reportado al cierre del año pasado.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;
Mientras, el riesgo país de Argentina y Brasil subió 40 y 13 puntos 
base, en ese orden, al cerrar el viernes en 891 y 219 unidades, cada 
uno. &lt;/span&gt;&lt;/span&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;
El riesgo país es la diferencia existente entre el rendimiento de la 
deuda pública de un país emergente respecto del que ofrece la deuda 
pública estadounidense, considerada &quot;libre&quot; de riesgos.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;i&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;¡Aviso importante!&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;i&gt;&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;A partir del 1 de noviembre nos cambiamos a FORO www.grupoforo.mx.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;i&gt;&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;Facebook www.facebook.com/grupoforo&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;i&gt;&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;Twitter&amp;nbsp;@ jmb_foro&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;&lt;i&gt;&lt;b&gt;Linkedln José Martínez Bolio&lt;/b&gt;&lt;/i&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://josemartinezbolio.blogspot.com/feeds/5327066869648884019/comments/default' title='Comentarios de la entrada'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/4149514055155208241/5327066869648884019' title='0 Comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4149514055155208241/posts/default/5327066869648884019'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4149514055155208241/posts/default/5327066869648884019'/><link rel='alternate' type='text/html' href='http://josemartinezbolio.blogspot.com/2013/10/aqui-entre-nos-sube-riesgo-pais.html' title='#AQUÍ ENTRE NOS.- SUBE RIESGO PAÍS'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/00978277152001338654</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://3.bp.blogspot.com/-JjLlO1PKKVI/Um5qXTFCV5I/AAAAAAAAIVo/SXByrH7aVSQ/s72-c/riesgo.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4149514055155208241.post-6783177895368445376</id><published>2013-10-29T06:37:00.002-06:00</published><updated>2013-10-29T06:37:34.933-06:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="29.10.2013 tabacos"/><title type='text'>#INCREIBLE PERO CIERTO.- TABACOS LABRADOS SIN IMPUESTOS</title><content type='html'>&lt;h1&gt;
&lt;/h1&gt;
&lt;div class=&quot;col-lg-6 col-md-6&quot;&gt;
&lt;div class=&quot;img_titulo&quot;&gt;
&lt;img alt=&quot;&quot; src=&quot;http://www.grupoforo.mx/image/noticias/174/imagenP.jpg&quot; /&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;¡Increible pero cierto! La Cámara de Diputados aprobó 
la eliminación del Impuesto Especial sobre Producción y Servicios (IEPS)
 a los tabacos labrados hechos enteramente a mano, como lo son algunos 
puros, lo que según Erick Antonio Ochoa, del capítulo mexicano de la 
Federación Interamericana del Corazón, le representa al erario una 
pérdida estimada de 500 millones de pesos.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;
&lt;/span&gt;&lt;/span&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;
Esta cifra es equivalente al presupuesto que la Secretaría de Salud 
pretende destinar en 2014 al programa para reducir la mortalidad 
materna, o casi el doble de los recursos de la estrategia para prevenir 
la obesidad. (Yahoo Noticias).&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;i&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;¡Aviso importante!&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;i&gt;&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;A partir del 1 de noviembre nos cambiamos a FORO www.grupoforo.mx.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;i&gt;&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;Facebook www.facebook.com/grupoforo&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;i&gt;&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;Twitter&amp;nbsp;@ jmb_foro&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;&lt;i&gt;&lt;b&gt;Linkedln José Martínez Bolio&lt;/b&gt;&lt;/i&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
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</content><link rel='replies' type='application/atom+xml' href='http://josemartinezbolio.blogspot.com/feeds/6783177895368445376/comments/default' title='Comentarios de la entrada'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/4149514055155208241/6783177895368445376' title='0 Comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4149514055155208241/posts/default/6783177895368445376'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4149514055155208241/posts/default/6783177895368445376'/><link rel='alternate' type='text/html' href='http://josemartinezbolio.blogspot.com/2013/10/increible-pero-cierto-tabacos-labrados.html' title='#INCREIBLE PERO CIERTO.- TABACOS LABRADOS SIN IMPUESTOS'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/00978277152001338654</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-4149514055155208241.post-2413687007519634457</id><published>2013-10-29T06:36:00.001-06:00</published><updated>2013-10-29T06:36:28.810-06:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="29.10.2013 frases"/><title type='text'>#FRASES CORTAS IDEAS LARGAS</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;http://2.bp.blogspot.com/-OCQfkkxPXOo/Um5lfX-QnXI/AAAAAAAAIVY/LqQt798g8iA/s1600/PADRE.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;640&quot; src=&quot;http://2.bp.blogspot.com/-OCQfkkxPXOo/Um5lfX-QnXI/AAAAAAAAIVY/LqQt798g8iA/s640/PADRE.jpg&quot; width=&quot;478&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&quot;Hay delitos económicos que son más graves que los homicidios porque son más conscientes y son la causa no de una, sino de muchas muertes y de la corrupción&quot;.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;&lt;i&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Padre Alberto Hurtado&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;i&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;¡Aviso importante!&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;i&gt;&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;A partir del 1 de noviembre nos cambiamos a FORO www.grupoforo.mx.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;i&gt;&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;Facebook www.facebook.com/grupoforo&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;i&gt;&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;Twitter&amp;nbsp;@ jmb_foro&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;&lt;i&gt;&lt;b&gt;Linkedln José Martínez Bolio&lt;/b&gt;&lt;/i&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
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&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://josemartinezbolio.blogspot.com/feeds/2413687007519634457/comments/default' title='Comentarios de la entrada'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/4149514055155208241/2413687007519634457' title='0 Comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4149514055155208241/posts/default/2413687007519634457'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4149514055155208241/posts/default/2413687007519634457'/><link rel='alternate' type='text/html' href='http://josemartinezbolio.blogspot.com/2013/10/frases-cortas-ideas-largas_29.html' title='#FRASES CORTAS IDEAS LARGAS'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/00978277152001338654</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://2.bp.blogspot.com/-OCQfkkxPXOo/Um5lfX-QnXI/AAAAAAAAIVY/LqQt798g8iA/s72-c/PADRE.jpg" height="72" width="72"/><thr:total>0</thr:total></entry></feed>