tag:blogger.com,1999:blog-24334751498232536242024-03-08T04:57:30.464-08:00EconomistBlogIván Zianhttp://www.blogger.com/profile/05775762253722460157noreply@blogger.comBlogger10125tag:blogger.com,1999:blog-2433475149823253624.post-75906333357551597052017-04-07T08:41:00.000-07:002017-04-07T08:41:51.130-07:00EconomistaNacional. Luis de Guindos<div style="text-align: center;">
<span style="font-size: large;"><u><i><b>Luis de Guindos</b></i></u></span></div>
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<span style="font-size: small;">Luis de Guindos Jurado nació en Madrid, el 16 de enero de 1960 es un economista español, actual Ministro de Economía, Industria y Competitividad del Gobierno de España. En la X Legislatura fue ministro de Economía y Competitividad y desde el 15 de abril de 2016 asumió los asuntos del Ministerio de Industria, Energía y Turismo tras la renuncia de su predecesor, José Manuel Soria pero sin asumir la titularidad del Ministerio. Pertenece al Cuerpo Superior de Técnicos Comerciales y Economistas del Estado y ocupó distintos cargos durante los dos Gobiernos de Aznar (1996-2004). Ha trabajado en compañías de servicios financieros siendo miembro del Consejo Asesor de Lehman Brothers a nivel europeo y director en España y Portugal hasta su quiebra en 2008. Fue director del Instituto de Empresa desde 2010 y perteneció al Consejo de Administración de Endesa con carácter de Externo Independiente. Guindos está licenciado en Ciencias Económicas y Empresariales por CUNEF (Colegio Universitario de Estudios Financieros), fue Socio-Consejero de AB Asesores entre 1988 y 1996.</span></div>
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<span style="font-size: small;">En 1996, tras la victoria del PP en las elecciones generales
comienza a ocupar cargos políticos: vocal asesor del Secretario de
Estado de Economía y jefe del Gabinete Técnico de la Secretaría General
de Comercio. En diciembre de 1996 fue nombrado director general de Política Económica y Defensa de la Competencia. Ha formado parte del consejo directivo de Renfe
entre los años 1997 y 2000, del Instituto de Crédito Oficial desde 2000
a 2002, en mayo de 2000 fue designado secretario general de Política
Económica y Defensa de la Competencia, y de la Sociedad Estatal de
Participaciones Industriales. Fue secretario de Estado de Economía en el último gobierno de José María Aznar (2002-2004). </span>Fue sustituido en el cargo por el socialista David Vegara tras la victoria del PSOE en las elecciones generales de marzo de 2004, en las que se encargó de la redacción de la parte económica del programa electoral. Durante estos años forjó una relación estrecha con el vicepresidente económico Rodrigo Rato.</div>
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<img alt="Resultado de imagen de luis de guindos" class="rg_ic rg_i" data-sz="f" name="mJLJCVZhp4uhcM:" 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" 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Apenas 3 meses después de la derrota electoral, en septiembre de 2004 fue nombrado miembro del Consejo Asesor del banco de inversión Lehman Brothers para sus actividades en Europa. Tras un año ejerciendo como docente (profesor visitante) en la Facultad de CC. Económicas de la Universidad de Navarra, en 2006 fue nombrado director de la filial del banco de inversión estadounidense en España y Portugal, donde trabajó hasta la quiebra y bancarrota de este en 2008, desencadenante de la crisis financiera internacional. Seguidamente fue responsable de la división financiera de PricewaterhouseCoopers hasta su nombramiento como ministro. En 2010 fue coordinador del libro promovido por la fundación FAES
que puede ser considerado como la base ideológica de la política
económica del PP y que se mueve entre dos ejes fundamentales: contención
drástica del gasto en las administraciones públicas y reformas en
ámbitos como el laboral y el sector financiero.
En 2011 trabajaba para el consejo de administración del banco Mare Nostrum hasta su dimisión para entrar a formar parte del gobierno de Mariano Rajoy en diciembre de ese año.<br />
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Seguidamente el 22 de diciembre de 2011 juró el cargo de ministro de Economía y Competitividad, después de haber sido designado por Mariano Rajoy para formar parte del Gobierno del PP tras el triunfo popular en las elecciones generales de 2011.<sup> </sup>Su designación fue criticada por diversos medios y sectores sociales
puesto que colocaba a uno de los dirigentes de Lehman Brothers, uno de
los responsables de la crisis financiera y económica global, como gobernante.<sup> </sup> Además,su nombramiento coincidía con la colocación en puestos políticos y económicos clave de ex-directivos <i>tecnócratas</i> de la banca de inversión, como por ejemplo los nombramientos sin elecciones de los primeros ministros de Grecia Lukas Papademos e Italia Mario Monti, o el ex-Goldman Sachs Mario Draghi como presidente del Banco Central Europeo, siendo el flujo bidireccional puesto que también excomisarios de la Comisión Europea trabajaban para la banca de inversión. De este modo los «mercados<i>»</i> estarían copando también el poder político alterando las normas democráticas.<sup> </sup>Sin embargo, otros opinan que su profundo conocimiento y experiencia en
el sector económico-financiero es precisamente su mayor fortaleza. Sus primeros movimientos dentro del Ministerio fueron los de preparar
un plan de recortes para controlar el déficit, que resultó ser 2 puntos
porcentuales mayor que el previsto. Al realizar las estimaciones se
comprobó que este desfase provenía de la deuda de las autonomías, por lo
que De Guindos advirtió que sometería a las comunidades a planes
presupuestarios, lo que fue duramente criticado por algunas autonomías.
Estas aludían un ataque directo a su autogobierno, en especial País Vasco y Cataluña. También pidió a la banca que preparara 50.000 millones de euros (el 5%
del PIB español en 2010) en provisiones para protegerse del ladrillo.<br />
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<img alt="Resultado de imagen de luis de guindos" class="rg_ic rg_i" data-sz="f" name="9Nm-XLaUxIo5mM:" 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" 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El 4 de noviembre de 2016 juró el cargo de ministro de Economía, Industria y Competitividad, después de haber sido designado por Mariano Rajoy para formar parte del Gobierno del PP tras el triunfo popular en las elecciones generales de 2016.<br />
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Iván Zianhttp://www.blogger.com/profile/05775762253722460157noreply@blogger.com0tag:blogger.com,1999:blog-2433475149823253624.post-18565204927570577962017-04-06T07:28:00.004-07:002017-05-03T06:46:41.912-07:00Economistas<div style="text-align: center;">
<span style="background-color: white;"><span style="font-size: large;"><b><u><i>Economistas</i></u></b></span></span></div>
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<span style="background-color: white;"><span style="font-size: small;"><b>Adam Smith: </b>Adam Smith nace el 16 de junio de 1723 en Kirkcaldy, Escocia y fallece el 17 de Julio de 1790 a los 64 años en Edimburgo, Escocia a causa de una enfermedad. Era Britanico y catolico.</span></span></div>
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<span style="background-color: white;"><span style="font-size: small;">Adam Smith fue un economista y filósofo escocés, considerado uno de los mayores exponentes de la economía clásica. Es conocido principalmente por su obra La riqueza de las naciones (1776), que es esencialmente un estudio acerca del proceso de creación y acumulación de la riqueza, temas ya abordados por los mercantilistas y fisiócratas,
pero sin el carácter científico de la obra de Smith. Debido a dicho
trabajo, que fue el primer estudio completo y sistemático sobre el tema,
a Smith se le conoce como el padre de la economía moderna.<span style="font-size: x-small;"> </span></span></span></div>
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<span style="background-color: white;"><span style="font-size: small;">Entre sus estudios obtuvo </span><span style="font-size: small;">estudios superiores universitarios. Cátedras de retórica, literatura </span></span></div>
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<span style="background-color: white;"><span style="font-size: small;">(Expedidas por la Universidad de Glasgow) y ética (expedida por la Universidad de Oxford).</span></span></div>
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<span style="background-color: white;"><span style="font-size: small;">Sus obras son </span><span style="font-size: small;"><i><span class="toctext">Teoría de los sentimientos morales</span><span class="tocnumber"> y </span><span class="toctext">La riqueza de las naciones (The Wealth of Nations).</span></i></span></span></div>
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<span style="background-color: white;"><span style="font-size: small;"><img alt="AdamSmith.jpg" class="mw-mmv-final-image jpg mw-mmv-dialog-is-open" height="200" src="https://upload.wikimedia.org/wikipedia/commons/thumb/0/0a/AdamSmith.jpg/800px-AdamSmith.jpg" width="134" /> </span></span></div>
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<span style="background-color: white;"><span style="font-size: small;"> </span><span style="font-size: small;"><b>John M. Keynes: </b>Keynes nació el 5 de Junio de 1883 en Cambridge, Reino Unido y fallece el 21 de Abril de 1946 a los 62 años en Firle, Reino Unido. Keynes era británico y seguía la religión agnóstica.</span></span></div>
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<span style="background-color: white;"><span style="font-size: small;">John Maynard Keynes, fue un economista británico, considerado como uno de los más influyentes del siglo XX. Sus ideas tuvieron una fuerte repercusión en las teorías y políticas económicas.</span></span><br />
<span style="background-color: white;"><span style="font-size: small;">La principal novedad de su pensamiento radicaba en considerar que el sistema capitalista no tiende al pleno empleo ni al equilibrio de los factores productivos, sino hacia un equilibrio que solo de forma accidental coincidirá con el pleno empleo. Keynes y sus seguidores de la posguerra destacaron no solo el carácter ascendente de la oferta agregada, en contraposición con la visión clásica, sino además la inestabilidad de la demanda agregada, proveniente de los shocks
ocurridos en mercados privados, como consecuencia de los altibajos en
la confianza de los inversores. La principal conclusión de su análisis
es una apuesta por la intervención pública directa en materia de gasto público, que permite cubrir la brecha o déficit de la demanda agregada. Está considerado también como uno de los fundadores de la macroeconomía moderna. Keynes fue un personaje muy polifacético. Además de ser un economista teórico que cambió la consideración de la macroeconomía en el siglo XX, desempeñó también múltiples puestos en el mundo económico, fue profesor en la Universidad de Cambridge desde 1908, editor del Economic Journal desde 1912, secretario de la Royal Economic Society, alto funcionario de la Administración británica y negociador internacional en nombre de Inglaterra
en diferentes ocasiones. También trabajó en el sector empresarial, en
la dirección de inversiones de una compañía de seguros y de asesor
financiero del King's College, del Banco de Inglaterra y del propio gobierno británico.</span></span><br />
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<span style="background-color: white;"><span style="font-size: small;">Sus obras fueron: <i><span class="toctext">Tratado sobre probabilidades</span><span class="tocnumber">, </span><span class="toctext">Tratado sobre la reforma monetaria</span><span class="tocnumber">, </span><span class="toctext">Teoría general del empleo, el interés y el dinero</span><span class="tocnumber">, </span> <span class="toctext">¿Cómo pagar la guerra? y como obras de menos importancia escribió </span>Ensayos en biografía y Ensayos en persuasión.</i></span></span><br />
<span style="background-color: white;"><span style="font-size: small;"><img alt="Resultado de imagen de John Maynard Keynes" class="rg_ic rg_i" data-sz="f" height="188" name="ryEG4vnSxXaUZM:" 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" 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<span style="background-color: white;"><span style="font-size: small;"><b>Joseph Schumpeter: </b>Schumpeter nació el 8 de Febrero de 1883 en Trest, Austria-Hungria y fallece el 8 de Enero de 1950 en Taconic, EEUU a los 66 años. Muere por causas naturales y era austro-estadounidense.</span></span><br />
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<span style="background-color: white;"><span style="font-size: small;">Schumpeter fue un economista y sociólogo austríaco. Inició su formación
superior en Viena, en donde fue discípulo de los principales
representantes de la escuela austríaca, F. von Wieser y Von Böhm-Bawerk.
En 1907 continuó sus estudios en Gran Bretaña. Ministro de Hacienda
austríaco (1919), se dedicó principalmente a la enseñanza, siendo
profesor en Bonn y Harvard. En 1932 se instaló definitivamente en EE UU. Su obra es una de las más vastas que se han
producido en el siglo XX, con gran influencia en el pensamiento
económico y las ciencias sociales en su conjunto. Destacó la influencia
de los empresarios, la creación del crédito y la técnica en el
desarrollo económico, además de polemizar con el socialismo. Uno
de los conceptos introducidos por Schumpeter que más influencia ha
tenido es el de innovación. Según él, existe un estado de no
crecimiento, el «circuito» económico, y un estado de crecimiento, la
«evolución». El paso del «circuito» a la «evolución» se efectúa por
medio de las innovaciones, que constituyen el motor del crecimiento. </span></span></div>
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<span style="background-color: white;"><span style="font-size: small;">Sus obras fueron: <i>Teoría de la evolución económica (1912), Ciclos económicos (1939), Capitalismo, socialismo y democracia (1942), Historia del análisis económico (1954) y el ensayo Diez grandes economistas: de Marx a Keynes (1951).</i></span></span></div>
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<span style="background-color: white;"><span style="font-size: small;"><img alt="Resultado de imagen de Joseph Schumpeter" class="rg_ic rg_i" data-sz="f" height="215" name="YgkHIurOZuboAM:" src="data:image/jpeg;base64,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" 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<span style="background-color: white;"><span style="font-size: small;"><b>Paul Samuelson:</b> Samuelson nació el 15 de Mayo 1915 en Gary, Indiana y fallece el 13 de Diciembre de 2009 a los 94 años en Belmont, Massachussets.Samuelson era estadounidense.</span></span></div>
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<span style="background-color: white;"><span style="font-size: small;">Paul Samuelson fue un economista estadounidense que destacó por sus
contribuciones a los modelos cuantitativos y de optimización en
economía. En 1970 recibió el premio Nobel por su desarrollo de la teoría
económica estática y dinámica, además de por su aportación al análisis
económico. Samuelson inició sus estudios superiores
en la Universidad de Chicago, donde se licenció en 1935. Después ingresó
en la Universidad de Harvard, para alcanzar el grado de doctor en 1941.
Fue en esta institución académica donde despuntó en la aplicación de
herramientas matemáticas a la economía y en la que recibió las
enseñanzas de dos de los más importantes economistas de la época,
Wassily Leontief y Joseph Schumpeter. En 1940,
obtuvo una plaza como profesor asistente de economía en el Instituto
Tecnológico de Massachusetts, organismo donde realizó la mayor parte de
su carrera académica. Con la intervención estadounidense en la Guerra
Mundial, Samuelson compaginó su labor docente con un puesto de
economista en la Oficina de Planificación Nacional de Recursos, centro
desde el que se controlaba la evolución del empleo. De Planificación
pasó a la Oficina de Producción de Guerra y a la Oficina para la
Movilización de Guerra y la Reconstrucción. Al
finalizar el conflicto y hasta 1952 perteneció a la Oficina del Tesoro
de los Estados Unidos, de la que después fue asesor. Al tiempo, trabajó
intensamente en el departamento de Economía del Instituto Tecnológico de
Massachusetts (MIT) hasta que consiguió convertirlo en una referencia
de primer orden para cuestiones relacionadas con el campo de la
economía. </span></span></div>
<span style="background-color: white;"><span style="font-size: small;">En 1947 le llegó el reconocimiento de su trabajo como economista con la publicación de una de sus obras más celebradas.</span></span><br />
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<span style="background-color: white;"><span style="font-size: small;">Sus obras fueron <i>Foundations of economic analysis (1947), traducido en español como Fundamentos de análisis; Curso de economía política (1948); Curso de economía moderna (1950), traducido al castellano por José Luis Sampedro; Escritos económicos, obra en 3 volúmenes (1966-1972); The collected scientific papers of Paul A. Samuelson (1970); Economics (1986), junto a William Nordhaus, traducido al castellano como Economía por Luis Toharia Cortés; Linear programming and economic analysis (1958), junto a Dorfman y Solow, que se tradujo al castellano como Programación lineal y análisis económico; y Macroeconomics (1992), junto a William Nordhaus.</i></span></span><br />
<span style="background-color: white;"><span style="font-size: small;"><img alt="Resultado de imagen de Paul Samuelson" class="rg_ic rg_i" data-src="https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcTsd85FCzLHIRvZmPzlE_v6jdaA8MHOTnwNR9e9jFQXUrNGTq1R" data-sz="f" height="250" name="ys-rGTpe9kqswM:" src="https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcTsd85FCzLHIRvZmPzlE_v6jdaA8MHOTnwNR9e9jFQXUrNGTq1R" style="margin-left: 0px; margin-right: 0px; margin-top: 0px;" width="202" /></span></span><br />
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<span style="background-color: white;"><span style="font-size: small;"><b>Milton Friedman: </b>Fridman nace en Brooklyn, Nueva York el 31 de Julio de 1912 y fallece el 16 de Noviembre de 2006 a los 94 años en San Francisco , EEUU. Friedman muere a causa de un infarto agudo de miocardio y una enfermedad cardiovascular, era estadounidense.</span></span><br />
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<span style="background-color: white;"><span style="font-size: small;">Milton Friedman fue un economista estadounidense, el principal representante de la llamada Escuela de
Chicago, grupo de economistas que considera que los mercados
competitivos libres de la intervención del Estado contribuyen a que el
funcionamiento de la economía sea más eficiente. Considerado uno de los más grandes economistas
de su época, recibió multitud de honores, incluido el Premio Nobel de
Economía (1976). Sus postulados fueron la base de las políticas
neoliberales que se establecieron en algunos países en la década de
1980: fueron adoptados por el Gobierno chileno del general Pinochet y,
aunque sin llegar a abandonar del todo la asistencia social, por el
Gobierno de Ronald Reagan en EE.UU. y por el de Margaret Thatcher en el
Reino Unido. De hecho, en las ideas de Friedman y, en general, de la
Escuela de Chicago, se halla el fundamento teórico del denominado neoliberalismo actual. Descendiente de una familia de origen
austro-húngaro, Milton Friedman inició sus estudios de licenciatura en
la Universidad de Rutgers, en la que adquirió conocimientos tanto de
matemáticas como de economía. De esta institución se trasladó a la
Universidad de Chicago, donde descubrió el intenso ambiente intelectual
que se movía en torno al departamento de Economía.
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<span style="background-color: white;"><span style="font-size: small;">Tras una breve estancia en Columbia, donde
mejoró su formación matemática, Friedman regresó a Chicago para
colaborar como investigador con Henry Schultz en mediciones de la
demanda. En 1935 empezó a trabajar para la Asociación Económica del
Comité de Recursos Naturales y en 1937 dejó el puesto para incorporarse a
la Oficina Nacional de Investigación Económica, en la que estudió las
estructuras de ingresos de las profesiones liberales.</span></span></div>
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<span style="background-color: white;"><span style="font-size: small;">Las obras destacadas de Friedman, en las que expuso sus teorías económicas, son <i>Una teoría de la función del consumo (1957), Dinero y desarrollo económico (1973) y Teoría de los precios (1976). Escribió además varias obras divulgativas escritas en colaboración con su mujer (Capitalismo y libertad, 1962; Libertad de elegir, 1980). </i></span></span></div>
<span style="background-color: white;"><span style="font-size: small;"><img height="184" src="https://www.biografiasyvidas.com/biografia/f/fotos/friedman_milton.jpg" width="234" /></span></span><br />
<span style="background-color: white;"><span style="font-size: small;"><br /></span></span>
<span style="background-color: white;"><span style="font-size: small;"><b>John K. Galbraith: </b>Galbraith nace el 15 de Octubre de 1908 en Ontario, Canada y fallece a los 97 años en Cambridge, EEUU el 29 de Abril de 2006. Galbraith tenía la nacionalidad canadiense y estadounidense y pertenecia al Partido Demócrata de los Estados Unidos.</span></span><br />
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<div class="biog">
<span style="background-color: white;"><span style="font-size: small;">Economista estadounidense. Procedía de una familia de
origen escocés que emigró a América del Norte a finales del siglo XVIII.
El joven John K. Galbraith ingresó en 1926 en la escuela agraria de
Ontario de la Universidad de Toronto, y su interés académico le condujo a
realizar un doctorado sobre economía agraria en Berkeley, en la
Universidad de California. En 1934 fue contratado por
la Universidad de Harvard (Massachusetts) para ejercer la docencia en
la asignatura de economía agraria. Tras adquirir la nacionalidad
estadounidense y casarse con Catherine Merriam Atwater, John K.
Galbraith se trasladó durante el año 1937 a la Universidad de Cambridge
(condado de Cambridgeshire) en el Reino Unido, donde asistió a las
clases que allí impartía John Maynard Keynes. Tras su vuelta a la
universidad de Harvard, aceptó la oferta docente de la Universidad de
Princeton, en 1939. A partir de 1936 inició su activismo político en
el Partido Demócrata norteamericano. Su compromiso político como
liberal (en un sentido Whig) le condujo a partir de ese momento a
intervenir en política como asesor de numerosos presidentes demócratas y
a ocupar cargos en muchas de las administraciones presidenciales del
siglo XX. La época que se desarrolló hasta la Segunda Guerra Mundial le
marcó profundamente, al igual que a toda su generación, ya que sufrió
los efectos devastadores de la Crisis de 1929. La depresión que padeció
la economía estadounidense a partir de ese año provocó en toda su
generación una desconfianza hacia el libre mercado.</span></span><br />
<span style="background-color: white;"><span style="font-size: small;">Escribió<i>: La sociedad opulenta (1960), La era de la incertidumbre (1981), La anatomía del poder (1984), Breve historia de la euforia financiera (1993), Un viaje por la economía de nuestro tiempo (1994), Una sociedad mejor (1996), Historia de la economía (1998), La cultura de la satisfacción (1992), Introducción a la economía: Una guía para todos (2001), La economía del fraude inocente: La verdad de nuestro tiempo (2004), Con nombre propio: De Franklin D. Roosevelt en adelante (2004), El capitalismo americano, El crack del 29, El nuevo estado industrial y El triunfo.</i></span></span></div>
<span style="background-color: white;"><span style="font-size: small;"><img alt="Resultado de imagen de John K. Galbraith" class="rg_ic rg_i" data-sz="f" height="177" name="70o4E8b8yyPbhM:" 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" 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<div style="text-align: left;">
<span style="background-color: white;"><span style="font-size: small;"><b>Jeffrey Sachs:</b> Sachs nació el 5 de Noviembre de 1954 en Detroit, Estados Unidos, actualmente tiene 62 años y la nacionalidad estadounidense.</span></span><br />
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<span style="background-color: white;"><span style="font-size: small;">Sachs estudió en la Universidad de Harvard, donde obtuvo su graduación (1976), maestría (1978) y doctorado (1980). Fue profesor de Harvard entre 1980 y 2005; entonces fue contratado por la Universidad de Columbia como director del Instituto de la Tierra (en inglés The Earth Institute), y fue profesor «Quetelet» de Desarrollo Sostenible y Profesor de Gestión y Políticas de Salud. Sachs es también el director del Proyecto del Milenio de las Naciones Unidas y asesor especial del Secretario General de las Naciones Unidas Ban Ki-Moon sobre los Objetivos de Desarrollo del Milenio, los acuerdos internacionales para reducir la pobreza extrema, el hambre y las enfermedades para el año 2015. Sachs ha sido asesor de algunos gobiernos de latinoamericanos, como Bolivia, Argentina y Venezuela; Europa del Este (Polonia, Yugoslavia, Rusia,...), Asia y África. Es reconocido como experto en situaciones de crisis económicas graves y difíciles. Colabora con agencias internacionales (Banco Mundial, Fondo Monetario Internacional y otras) en la lucha por la reducción de la pobreza y la enfermedad. Es muy activo en su reivindicación de la cancelación de la deuda exterior a los países pobres. Apareció en la lista de las 100 personas más influyentes del mundo de la revista Time. En 1993, la revista New York Times lo citó como "probablemente el economista más importante del mundo". En 1997 Le Nouvel Observateur lo citó como "uno de los cincuenta líderes más importantes de la globalización". Sachs escribe habitualmente en The New York Times, Financial Times de Londres y en The Economist.</span></span><br />
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<span style="background-color: white;"><span style="font-size: small;">Sus obras has el momento son: </span></span><br />
<ul>
<li><span style="background-color: white;"><span style="font-size: small;"><i>Sachs, Jeffrey (2014).The Age of Sustainable Development. versión en español: "La Era del Desarrollo Sostenible".</i></span></span></li>
<li><span style="background-color: white;"><span style="font-size: small;"><i>Sachs, Jeffrey (2008). Common Wealth: Economics for a Crowded
Planet. versión en español: "Economía para un Planeta Abarrotado".</i></span></span></li>
<li><span style="background-color: white;"><span style="font-size: small;"><i>Sachs, Jeffrey (2005). The End of Poverty: Economic Possibilities
for Our Time Penguin Press Hc. versión en español: "El Fin de la Pobreza
Cómo conseguirlo en nuestro tiempo".</i></span></span></li>
<li><span style="background-color: white;"><span style="font-size: small;"><i>Sachs, Jeffrey (2003). Macroeconomics in the Global Economy Westview Press. </i></span></span></li>
<li><span style="background-color: white;"><span style="font-size: small;"><i> Sachs, Jeffrey (2002). A New Global Effort to Control Malaria (Science).</i></span></span></li>
<li><span style="background-color: white;"><span style="font-size: small;"><i>Sachs, Jeffrey (2002). Resolving the Debt Crisis of Low-Income Countries (Brookings Papers on Economic Activity).</i></span></span></li>
<li><span style="background-color: white;"><span style="font-size: small;"><i>Sachs, Jeffrey (2001). The Strategic Significance of Global Inequality (The Washington Quarterly), Vol. 24, No. 3, Summer 2001</i></span></span></li>
<li><span style="background-color: white;"><span style="font-size: small;"><i>Sachs, Jeffrey (1997). Development Economics Blackwell Publishers.</i></span></span></li>
<li><span style="background-color: white;"><span style="font-size: small;"><i>Sachs, Jeffrey and Pistor, Katharina. (1997). The Rule of Law and
Economic Reform in Russia (John M. Olin Critical Issues Series (Paper) Westview Press.</i></span></span></li>
<li><span style="background-color: white;"><span style="font-size: small;"><i>Sachs, Jeffrey (1994). Poland's Jump to the Market Economy (Lionel Robbins Lectures).</i></span></span></li>
<li><span style="background-color: white;"><span style="font-size: small;"><i>Sachs, Jeffrey (1993). Macroeconomics in the Global Economy Prentice Hall.</i></span></span></li>
<li><span style="background-color: white;"><span style="font-size: small;"><i>Sachs, Jeffrey (ed) (1991). Developing Country Debt and Economic
Performance, Volume 1: The International Financial System (National
Bureau of Economic Research Project Report) University of Chicago Press.</i></span></span></li>
<li><span style="background-color: white;"><span style="font-size: small;"><i>Sachs, Jeffrey and Warwick McKibbin Global Linkages: Macroeconomic
Interdependence and Co-operation in the World Economy, Brookings
Institution, June, 277 pages.</i></span></span></li>
<li><span style="background-color: white;"><span style="font-size: small;"><i>Sachs, Jeffrey (ed) (1989). Developing Country Debt and the World
Economy (National Bureau of Economic Research Project Report) University
of Chicago Press.</i></span></span></li>
<li><span style="background-color: white;"><span style="font-size: small;"><i>Bruno, Michael and Sachs, Jeffrey (1984), "Stagflation in the World Economy".</i></span></span></li>
</ul>
<span style="background-color: white;"><span style="font-size: small;"><br /></span></span>
<span style="background-color: white;"><span style="font-size: small;"><a href="https://www.blogger.com/blogger.g?blogID=2433475149823253624" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><br /></a><img alt="Resultado de imagen de jeffrey sachs" src="data:image/jpeg;base64,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" /></span></span>
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<span style="background-color: white;"><span style="font-size: small;"><b><br /></b></span></span>
<span style="background-color: white;"><span style="font-size: small;"><b>Joseph E. Stiglitz:</b> Stiglitz nació el 9 de Febrero de 1943 en Gary, Estados Unidos, Stiglitz actualmente tiene 74 años y tiene la nacionalidad estadounidense y pertenece al Partido Democrata de los Estados Unidos.</span></span><br />
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<div style="color: #222222; font-family: sans-serif; line-height: inherit; margin-bottom: 0.5em; margin-top: 0.5em;">
<span style="background-color: white;"><span style="font-size: small;">Joseph Eugene Stiglitz es un economista y profesor estadounidense, que ha recibido la Medalla John Bates Clark (1979) y el Premio Nobel de Economía (2001). Es conocido por su visión crítica de la globalización, de los economistas de libre mercado (a quienes llama "fundamentalistas de libre mercado") y de algunas de las instituciones internacionales de crédito como el Fondo Monetario Internacional y el Banco Mundial. En 2000, Stiglitz fundó la Iniciativa para el diálogo político, un centro de estudios (think tank) de desarrollo internacional con base en la Universidad de Columbia (EE. UU.) y desde 2005 dirige el Instituto Brooks para la Pobreza Mundial de la Universidad de Mánchester. Considerado generalmente como un economista de la Nueva Economía Keynesiana,<span style="white-space: nowrap;"> </span>Stiglitz fue durante el año 2008 el economista más citado en el mundo.<span style="white-space: nowrap;"> </span>En el 2012, ingresó como académico correspondiente en la Real Academia de Ciencias Económicas y Financieras de España.</span></span></div>
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<span style="background-color: white;"><span style="font-size: small;">Sus obras son:</span></span><br />
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<ul>
<li><span style="background-color: white;"><span style="font-size: small;"><i>La gran brecha. Qué hacer con las sociedades desiguales.</i></span></span></li>
<li><span style="background-color: white;"><span style="font-size: small;"><i>El precio de la desigualdad.</i></span></span></li>
<li><span style="background-color: white;"><span style="font-size: small;"><i>Caída libre.</i></span></span></li>
<li><span style="background-color: white;"><span style="font-size: small;"><i>La guerra de los tres billones de dolares. El coste real del conflicto de Irak.</i></span></span></li>
<li><span style="background-color: white;"><span style="font-size: small;"><i>Como hacer que funcione la globalización.</i></span></span></li>
<li><span style="background-color: white;"><span style="font-size: small;"><i>Los felices 90.</i></span></span></li>
<li><span style="background-color: white;"><span style="font-size: small;"><i>El malestar en la globalización.</i></span></span></li>
<li><span style="background-color: white;"><span style="font-size: small;"><i>La economía del sector público.</i></span></span></li>
</ul>
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<span style="background-color: white;"><span style="font-size: small;"><img alt="Resultado de imagen de joseph stiglitz" 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<span style="background-color: white;"><span style="font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif; font-size: small; font-weight: bold; white-space: pre-wrap;"> Kenn</span><span style="font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif; font-size: small; white-space: pre-wrap;"><b>eth Rogoff: </b>Rogoff nació en Rochester, Estados Unidos el 22 de Marzo de 1953 y actualmente tiene 64 años y posee la nacionalidad estadounidense.</span></span></div>
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<span style="background-color: white;"><span style="font-size: small;">En los primeros años de su carrera, Rogoff fue economista del Fondo Monetario Internacional, y luego de la Junta de Gobernadores del Sistema de la Reserva Federal. Años después se convirtió en el profesor de Asuntos Internacionales de la Universidad de Princeton</span><span style="font-size: small; white-space: nowrap;">. </span><span style="font-size: small;">En 2002, Rogoff fue el foco de atención pública debido una disputa que tuvo con Joseph Stiglitz, un ex Economista en Jefe del Banco Mundial y ganador del Premio Nobel en economía en 2001. Luego de que Stiglitz criticara al FMI en su libro,</span><span style="font-size: small;"> </span><span style="font-size: small;"><i style="font-size: 14px;">Globalization and Its Discontents</i><span style="font-size: 14px;">, Rogoff respondió en una carta abierta.</span></span></span></div>
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<span style="background-color: white;"><span style="font-size: small;">En abril de 2013, Rogoff volvió a ser el foco de atención pública junto a Carmen Reinhart (co-autora del libro <i>Esta Vez es Diferente</i>) cuando su estudio ampliamente citado, Crecimiento en Tiempo de Deuda, resultó contener errores de computación y que sus críticos dicen que socava la tesis central del estudio que dice que niveles de deuda excesiva causan recesiones.</span></span></div>
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<span style="background-color: white;"><span style="font-size: small;">Un análisis realizado por Hernon, Ash y Pollin argumentó que "errores de codificación, exclusión selectiva de información que estaba disponible, y una asignación de peso no convencional de estadísticas llevaron a graves errores que representaron en forma inadecuada la relación entre la deuda pública y crecimiento del PIB de 20 economías desarrolladas en el periodo de pos-guerra".</span><span style="font-size: small; white-space: nowrap;"> </span><span style="font-size: small;">Sus cálculos demostraron que los países altamente endeudados crecieron a un ritmo del 2,2 por ciento anual y no al -0,1 por ciento que inicialmente habían concluido Reinhart y Rogoff</span><span style="font-size: small; white-space: nowrap;">,</span><span style="font-size: small;"> Rogoff y Reinhart indicaron que sus conclusiones fundamentales eran correctas, pese a los errores y después de haberlos corregido.</span><span style="font-size: small; white-space: nowrap;"> </span><span style="font-size: small;"> Posteriores publicaciones académicas de Rogoff y Reinhart<span style="white-space: nowrap;"> </span></span><span style="font-size: small;">y del Fondo Monetario Internacional,</span><span style="font-size: small;"> en los que no se encontraron los mismos errores, llegaron a conclusiones similares a las de la publicación inicial. El tema sigue siendo controversial, debido a las ramificaciones políticas de la investigación, aunque los mismos Rogoff y Reinhart han dicho que "la discusión cargada de política... ha equiparado nuestro descubrimiento de una asociación negativa entre deuda y crecimiento con un inequívoco pedido de austeridad". </span><span style="font-size: small;">Actualmente es miembro del</span><span style="font-size: small;"> </span><span style="font-size: small;">Group of Thirty</span><span style="font-size: small;">.</span></span></div>
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<span style="background-color: white;"><span style="font-size: small;">Sus obras que ha escrito hasta ahora son </span><span style="font-size: small;"><i><span style="font-size: 14px;">This Time Is Different: Eight Centuries of Financial Folly</span></i><i style="font-size: 14px;"> </i><span style="font-size: 14px;">(2009)</span><i style="font-size: 14px;"> y </i><i><span style="font-size: 14px;">The Curse of Cash</span></i><i style="font-size: 14px;"> </i><span style="font-size: 14px;">(2016)</span><i style="font-size: 14px;">.</i></span></span><br />
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<span style="background-color: white;"><span style="font-size: small;"><b><span style="font-size: 14px;">Paul Krugman:</span></b><i style="font-size: 14px;"> </i><span style="font-size: xx-small;">Krugman nació el<span style="font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif; line-height: 20px; white-space: pre-wrap;"> </span><span style="font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif; line-height: 20px; white-space: pre-wrap;">28 de febrero de 1953<span style="font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif;"> en </span>Long Island, Nueva York<span style="font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif;"> y actualmente posee 64 años y la nacionalidad estadounidense.</span></span><i style="font-size: 14px;"> </i></span></span></span><br />
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<span style="background-color: white;"><span style="font-size: small;"><span style="color: black; font-family: "arial"; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Paul
Robin Krugman es un economista estadounidense, es profesor de Economía y
Asuntos Internacionales en la Universidad de Princeton, profesor
centenario en Escuela de Economía y Ciencia Política de Londres,
académico distinguido de la unidad de estudios de ingresos Luxembourg en
el Centro de Graduados de CUNY, y columnista del periódico New York
Times. En 2008 fue galardonado con el Premio Nobel de Economía por sus
contribuciones a la "Nueva Teoría del Comercio y la Nueva Geografía
Económica". Según el Comité que otorga el galardón, el premio fue
entregado por el trabajo en donde Krugman explica los patrones del
comercio internacional y la concentración geográfica de la riqueza,
mediante el examen de los efectos de las economías de escala y de
preferencias de los consumidores de bienes y servicios diversos.</span></span></span></div>
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<span style="background-color: white;"><span style="font-size: small;"><span style="color: black; font-family: "arial"; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Ha
sido un fuerte crítico de la doctrina neoliberal y del monetarismo y en
su momento fue un opositor de las políticas económicas de la
administración de George W. Bush.</span></span><span style="font-size: small;"><span style="color: black; font-family: "arial"; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;"> Ha
escrito más de 200 artículos y 21 libros, alguno de ellos académicos y
otros de divulgación. También ha escrito más de 750 columnas sobre
temas económicos y políticos para The New York Times, Fortune y Slate.</span></span></span></div>
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<span style="background-color: white;"><span style="font-size: small;"><span style="color: black; font-family: "arial"; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Libros escritos: </span></span><span style="font-size: small;">¡Acabad ya con esta crisis!, Fundamentos de economía, El retorno de la economía de la depresión, Introducción a la economía. Microeconomía, El gran engaño, El internacionalismo moderno, Globalización de la economia y crisis financiera, Despues de Bush, Introducción a la economía. Macroeconomía, Economía Internacional, La era de las expectativas limitadas, Desarrollo, geografía y teoría económica, Vendiendo prosperidad,
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<span style="background-color: white;"><span style="font-size: small;">La organización espontánea de la economía.
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<span style="background-color: white;"><i style="font-size: 14px;"> </i><img alt="Resultado de imagen de paul krugman" class="rg_ic rg_i" data-sz="f" name="oSMxEQPW1jpE3M:" 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Bu47HjY9AOPEnkr7JMqpUX6Q1oIiXCBfUfCOH4Z9eizeM7dU2t/ouLpjUHMP4WkA+pMnnABnZQW9tGBwgO06pIIPOYu4/Y9tarPlp65u3STeLbzv+xGypq1HVIB349L38rFY6j21EtaKpPj1CWvgSQQ3aenTktHg8zbUOkj8FjJBkCT6TtN59lm4uuPNvpArYITU1T4TMi9omPVV2YltMaRFy0z0IcJHTxfXmj5ljSe8dBAbLZk7Enw6fIHjtPIrK55mLn2kw0RHGTAB62B+ascs6bnFYa3ddJttETHv9AqDFmQehH381IxeK1Qen6kx81DrO8HmV1xjz53rSx7K9pq2Bq66Rlro7ymfheP0PIr2ns/2wwmLAFOoG1CP+J/heDxA4O9JXz2utcQQRYi4I3BUuO3N9Q6kpXh+R/xDxtABryK7BwqfEB0eL+8raZf/ABMw74FalUpHmAKjflf5LNwyXbeSualU4DtBha//ABV2OPLVDv8AE3VgXLF6UUuTC5MLkxzkDy5Dc9Dc9CfUQPNRJRTUSQectCI0JjUVqqCsCOxBaitQEhdASCcAgc1FahtRWhFPCcAuBEaFB1oRWprQngKh4Q69XRBb+IwZJgQJmIPpZECgZtmlGm0te65HwtPi/wBJPay6u0zO2NqNZTDZLmlzujQDpb6lSsN2Ww7Kf/GxxsNhvsI8z9eCi5MCWt7wkkAewG2rnJbt0WjpYggj+nqI20nS2d4mDbf2Sx6Mc+9xmMf2bw7HajhWEzwNo/MoWJynD6jNFrTAgiPRa0va95L6gJgkU2iWtbsSXCxtyVRmGWCq4aCBOk3dtDhAEWI+L2Igppr9zKsbmeXsEwBE2gb8RJ8rqfkWGe15cXfC0CDYDUXAmOImPWOSl/yElxME2AHsJ68D780fNawpUNTR4obvxgHwiLmI36pIzldKLOMzDnVGAiHFwiTchxi3A3njzWRxr9LnC8DzGxNr7i6mY4GwiQRuNpsT5FU2KxWoaQLA2nf3XSYuOWQYJc5dxR4KZgsGYkjdQ8aPGRyXbx1i4eW6jotKnKY1qn4aipjFtdoULqdTw/RJrNj1+R+wrBtPZdZGUYYforHBZpiaP/HWqActWpv+LpCZpShW4yjQYLtzWbatTa8c2nQ72uD8lZUu3VEmHU6jesNcB7GViXNTXs2XO8ONXyr1HCZpSrCaVRrugNx5t3Ce+ovJdJFwb9DCssD2jr0rF2tv5X39nbj7suWXBfizN6Aai6suztZRIkteDxAAPzlJc/28vw15RWtRWobQiNWQZqI1DYitQPaiBMaiBA9qI1MaiAIHBEaUwIGNzCnRE1HRyG5PkEVPao2OzOlRE1HAH8ou4+iyuP7S1Xy2kNDee7j+ypjJMmSTuTcn1XbHht9s3L8LvMu0tWpIpf02893H14KlAPxSZ3mbz5p1Ns+S7WPBd8cZPTG9rrsznlRlWnSjWC6IcTxNhvznhx6Bb+rj4puBAnYDhJv62+q897D4UVMdTn8Ac/8AxbA+ZC0HaunUBD2Ey0kjffZavD5Y7XHkuNWFSqWAtBlxaQ4+Q+TQQRA4CYlEwuZU2MiC7wkNAJ5sMzwEtH+S86q9sKwIY5gtIdeXEGLTG1vXorjL8/ZVEtgO5H4haJjY7A+a8vg9E5LemhxGNbLnPeGkAAmJMmAAGjcwQVmc4zVrpJmLfFEC9xymd/8AqVXZxmelxcbmZjnYCPYLMvqPqui7idgP0CskTO6TMVmZe6Gi02H91wCI2Nzt6yr3Iex9R8VKgjiB+6L2LyzDMrNOLfpcfhn4B5u4HzXsf8g0N8MRFiOIXs4uHXeTy5Z79PK8zwIotJjYLBvOt5PVbv8AiLjQ3+m03O/ksbl1G0wpzfy1DD1s2jh7qypsAAS0RspFGn0WZGhW05EHkfoi0bt6jfz+/qus8kxph0cx8x9/JUHTU6EnKjhQyE+Vz7+/ZQCcy6C9iklqG9vzQRNCSKWpIml0wogQmorV891FYitKCERpQHCI1BaUVhQGaEQJjSs52gzkyaNI9HOH0C1jjcrqFqZnGfBkspQ53E8G/uVlqjy86nEknclNDURrV6sMJi527caxO6J0JzWyV0Q4mAo7wpBQTxcfM+QRWr/hqxor1nuIApURqJsBrdqMnyYEHth2jFXDOqYYkN7/ALkOiC8BmpzhOwuAOKzzKtRuXu0yP5msdZ21MpiGtnlqLvYIOZt0YHCs/M+vVP8Ak2m3/wCpXaS+DHW0Glhn1aZeGOdo+JwFvU87hQquHc3xcOf3st7lPZCvTpd4KrmOcJ0gw08g4Rf2VO/Ia4ce8c2HOu0XsTfcLnlw2+1mc+KjLspfV8byWs5nc/8AWfqrcUKVMQy3M7uPrwCNiaZixI5Dh5KorFwMXXXj48cP9cs87k7jHdTHUyr7sT2zrUHtwzzqovIY0G5pk2aWn8snb2hZTEAxdPpUX0nse5ps5roPENIKZ5XfTWEmuxu0mNNXEVHXu4xPIWVhgsPppjyVbjsMf5tzN/GSI4gnUD7EK8eIAC8/22uvwOnTkoumy7TsES3FUNaVFxmIDYnefCBuSNoCJjKrmsJa3UeEfso2XYIz31W7zsODQf1Ut+CxHXdIhdK4QtBJgKeEyVENcmvXKr0F9S3r9/RBx9UAwVxFo026QXAEm9xzSQWzSitSSXz3U9qK1JJAVoRGpJIoOaYru6LnDfYeZssZvuuJL08M6c8vYgEJ7V1Jd2TQZPRPD0kkD+Cg40kgMbu8ho9/3hJJUr21/ZKkMvp4TS0mlT3IF3kS8+pleT5hg++xFOhT+GixlO9vxOcT66kkl6MXGvZ8Rg5bYLA5xmlI4k4Sn4nt1GoYgMgbCfiMlvRJJZyyss/utSdK/E0rbKA/AauASSXVhXYTKi94fwDpHobK8bl9SvVbqDQxjYAFy4+EEmf+oSSWJJbtfmj+0GUii+m/iaZb/iQB8iB6KmdukkuPJ/J1x9HpySSypp3XSY2SSUV1r5Hy/X9V0FJJVCCG9JJQRq7o+/vmoXfBz2s5/Qb/ACC6kpVFrYgaikkkptdP/9k=" 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<span style="font-size: 14px;"> Fuentes: wikipedia, biografias y vidas, lecturalia.</span></span><br />
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Iván Zianhttp://www.blogger.com/profile/05775762253722460157noreply@blogger.com0tag:blogger.com,1999:blog-2433475149823253624.post-20133260514392640922017-04-03T07:27:00.001-07:002017-04-03T07:29:35.100-07:00Economista. Paul Krugman<div style="text-align: center;">
<span style="font-size: x-large;"><u><i><b>Economista</b></i></u></span></div>
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<span style="background-color: #fefefe; font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif; font-size: small; line-height: 20px; white-space: pre-wrap;"><u>Paul Krugman</u>:</span><br />
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<a 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" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Resultado de imagen de paul krugman" border="0" class="rg_ic rg_i" data-sz="f" name="KlE0FX53BAZlNM:" 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" style="height: 188px; margin-top: -1px; width: 188px;" /></a><span style="background-color: #fefefe; font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif; font-size: small; line-height: 20px; white-space: pre-wrap;"><b>-Nombre:</b> Paul Robil Krugman.</span><br />
<span style="background-color: #fefefe; font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif; font-size: small; line-height: 20px; white-space: pre-wrap;">-Nacimiento: </span><span style="background-color: #fefefe; font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif; font-size: small; line-height: 20px; white-space: pre-wrap;">28 de febrero de 1953<span style="font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif;"> en </span>Long Island, Nueva York<span style="font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif;">.</span></span><br />
<span style="background-color: #fefefe; font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif; font-size: small; line-height: 20px; white-space: pre-wrap;"><span style="font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif;"><b>-Edad: </b>64 años.</span></span><br />
<span style="background-color: #fefefe; font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif; font-size: small; line-height: 20px; white-space: pre-wrap;"><span style="font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif;"><b>-Nacionalidad</b><span style="font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif;"><b>:</b> <span style="font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif;">estadonidense.</span></span></span></span><br />
<span style="background-color: #fefefe; font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif; font-size: small; line-height: 20px; white-space: pre-wrap;"><span style="font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif;"><span style="font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif;"><span style="font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif;"><b>-Alma mater:</b> en el <span style="font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif;">Institu<span style="font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif;">to Tecn<span style="font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif;">o</span>l<span style="font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif;">ó</span>gico<span style="font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif;">de Massachusetts<span style="font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif;"> y la <span style="font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif;">Universidad de <span style="font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif;">Y</span>ale<span style="font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif;">.</span></span></span></span></span></span></span></span></span></span><br />
<span style="background-color: #fefefe; font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif; font-size: small; line-height: 20px; white-space: pre-wrap;"><span style="font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif;"><span style="font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif;"><span style="font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif;"><b>-Especializado en:</b> </span></span></span></span><span style="background-color: #fefefe; font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif; font-size: small; line-height: 20px; white-space: pre-wrap;"><span style="font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif;"><span style="font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif;"><span style="font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif;">macroeconomía, comercio internacional, depresión económica<span style="font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif;"> y</span> geografía económic<span style="font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif;">a.</span></span></span></span></span><br />
<span style="font-size: small;"><b><span style="background-color: #fefefe; font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif; line-height: 20px; white-space: pre-wrap;"><span style="font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif;"><span style="font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif;"><span style="font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif;"><span style="font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif;">-Empleador<span style="font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif;">:</span></span></span></span></span></span></b> <span style="background-color: #fefefe; font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif; line-height: 20px; white-space: pre-wrap;"><span style="font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif;">Escuela de Economía y Ciencia Po<span style="font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif;">lítica de Londres, <span style="font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif;">Instituto Tecnológico de Massachusetts (1979-1982), Universidad de Princeton (2000-2015)<span style="font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif;"> y C<span style="font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif;">UNY Centro de Graduación (desde<span style="font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif;"> 2015<span style="font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif;">).</span></span></span></span></span></span></span></span></span><br />
<span style="background-color: #fefefe; font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif; font-size: small; line-height: 20px; white-space: pre-wrap;"><span style="font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif;"><span style="font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif;"><span style="font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif;"><span style="font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif;"><span style="font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif;"><span style="font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif;"><span style="font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif;"><b>-Mie</b><span style="font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif;"><b>mbro de:</b> Academia <span style="font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif;">E</span>stadounidense de las Artes y las Ciencias<span style="font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif;">.</span></span></span></span></span></span></span></span></span></span><br />
<span style="background-color: #fefefe; font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif; font-size: small; line-height: 20px; white-space: pre-wrap;"><span style="font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif;"><span style="font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif;"><span style="font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif;"><span style="font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif;"><span style="font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif;"><span style="font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif;"><span style="font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif;"><b><span style="font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif;"><span style="font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif;">-Distinciones: </span></span></b></span></span></span></span></span></span></span></span><span style="background-color: #fefefe; font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif; font-size: small; line-height: 20px; white-space: pre-wrap;"><span style="font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif;"><span style="font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif;"><span style="font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif;"><span style="font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif;"><span style="font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif;"><span style="font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif;"><span style="font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif;"><span style="font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif;"><span style="font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif;"><b>·</b>Premio Nobel de Economía 2008</span></span></span></span></span></span></span></span></span></span><br />
<span style="background-color: #fefefe; font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif; font-size: small; line-height: 20px; white-space: pre-wrap;"><span style="font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif;"><span style="font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif;"><span style="font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif;"><span style="font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif;"><span style="font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif;"><span style="font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif;"><span style="font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif;"><span style="font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif;"><span style="font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif;"> <b> <span style="font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif;">·</span></b>Premio Príncipe de Asturias 2004</span></span></span></span></span></span></span></span></span></span><br />
<span style="background-color: #fefefe; font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif; font-size: small; line-height: 20px; white-space: pre-wrap;"><span style="font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif;"><span style="font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif;"><span style="font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif;"><span style="font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif;"><span style="font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif;"><span style="font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif;"><span style="font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif;"><span style="font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif;"><span style="font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif;"> <b>·</b>Medalla John Bates Clark 1991.</span></span></span></span></span></span></span></span></span></span><br />
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Paul Robin Krugman es un economista estadounidense, es profesor de Economía y Asuntos Internacionales en la Universidad de Princeton, profesor centenario en Escuela de Economía y Ciencia Política de Londres, académico distinguido de la unidad de estudios de ingresos Luxembourg en el Centro de Graduados de CUNY, y columnista del periódico New York Times. En 2008 fue galardonado con el Premio Nobel de Economía por sus contribuciones a la "Nueva Teoría del Comercio y la Nueva Geografía Económica". Según el Comité que otorga el galardón, el premio fue entregado por el trabajo en donde Krugman explica los patrones del comercio internacional y la concentración geográfica de la riqueza, mediante el examen de los efectos de las economías de escala y de preferencias de los consumidores de bienes y servicios diversos.</span></div>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Ha sido un fuerte crítico de la doctrina neoliberal y del monetarismo y en su momento fue un opositor de las políticas económicas de la administración de George W. Bush.</span></div>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Ha escrito más de 200 artículos y 21 libros, alguno de ellos académicos y otros de divulgación. También ha escrito más de 750 columnas sobre temas económicos y políticos para The New York Times, Fortune y Slate.</span></div>
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<span style="background-color: #fefefe; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;"> </span></div>
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<span style="background-color: #fefefe; color: black; font-family: "arial"; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline;">Ideas económicas:</span><span style="background-color: #fefefe; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;"> </span></div>
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<span style="background-color: #fefefe; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">-El nuevo comercio internacional: Los mercados internacionales son competitivos no solamente por la disponibilidad de los factores de producción básicos, sino por la adaptación</span></div>
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<span style="background-color: #fefefe; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">y asimilación de nuevos elementos constitutivos de los factores como son los correspondientes al capital y a la mano de obra, en lo pertinente a la formación, preparación, calificación y especialización, así como a la asimilación de tecnologías pertinentes al manejo de los fenómenos macroeconómicos que interfieren en la valoración de los capitales financieros, representados en instrumentos y herramientas que contribuyen a compensar los flujos de caja y hacer realmente competitivas las economías internacionales, incluso</span></div>
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<span style="background-color: #fefefe; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">las de países con reducidos factores de producción según la connotación tradicional, pero con potenciales elementos innovadores que encajan dentro de la clasificación de los factores a la luz de la posmodernidad económica, ampliando el espectro de la conceptualización de la teoría económica en lo relativo al comercio internacional. En la presente investigación se plantea la naturaleza de la teoría económica internacional a la luz de David Ricardo (ventajas comparativas), y el modelo de Heckscher-Ohlin (proporciones factoriales), en torno a la integración moderna financiera del factor capital por tecnología y</span></div>
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<span style="background-color: #fefefe; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">del factor trabajo por especialización, así como del factor tierra por compensación de precios.</span></div>
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<span style="background-color: #fefefe; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">-Son importantes sus análisis sobre la nueva economía y las economías americana y japonesa.</span></div>
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<span style="background-color: #fefefe; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">-A principios de los años 90, popularizó el argumento de Laurence Lau y Alwyn Young de que las economías emergentes del Sureste Asiático no eran el resultado de políticas económicas de un nuevo tipo, como se había argumentado, sino que las altas tasas de crecimiento se debían a elevadas tasas de inversión de capital y aumentos espectaculares en la mano de obra (algo que, tal como explica el propio Krugman, recuerda en parte al "milagro soviético" 1945-1965). De hecho la productividad total de los factores de esos países no se incrementó, lo cual revela que tecnológicamente esas economías no han sido especialmente eficientes. Basándose en esos hechos, su predicción ha sido que la tasa de crecimiento del Sureste Asiático descenderá a medida que sea más difícil generar crecimiento a base de incrementar los inputs (en inversión y trabajo). Esa situación es similar al frenazo que sufrió la URSS a finales de la década de los 60 y su estancamiento durante los años 70 (que finalmente degeneró en decrecimiento en los años 80).</span></div>
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<span style="background-color: #fefefe; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">-También son muy interesantes sus trabajos sobre economía geográfica, una disciplina relativamente nueva donde se examina el efecto de que la actividad económica esté concentrada en ciudades que se expanden sobre un territorio.</span></div>
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<span style="background-color: #fefefe; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">-Su libro The return of depression economics (1999)analizó las crisis económicas que sacudieron a diferentes países del mundo en la década de los 90. Para Krugman las crisis recientes entran en mecanismos complejos que propagan sus efectos hacia diferentes regiones del mundo y causan reacciones en cadena que provocan cambios inesperados en diversos lugares, de manera que lo que beneficia a un país puede perjudicar o fortalecer a otro. Las crisis en los 90 constituyeron una alerta que indicó que los problemas de la década de los 30 habían vuelto al escenario mundial. Krugman explicó que la demanda agregada era otra vez incapaz de aprovechar la capacidad productiva instalada, mientras los economistas neoliberales insistían en la capacidad del mercado para corregir los desequilibrios mediante la flexibilización de los salarios y los precios. Estos economistas cayeron en el error de subestimar las recesiones y se concentraron únicamente en el cambio tecnológico y en el crecimiento económico a largo plazo, mientras que en la práctica todas las economías sufren recesiones que destruyen los progresos anteriores. Krugman considera que no hay una serie de medidas recomendadas para aplicar para cualquier caso, sino que se debe responder de acuerdo con las diferentes situaciones, y además, propone analizar a fondo el carácter de las crisis, pues son evidencias de problemas estructurales que deben ser solucionados. Como sucedió en los años treinta, los cambios necesarios son obstaculizados por doctrinas dogmáticas de una ortodoxia obsoleta.</span></div>
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<span style="background-color: #fefefe; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">-Desde (2004), sus investigaciones se centran en las crisis económicas y cambiarias. Krugman considera que ninguna economía está exenta de caer en una recesión de dimensiones impredecibles.</span></div>
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<span style="background-color: #fefefe; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">-Coherente con su punto de vista, es un oponente de las políticas de austeridad, y considera que las economías de Estados Unidos, Japón y Europa están en una "trampa de liquidez", en la cual el ahorro no se convierte en inversión y cada vez que los gobiernos recortan los presupuestos públicos, contraen la economía, con lo que se disminuye la recolección de impuestos y en vez de pagar las deudas, las aumentan. Considera en cambio, que un aumento de la inversión pública permitiría recuperar el empleo y reactivar la economía productiva. Así, en ¡Acabad ya con esta crisis! (2012) critica las medidas económicas impuestas por las autoridades norteamericanas y europeas y presenta alternativas concretas.</span></div>
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<span style="background-color: #fefefe; color: black; font-family: "arial"; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline;">Publicaciones en español:</span></div>
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<span style="background-color: #fefefe; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">2012 - ¡Acabad ya con esta crisis!</span></div>
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<span style="background-color: #fefefe; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">2011 - Fundamentos de economía (con Wells, Robin; Olney, Martha L.).</span></div>
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<span style="background-color: #fefefe; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">2011 - Introducción a la economía: edición especial, (con Wells, Robin; Olney, Martha L.).</span></div>
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<span style="background-color: #fefefe; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">2011 - Introducción a la economía: macroeconomía (con Wells, Robin).</span></div>
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<span style="background-color: #fefefe; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">2010 - Introducción a la economía: microeconomía (con Wells, Robin).</span></div>
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<li dir="ltr" style="background-color: #fefefe; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: disc; text-decoration: none; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: #fefefe; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">2010 - Economía internacional: teoría y política (con Maurice Obstfeld).</span></div>
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<li dir="ltr" style="background-color: #fefefe; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: disc; text-decoration: none; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: #fefefe; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">2009 - El retorno de la economía de la depresión.</span></div>
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<li dir="ltr" style="background-color: #fefefe; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: disc; text-decoration: none; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: #fefefe; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">2009 - Economía internacional: teoría y política [Archivo de Internet](con Maurice Obstfeld).</span></div>
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<li dir="ltr" style="background-color: #fefefe; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: disc; text-decoration: none; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: #fefefe; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">2009 - El retorno de la economía de la depresión y la crisis actual.</span></div>
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<li dir="ltr" style="background-color: #fefefe; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: disc; text-decoration: none; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: #fefefe; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">2008 - Después de Bush: el fin de los "neocons" y la hora de los demócratas.</span></div>
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<li dir="ltr" style="background-color: #fefefe; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: disc; text-decoration: none; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: #fefefe; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">2005 - El internacionalismo "moderno": la economía internacional y las mentiras de la competitividad.</span></div>
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<li dir="ltr" style="background-color: #fefefe; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: disc; text-decoration: none; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: #fefefe; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">2004 - El gran engaño: ineficacia y deshonestidad: los Estados Unidos ante el siglo XX.</span></div>
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<li dir="ltr" style="background-color: #fefefe; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: disc; text-decoration: none; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: #fefefe; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">2002 - Economía internacional: teoría y política del comercio internacional (con Maurice Obstfeld).</span></div>
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<li dir="ltr" style="background-color: #fefefe; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: disc; text-decoration: none; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: #fefefe; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">2001 - Economía internacional: teoría y política, (con Maurice Obstfeld).</span></div>
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<li dir="ltr" style="background-color: #fefefe; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: disc; text-decoration: none; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: #fefefe; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">2001 - Economía internacional: teoría y política [Archivo de Internet](con Maurice Obstfeld).</span></div>
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<li dir="ltr" style="background-color: #fefefe; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: disc; text-decoration: none; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: #fefefe; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">2000 - La globalización de la economía y las crisis financieras.</span></div>
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<li dir="ltr" style="background-color: #fefefe; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: disc; text-decoration: none; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: #fefefe; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">2000 - Economía espacial: las ciudades, las regiones y el comercio internacional (con Masahisa Fujita y Anthony J. Venables).</span></div>
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<li dir="ltr" style="background-color: #fefefe; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: disc; text-decoration: none; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: #fefefe; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">2000 - Vendiendo prosperidad.</span></div>
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<li dir="ltr" style="background-color: #fefefe; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: disc; text-decoration: none; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: #fefefe; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">2000 - El retorno de la economía de la depresión.</span></div>
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<li dir="ltr" style="background-color: #fefefe; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: disc; text-decoration: none; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: #fefefe; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">1999 - Economía internacional: teoría y política, (con Maurice Obstfeld).</span></div>
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<li dir="ltr" style="background-color: #fefefe; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: disc; text-decoration: none; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: #fefefe; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">1999 - El teórico accidental.</span></div>
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<li dir="ltr" style="background-color: #fefefe; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: disc; text-decoration: none; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: #fefefe; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">1998 - La era de las expectativas limitadas.</span></div>
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<li dir="ltr" style="background-color: #fefefe; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: disc; text-decoration: none; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: #fefefe; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">1997 - Desarrollo, geografía y teoría económica.</span></div>
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<li dir="ltr" style="background-color: #fefefe; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: disc; text-decoration: none; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: #fefefe; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">1997 - El internacionalismo moderno.</span></div>
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<li dir="ltr" style="background-color: #fefefe; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: disc; text-decoration: none; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: #fefefe; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">1997 - La organización espontánea de la economía.</span></div>
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<li dir="ltr" style="background-color: #fefefe; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: disc; text-decoration: none; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: #fefefe; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">1995 - Economía internacional.</span></div>
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<li dir="ltr" style="background-color: #fefefe; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: disc; text-decoration: none; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: #fefefe; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">1995 - Economía internacional: teoría y política.</span></div>
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<li dir="ltr" style="background-color: #fefefe; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: disc; text-decoration: none; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: #fefefe; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">1993 - Economía internacional: teoría y política, (con Maurice Obstfeld).</span></div>
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<li dir="ltr" style="background-color: #fefefe; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: disc; text-decoration: none; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: #fefefe; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">1992 - Geografía y comercio.</span></div>
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<li dir="ltr" style="background-color: #fefefe; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: disc; text-decoration: none; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: #fefefe; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">1991 - La era de las expectativas limitadas.</span></div>
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<span style="background-color: #fefefe; color: black; font-family: "arial"; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline;">Publicaciones en inglés:</span></div>
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<li dir="ltr" style="background-color: #fefefe; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: disc; text-decoration: none; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: #fefefe; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">The Spatial Economy – Cities, Regions and International Trade (July 1999), with Masahisa Fujita and Anthony Venables. MIT Press.</span></div>
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<li dir="ltr" style="background-color: #fefefe; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: disc; text-decoration: none; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: #fefefe; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">The Self Organizing Economy (February 1996).</span></div>
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<li dir="ltr" style="background-color: #fefefe; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: disc; text-decoration: none; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: #fefefe; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">EMU and the Regions (December 1995), with Guillermo de la Dehesa.</span></div>
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<li dir="ltr" style="background-color: #fefefe; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: disc; text-decoration: none; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: #fefefe; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Development, Geography, and Economic Theory (Ohlin Lectures) (September 1995).</span></div>
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<li dir="ltr" style="background-color: #fefefe; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: disc; text-decoration: none; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: #fefefe; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Foreign Direct Investment in the United States (3rd Edition) (February 1995), with Edward M. Graham.</span></div>
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<li dir="ltr" style="background-color: #fefefe; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: disc; text-decoration: none; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: #fefefe; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">World Savings Shortage (September 1994).</span></div>
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<li dir="ltr" style="background-color: #fefefe; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: disc; text-decoration: none; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: #fefefe; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">What Do We Need to Know About the International Monetary System? (Essays in International Finance, No 190 July 1993).</span></div>
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<li dir="ltr" style="background-color: #fefefe; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: disc; text-decoration: none; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: #fefefe; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Currencies and Crises (June 1992).</span></div>
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<li dir="ltr" style="background-color: #fefefe; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: disc; text-decoration: none; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: #fefefe; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Geography and Trade (Gaston Eyskens Lecture Series) (August 1991).</span></div>
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<li dir="ltr" style="background-color: #fefefe; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: disc; text-decoration: none; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: #fefefe; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">The Risks Facing the World Economy (July 1991), with Guillermo de la Dehesa and Charles Taylor.</span></div>
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<li dir="ltr" style="background-color: #fefefe; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: disc; text-decoration: none; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: #fefefe; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Has the Adjustment Process Worked? (Policy Analyses in International Economics, 34) (June 1991).</span></div>
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<li dir="ltr" style="background-color: #fefefe; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: disc; text-decoration: none; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: #fefefe; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Rethinking International Trade (April 1990).</span></div>
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<li dir="ltr" style="background-color: #fefefe; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: disc; text-decoration: none; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: #fefefe; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Trade Policy and Market Structure (March 1989), with Elhanan Helpman.</span></div>
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<li dir="ltr" style="background-color: #fefefe; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: disc; text-decoration: none; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: #fefefe; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Exchange-Rate Instability (Lionel Robbins Lectures) (November 1988).</span></div>
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<li dir="ltr" style="background-color: #fefefe; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: disc; text-decoration: none; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: #fefefe; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Adjustment in the World Economy (August 1987).</span></div>
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<li dir="ltr" style="background-color: #fefefe; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: disc; text-decoration: none; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: #fefefe; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Market Structure and Foreign Trade: Increasing Returns, Imperfect Competition, and the International Economy (May 1985), with Elhanan Helpman.</span></div>
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<span style="background-color: #fefefe; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Currency Crises (National Bureau of Economic Research Conference Report) (September 2000).</span></div>
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<span style="background-color: #fefefe; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Trade with Japan: Has the Door Opened Wider? (National Bureau of Economic Research Project Report) (March 1995).</span></div>
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<span style="background-color: #fefefe; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Empirical Studies of Strategic Trade Policy (National Bureau of Economic Research Project Report) (April 1994), co-edited with Alasdair Smith.</span></div>
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<span style="background-color: #fefefe; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Exchange Rate Targets and Currency Bands (October 1991), co-edited with Marcus Miller.</span></div>
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<span style="background-color: #fefefe; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Strategic Trade Policy and the New International Economics (January 1986).</span></div>
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<span style="background-color: #fefefe; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Economics: European Edition (Spring 2007), with Robin Wells and Kathryn Graddy.</span></div>
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<span style="background-color: #fefefe; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Macroeconomics (February 2006), with Robin Wells. </span></div>
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<span style="background-color: #fefefe; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Economics, first edition (December 2005), with Robin Wells.</span><a href="https://es.wikipedia.org/wiki/Especial:FuentesDeLibros/1572591501" style="text-decoration: none;"><span style="background-color: #fefefe; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;"> </span></a></div>
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<li dir="ltr" style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: disc; text-decoration: none; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: #fefefe; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Economics, second edition (2009), with Robin Wells.</span></div>
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<li dir="ltr" style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: disc; text-decoration: none; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: #fefefe; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Microeconomics (March 2004), with Robin Wells.</span><a href="https://es.wikipedia.org/wiki/Especial:FuentesDeLibros/0716759977" style="text-decoration: none;"><span style="background-color: #fefefe; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;"> </span></a><span style="background-color: #fefefe; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">International Economics: Theory and Policy, with Maurice Obstfeld. 7th Edition (2006); 1st Edition (1998).</span></div>
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<span style="background-color: #fefefe; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;"><img height="199" src="https://lh4.googleusercontent.com/hZCJxgO2uIuKDjQ0CyR3BJDRf8jwnMXGQSzRJ49Q3Cg_sk2_boPAR6tRMqthywFw7mDeGotNCGXtV43zS9CMbIRrA5aPJZhH2TaWAvN2nhKSXpTtrl13FHpF5GoTXQGgaoCWbd8q" style="-webkit-transform: rotate(0.00rad); border: none; transform: rotate(0.00rad);" width="126" /></span><span style="background-color: #fefefe; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;"><img alt="Resultado de imagen de publicaciones paul krugman" height="174" src="https://lh6.googleusercontent.com/B37Qh08U_S3TM_1jIP_JbRG7yB164HR5FBc07tpQxp54O_eedAmjCKbkBCRMktZ00WuLpfnvSAJOPia_TQhHOJ5dqd-1G-8NzpbWPQ0smGyOCGdXsDD2gB8W7tkpS-0G_ezrpptA" style="-webkit-transform: rotate(0.00rad); border: none; transform: rotate(0.00rad);" width="312" /></span><span style="background-color: #fefefe; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;"><img height="196" src="https://lh4.googleusercontent.com/qLRfyjiyyrkmwzJTqIps-tS8tlnUhucJyAQKhO2-d16SJJHhwvQlS7_bsTQAQ9B6CMj0pOMM0Ben18uMWXVV6RcVz_ZoXUUwCY5V227dpodTlIJX-N6OFQo39A3RVJ8qFcBdyKiL" style="border: medium none; transform: rotate(0rad);" width="123" /></span></div>
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Iván Zianhttp://www.blogger.com/profile/05775762253722460157noreply@blogger.com0tag:blogger.com,1999:blog-2433475149823253624.post-46890127607306847362017-02-14T09:19:00.001-08:002017-03-18T05:32:48.685-07:00Mundo automovilistico<div style="text-align: center;">
<span style="font-size: x-large;"><u><i><b>Mundo Automovilistico</b></i></u></span></div>
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<b><span style="font-size: small;">·</span>Top 10 de paises respecto al automovilismo:</b></div>
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<span style="color: blue;">1. Republica Checa:</span>
Con Škoda Auto una de las cuatro empresas automotrices más antiguas del mundo.
Posee buena insercion en el mercado europeo y consta de modelos de
buenas presta-ciones a buen precio, como el Fabia o el Octavia. Ha
incursionado en el WRC (world rally champi-onship) sobre todo con los
Fabia (entre otros, conduciendolo el finlandes Tony Gardemeister).<br />
<span style="color: blue;">2.Corea del Sur:</span> Aparece en este ranking gracias a su importante industria automotriz, con firmas como Hyundai, Kia, Daewoo o Ssang Yong, aunque particularmente por Hyundai.<br />
<span style="color: blue;">3.Suecia:</span> Si uno habla de automoviles suecos habla de confort y tambien de tecnologia. Empresas como Saab o Volvo
realizan automoviles de gran calidad, altas prestaciones y gran
equipamiento, brindandole especial atencion al aspecto de la seguridad,
tanto activa como
pasiva.<br />
<span style="color: blue;">4.SEAT:</span> fabricante de autos pero solo tiene actualmente una marca de renombre:
Seat, que cuenta con modelos como el Cordoba, el Toledo o el Ibiza y
posee una posicion importante en mercados automotrices sobre todo en
Sudamérica y México. Tambien ha participado de rallies con el Ibiza
kit-car primero y posteriormente con el Cordoba WRC.<span style="color: blue;"> </span><br />
<span style="color: blue;">5.Francia:</span> Con una extensa lista de fabricantes importantes, entre los que se
destacan Citroen, Renault y Peugeot, mas otros de lujo como Bugatti, los
autos franceses son de gran importancia para el mercado mundial
automotor y para el mundo de las carreras: Renault tiene un equipo F1, Citroen tiene un equipo WRC, etc.<br />
<span style="color: blue;">6.Gran Bretaña:</span> Autos de lujo y confort. No es para menos, porque marcas que han hecho
historia como Rolls Royce, Aston Martin, Jaguar o Bentley son autos que
dan confort al solo verlos en fotos...todo esto sin mencionar a marcas
historicas de carreras como Mc Laren o Lotus.<br />
<span style="color: blue;">7.Italia: </span>Cuando uno piensa Italia piensa Ferrari. El legado de esta marca con su
imagen y el prestigio logrado en base a sus innumerables triunfos en
competiciones deportivas hacen que sea lo primero que se nos venga a la
cabeza. Pero es cierto, cuando uno piensa Italia piensa deportivos y es
que este pais revoluciono al mundo
con algunos modelos de deportivos y no solo Ferrari, sino por ejemplo
con algunos Lamborghini que hicieron historia (como el Countach o el
Diablo SV), algun Maserati y con la importancia en los ambitos de las
carreras de otras marcas italianas como Lancia o Alfa Romeo.
<br />
<span style="color: blue;">8.Estados Unidos:</span> Parte viva de la historia del automovilismo, los autos americanos tienen
esencia propia. Basta con nombrar Corvette, Viper, Mustang o Camaro
para que a uno se le erize la piel y ya imagine el rugir furioso de sus
motores. La compañia automotriz mas grande del mundo es norteameticana: La General Motors, y el primer auto del mundo producido en serie era un Ford, el modelo T. Por si esto fuera poco, en el mundo de las carreras ha tenido historicas performances con incontables modelos.
<br />
<span style="color: blue;">9.Alemania: </span> buen gusto y la belleza pero sin perder sobriedad ni mucho menos
potencia marcas como Audi, BMW, Mercedes o Porsche han dejado un legado
muy fuerte en la historia del automovilismo mundial. Las grandes automotrices alemanas han competido y ganado incontables
pruebas automotrices de todas las clasese, desde campeonatos formula 1
hasta el rally Paris-Dakar.<br />
<span style="color: blue;">10.Japon:</span> la industria japonesa ha creado numerosos iconos para los amantes de los deportivos y de los autos en general, con marcas como Mitsubishi, Toyota o Nissan.<br />
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<b>·Marcas mas destacadas y sus logos:</b><br />
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-Ferrari -Lamborghini -Mercedes -BMW -Chevroled -Ford -Alfa Romeo<br />
<img alt="Resultado de imagen de ferrari logo" class="rg_ic rg_i" data-sz="f" height="57" name="oi9og7is3s-tzM:" src="data:image/png;base64,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" style="margin-left: -13px; margin-right: -12px; margin-top: 0px;" width="112" /> <img alt="Resultado de imagen de lamborghini logo" class="rg_ic rg_i" data-sz="f" height="60" name="qgX8CejQtxcIyM:" 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" style="margin-left: -14px; margin-right: -14px; margin-top: 0px;" width="107" /> <img alt="Resultado de imagen de mercedes logo" class="rg_ic rg_i" data-sz="f" height="61" name="49NhOcDHFJdXuM:" src="data:image/png;base64,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" style="margin-left: 0px; margin-right: 0px; margin-top: 0px;" width="93" /> <img alt="Resultado de imagen de bmw logo" class="rg_ic rg_i" data-sz="f" height="63" name="jcKOgOIu1dQ1uM:" 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style="margin-left: -21px; margin-right: -26px; margin-top: 0px;" width="85" /> <img alt="Resultado de imagen de chevrolet logo" class="rg_ic rg_i" data-sz="f" height="57" name="RU0y7eYigdMRUM:" 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style="margin-left: -1px; margin-right: -3px; margin-top: 0px;" width="103" /><img alt="Resultado de imagen de ford logo" class="rg_ic rg_i" data-sz="f" height="56" name="HCMuzCYfRDZRxM:" 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" 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wA984n/MYQQDyu8t8w1yrYme7C3MkpRuymn7HqdqSTVUGExh3VxNc7CXRsyaWki2eZztm4q7RxFPCRjSlrq/FkM6cqrc1+I1YNjzslbDJE9krnBrWuFsRJsLHQ+paCxFOUHOMrpEO407NE1dutJDKyIlr3P7hbfna5B7vH2FV6eMjUg5WtY7lBxdiytj7NZDG1rdBx5k6uPifdYKldye89SXRWPdsRXjcPku9y4qK6JKb6yK+2nTWWdUibtKZv8AR8yz5PpG/upFLhe17yjtLtLwLAWgZhrbT/EyfMd90oCsJ3t+FPEha2MyvBc/uB3V+jx/Ix4b/bldTU+kWzk6d792tr52M2p0bx9qmmWul7L88TSp5pOubR1kQiqXECOWJoEMvFuJjMhcjJ7PC44qhh8bOl/lHin9PTQ28bsqhWp9NRdreTT7+fz5M3onNIu58viDLLl7XLbVPCtJ7sPdE+a3sSm03P3yMFQIxH1r2HBhLs3yE4c8yL+v1hZtTF4WNR01STtxSj6F+GGxDpqo6rWV83LL4nN/rZCxuCHsjngcbc7X4qRY5RjaFO3mre5IgdGF96da/hdv4m7sva7alpcO1KxpxxOADnRm2MWGT4zl4tNibhRe0dMuirZPhLk+F+RNT3U+loNu2sXrb6933I7BudG+vZAZTHTTNMkDwLueBYmMX0cLnW+QGWeVp7QnCjdx66dn3PmSLDwlO6fVauu8svd/Z2z6OY01M1vwsMxOLrulwnS8hGV73sLZcFk4itXqpTqafD3FynCEcokc2ltb+k9nzvkDKeuopTIGl3dLCeziccyQC3xcArcaXQVlDtRkven6Mjct+DayafxRNN0NtCojgqBpK3qpBykbctJ9eNviXNUFOMqVSVKXD8+KJW1OKkiXKycBAEAQBAEAQBAEBVnSPtbAyqlBzA6iM+JPV/Y58h9Sqxj0uKjHgvpmSt7tJsq7dzeOqpMoJSGcY3DFGfqnT1WK2a2FpVs5LPmtSnCpKOjLP3e6R4pLNqojG747O0zzw95vqus2ps2cc4O/wZZVdPUkW7T/AITNLVHuk9XFfgxoGI+FwR+sV047kVT82cJ3bl5EwC9PTW2gOwfIrieh3DtIgu2eKo1DYon3uEe2/wCkb+6kXuF7RW2j2l4E9WgZprbT/EyfMd90oCr95+qpZCagyPM7i9kcOAWjs0Fz3SC175ADlqoKG0qlKlGFOytxeZ7DYqxtWUn3dy0OBU7bgbU0kkQkEFMI23kDcZa113OwsuMgTkOSpzm5yberbfvPoaGz6lLCTpvV2t5eplrdl7ZDnYZKmSO92SMqHYHNObS3t6WIXW9R42Pk5wxu89x5eKOPtKl2g1jjOZsFu1ilLha/EYjcLqDpN9W1yCrHGqD37246HEBU5mmxR1T4ntljNpGG7T48j4EXB8CV5KKaszulUlTmpRJztFvWwF8As9jW19KBq22c8WXDvGw5qSHWUZS49SX/AMv3fI24ySbjH/fHz1Xv+ZxN5t9Y5KmnrKNrm1LI8Mrnt7D+IbYG7rXdc5ajkr2HwE+ilSraXura35+ZHVxMVJSgQ/aNc+eV80pBke7E4gAAnyGQWpTpxpxUI6Ipzm5O7LI6HtoFzKilv2haaK/xmm4/aaCsbakNyrGouP0+xoYOV4OPL6l1U8wexr291zQ4eRFx71GSmRAEAQBAEAQBAfMjw0Fx0AJPkM0B+f8ApPqz1NPGe9I90r/NrRf9qU+xR7MW9VnU/M/+DvE5QUSC0gLnBrQXOOjWglx8gM1tNqKu8imu4lDdiVUMJqJoHxwgtGKSzSS42FmE4vsUMcXSlPci7vuJHCSV2i79zKTqqaNpyIY2/wA5w6x/2vt9VZu/vylPm/kTWskiQgro8OftmbDG4/Jco6ryJKfaRXe1ay981nTkb1KFjf6O5Lvf9K391IpcL2veUNpdpeH1LCutAzDW2ofQyfMd90oCrd5doNlkkjqYGSticRE8Svhe0YW3a5zQcQJXOF2X01CNSM7c7q/mVp7blgsQ6cU75ad/CxzK3ZkJraFjYOpZO2F0kBc52El2bTizsQBe+oKzpxUW0nezefPvPpsPi6s8JOUm75a6q+qNHaGyql8j3vroC4uN7VLudrWAsLaKxGnJrKnK3+1nytVT33+tFd29Y50+x5bdqoicPpXu/wAq6VOov+nL/wDLIZQlJWdeL/8AM06nZUjGGQ4XMBAJaScJOlwQNUd07STXirEM8M4x31JNdzuaYK9KpYe7UuClpnnWNxLh/dvmkab+GB7ipsPT6SlWj4NeKV/sam/0fQN968m7fch9Juk+XaElEw4Wskfifa+GJpydbiS0tt5rRq45U8Mq2renidxw+9VceCLAfu5sKIilmMYnNhd0zxLiOhcQcLCbjIgDMZLLhisbJdLnbwy+RcdKiurlc5GyNhO2VtmGPEXQzNcIpDqWnVrrZYgWj2g8bKziK/tOFcnrFq/nl9SKlT6Krbg0XFsY+jw/Ee9gHJoccA/ULVXpO8ETPU3lIeBAEAQBAEAQHP3hdalntr1MgHmWkBcydk2erNlN7zsppNrwQ1haIGwXs9xa0vc52FpcCLXsOPBVsM6kMNKVPW/DkkS1N11EpcidxUopurbR0keBz2teWFseBhIu+1u3YZ63VLe6Rt1JO/vJWt3REK6SdsyyVbKAEdQTCSLdove4jN3IAjJauAoxVF1uKv8ABFWtPrKHgSyXfeGKSSNols2Rw/FxkXBINiZAbXGWSpQxDgt0vxwFSaUlxMrd/wCL4sv+Gz+au/amP4dV7jT2rvlFLG9gbLicwtbdrA0E2zNnkrieI3lYkpYCpGabsQupq78VVNmMDf3Y3ljpA/G2QuL2vaYwxwFmuaQ4Oc343BTU5uDuiljMHOtJOPI7p6T4/izf4MX85Te0z7viU/4VW7veYKvpNicxzXCoDSCHEQxXAIzIvMc7eC9WIqPl8Tx7LqpXy95qufbabsIved7GG1yxzoyGSYTrhJDjysTwWnut7K10effnofL3itqZr+nL3EWO1m0tQ6RuGsqmuP4RKX9SHaYmMBDpD4kgDgOKyVT3lyNrGbYUV0NONly9XxMX9a5OFNSDyjm/nK0qtZKyqS95hyrUpO7owb8DG/eiY/kQjybJ/GQr3pq//cl7/sOmpf8Aah7jTrNsyytLHFoaSCQ1tr20uST/AM9a4k5Sd5yb8WeTrpwcIRUU9bcTXoqZ0rwxneJ5XsOJ/wCeXFeN2I6NF1ZqKLNZQYaZwA7JjwN54GtIbc8cyTfkQtnAUujglLV5vzO8dLeb3NErLyGw6uNu1n3sHVNHA9vi4NAI8zh+xYuIhJ4OP+Mmjcg10j70mRjbu4VdJWyGNmOOSVzxPiaA0PcT2gTcFt7acMlp4faVBYZJ6pWtz+mZTqYWo6t+HMk/SNWtiqdmRYryxuJceOE4IwT5lrvYqOGpt0Kr4W+5ZqTSnFd5Zey+9N9ID7Y4/wDReUOydS1OgpjkIAgCAIAgCA528X/ppvmFcVOw/BnUdUfnnpa/9xP0Mf8AmUuy/wBnzf0OcV2zS3Y30q6KzY39ZAP7CS5aB8g6s9WXgVPXwVKtm8nzX15kcK0o+BJtub2U9fNs58cRjnbUx9aHAYg3rI8IEg77b3PDyCq0sJVoQqJvLdf5Y7nUjNxtrc0dozETzA69dL+8csho+sw/7UfBGMVK8sTWBqUsLGJ8y9sdJGB8i6sdIxFy9sdXMFYew75p9y6jqczfVZOtpyls+0Xt77IZC3mC90MRcPJr3e1aUpP2KlHg5P4XPz3dSxVWpxUUV3dQGcld2LA/qFShoP8AScZyBuBHY5cPSaKq8RL+02I7NpNdr5HOrN1admlY13lg/wBxXntEv7T3+GUv7n8Dnf0NEXBrZCSSBfE0AZ6mwNgu1Wk+A/htLmyX7q7AawYiAL6j8o+B5Ze3hYE32KGDirTlJS5W0/O4ozxG6nTpxced9SWTsBYR4H3K7G+8QNJwZUG/MhE9MWkhzaOCzgbEEF5BBGhUGBipU6iejlIvV247jWtkdOi6Uq2OPA5sUkgFhK9rsXm4NcAT6gonselvXTaXI79ulazRGRtCWoq2SzvL5Xysu4/OAAAGQAGgCuVaUaeGlGKys/kQQm51Yt80fpvZfek82/cCw6HZNKWp0FOchAEAQBAEAQGjt2Mupp2jUwyAeeA2+1eSV1Y9Wp+femGL8MjkGj6dtvqvf/BwXmypfpyXf9Pse4pdZMg4WsimzPTVHVubJ8RzX/qkO/gvZx3ouPNWEXZpn6A/qtTVD5Jeph7UhOfXEm9nYjhlaM8V8hxXzdKhvwTv8EavtVWHVUnbxPv+otN+Zh9lR/OUnsv+XwR57bW/ufvORvNuxTwU8zxDGHiF7mPYZgWubaxs6RwOpUdSjuWd7+RNQxdaVSKcnqisy5Q2PpCXbgbHhqWyCWJr39c1jXPMlmt6t7z2WObcnDzUkIb0lG9jH2jiKlOaUG1l9SZ/1BpvzMHsqP56n9m/y+CM726v/c/eYKzcamYxzuogdhBOEioztnb8cfcns3+XwR48bWeTk/eRnaMzW1tQ57SYnPkjlYNTE8AHD4ghrh81alDDPEbPio9pO68fufOV8UqG0Hv9lpJkO21sKWnOK3WU7s46hmcb28Lkd13MGxBWYpZ2eT5PUkq4aUc45rmjkYhzC6K9me3CBJnnvQ960Xcm+5e3H5seblmdzqWE5k+IPtLm/KJmwtR06ijweRcb6ei2+1HO/cTfaNVhhkI1wG3nbL7VspJO74FBtuNlx+pU2+8oNW5o0jayMeTW3/iq+zFbDpvi2/ezSxj/AFLcsjgq+VTpbtQ46uBvORv2G/8ABVsbK1Cfh88ibDK9VH6e2YM5T/eZepjB77rDo9k05am8pjkIAgCAIAgCA8IQFCdLtARBTSZ3ie+ncfsBPrhPtUOz3uVpw/PyzJMRnBSKyC2UUmfQXaZyz9A9Ge1eupIiT2urDHc+sgtE6/mwRO9axd3o6s6ffdeDLl96KZM7qQ8Ixv8AH8En/R5fcFXxGkfEsYX92PivmUldVLH1Vyw+iQ9/9Ib+4lU1L9xeDMLanbXh9WWoCrplGptU+hk+Y73FD0qbbT7VM5OgkPuC2Nkf6SPmfLbZX835IQbcbs1wlON88rMQpGuwRhjrYZJzY9sgXaALgHM52WRtGtHEz3YJWX9XF+Hca+Di8JTTqN3f9PI8l6UpHf8Aw4h/+h/2rN9lXMt/xNL+n4nKq9+Xv/sGDyef9E9kXMfxP/H4/Y4e09runABYG2N9bnQi1+Az+wclNTpbnEq4nFdMkrWOpujSHtykWDm9Uz5V3BziOeEsb7XfFKsUIudaMVzv7jyn+nQnUfFWXmTPaFVYNbwBxnlZliL+Bfgb9Za2Nlu0ZW1fVXn9rlXBw360U9Fm/L72KnrajrJHv+M4n1Xy+yys0qe5BR5Inqy3ptmBdnBLei6i63aEZtky77+I/wDF/Ys3as92jbm/lmW8HG82+R+htlt9GD8Yl/qe4uH2ELPpq0Ui69TbXZ4EAQBAEAQBAEBXXSTsbroaqEDtOYKiL57cyB43jz+kCqSl0WIjU4E0VvU3E/PLSt0on2F0jlk/6JdtmKZ1Mf7Q9ZEOcrGkOZ5vjuB4saqGPhbdrLhk/B+jJ6Er3iXhFKHAOabgi4PMHRQkhG9/T+CT/o83uCgxGkfEnw37sfFfMpDEq9j6beLF6InZSfpDf3Eq7p/uLwZi7Sd5rw+rLUurhmGptY+hk+Y73FAU/vQ709TfTrDceFm3+xauzLvApLXM+e2hb25OWmRw9+g74fUE5hz8TDwMbmgsI8MNrLBpdhF/GJ9K7nToYdidTH1s1R1+AGQYX2D7doDDGRa+mZUUnWvkkWIQwe6rv5mtUx7J/s5JT5h/+xeXxHJfnmd7mC5/M+TsmGzXxND43G2IvcRccLAjPXXkVcwdCeJk4uSi13ZkWKdDDwU1DeT78vM79E3AASRcCwAADWjkAMgPLJb2HwtOgrQ14viZNfEzrO8sktEtF9zkby7StCfjS9lo5RjU2+VcnyMZVaX62JSXZh/7P09S9h49FQcnrL5EMV8iPF4elq9D2yyI5J7WdIRGw+BNrjyzPkV8/tKp0mIjSXD6/Y08LDdp73MuhrQAANBkF6SHqAIAgCAIAgCAIDj7yQdgSjWMkn6N1g/1CzXfUUGJp78PAkpy3ZH5r342L8Eq3sA9E8mSLlhcc2/VdceVuau4Kt0tJc1kyGvDdkcIFXUQMyQyuY5r2Ete1wc1w1a5pu0jxBAK9aUlZ6M8WTui/wDcbehlXCH5B18MjPzcxzI+Y/NzfHE3UALG3XRn0UvJ819i2mpreRk38d+CVH6PN90LjEaR8SbD/uLyKM6xRWN3fLI6IHZSfpLf+3lXsP3F4My8c7yXh9WWtdWygam1z6GT5jvcUBUW8bvwuf6Q+4LY2T/pY+Z85tZfzL8Eaks0UkbY6qNz2xi0c0Tg2aNvxO0C2Rg4A2I58FBitmOUnOi7X1T08SbD7QhKCp11e2jWpmm3f2Wxkb5K2eN0jA8RPYwyNB0LmsabX1HMEFYMp1VJxSTtl3Gt7Nh7JttXOPtGh2e1rjDVSPcAcILNTwHdC9hOq3nE4nRwyi7SzPvdhxEE5PcL4w354uXW/wClf6iuYW/tVPd/EQP/AElTe0+p1WTYgS82haLyOva+VwwEcTb1C55A7WMxHQrdh25aevkZ+Cw7rven2Vr39xEtrV5nlLzkNGt0s0aC3D+GmgC8w1FUYbvv8S7WqdJK5pqwRGWjpXSyNjYLve4NHr4+Q19Sjq1I04OctESU4OclFH6T3R2S2GOONo7MTAPN5GZ8w2/6y+Ww96k5VpcTXlZJRRJVdOAgCAIAgCAIAgCA8c0EWIuOSAqPpF3XMrHQgekZ26dx/KGnVk+IGHza0qnTn7LXv/S/z4fIma6WHeikrcxY8QdQeRC3kyifS6R4zp7v7bko5RLHYgjDJG7uSsOrHcuYOoNioq9CNaG6/J8mewm4O6LX2htdtZs2pmieHRNppQcR9NG4tHo5G8xY9oGzhmsSs5xlGnUWd9eD7y9StfeRT3WLuxp75ZvQ47syfpLf+3lXMf3V4MpYp3Za+JWioam13ehk+Y73FAVBvM78Ln+kPuC19k/6WPmfP7UX8w/BHJqHXacr+HPwWhNNxaRSo2jNNm3VNi+HPqKiGSeklxPjMQJvcDCDYju5tIuLW8LL42SlGO5pJcz6bci6u/JXi9LG1A3Z80gijpnxyFpLRM1wBsCTo88Gn2KF9Kldyy7ieMaDluqOfejTgkdK0OcWx08epa0BjOOFjcg55ucvEkkC5X0KjRwK6vWqS05/ZGU1Uxjs+rBHI2ztbrbRxjDA3utvm7m5x4k2BPOwyADQ2XD0Gm6lR3m/h3IkqVI7qp08oo5StlcICyuind43+FvbcnswtPG+rv8AnC50K+f2riHUmsPDz/O408JS3Y774l3UcGBgbqeJ5k5k+1eQgoRUUTN3My6PAgCAIAgCAIAgCAIDmbe2WJ47Cwkbmw+PFpPI/wCh4KKrTVSNmdQluu5QnSJuyWl1XEwjP8IZbNrtDJbz73jnxJXWBxLT6Gprw9PQV6d+vEgYK1iqfS9OWbuydqzU0nWwPwutZwIux7TqyRhye08j9hzUdWjCrHdmvzuOozcXdHZNPRVucLm0VUdYJCfgkh/updYSfiuy4ArLq4erR/yjz4+aL1LEp5MnHRnsmopA5tVEYi6pbhuQQ4Cnlza4EhwzGYVeE4yqqz4M7qu6LKxK2VzS2y70EvzHe5AVDvU78MqPpP4Ba2yf9LHzMPaa/X8kcrGtIz7GSj61zsFOZcZ/JhLwT4nB7yquJjhrb1ZR87F3DyxHZpN+R2KrbAgDnVRidWnsnqsLpMAA7Msg7LSTmQ0+YXzbwnTTth77nN6eXFm8q3RxvVtvdxENo7UfNhabNjaLMjaAGNHgBlfiea28PhY0utrJ6t6lCrWc8tFyNMFWiA9Xp4d/dDd11ZLncQMPpHaX44AeZ+wepZ+0MasPCy7T09S1hsP0krvRH6E3c2YI2NdhDQBZjbd1vO3AkeweaxsPScevLVmhOV8kdtWjgIAgCAIAgCAIAgCAIAgOHvBsbrPSRi8lrObl6QaccsVvaMjwIr16HSK61JKc93XQoffnco096mmaTTZl7ADeE8ctcF/W3Q5aWMHjd79Or2vn9/mc1qNutHQhIK0yqer08seoeHW2PvJV0owwTOEf5p1nxf4bwQPVYqGrhaNXOSz56M7jVnHRkt2f0oyNsJadp5uhkcz2RvD2+yyqvATXYqPzV/iSKuuMTpT9JlPKxzHtqWhwsSGQONjrY4m+5cey4lcYv3nXS0+84G1tt7OmmkmPw273XwtbAAMgLYi48uSnw0cZRpqnHdsudytWp4erPelc0n7epG/iqJzzwdUTuI9ccQaD7VM4Yufbq2/2r66nCjh4dmF/E063eWpkb1Ye2KH8zAwRR+sNzd9YldU8DRjLel1nzlmdSxE2rRyXccgK6Vj1enh6h4dvdndySsfldsIPbltp8lvN3u48AaONx0MPHnLgvUs4fDuo7vQvfdLdyOONoDMMLe63i864ncxfPx8tcOlTlUn0tXNv8/4NGTUVux0JcrhGEAQBAEAQBAEAQBAEAQBAEBy9p7KD7vjsHnvA91/DtcjbK/tvlavWoKpnxJIVHEp7fHo1D3OkogI5dX0rrBp8Yzo2/wCqeBC9oY6dF7lZZc/zX5idFT60CsKqmkieY5WOZINWPBDh6jw8dFrwnGa3ou6KkouLszEuzmx6vTw9Xtzw9XR4egoeHq6uc2Pbr05sF1c8sfTRcgDMk2AGpPAAI2krs8s3kTTdzcR8mGSsvHGbWiH415OgI1bfl3vLVY+K2ql1KGb58PLn8i7Rwf8AVU9xc+7+7TY2txsDGNHYhAFh863u9t1QpUG5b9TNluU1a0dCTK2RBAEAQBAEAQBAEAQBAEAQBAEAQGvWUbJRZ400Iyc3yI0XMoRkrSR6m1oRPePdFk7cM8TaiMd1wAbMzyIt+yR81VegqUnvUZE3SRkrTRVm2ejIguNFOHW1gmGGRvm4D7zR5qzT2k45Vo+a9PuRywyecGQ3aGw6mD8dA9o+MBib+s24V+niqVTsyXyK8qU46o5zXA6G6sEbR9BDk9BXVxY9uvTw29n7Nmnyghkk8WNJb63aD1lRzr06fbkkeqlKWiJXs3o6nIDqqRkDMsrh7/LIhoPrPkqFXa0FlTV37l6liGCbzk7FjbsbjshsaeHCbZ1M4Jf9VuR9QDAeaozeIxP7jsuX29SxFU6XZROdm7Hjh7Qu6S1usda/iGjRo8vXdTU6UaatE4lJy1OipDkIAgCAIAgCAIAgCAIAgCAIAgCAIAgCA1qygilAEsbX20JGbfFp1afJeNJ5M9TscSq3QjOccsjPAnrG/tdr9pV5YWm+FjtVZI4tZuEXd9lLP4yRlh9uF65WHnDsTaOuli9UabujiD8rZ8N/7uQgf5V1/NL/AKn57jy9J6xDOjemGlAz60hI++Uvi/7/AM9w/R/tOjRbisjN2UtHGfjAYnD/AKY+8uXSrT7dR/E934LSJ3It3fzkxtyjaGD9rEfYQkcHBa5h1pcDoUeyoYjiZGMfx3Xc/wAsbrm3rVmMIx7KInJvU3V0eBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEB/9k=" style="margin-left: -11px; margin-right: -11px; margin-top: 0px;" width="68" /><br />
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-Audi -Porsche -Mitsubishi -Maserati -Rolls Royce -Aston Martin -Bentley<br />
<img alt="Resultado de imagen de audi logo" class="rg_ic rg_i" data-sz="f" height="34" name="YSsAhlO8TI9_nM:" 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" style="margin-left: -14px; margin-right: -14px; margin-top: 0px;" width="101" /> <img alt="Resultado de imagen de porchelogo" class="rg_ic rg_i" data-sz="f" height="52" name="jT5zuw3u9XsHEM:" 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" style="margin-left: -4px; margin-right: -1px; margin-top: 0px;" width="84" /> <img alt="Resultado de imagen de mitsubishi logo" class="rg_ic rg_i" data-sz="f" height="52" name="Fx2T3coHAztM_M:" 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style="margin-left: 0px; margin-right: 0px; margin-top: 0px;" width="61" /> <img alt="Resultado de imagen de maserati logo" class="rg_ic rg_i" data-sz="f" height="65" name="8-wZcGakbZrgoM:" 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style="margin-left: -21px; margin-right: -20px; margin-top: 0px;" width="118" /> <img alt="Resultado de imagen de rolls royce logo" class="rg_ic rg_i" data-sz="f" height="69" name="AwlKzTxgAql2DM:" 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Il+ngGSpHirz+MQxo5MPw1LtjZj6MNoi9S3g1fyo1RNVDGM3j+ueEKRpTErKavLYRvcNCMLvyABkq08gLoXXFI3PTBkX/ELfpMBlFgeQh0g604rGzEAf9xyOfnvURVKtNNpQF34Uvnn+gtWWegE8VsMIHiqr2KogNTjZTusM6UxC8ixVlE7gR+H6tPIq/dMHxESTDDZOQUpEgITew2qfo5XAUmXb7G9Sp/vuEpJ4fqYW+mrUpjfUgHBr23gkTvjV1u2M9mgKqrCv07VT0FNeKH1oekGImvGJRon2SjiYnzsx0vPP8oAaPNhktemAnWlNEzwPNINDLUrDvpG/KCwoimdIXYdkbUzLIKgz0YHUBdC/xpUw51T4nY+ZAIiroocjGOot+KwocjPaSs3/ztxKju5p4rz6xWmVRPqjTBfh3oRVRM/IOaXPgDowIC+heHIOj1wKg+m1eIa0+oSqEkF1QqUwNXaE+QNhYXO646FVaf5Zn6CASqoSqMGpwGVVFXoiWI46NmgavfXqErm81tMOEDdoQOQhzpv2AAdVyD7O1AT9cIrVzVUrtz3TzRicwg1F4n5MtRLGEC48juTGA5MyLDgLjszubfC+PUqYWKNizEqmouaPyFXuQeDSristGZFXrsUIUTNoYBmYP7e6B/mVUdV0qljGeXEM9RBXVLInUaaUPfJz7uB3NUgeXER/5qs8rXkZUDnc+n9IVSuB/xxXiUnqdtkVPikyyiSLorHhiMjmTvim3wPVTvSV3O6+UIunpOo1bvvoIveS6hP54ropTyIZg8T8QMM0IDKy/0DzlwINOXchXckNdZQxw2HleuP41n1XQzQhJoYOwjpK+5rvP0Rln1EgCryw1Vt+AA/zQCu3RVXboRvgWQJTtQV1IU8WCS6L0SjP8o3QO3wchn6GCU884XozWSVD8Yci6hvH6lWgapKmFG19spr8r6X3ncygF85BVRuHqdE+SLDYp+fMPh0y+31Ev8skyyawQH6OVlYZvouqvKLRvx5gaQUYsb+XUhic1hmvEqNZmj1hQJ2TCVUnRm75+Wgb4SKBzLxNmuuSu7du4WzaN0dxOXKZQbCzGzdwmsDas6J2tdjAHkA1Y3h022Oniy2v3ESstNpzu2l9s1QvNklprNOw1RFINhelQHQwIV7b+AkH+J7XfVzWG6muN141oyXqciaGi1dVo0XZWSwoNFUrZNxxWiLtk6NJ38Z6r1Ls2GxMt0seqWT2kV/Xs2hSLBDnm4ygTJSb/tz78txc8mCmPklCXXlV2KAKM/KcI80PrHIF+ORI2EzNYRlwKpAwWslczH7b5uhAVK5ZMfo6y4Hd1z6YuJjTqTt7bq7eh8FgnYaSDHeukgTrNuUCZpS3bTR6BerA0vO3PsGqMyZ2br3sLofBfKxfG0a9XR8Xgrk0eh6RnHHo7RR2ok5xb0brgmV7jqc78e7zftdHRjxDZN5LlVJYS48vROc7OEfbbjhYJ/tmGAc0o1n6FvQkiz6RWH1rwxmn7Ha8VCdlAp34+6y3Y6MrW1outFa2+R6UL00l3HV5kmowMIfuC9RKDBHtyL74FRbOBu2n+wnVl2RqjVU96LTA18jgiqlz6FBsscqcW01OD1XZDs2TOt3lLKZgpa512cAZ0a5l3yAtROyGd9kEAbO4NKCE4aF7r9x8u2sRoqmm7AcDrIWrjGt2ugo/Tv3ve9eu+UNIwJ9U3mHRio0nVz3i04so1yOINo9H/aXvirUSoAyxhCVnD0tcsERHuYQfr9oVUokzV+kT2OOoHbkShvTjvTr5ko9I0IViH/+7H7VzY1rGlNsnOpirGuyo8vByIUEGkoXuRVQuq1Ir0bVhodPb33f3aJdDElR9CQ0mV87SXlBRXP6hzfBqzFDU0ATCbNvglqNx6eX7rTg1rY6sQadjYmwrp87ezPoTI+WqGRjBXUWTO4pq7J2oF83V0hUjkaPd5PnzXj10F1mRQGHGOyGF89FdnTA286p485JwfVlTix4/kar4Vxxrci1oQa5KifbbZblZWF9KyjBi5P5crAUrue6hf7UGpmAqVdHD0Kt4/gky6sbeIUn3/7XocJc0bzuLLgpiSq2vZvVDutP/egpZY5AvxNYYIFSI5ZaGV0oE5lyC9vTQK8AdSKYH9msm75PaqtlUebZdt3r3qye7mePmTIrH7QgPbrCZgR1CIsOWG7Y/mG12Fe1lfOtfBnlspYGHTl8exzVizt7ElC+dgUyKlNi58pEXEvPcfF9dQGHDguf1AvGXGxQ+7LA3CXVd1wL8D0ySNPUq96Um+bUfWx+BmpUDZhWfgDoNjeISqYhCjTlJsu+TgzO4Rpc1GKkXIsBWqgqW6Cyps+4wx27W/TnTjC7+NpBzCvuOPeTDBCXg1aYZ0C3EiZn55CtQpkZM+7NXZyK7ZSFsIcJi9eEKg9DFodQA7+yZ5/ohxBCI4ZAo21u5elVwTA35oRNdQ0GOBVfbYHKm2eU0ttcBDhHSRivuaTu7Dl6D3wD1I/jq02oHce0b9YmYxnCgXge2mOOqqJBTLXfhhrGUlQ1ASRwH3MuAunXUGdG/QoDxNbdcLIZDxbLkqC9uhUBjrBynzK78jYXvCq0jjtZx/g9VIUI2uz389XgYbFcb7OS9S5WL14cZ7KBBdmkVemdGSypYL+NNmf1W6Gmh4UhfnebdXCzcQYiaGhf7aGyQFNXh/oxA8AX6fIWNwY1YzrszUOfNr7wGh4fBxANrwK5AnIyrpOTeuCbppUvDOF1Jxd8U1gPVsiyclTFNOJtFhKmtA/EbkIA8OegyrBwmXB3Y9yN/7J669Yw+H13uaBYab+RiWTbgKXAz0GVMi5hSOo7aGNfZRW+2Fln9+VSBsNmh66+LTi/jVdPQiVPYe7caKZsxkVg2i9aMHzsY3NdqJ+jKjoI94N55UQroJosxN9m8knbPwEVFMukCwxydZ1xUHnrpI7ryDA91YToOxmg/XFq5NeHOHOJjyRJELcp+k5XGH6Oqq1YNTlVVWsL31eZ5O5OBiU2y0x7NfMvQK2XqFP57i7UyTIE46GyQsHlrzIAoE5lJ60UBVrdYwcbO/LhDCJrHpKEfp2q2dBXB+P23K8cimAugzuGfZfMr0PlsxAS8kF5xITQdsy44Iv3yp+LpC0i8LMMwGeh4N0vDyGCiZa16A4+kr45C6p1/whVoZs8r8JE1V5j7esGmnuf0/T7UG9rqMSsCeeEYdm7uniUXZMBPg81gWoNSFm3Ii9IizxkhHFmw/VXAz/BqwdNt8ciZNpuZPgJJG7Vcfzy56nKGZX1QIqSe9svsmpxIEvxF6AqUcY59Y952G9mGbXzWYhjL/uLDHAUCPo3A5BgHcbnrYNkyr0A4BpMc+yzfJGqCAVXu1WcWxxavMZQl6GBZKgZRQXOCDuiqJaLvwZVJBdCJUx1oBgVFe65pmp9zzLgqOHZFxngCOq/GUAkccktL2TytDJV3wC42vt4F+Dfoqpq1Fx3yJ9WHmqvgprK1yIx+vjin4VqRMyrrneXn1fhWMqz7asMgDnEDBAMufvoPuc4LJrbN0bjzVNVJzokELgwgjrwWi6GiljJa2i+hwC7qlL7zrNXec0o+kmprXaJeYuWCMdfTl5SDmonYoCWtYCPoHL9RxQnxnqGZ6BdBHUmDl2By3mVXtVjJAHehNs/7DwGgF1Sxk0XCFnP2SZKxH1ukGn5VagkQopRBFVaHVJmz3RY+geNd3xVnWBpFaiahl/wOah8XHN5d73oLDNOtTwLKqcJI3AdQe3IsZdK+BGdGurDV6Gijddtnf3NNVGBrP+GarRVi8OiKvJalYO6rIuxsP3aF6YVT1Miy3Nci0CWhfFXfsirfE+lUAAaJwD6KnC3Rj+VscBu24vuwu6L0/q3d1ybr/D7P6Iqd2M0htMrGrmKnMyCaLGOq4NTOSu/CNVYu6kTU12UVFsfFP8IKvppGdcHpLERBNID+oKj18l2FEH120R9WgJo3n+3Ew+Asq0M0HgQqX4kK8oQ8Imux65z2MSL93Cu5+vyi1DNtlEWy2NWtkuAxoOwbqH6R9e6MSnhsybMxxWzLr4IVe0m98/3jTGZjP02SR+2M0pM0h8eXFrdIe0hBSauZOeq8S9B1aW1tsCo9pAobG6qaXWSAXgjULoqutCGWxW25O1l4/4AiAh+aVrxJmCHdqQOwZBlFePrtHReYk3RunaijNszrRbYgDwXzZS7SyUAJ57qSpe6M0N+TC9I9056BPX49HpwfThBvW+UMe7M16A2H9scgFqpsbAn4RHUtguZ6KaIjEMSgq9l8nWozWfH94lk++IU1GPgfAJbKxVVkeyciS9BTT74y7XQ8zQhVmuH2kJjsKsWNioOkq5i62s1LMfDP89gS9u6qSkWetTH2Uj11TC59G2ziq2DcJYRdUjwWlCx92n+WFVN4P3lWh8yzYmrEVA32WMDKv3YUVTmdkWomrdkDJnLHZ+c0pbef+rqXaPIABkDvPOzujpUsmOLUWXedThzthBnMgA243yQjRRh/mtSxGtt14PKmwiHHeY7nOeXuKqJf1PVsFUdtQ/0CdG3caT9WlANEhDS5jgsRD11OTHkkr31WAFwpivMwyql+Wq8mr3Jo3GXnbG/DILD3eNr/VjBvrwuVNGbDw7Gy2DfOw9qslz2li2j1+t1i6tDPZFvYM9kgPbTcPQMBkguZADjO/y6Z7jsH7eBxcfTisNgOmwqmYQRwPJewv+A2tyO899QG8ZWc/wD6qF90HL8qlA/Gn8M6keAfwZq52yozUf+PNT0HKr+6OjiTbdBnQFqcFH+whAf7cfqoH7AiT86xEf7Bi5++5U3x8ndGOnweNn/Q2PJnRvbJcBxxvRvjxNQQ278Hxqdk1StqlD+xnBg/iMMcBrqcRno7470FK8iyLWeHo3e9cYFd8b365eTUP9TcvVG/BVdFXa5PUnVB4b6jZsE8z/h3wrTidFqA9QOi+YcY9RDOmNAYVnHrYq5M/EJy6ywJxLe/xj7b7nDiuvSNf/e8BK5uhkroBysUthwAffnKgesGHGyfRLnrqASVnhzRR5BdW6gt1eVMWVRDeRt+3SNgBQdqCtfji/2eVLcDEQntq754SOK84jov9zqzNDBgjePwg/lpBX0B4x8Q+3Z8ByPdX1frVY8b1ZLy9VxFdSEkZhiSz7yujRuPYW/saLsLvs9bUOKEz11vVz210q5jQ7JW7XTxXy8243nD/1cuP2u6AZZN3Kzdcho/SdUlTRWxqV8zi3vVOmgomFhkt28+y/v9svC7U2BbzIcmvrtenB6idrhHndeAEHzVRzseJqGZPvGwtHaB9rOoGpi4w7PcoaNXcLM5DjudBetu0v59oA0GSVANZiYG6s8Nytkf9LDsCEjnYJGAY2GzPKFX7xGg7NaV/Z958MzoGJDKPnIm46v5hu0pJqU6JnDhDWqGFTaJPVw73u8Vol11Sde2sM6DMiIZJrHArU4wibZPZ88u3+az3f3jHrnHqjQU3YmR293d48zOTY+znYGVD3m2lM3phM3DbkEiSZYxlXq8vmlv95up7djrp1Bdy0uXuIqu0cU1yGsQURFISjXNfFCFf2q/tbNoGw5lj7FiFluJl9yrG1l/XlYxj0T6ob7dhlrBWJpj6iRpy+tzrjx13iKacQSxnbvQJGVMeC7RGGz2Rv2jSxnhL4a7sfpElnfloYLx7BNKzHyXJb17BhjKyp0E1N+V5azofLCPwolE5RPYyc9LIzlE0L6ugRybk+O+Vau0O/hgRkEMyuVowJxIU0838FCL9ZU16i0HeeiQMxTcfMDmqzdvIbKb075urLLoPL2REi0QKLZWnB3NXo4cy6e4zvDAfTCregaXugn4HIl0MaEvGBe/8d5Q/o8p4NWhfmpw8Kih8rNeUFZoy7j1Y32TRE0S5ItuM+KFzwcLeiTeiia4FPwQA7dQ/oD+W4oAIegSrdgoySZ+4TACqhoBD2wW8uLOAiEXQLVNSHirY7RUYXEKX169SmcNVQk9CEbccyJNZ6YhB8rWysnT9ezVD4XKmQ+nYB6ELE5XwIENY4nv7uumnP6uNSmygtzw0Cg3tNXawVtb+wzfe6JHPMvN8wKe1YEJmwf2wp1Fe/JdQnU5/WWhNF2PYWg5IakqKImDSN8a/r6juiqa7azDnf8ERZbmHXknZkz/3JLRuQAr5QVIUvvBFWNaBw/F2o645FyO4o596nlMszO8uIAAAZRSURBVJ8p9GrjhpAFGnXq8rVAnwtiXvy81SN3MsEsgTfERdYfQn3eWpc+IC6DmjpHyzVJGSNGTzxHv+DemradiAheXyKNDmuCJJn8Ug8vaJNNtSGJqnVbAYi/A6uAx93z+/Pm/lbo5FzLClC5xMitS01ufQu18jWKIB1AFaZ8xLcwXhUElsv3dhmg5hGv1/dXOwW1sgFWYbO0cxlghhd/319011YVbHAnRCswbfwOa6javnOJAhuJxun0tW8OC0tgyfusfAC1ipdUQutcqMNnXkwUrAS4/hDpYciHasuKxcLpnNiNfwjs5RuWo37Zdc2WoTpZtawUoMrX983mfXe/cF0Ozof6ZN6IsmPr8rfQXZU1esbFx42VFL6DQdWyvMNOGrywueT0Sa91prxRiE/TbaMq547uCvcXexiXUHUntq/QhYmtVn5A1e1xrwR/H9JkKHHwk2zJglQHqnbSrWhf7KqhQq42FOHZ2kqhPy22HdJh+XyKMmnTaJRcQU3QX0lu/PJ1BdVRZ8uy6nSrHQf1RcS7XV4CVbtsWK4yc1TNhtJ12m2BSvbLPTfTaFDVszVUx+KfUFfeFbwY6o6IyVocPbLcSehGis4ebVCVyH3hTAzV3V4Lsvjn5vQW8gGqauiWs6G+05y2CZT+a241e+aC5vik0O6R7moMBSkRNJJ7WpOqWu1hnNvIga6vdp88VS/OXvNQ4S5xq5R7mlq8DWWfFZBRyTFUqzb8O4yIoTpeNXzhMom6grVDvXx3m0BVKP4cAm+vXEJqQa7LkLgyBAX8wxAkITQzzpNogUoagbh8Y21SxVCqq5OrQOVADdq6zFCAin3YE6Qc3SbGhUYqqHCUCmLHUamVs7oOJABvNOzztL+DqpgGmFq8nyZpEAtnjiMSSQU1ZM0ZtvgGnjcOoZK+Q3nIXVk3sDmC+vY5qIJFJAtjxSmRMzgsBaw5JHOM0DaP++ri3kR5+muA6cfb3SdNqO6nJKRoZ2gb6d6IN3gRxnDtOdkIHDDUxHmXl0JlIG636rcSAUGbwMeb9Th3QXG8ELExdF2XwykvJYpjqMgC0zuo6SLhWEHCeQ68r7NiLe28ADZ9cWNzfnithsp1m7zz1wbBHivsE2g8KCEy4QuT46qnsGwgGiKhEENV8HXLIfox5xzecpkZoG/e4/CC9wIsG+oIG51NVV1DFUDDO36/w+el6f/EnXgHW+1UQbHcSYfU1pzWhMq9QpIp1HS6sOzg+OPTyVyzbQio76XguGwibHmuc82d0ja+DpazDbPhbObMCcL74IJVk/Fgcbt6d7tUTZBlVetNXakAB1Thny1vIfJ6uy4tBHGZL5/YGIdyK+AFvC6m616v3325W56eVs0sC2U3bAM4twGvSnG8qcsRGqOWk0bfYLSvzkXTww9GYG0mkdWbP3HC22yym++f3l/5R845loLwGqftOU/gxTQZQJyEqrH11Cj3nRu4boKITqOLfcCgILv3VcQSHsZW2Lq+1Y1uUGxhkLTTujuMg5Yu8RUhfNOodXsrzoaq8tVgsMpEWCiAQFW3q8FqBWnjopfbm/3z2/DxdbPqFxwSD8rWIbVjOZJ7n5DqboJolCq67xEm+d7lTYRM0k9HzkOm/0t7iVHnQeW4HXf59jmairUMCOOq+5nMZB8UZVlYt+ZQ20SOO3W+zbaZjvZbh0+O9Qi7XazG75un/fxlsS54L2zi43Kd5xn9m+XZdmuSIkyrzhFUzdNKyhtuiskaFTOz0thKcwNQ7f0R/AQdaRV9aOF7q6WZz8gdpNx11T5GgKTdzeJJiRhNyB4cVF6h4yNuOeBqzHh9gSW0E8TVH9V/FfsVOA//HuTS+7cdbhIdCrfV/ATtTnGWhor+hwArd5EwYd0qZMb61+MOv7DwrVfEjh/U/OvgrBOnHxz3WE8ORzxIcTRwJHMtuGiJJys37SC/8rCi+LcGVNkQMqIn/C7o3pRK0HwMX7z8leyV7vIFO6DICSy6iAGIPYisM9mo5P39MeNNkQIXRU7X4N+96390cNnBXFSx3BoqZ9r8tfEgjD6GqqzeDl4fh8Ph6C+MIanC1Tqp2/hHUN0+OtAZf2WUcIV0C1T3598aTWwtAvy3AWK0wfo/1K+ONlgtqvq3YWI0Ebmsm9pC+KOjhlr9+buATo8K2/8AaMEELgj1LrQAAAAASUVORK5CYII=" style="margin-left: 0px; margin-right: 0px; margin-top: 0px;" width="55" /> <img alt="Resultado de imagen de aston martin logo" class="rg_ic rg_i" data-sz="f" height="54" name="tL9-Og78CrXPzM:" 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" style="margin-left: -33px; margin-right: -32px; margin-top: 0px;" width="150" /> <br />
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-Seat -Honda -Hyundai -Toyota -Renauld -Kia -Dodge <img alt="Resultado de imagen de seat logo" class="rg_ic rg_i" data-src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcQRoscJi7keD4jhtWnWtYa6ZKJsgawyq0lMPu6IYD7Xg0ahgIl2QA" data-sz="f" name="u2TgyJK9lRddBM:" src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcQRoscJi7keD4jhtWnWtYa6ZKJsgawyq0lMPu6IYD7Xg0ahgIl2QA" style="height: 63px; margin-left: -23px; margin-right: -23px; margin-top: 0px; width: 109px;" /> <img alt="Resultado de imagen de honda logo" class="rg_ic rg_i" data-sz="f" height="64" name="fxXuDmowVEiuYM:" 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" style="margin-left: 0px; margin-right: 0px; margin-top: 0px;" width="81" /> <img alt="Resultado de imagen de hyundai logo" class="rg_ic rg_i" data-sz="f" height="64" name="9_xVcBWIEtSk0M:" 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" style="margin-left: 0px; margin-right: 0px; margin-top: 0px;" width="122" /> <img alt="Resultado de imagen de toyota logo" class="rg_ic rg_i" data-src="https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcRaiNlVaIAlURUt02R82WladVIdWtj-0t0urjAUSd5EDbXbU69e" data-sz="f" height="63" name="B5F3ZUXi4QLVFM:" src="https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcRaiNlVaIAlURUt02R82WladVIdWtj-0t0urjAUSd5EDbXbU69e" style="margin-left: -6px; margin-right: -5px; margin-top: 0px;" width="97" /> <img alt="Resultado de imagen de renault logo" class="rg_ic rg_i" data-sz="f" height="73" name="hftIsaDWV6g7NM:" 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style="margin-left: -31px; margin-right: -30px; margin-top: 0px;" width="73" /> <img alt="Resultado de imagen de kia logo" class="rg_ic rg_i" data-sz="f" height="56" name="hlEFqdGEEgBBfM:" 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c473eACbiQyqIG4Rt7b/AIqBIZE1uDQNwARAUSjS0hgNmcLdQvPui9B5AkdzYzvec0cL3dwQXWVYTz5Cf5WckdpvdwIQTYKMxgsa0DcMd50oLqAgICAgICAgICAgICAgICAgtT0dj+c1rt4BQRHVRH6pczquPyutHcgtmrHjmyg9Zl/FpHwQU9HmHqsO55HcW/VBUOeMYn9hYf8AJB6FJAxbIP8AjefgEHsU1msjex4+IQXG02PpdzvBB6NOj6Xc7wQUNPj1uO5jz8Agp6aNDJD/AMbh8QEFPPvOEL+0sH+SCn2x9Vjd7yTwDR8UD0WQ4ygdRgHe4uQVFXM9Yuf1nGz3RY3uQSIoWtFjWgDUAAguICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIP/Z" style="margin-left: 0px; margin-right: 0px; margin-top: 0px;" width="91" /> <img alt="Resultado de imagen de dodge logo" class="rg_ic rg_i" data-src="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcQVg9KyoPLpbLrVWyBoWNgCgRnXdr5CvGFLM3WjKfuKF3WRpOFC" data-sz="f" height="73" name="Zsfh0OVNjmjtMM:" src="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcQVg9KyoPLpbLrVWyBoWNgCgRnXdr5CvGFLM3WjKfuKF3WRpOFC" style="margin-left: 0px; margin-right: 0px; margin-top: 0px;" width="66" /><br />
Entre otras muchas mas.<br />
<br />
<b>·Ranking mundial de los coches más vendidos en 2016:</b> <br />
<a href="https://www.blogger.com/blogger.g?blogID=2433475149823253624" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"></a><br />
<b>-Toyota Corolla</b>: en la primera mitad del año 2016 este coche ha alcanzado las 634.298 unidades, un dato que lo coloca como el modelo que encabeza este ranking.<br />
<b>-Volkswagen Golf:</b> El compacto Volkswagen Golf ha conseguido escalar posiciones hasta hacerse con la segunda plaza (500.630 unidades vendidas), una mejora considerable respecto años anteriores.<br />
<b>-Ford Focus</b>: El Ford Focus sigue siendo un coche muy popular, aunque
le ha afectado una caída del 16,4 por ciento, en comparación con el
mismo período de 2015. Las ventas en Sudáfrica le han hecho un gran
favor para colocarse en la cuarta posición (367.479 unidades<b> </b>vendidas en todo el mundo).<br />
<b>-Hyundai Elantra:</b> El Hyundai Elantra se está beneficiando de muchos
cambios, por lo que su crecimiento puede ser mayor en los próximos años. Tiene 363.490 unidades vendidas en 2016.<br />
<b>-Volkswagwen Polo</b>: el Volkswagen Polo las ventas se establecen en 358.602 unidades.<br />
<b>-Toyota Rav4:</b> La llegada de la renovación del modelo, con una nueva versión híbrida,
le ha permitido colarse entre los 10 más vendidos. Se han vendido 346.791 unidades.<br />
<b>-Chevroled Silverado</b>: El Chevroled Silverado es un gran desconocido en
Europa, aunque no así en Norteamérica, donde las ventas son más que
suficientes (307.845 unidades vendidas). <br />
<b>-Seat León</b>: Este modelo de la firma de Martorell pertenece al segmento C y se
comercializa con versiones de tres y cinco puertas, así como con
carrocería familiar, denominada ST. La tercera generación de este coche
se presentó en 2012 y cuenta con una amplia gama mecánica, con
motorizaciones que pueden alcanzar los 290 CV. Ahora se
comercializa la versión actualizada del modelo.<br />
<b>-Seat Ibiza</b>: es más tecnológico, eficiente y conectado que sus antecesores. Los
principales cambios se centran en unos nuevos motores, las opciones de
equipamiento completamente personalizables, los sistemas de seguridad
ampliados, así como una mejorada conectividad y tecnología de
infoentretenimiento con una aplicación exclusiva en colaboración con
Samsung.<br />
<b> -Renault Megane: </b>la cuarta generación de su vehículo compacto. Se trata de una evolución
del modelo francés, que crece en dimensiones y hereda los rasgos del
vigente ADN estético de la firma. Su portaequipajes, con un volumen de
434 litros, es de los mejores del segmento C.<br />
<b>-Renault Clio: </b>dotado del sello inconfundible del diseñador Laurens van den Acker. Ha
recibido una puesta al día cuatro años después del lanzamiento de la
vigente generación. El pequeño modelo dispone de una variante deportiva
que desarrolla 200 caballos.<br />
<b>-Peugeot 308</b>: La berlina compacta de la firma del león tiene uno de los mayores
maleteros del segmento y dispone de una correcta habitabilidad. El nivel
de acabados y los materiales utilizados son buenos. Todo ello con un
gran comportamiento en carretera y un completo catálogo de equipamiento.
Además, la extensa gama cuenta con versiones deportivas.<br />
<br />
<b>·Ranking mundial de los coches más vendidos de la historia:</b><span style="font-size: small;"><span itemprop="articleBody"></span></span><span style="font-size: small;"> </span><br />
<span style="font-size: small;">-Toyota Corolla (más de 41 millones de unidades): <span itemprop="articleBody">En los años 60, el mercado japonés demandaba vehículos de coste y consumos contenidos, así nació el Toyota Corolla –un
compacto del segmento C– en 1966. También se reveló como un producto
idóneo para el mercado norteamericano y, después, para el europeo. Desde
entonces, ha conocido 12 generaciones, aunque en algunos mercados, como
el español o el japonés, la décima generación fue rebautizada como Toyota Auris. En 1997, este Toyota se convirtió en el coche más vendido de la historia al superar las ventas.</span></span><br />
<span style="font-size: small;"><span itemprop="articleBody">-Ford F-series. F150 (más de 35 millones de unidades): </span></span><span style="font-size: small;"><span itemprop="articleBody"><span itemprop="articleBody"> este pick up nació en 1948 y que ya ha
conocido 12 generaciones, fue el vehículo más vendido en los Estados
Unidos y, por ende, en el mundo –según una información de 2003, en
EE.UU. se vendía un F-Series cada 30 segundos–. En los últimos 20 años el Ford F-Series ha tenido que competir contra un buen número de modelos de General Motors, Chrysler, e incluso los japoneses de Honda y, sobre todo, Toyota, pero se mantiene como el <i>truck </i>más vendido, gracias a una gama tan amplia que abarca desde el "moderado" F-150 a los mastodónticos F-750 Super Duty, auténticos camiones.</span> </span></span><br />
<span style="font-size: small;"> -Volkswagen Type (más de 21 millones de unidades): </span><span itemprop="articleBody">En 1998, Volkswagen comenzó a vender
un nuevo modelo con claras referencias estéticas hacia el escarabajo,
pero que responde a los estándares modernos y que se fabrica en
exclusiva en la planta de Puebla (México), </span><span itemprop="articleBody">icono en siglo XX del
automovilístico. Teniendo en cuenta las unidades vendidas de la última
generación del Beetle, sus ventas totales serían de 23,5 millones de
unidades.</span><br />
<span itemprop="articleBody">-Honda Civic (más de 20 millones de unidades): </span><span itemprop="articleBody">Nacido en 1973 en Japón como un compacto de dos puertas y, posteriormente, un hatchback<i></i>
de tres, ha conocido ocho generaciones hasta la actualidad. Ha sido un
modelo que ha funcionado en los tres mercados principales: Japón,
Estados Unidos y Europa, aunque en las últimas generaciones, el Civic
destinado al mercado europeo, poco tiene que ver con el que se
comercializa en Japón o Estados Unidos, donde regularmente, este Honda aparece en la lista de los diez automóviles más vendidos cada mes.</span><br />
<span itemprop="articleBody">-Ford Escor(más de 20 millones de unidades): </span><span itemprop="articleBody">El Escort nació en 1967
como una respuesta de Ford desde el Reino Unido, a la avalancha de
modelos de los fabricantes europeos, como Fiat, Renault o Volkswagen que
apostaban por coches que consumieran poco y fueran baratos de mantener.
El Escort cosechó su éxito de ventas fundamentalmente entre los
clientes europeos, a lo largo de los 33 años que se mantuvo en
producción con seis generaciones diferentes. </span><br />
<span itemprop="articleBody">-Honda Accord (más de 17.5 millones de unidades): </span><span itemprop="articleBody"><span itemprop="articleBody">Este automóvil del segmento D se aprovechó del éxito del Civic
y del incremento de los precios de los combustibles a principios de los
70, sobre todo en Estados Unidos, lo cual le abrió las puertas de aquel
mercado, por sus ajustados consumos en comparación con los modelos
yanquis. El éxito del Honda Accord en el mercado norteamericano fue tal, que en 1981 se convirtió en el primer modelo japonés que se fabricó en EE. UU. A lo largo de sus ocho generaciones.</span></span><br />
<span itemprop="articleBody"><span itemprop="articleBody">-Volkwagen Passar (más de 15.5 millones de unidades): </span></span><span itemprop="articleBody"><span itemprop="articleBody"><span itemprop="articleBody">El Passat
se planteó como un vehículo del segmento D y ha ido evolucionado a lo
largo de las seis generaciones que se le han conocido. Ha recibido
diversas denominaciones según mercados Santana, Quantum, Carat, Dasher, Magotan, Corsar y desde 2011 existe un modelo específico, denominado Passat NMS,
que se fabrica en Estados Unidos y que se comercializa en Norteamérica,
Oriente Medio, Corea y China. En la actualidad, se comercializa la
octava generación del modelo.</span> </span> </span><br />
-Ford Model T(más de 15 millones de unidades): Henry Ford
concibió la idea de fabricar un automóvil accesible para la mayoría de
estadounidenses, instauró el sistema de producción en cadena que le
permitió abaratar los costes y nació el Model T, que empezó costando 1.000 dólares y terminó valiendo poco más de 300. Si el VW Escarabajo tiene más de icono cultural, el Ford T, supone uno de los hitos de la historia industrial de la Humanidad. Estuvo
en producción entre 1908 y 1927 y conoció versiones de lo más
variopintas: de una, dos, tres cuatro puertas, pick up, sedán, coupé,
roadster; e incluso se vendía el chasis desnudo para ser personalizado
por cualquier carrocero.<br />
-Chevrolet Impala(más de 14 millones de unidades): Puede llamar la atención que el
que durante años fue el principal grupo automotriz del planeta por
volumen de fabricación no tenga más modelos entre los diez más vendidos.
Eso es debido a la gran diversificación de marcas de General Motors. El Impala
nación en 1958 como un coupé de dos puertas y con un motor V8 que lo
hacía competir con los modelos deportivos de la época. Dos años después
llegó la versión de cuatro puertas y las actualizaciones se han ido
sucediendo en el tiempo hasta completar las 10 generaciones del modelo.
La última fue presentada en el Salón de Nueva York, en abril de 2012 y comenzó a venderse en 2014 en Estados Unidos.<br />
<b><br /></b>
<b>·Las competiciones automovilistas más famosas:</b><br />
<b> </b>1. Las 500 millas de Indianápolis está catalogada como la carrera más
importante en el automovilismo. En 2011 cumplió 100 años y no existen ni
segundo ni tercer lugar. Su ganador se baña en leche, una costumbre de
antaño.<br />
2. El GP de Mónaco de F1, es la carrera más prestigiosa de esta
categoría. Hace parte de la F1 desde 1950 pero se corre en este circuito
desde 1929.<br />
3. El GP de Spa-Francorchamps en Bélgica de Fórmula Uno. Se corre desde
1925. Llama la atención de este circuito sus condiciones metereológicas
las cuales son impredecibles.<br />
4. Las 24 horas de Le mans. Es una carrera de resistencia que se corre
en el de la Sarthe en Francia. En esta competencia ocurrió el mayor
desastre automovilístico de la historia cuando en 1955 donde murieron
más de 80 personas. Es una carrera de resistencia con carros de Gran
Turismo.<br />
5. Las 12 horas de Sebring. Es una carrera que se celebra en el Sebring
International Raceway, Florida, Estados Unidos. Participan carros de
Gran Turismo y prototipos. Es una carrera de resistencia.<br />
6. Las 24 horas de Daytona. Es una carrera de resistencia que se celebra
en el circuito de Daytona, Florida, donde al igual que en Sebring
corren Gran Turismos y prototipos. Desde 1966 se lleva a cabo esta
competencia.<br />
7. 24 horas de Spa. Esta carrera también se corre en el circuito de
Spa-Francorchamps pero en esta edición son los carros Gran Turismo y los
prototipos sus protagonistas. Se empezó a correr en 1924, queriendo
emular el éxito de las 24 horas de Le mans.<br />
8. Bathhurst 1000. Es una carrera de 1000 kilómetros que se celebra en
Australia y se celebra desde 1973 en el circuito de Mount Panorama. Hace
parte desde el 2000 de la V8 Supercars, una categoría que se corre en
Australia y Nueva Zelanda con carros de Gran Turismo.<br />
9. Las 24 Horas de Nürburgring. Esta carrera es bien particular, se
corre en el circuito de Nürburgring en Alemania, y puede participar
cualquier persona con su carro de calle, y es una carrera de
resistencia.<br />
10. 500 millas de Daytona. Esta carrera pertenece a la Nascar y es la
más importante de la categoría, tanto así que se le apoda como el 'Super
Bowl' del automovilismo estadounidense. Se disputa en óvalo de Daytona
International Speedway desde 1959 en el mes de febrero. <br />
11.Around the World in 80 Days Rally: <span itemprop="articleBody">casi treinta mil kilómetros de carrera
o , lo que es lo mismo, 18.000 millas (28.968,192 km), en una carretera
con titulo de novela de Julio Verne y que, seguramente ni el famoso
escritor francés pudo imaginar, a pesar de su capacidad para adelantar
aventuras futuras. Se corrió en el año 2000, dio la vuelta al mundo, embarcando los coches por aire sólo en dos ocasiones, de Pekín a Alaska y de Nueva York a Marrakech.</span><br />
<span itemprop="articleBody">12.Londres-Sydney Singapure Airlines Rally: </span><span itemprop="articleBody"><span itemprop="articleBody">en una revisión de como fue aquél rally del
77 se descubrió que cuando llegó a Australia y para asegurar que se
terminase a tiempo en Sydney la organización redujo el recorrido en unos
mil kilómetros, lo que da la "pole" al anterior. </span></span><br />
<span itemprop="articleBody"><span itemprop="articleBody">13.Pekín-París 1907: </span></span><span itemprop="articleBody"><span itemprop="articleBody"><span itemprop="articleBody">Una aventura debió ser cruzar media Asia y
toda Europa, con coches de principios de siglo y por aquellas carreteras
(donde las había). Y todo empezó como un reto lanzado por el periódico
francés Le Matin. </span></span></span><span itemprop="articleBody"><span itemprop="articleBody"><span itemprop="articleBody"><span itemprop="articleBody">40 aceptaron el reto, pero fue difícil hasta conseguir llegar a la salida: sólo cinco llegaron a ella. Ganó el Principe Borghese con un Itala con ¡una semana! de ventaja sobre el segundo clasificado. Por cierto, ni siquiera había una ruta preestablecida.</span></span></span></span><br />
<span itemprop="articleBody"><span itemprop="articleBody"><span itemprop="articleBody"><span itemprop="articleBody">14.París-Dakar 1992: </span></span></span></span><span itemprop="articleBody"><span itemprop="articleBody"><span itemprop="articleBody"><span itemprop="articleBody"><span itemprop="articleBody">el Rally más duro del mundo está bien ganada
con pruebas como aquella de 1992. Aún así, si te fijas, es el primero
de esta lista que todavía se celebra todos los años. Pero volvamos al
92. Aquél fue el año en el que el Dakar terminó en Ciudad del Cabo,
Sudáfrica, cruzando todo el continente. 133 inscritos en coches, 98
motos y 110 camiones. El podium final fue copado por los Mitsubishi de Auriol, Weber y Shinozuka y en motos ganó Peterhansel con la Yamaha.</span> </span></span> </span> </span><br />
15.Formula 1: abreviada como F1 y también denominada la categoría reina del automovilismo<sup class="reference" id="cite_ref-1"><a href="https://es.wikipedia.org/wiki/F%C3%B3rmula_1#cite_note-1"></a></sup> o la máxima categoría del automovilismo, es la competición de automovilismo internacional más popular y prestigiosa, superando a categorías de automovilismo como la NASCAR, el Rally, los automóviles de turismo, entre otras. A cada carrera se le denomina Gran Premio y el torneo que las agrupa se denomina Campeonato Mundial de Fórmula 1. La entidad que la dirige es la Federación Internacional del Automóvil (FIA). El Formula One Group es controlado por la empresa estadounidense Liberty Media desde septiembre de 2016.<br />
<img alt="Resultado de imagen de nascar coches antiguas" class="rg_ic rg_i" data-sz="f" name="wkpjZCctPC67LM:" 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" style="height: 178px; margin-left: -8px; margin-right: -9px; margin-top: 0px; width: 284px;" /> <img alt="Resultado de imagen de formula1 coches" class="rg_ic rg_i" data-sz="f" height="177" name="FBo10Tt96_XwQM:" src="data:image/jpeg;base64,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" 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<span itemprop="articleBody"> </span><img alt="Resultado de imagen de le mans coches" class="rg_ic rg_i" data-sz="f" name="XmXhYlsToitHPM:" 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uWpoNNadmTAcbo3b+cYrSVvmO/eYmu1TjTZ/tAbZbV952c7vZUdMz1gSTXIqq0XfcIWu4GlCcOA4xRKdzXCCiCvTB7LEA7DUg+VIkpYUDUdxWlaKKjkLxGPCDWot90WnZACa+IUK5JFO85FWFKG6rUG0VxinlklsBU1B+t0Ri1xJyTN/YpEkWZnkWd5rqpZ55JARSaKFGAqdwr6xRffZeJZAG/LU88onWnTrdj2aX5cogfwtlRhVgMCcMK7KRVro95i33BWXXYD0vHIcok3dkUrIBareZmCqSOG3CmO4QDQukGkWiVMXArMSv5SwDryKkiJc6zzX/hybPMK5VEt2r1AygujtWLU02WsyzzUS+rO7SmVQq4t3iopUYAbSYMrByVtTb6+yL8tWAqUJHQftWMWZt5RWlV7vTEr8R1EbTWiQ9ol9nJVmxqSorSmOOIpXnFdo3UO0OCD3arTvbMQa0Fa5fii2a10KKU0oalNoacJc1ZgwIOPI5x6PZ3vACp7pqKHMEYA7xjT+2I+ivs0VaGa97maDwH7xpxq6EKmW4FKAilQyjZwOeOOcTg7aFNWSk9CDIQtlFnZdGk4mLKTJC5Io61+Agva78Prwh5rlYyVZwsFhhmiI862gbYiBH0xooWlGlTWbsmFGRCVvA5hmGJHKkY6T9mcmS96RbbZJX8KTAOgNMuYMaG3afRNsZ23ays1QsNwvuSjNrRGvFuWSgUzGagpecgseJIArFHpDWwDBMYyc+0O/tNAlUc+cPuoag3uWFq05Nme8acIr3m1zqTEXSWmZMgUdhepgoxJ6bBxMZy062u2EpFXi/ePgMB5wnVS3LI0m9jWKCcxh4QGZpJKlUBdlzC5DLNjRRnGaskudanvpMmYEAhnoq19oVQDME0ugneRGjkaJVQA5v0xCgXUHJNuO1iTxjPOvyRojQtuyA1stE00lKFXCrAggCuPeOBP5axZWKylB3zeapJOJ9YlXIWsZ5Sb3LlFLYRVG6OMOruhxaESB0MdDq8/rrHQAewJba5I3Wg9TBO1O1QOsYOz6ZnLm9fzAGLKzaXLe1LJ/KSfI1jfU6PqR2szm0ukqU9NV/fI0k6eoxJUAYkkx5d9oGuZcGRJY9ntNfap8Im67awEL2KEioq9aA8FoPHqI8xnG+wByJAPKsURp5dXua3PNtsWegrUGFS1LvtV9ccI1upmgVmTvvxBuKGEivvFsHnD+mmC78TkRFW1ls8uUlotKv91vKERQKzTjUkGn8MDM1F7LEZ+iavadstrS9ZpgcLQEUKlcMAVIFMouiuZRUlpZFgtnNL2zL/YQSVJrs6RS6xaXmycElE5fxDioBzpQZjjhEnReudnRKzCFahJrnQVyhzbjG5TThnlY0kjRxPtYDzjI616atNl7Vykmy2eWO7OtB7Zpz7EkyZTjPiekZWx/aTO0jOdPv0jRkkEBLyBprr+Z+4p8KV25xO1osuj9HrLtVpmT9JWpv+1SdM7QMxpRlRe6qVu7DspUxldST3NsaMI8CRo7WPtdGvN02siQsxh92IRg8wAV7RZVS1QcjhvyxNdoY6FnuLLOFJ00gS2azvZTMLHu1dWqzE7SRU8Yq7cxs81LbpQfe9JzaGyWFcVkg+wZiitKHJd42nEbDVHUGdMnjSel37W1YNLlV7kimKjDAldgGAOOJxhZmTyoG/2a2GWSVWat2pu37wJz98EmvPbA7XqObUiObQ8olFIQy1pLqAbgClaUjcWhrzkjImGFyMsT9bY0qCtcw9bJO1zzk/ZbPoVFtQg7DIPj/NzgCfZVPqP+rlU20ktltp/EzjYaV14sVnN2ZOBbaJYaZQ7iVFBC6F1zsdra5JnAvncZWRqbwGAr0hZYk+sqWBaL1CsUod9DObaZhqP8B3fEGNFZrJKli7LlogGxVCjwER51tCjGKS26xKMAYmolTk+Jp3ZYjzAuw0jzzWTX5bKlfbmN7CVpXiTsEeWaW1yt1oJLWh1FcFlm4o4C7iepMRlNRLIUnPU+k0dQam6TvoK+OcOacuykfNuhtc7TLYLMmuy7yTUfON9YtOzHAIcwQkpBOjKJ6otrWD6W1gsdjRWtExJYY3VLVNTSpyB8Y8t/4tMr7WY9IFrhKe0tZQyGYqzO+NyELUkjlEay21J0FZu6PQdate7JYpCTynbLMYKgl3TeqC14MTSlBnECxa3Wa2Se2kEjYyNgymlaEVOO4gkR45aJlLN2darJtxCDE0BBNPH1i/1cIW3W1VwFUagyBNT/APRimLy8S+UFJbGrtetGGGz4RV2rTEyZlWIFtN0zKb2x6QG8Y2KXIx9WuI6azHYXbcKmEVZgHfS7u+s4b24ShJYUrkAcSMDicDDhPD1ajY7WNScBsGXsiKHJupa/sbIwUaN8vuIBFVrHpf7ugC/zH9ngNrGLiPOtPWrtbTMbYpuLyXD1qesSqSyoqpxzMr500klmJLHEk4kmBh4Y5xhFjKajXaj2o9oUPvKa9MR8fGNrHn2pik2gU/Cx8o9AuHbEWM4vDDM4w4S4cJUAAqxw5w/soXs4ABx0F7KOgAtW1ncfy5MpByvQ6wactM1wGmkKMSAAK02RRGYPrGGuGI7rFTsI+sYVRyknrqSoqEJptaBNYtEznmNMl/xA1CVqAQaAVBOBGEP0BqtLDCbbO8BiJS4gn/8ARsK/lGHExUzrfbJWxnXetG8s/KM3pvS8+diZjUHugkU5gfGM0KmJVo3XrY6VSjg53kr68Ez31NLyaUunKlCopTdSsNs+kpCCircFSaKoUVPLCsfPOitP2mUTdmvQKxoTUYDjF3o/7SZy4TpaON690/ERKdbGrw5X7W/6ZY4Xo9+LMv76Htc7Ta+6pPPAeUVb6vpazfmBBWvsihAGZN3EczXKMbYNe7HM9otKb+oYf5LGnsWkVcAypiuNhBBp1Ecypi8Q5f5CeXktF8o6tDA4eEb4ZrNzerIemfs4U1oysACakq+yvBhhziht2rtsnT5U5C3aSQoR0usECklTcfPE5Rs5tumMLrMxG6v1uiz1ftaAMhIBJqK4VFMsYuweKVTERhFtR8+PkU46hOnhpTlFSl5LZczJahWB7La5lotSvOtc00DuhBAOZFcid+wAAR6nOtbOKHAbh8YhTna6Si3moborSp2Cpy5xjBrdbrNea32SVKljBSswXpr0N1Jagte4kkADHhHoskU7o8r1k5qxrtK6RlWeWZk5wqjIbSfwge8eEeSa3a+TbRVJdZcrK6M2H9ZHoMOcCtNsnaRmPOnNgpKpLU4LtIXDdSp2+UZnWCzLLNFqDtBNa8RxGHiMsYUpltOkluN0WgmOTMPdFPE1p0oDEvSsgKpI7pXvIy1UimNQdhFK9Ip9B29ZUwhzRWpjnQjL1MamdZ2tIC3TLl72r2jDaAPcB448BEEsxc2ol9Y9YJs+zymY94oL3E5E9aViHpC0CVLaY5wUVPwA4k0g8uWEUKuAAA5AYARlNe7X3ZckHMl25DBR418IvlNxjoZo01KRl7ZammuZrmpJy3DYBwEdJs7TAzLjdpepmAdtN3GBJKZzRQSdw8oJoe1dlOVm9mt1xvRsGHn5RhbubiNNXCvSNhqnaiUAOyMpOYG9TKuHjnFvoK2iXTunoR8YlGSi9RSg5KyRvZIqyjeYmaxaXFml1AvTHN2Uu9jtpuFYpLBpAtMlhQF7wFWxpXDIU9YrtZplp++3pSu7S1VVKyywUkVamBAOOcOdRSejEqMoeJWH6U0YZMizSnNZk21LMmfmOBHSoi01YcG126YSAO0Vak09kvX4RC0poe1TpFmmVJnqSXDsBQk1UgHuilAKUhV7OxSOyJV58wlpjAVpewNCeGA6mK3KyuThBydkTbZbpbXzfU1vUoa54ZCAvpRNgY9KfqpGea3bhEebaiczEe1S4I0ro+HGRfzNNbkH9zU8gDAzpSYfZKD+0n1PwjPGeIYbeBtiLrVWWLC4eK1+7Ly16QmKjMZhFBXAKPhGMVq1JzOJ5kxJt2kC4uitNsRJJxiUM1u8zPW6u9qa0BQ9Rhzi20ZZrMTW0M60OQGBG3vAE+A6xG0gZZmEygQhOAOHIAbBlnFltCi5p/s+sdWmTTkAEHM4nyEba4Iyuq+kFSUJQmyRt7wcGpzqSQDu6RqKcqxWySHEQhhIWkCAZhCVghSFUCABlB9GFh1RCQARAIhaWtE1JZaVLvtu3DfQYtyETgTwhCIYHnlr1htLEgvd3hQB0xxirmWpybxZid5JJ8THplr0bKm/zEVuO3ocxFLadT5R9h2XnRh8D5w7oWqMgluIrUK1RQ4UNOYgNxDkxXgwqPEfKLy2apTlxUq44Gh8Dh5xS2myOho6sp4gj/eBJEnNvcabM2zvD+k18hjDZU5kNVZlO8Eg+UMoRBRaW20b8wr5nGAE7bF3YNdLZK/1b43OL3nn5xr7L9oCggT5RFQKsmNK4+yfnHmwmIc1I/Kfg1fWJc6Yj4hrvBsPMYRkq4SlPePwb6GMqwT71/U+htD6xAqprfRgCrDOhyPEeceXfaBpl5ttmX60Q3ZK7OzIBDrvvHEnpsiBoLWBpMtUVgQopQ/CL5tYZU1aTZSvwIDDziFLEV6Pcl3lw5l1TAYav/6QeWXHkZvQel+yJD1AJqDQkVIxBpEXSbtbZ9yzIz0rU5ADCrMTgq4DExozaLDX/s5fRV9IZbLaHXs0RZcvO6AAPAYResa3/q/sU/S7K+dfcZobREizYs6PNGb5hDtEtc/7iK7qRZNpNBlePSn6qRSmYAKDKAtaAMzE3jJbRViEejKd7zk2W8zSZ2L4n4U+MYrWO1GZPJNMFC4eO/jFxMt6DMxlrTPvzGbefLIQ4Vak33tiGIoUaUVk3J2gtKizTTNuX6KQBliRQGK1phZixzJLHmTX4w7sSdo41whLmwdTv/aLDIJsibZDSIDtHXjviMlcspzyO5oBpIrk2UXq68i6LytepjQihO/OMDjHBYjGnYnUr9ZujXW3XV2FEAXj7R6bBFBN0kSSTUk4knbEEJDgkSyogqrj4dAzW1oG1oY7Y4S4XsoaihOpJ7sEWJ2w2kSBKh4kGJWIXIcLEwSYNKsTN7KMeQJ9ILBchpObKsFlIcznFtI0BaGykuOfd/VSLCVqlaPeuKOLV/SDBoIoQsTrHpGdL9iYw4VqPA4RfydUPxThyVfiTE2TqtIBxLt1A9BBmQWZXWXW6YMJiBuI7p+I8ourBrBJmm7Uq24r8VqPGkFlaEkLlKX+7vfqrEtJYUUFAOH7RBuI9QpYb4aGEcF+qQpEIYl8bo6F7I7vrxjoAIpaFBglBDgOEMAJBjuxg9DCAGAAYl74ZMkKwowBG4ivllEi7C1EICgtmq9nfJCh3qaeWUUds1LcYy3DcGF0+IqPSN1UGFucIdwPJ7XoWdK9uW3MCo8REApHsvZxDtuhJM3+ZLUneBQ+Ixh3EeSisHlW11ybxjZW7UbbKmUG5hXpeHyiltWqdpT3A35SD5Ghg0ZJScdmQ00ywzEObTjbF84jztFzV9qW45qR8ICbM24xHqo8i3tNXmGm6VmHbEd7W594w4WY7oItjb8J8DElBLgQdWb3ZELE51hIniwP+Bv8T8oeNHP/AON/8W+UOxXcgpNpxhSSeUWKaNmHKU/+DfKJcnV60NlJbrRf1EQwKQS4cJcaqVqfOOZReZqfBRTzibI1LHvTvBfmTCug1MUJUPEqPRLPqnZ1zDueJp5CkWkiwypX8uUi8aD1hZkFmeZ2fRE5/YlO39pp45RZSNU7S3uKv5mHwrG/M3ZeHSONNrHpCzsLGNlalt705ByBPqRE+TqXKHtTXPK6PnGkAUZL4w5eQhZmOyKeXqvZV9wtzZvhElNDWcf6KdVr6xY3eJhbkK7AiyrOi+zLUclA9BB6Hh5mChBC0gGCu8fhCdmN1etYIaDdHXvrIQCGBKQtz6rCkk/VY7sz/vBYBpAEJyEE7OEZhz5QwGhTHXIWp3U5x3Zk5mABRzEdHXB9UjoAI9frCOJpCKuEOVIYDbxjhX6/aHAQ5RAA27CrLh1IWkAHUpkY6ghVEOpAA0DhHUhwMKWwhAMK84cE4Q0vCqKwAOCwhUV2Qt2GOIAFwhKgbDA1YmDXevOABl/cIeC24dTCdoY4Y5wgFuNtbwhGRRicYRtuECRyTSCwB6Dd9dYYZwG6OZBz5xHY4/sIdgCGexyEIJbnOJEqWIepgAALP1gglw5mhsxyIQD7ojiAIbKF7MmHiWBBYYy+IUsd3jDWaCCWIYhlTHXCdsde4CEdzAAoliHmg/eAyySczDlXGABxmwnaHlBLsRLRaCDQUgANc34wpYDdApYLZs3jT0h6yl3D65wANM7dU8sYQux93xPwg0OBgAi9k+9fCFgxmGFgA//Z" style="height: 168px; margin-left: 0px; margin-right: 0px; margin-top: 0px; width: 304px;" /><a href="http://www.designmoteur.com/wp-content/uploads/Auriol-Monnet-Dakar-1992.jpg" imageanchor="1"><img alt="Imagen relacionada" border="0" class="irc_mi" height="163" src="https://www.designmoteur.com/wp-content/uploads/Auriol-Monnet-Dakar-1992.jpg" style="margin-top: 37px;" width="267" /></a> <br />
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Fuentes: <span style="font-weight: normal;"><span style="font-size: small;">Top 10 mejores paises automovilisticos del mundo, imagenes de google, rankig mundial de ventas de coches,rankig mundial de los coches más vendidos de la historia,</span></span><span style="font-size: small;"><span style="font-weight: normal;"> TOP 10: Las carreras de automovilismo más importantes</span></span>Iván Zianhttp://www.blogger.com/profile/05775762253722460157noreply@blogger.com1tag:blogger.com,1999:blog-2433475149823253624.post-40488654258755461382017-02-10T11:38:00.001-08:002017-03-20T07:23:08.739-07:0020th Century Fox<div style="text-align: center;">
<u><i><b><span style="font-size: x-large;">20th Century fox</span></b></i></u></div>
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<span style="font-size: small;">Twentieth Century Fox Film Corporation:</span></div>
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·Tipo: Subsidiaria.<br />
·Industria: Película,estudios de cine. </div>
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·Fundación: 31 de mayo de1935.</div>
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·Fundadores:
Joseph M. Schenck y Darryl F.Zanuck.</div>
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·Sede central:<span class="flagicon"></span> En Los Angeles, California, Estados Unidos.</div>
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·Ingresos: <span title="Crecimiento"><img alt="Crecimiento" data-file-height="300" data-file-width="300" height="11" src="https://upload.wikimedia.org/wikipedia/commons/thumb/b/b0/Increase2.svg/11px-Increase2.svg.png" width="11" /></span> 11.358.000.000 USD<small>.</small><span style="font-size: large;"><span style="font-size: small;"> </span></span></div>
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<span style="font-size: large;"><span style="font-size: small;"> ·Beneficios </span></span>neto:
<span title="Crecimiento"><img alt="Crecimiento" data-file-height="300" data-file-width="300" height="11" src="https://upload.wikimedia.org/wikipedia/commons/thumb/b/b0/Increase2.svg/11px-Increase2.svg.png" width="11" /></span> 2.000.000.000 USD.<br />
·Filiales: -Fox Searchligh Picture. <br />
-Blue Sky.<br />
-20th Century Fox Home Entertainment.<br />
-Regency Enterprises.<br />
-Fox Television Estudios.<br />
-Fox Star Studios.<br />
-20th Century Fox Animation.<br />
-Klaski Csup.<br />
-Zero Day Fox.<br />
-Fox Music.</div>
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<img alt="Foxstudios.jpg" data-file-height="3000" data-file-width="2000" height="329" src="https://upload.wikimedia.org/wikipedia/commons/thumb/1/18/Foxstudios.jpg/245px-Foxstudios.jpg" width="245" /> </div>
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<span style="font-size: small;">Twentieth Century Fox Film Corporation (conocido como Twentieth Century-Fox con guión desde 1935 hasta 1985, profesionalmente como 20th Century Fox, o simplemente conocido como Fox). Es unestudio de cine estadounidense <span style="color: black;">y distribuidor de cine, actualmente propiedad de 21st Century Fox. Es uno de los seis grandes estudios de cine estadounidenses y se encuentra en el área de Century City de Los Ángeles, justo al oeste de Beverly Hills. El estudio fue anteriormente propiedad de News Corporation. El conglomerado mediático controlado por Rupert Murdoch. 20th Century Fox es miembro de la Motion Picture Association of America (MPAA).</span></span></div>
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Película: Inversión Beneficio en dolares</div>
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1.El señor de los anillos: 111 millones de dólares 1008%=1.100 millones </div>
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el retorno del rey.(2002) </div>
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2.Resacón en Las Vegas (2009) 36 millones de dólares 1297%=467 millones<br />
3.Tiburón (1975) 36 millones de dólares 1308%=471 millones<br />
4.Solo en casa (1990) 30 millones de dólares 1590%=447 millones<br />
5.La guerra de las galaxias (1977) 40 millones de dólares 1938%=775 millones<br />
6.Grease (1978) 20 millones de dólares 1975%=394 millones </div>
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7.Pretty Woman (1990) 23 millones de dólares 2013%= 463 millones</div>
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8.E.T. (1982) 25 millones de dólares 3172%=793 millones</div>
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9.Mi gran boda griega (2002) 6 millones de dólares 6150%=369 millones<a href="https://www.blogger.com/blogger.g?blogID=2433475149823253624" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"></a></div>
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10.Señora Doubtfire (1993) 38 millones de dólares 1160%=219 millones</div>
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11.Los Simpson: la película (2007)75 millones de dólares 395% =527 millones </div>
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12.Algo pasa con Mary (1998) 31 millones de dólares 1194%=370 millones</div>
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13.Ghost (1990) 35 millones de dólares 1446%=506 millones</div>
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<a href="https://www.blogger.com/blogger.g?blogID=2433475149823253624" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a>14.La Pasión de Cristo (2004) 35 millones de dólares 1749%=612 millones </div>
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15.Slumdog Millionaire (2008) <i> </i>15 millones de dólares 2520%=378 millones</div>
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<a href="http://cdn6.dibujos.net/images/listas/las-10-mejores-peliculas-de-animacion-de-20th-century-fox.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img alt="http://cdn6.dibujos.net/images/listas/las-10-mejores-peliculas-de-animacion-de-20th-century-fox.jpg" height="202" src="https://cdn6.dibujos.net/images/listas/las-10-mejores-peliculas-de-animacion-de-20th-century-fox.jpg" width="343" /></a></div>
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National Geographic Society, con sede en Washington (EE UU),
mantendrá el 27% de las acciones de una nueva entidad, la que creará
Fox con sus nuevos medios, y que recibirá el nombre de Partners National
Geographic. El acuerdo permitirá a la fundación dedicada a la
investigación científica aumentar sus fondos hasta los 892 millones de
euros, con los que ampliará sus estudios. Ese dinero permitirá invertir
más en patrocinar a exploradores y a científicos. "El valor añadido por
esta transacción generará un atractivo flujo de beneficios que National
Geographic Partners invertirá en enriquecer nuestro trabajo", aseguró el
CEO de la organización, Gary Knell, a través de un comunicado.</div>
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L'Hospitalet de Llobregat (Barcelona), 27 feb (EFE). Ericsson, 20th Century Fox y Telstra han anunciado hoy la puesta en marcha de una prueba piloto para hacer llegar contenido personalizado a los dispositivos móviles de los usuarios mediante una aplicación.<br />
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Bettina Sherick, vicepresidenta senior de marketing digital estratégico
de 20th Century Fox, y el aclamado creativo de publicidad Dave Trott son
los últimos ponentes como pesos pesados.<br />
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Fuentes: Wikipedia, cinemaía "El País", <span style="font-size: small;"></span><u><span style="font-weight: normal;"><span style="font-size: small;"><i>Rupert Murdoch compra National Geographic por 650 </i>millones de euros </span></span></u><span style="font-weight: normal;"><span style="font-size: small;">"El País"</span></span><span style="font-weight: normal;"><span style="font-size: small;"> (10-X-2015)</span></span><span style="font-weight: normal;"><span style="font-size: small;">, </span></span><u><span style="font-size: small;"><span style="font-weight: normal;"><i>La Fox compra Sky por 14.542 millones de dolares </i></span></span></u><span style="font-size: small;"><span style="font-weight: normal;">"El País"</span></span><span style="font-size: small;"><span style="font-weight: normal;">(17-XII-2016)</span></span><span style="font-size: small;"><span style="font-weight: normal;">. </span></span><u><i>Ericsson, 20th Century Fox y Telstra crean una app de contenido personalizado</i></u></div>
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"ecodiario" (27-II-2017)</div>
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<a href="https://es.wikipedia.org/wiki/1935" title="1935"></a></div>
Iván Zianhttp://www.blogger.com/profile/05775762253722460157noreply@blogger.com1tag:blogger.com,1999:blog-2433475149823253624.post-48006495697046347452017-02-01T09:26:00.004-08:002017-03-20T07:51:29.231-07:00Donald Trump y su política económica<div style="text-align: center;">
<a href="https://www.blogger.com/blogger.g?blogID=2433475149823253624" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"></a><u><i><b><span style="font-size: large;">Donald Trump y su política económica</span></b></i></u></div>
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<i>Información sobre Donald Trump:</i></div>
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-Nombre compreto: Donald John Trump.</div>
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-Lugar y fecha de nacimiento: 14 de junio de 1946 en Nueva york<a href="https://es.wikipedia.org/wiki/Nueva_York" title="Nueva York"></a> (Estados Unidos). </div>
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<a href="https://www.blogger.com/blogger.g?blogID=2433475149823253624" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a> -Edad: 70 años. </div>
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-Residencia: Casa Blanca.</div>
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-Nacionalidad: estadounidense.</div>
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" 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" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"></a><span style="font-size: small;"> -Partido político: 1.1 Republicano<a href="https://es.wikipedia.org/wiki/Partido_Republicano_%28Estados_Unidos%29" title="Partido Republicano (Estados Unidos)"></a> (1987-99, 2009-11, 2012).<br />
1.2 Partido dde la reforma(1999-2001).<br />
1.3 Demócrata (hasta 1987, 2001-09).<br /> 1.4 Independiente (2011-12).</span></div>
<div style="text-align: left;">
<span style="font-size: small;"> -Lugar donde estudió:</span><span style="font-size: small;"> Universidad de Pensilvania. </span></div>
<div style="text-align: left;">
<span style="font-size: small;"> -</span><span style="font-size: small;">Ocupación: 2.1 Promotor inmobiliario de The Trump Organization. </span></div>
<div style="text-align: left;">
<span style="font-size: small;"> 2.2 Presentador de The Apprentice.</span></div>
<div style="text-align: left;">
<span style="font-size: small;"> 2.3 Politico.</span></div>
<div style="text-align: left;">
<span style="font-size: small;"> -Patrimonio: </span><span style="font-size: small;">4500 millones (2016).</span></div>
<div style="text-align: left;">
<span style="font-size: small;"> -Rango: Presidente del Gobierno estadounidense.</span></div>
<div style="text-align: left;">
<span style="font-size: small;"> -Firma: </span></div>
<div style="text-align: left;">
<span style="font-size: small;"> </span><span style="font-size: small;">
<a class="image" href="https://commons.wikimedia.org/wiki/File:Donald_Trump_Signature.svg"><img alt="Donald Trump Signature.svg" data-file-height="126" data-file-width="272" height="69" src="https://upload.wikimedia.org/wikipedia/commons/thumb/f/fe/Donald_Trump_Signature.svg/150px-Donald_Trump_Signature.svg.png" width="150" /></a> </span><br />
<br />
<i><span style="font-size: small;">Política Económica:</span></i><span style="font-size: small;"> </span><br />
<a href="https://www.blogger.com/blogger.g?blogID=2433475149823253624" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"></a><span style="font-size: small;">El magnate de hoteles y casinos atribuye al libre comercio la pérdida de
empleos por deslocalizaciones y un supuesto declive de Estados Unidos.
El republicano se opone al tratado de libre comercio entre Estados
Unidos y 11 países del Pacífico (TPP, por sus siglas en inglés), y al
que mantiene con México y Canadá (NAFTA en inglés)<a href="http://elpais.com/tag/tlcan_tratado_libre_comercio_amercia_norte/a"></a>.
Promete renegociar los acuerdos y frenar la llegada de productos
extranjeros mediante la imposición de un arancel del 45% a todas las
importaciones de China y del 35% a la mayoría de importaciones de
México. Propone castigar, sin ofrecer más detalles, a las empresas que
trasladen su producción fuera de Estados Unidos. Aboga por aumentar la
inversión en infraestructuras, lo que choca con el consenso republicano
de evitar un Gobierno expansivo. Al mismo tiempo, Trump abraza dos
posiciones clásicas republicanas: propone rebajar impuestos y recela de
una subida del sueldo mínimo. </span><br />
<br />
<span style="font-size: small;"> </span><img alt="Donald Trump." height="232" itemprop="url" src="https://ep01.epimg.net/internacional/imagenes/2016/11/08/actualidad/1478560660_784172_1478561936_sumario_normal.jpg" title="Donald Trump." width="360" /><br />
Las medidas proteccionistas que quiere implantar el Gobierno de Donald Trump en Estados Unidos tendrán efectos positivos en cuanto a crecimiento de la economía del país a corto plazo, pero a medio y largo plazo las consecuencias serán negativas, según los expertos que han participado en el certamen de finanzas y seguros Forinvest, que se celebra en Feria Valencia.<br />
<span style="background-color: white; line-height: 28.0632px;"><span style="font-family: inherit;">Todas las partidas se recortan, con excepción de las que corresponden a Defensa —que sube el 10% en aplicación del principio “queremos comenzar a ganar guerras otra vez” formulado por el propio Trump—, Seguridad Nacional, con un aumento del 7%, como corresponde a un presidente obsesionado con la seguridad interior, y las ayudas a los veteranos, que crecen el 6%. El resto de partidas han sido sometidas a un ejercicio de devastación: el gasto en educación se recorta el 14%, el de sanidad el 16%, el de trabajo el 21%, la cooperación al desarrollo un 29% y la Agencia de Medio <span style="font-family: inherit;">Ambiente queda al borde de la anulación con un recorte del 31%.</span></span></span><br />
<span style="font-family: inherit;"><span style="background-color: white; line-height: 28.0632px;">El análisis económico del presupuesto confirma el mal diagnóstico. Produce perplejidad que una e<span style="font-family: inherit;">conomía con tasas de crecimiento en el entorno del 3% recorte el gasto público en el 1,2% respecto a 2017. Manifiesta un retraimiento cuyos objetivos son desactivar la protección social</span></span><span style="font-family: inherit;"><span style="background-color: white; line-height: 28.0632px;"> y reducir el Estado a las tareas de gendarme interior y exterio</span><span style="background-color: white; line-height: 28.0632px;">r. </span></span></span><br />
<span style="font-family: inherit;"><span style="background-color: white; line-height: 28.0632px;">Más de 95.000 personas, el 10% de la población del condado de Kern, perdería la cobertura sanitaria por el recorte de los fondos para </span><em style="background-color: white; border: 0px; box-sizing: border-box; font-stretch: inherit; line-height: 28.0632px; margin: 0px; padding: 0px; vertical-align: baseline;">Medicaid</em><span style="background-color: white; line-height: 28.0632px;"> (la sanidad pública ampliada por Obama), según un estudio de la Universidad de California. Más de 16.000 personas perderían el subsidio con el que han contratado un seguro en el mercado privado. Con </span><span style="background-color: white; border: 0px; box-sizing: border-box; font-stretch: inherit; line-height: 28.0632px; margin: 0px; padding: 0px; vertical-align: baseline;">Obamacare</span><span style="background-color: white; line-height: 28.0632px;">, la tasa de gente sin seguro en el condado pasó del 18,2% de la población al 7,9%. El estudio calcula además que la retirada de esos fondos supondría la pérdida de unos 5.000 empleos en el condado.</span></span><br />
<span style="font-family: inherit;"><span style="background-color: white; line-height: 28.0632px;"><img alt="Resultado de imagen de donald trump" src="https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcT1xgdZeDXjjZbd7cwEad91TydTRohi7Ne6QoYjhQUgY7g_5uPm" /><img alt="Resultado de imagen de donald trump despacho oval" 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DSpjVRtVk/0JH980ypX5NX2R76nTtyZ3BEYNe9Jm4J+Wvcuv7am2YPlmJHa566qbkKjHudub31awVsfiO9XsFPS/qO/4hCj0HfzTgrGlAhBAPEiQuL2B0A7r17C4IHyrq1ZQfNBOZRsb8he57q4wLBcWUgEgAEm0AAC/P0V3jnHXukSBCEEWKxCEwSLE6kQfzFP0jT0Le5RqtwEzu9Rv7RcdJb6yUgEgJkRlHIecCBee/mDax+L6NpRQgZiky4pAUCRJyRFrTBNzA4RHzL0LBKiOkeEJAJJy5ZJtzBjumheJx/RlcJcVNiQSADHZaIIse2juBtlmlw4Yty7dIsesCZBTfLxhQnSYNpPGOIEmC2eCsLVcqTIAMQNQLkaA+mguIxB6ImLgLhKQRMDtseAsLUZ2AoglrENysBM5oIBIkjtHLupOc9Wx3qlTNJNwjzeEagnrIUNQCfCIse8UPfwKiZClAHQKsRVlT6g7kSyvJ1QFJCQ2gXtEzY8hxHIxYxYbQOqkA620HbQS1ttyZaXXtqhDWJSFBBgp0cIHWSdSQrWRa2h5XoLi0ZHVJnNlcIk8bJg+IrvANFLzpgnpFdJ3FUgRzFhVfaTsvOc847tBNFqLmMIVFZszh2I3tI9cfZ95pY3rPyvZ/wCt9yaZdpL66e4++lbelXy3AfrB/gqXSjrjuPAp+b9L8cUU31V5M/a/xJqdv+VN/YP/AIqqb7qhA+0PvJqw0v5U2Pqn2tV1o+kPHgFvb+FR+FJfkgPqmvmyPOdH/LN/dNRfCmrqgfVNd7NV13uzCt/dNFjFqUePEILP1PAeqX90z5d37C6uYBSMckbOQhtLy8TnW8oISpSEqc6qSBK1pQqRmkkFaRYCR+658u52pWKC7ZYdw2KcTJQsKVdJjqrB0PJSFRbgSKt0jbyO32Ck1x+k0dpUW0dnLYcU0spKkHKShWZMjUBQsSDY8jauNgbXcw7i1tKhREA6iykm4NjYEXnWmbB7QbxrOGwi8iMQp8qW+tPn51HMnMApQWo9Gc0AKJgxBzB9s7srw6nXUArwwdW2hznBESdLzYgmYOkVRNndVyl6ZhS4/fvFrcSvMlJQACAmUrI1KgZib2THZFU9tbfViG2kqbbTlJUSlKRmUrUiEykRAyg5bC0iaBuG5oxgNhuuBlRGRt1aWkOLByqWrNAGUFShKSCUgx6qzHFGz7QAuucTqU9bifyJP2l/eNaJhkqyJuqCkaQRpy8aUNl7FODbOHUoKUjziDbMQlSh4KJibxFN+zfMT3VPmtdM05zK5xwUQgAo1PngDkbdVWsezW1TNBUdZCe5Kk9n1fDSqm3XghCCUhUlSetwkcPXpUGy3gT1TGtuY7/Rb8LjFrJgg3upDgCpSTmTYaEnumY5VeZwWoKhI4C8fhwoa04oRJnvq7h3MqTwk+utuhkO1AE7RsXO1cOGkdIeBA8FED1Um724IAh9PzrK9Fle70UZ2zjVrgFXVMEjtnu/MVUbeQodE5fMDY8QAJHeJmpdVTGL6wzI17RzCp/D64snA2e8kW+DrGqWypBM9EoAdgUJA8CFezhSvvhsA4d7MkeRWZSfonUo8OHZ3Gru675wmMLKrodgBXPXo1eklJHMnlT9tDAofaU0vzVceIPBQ7QaeiAmhFjom5qk0NcZGjqPse8Hb3g3WPY/Alp5I+atAWnuKZI8DmHdFaZuNtDpMLkJ6zQyH7PzD6Or+yaW94NnHoGyRK2QkEjkQEK8Jg+FCN3drHD4gKJ6h6rg5pNp7xqPEcaxcxSgnSyaez/2FCcObmnLttzB/KqfC6IxahzaSr02/wANdbJXlw08gPfUnwxt+XQ59JqO+FT/AIqp4M/JkpF8ykpjnau1QFgO1TKF23sVFYhq3HEKPsohuyr9J+z94UV2RsNGIefTiFqbbYS4+tTdyICCYBSZEEmAJtRfZOxtlhJLWMxJCouWFcDwIbHGsuic6O+Wa78yxkljfLsQDaKv9pM/qz980ysuy2fsj31Mzu5gMRi0ZMY50yUEhvoiJTclXWA7ePCKCYHaaVthSVJKFCxIIMXiRe/8aWmpHlrbZ2CLHWRYiDcZ30KXNz1xj+/N7DV1JjaD/if7qa9s7Yqm3emQ+2VTIkGPESD66Is7Hl1TylpK1axZOgGlzp20d0Di4uG0WQmVTG6706br4MFsuyAomPDKn+Pr51YZ2AhIc8oIWZUY0Gmpkayb8e6l5jHOMJydMlKdQABPDmCaD75bwOKw5bCyeksZAEpEEgEduXwmiRtnFm3sFOnMbnOcnXaOx2HEg51nIjqlKhlMSRNjJi5iNeE1FgdkoKFrn9IOtOgyk6dkag1j+zdqrAgKI7jRrB7xvgQHVRyJkX7DRXU8tsnZpZsjL5haZh9gtZVoMKzypIIs2CDYDsJ1mYikrZW03EYx5nFAJUk5QrQKCAADrxQUKtzqHA71vJmXb2F0jhpeL+6pN19gYjaXTYkuhakPZcq7EQhJCkkCNFAZYA6oM8l20ktnYze6chqmNeM8k3YdxKoUl+xuACII9vrobvPtttprNOZRskJN1ngBVNzdJ8x1QImUgDrHv5amqGE3aAxzPx0KCVqKEJUoZVqCFKCUgGYmLyJVlHGssiMjg0qhLKyNpeDdODW7iFuB0voCyIyJItYDJIVKgFXmLn0Ulbdw3Q4t1rMTlUi51Mpn304b07Ew+GGHcZZShfxloAiZ+ceJjUD0Unb4Ok414kgk5L6aJj3UeeItAzuEj8PkLpSSi+Nc8oJ0yq99K+9C/luB+2Pamj2MX5QfZPvpa3lc+W4PsUPamptM2zx3FWqj9PxHEIvvu51R9ofeRVptfyxH2f8AE3QjfPEyoNwqcwM5CRYpOqQeXsqVnaSPjAd6+UD+bXOoOmXkK02F3RDLYfOyGZmYiL7vVRfCgvzR9U+01Ns89Z//AKVr7poZv1jEvwUTERdCxxJ+jRDZisyXnbhKmEASCCctiYPCdDxrbWFtO0Ee7hYZI0ykA+7FBd0ncmJUrkFH1i9OW/G6wxOHS63fEti1/wBIi5yTxOpT2242RNhKh5fcfamnXA7VyBCFqgKVAUTYXiOwSO65p1spZJkkZ4OkjxDYslbVoQYIuCLEHhfhTVuRvYEEYbFy5hDmSpJUeqFADjMpSEwEJjzlHWKn+EPYZbc+Mtohtw9cAWQ4bz2BYv35uykjCfO/PGrDXNlAKikYTZaG3vLswOodVh5SVO9QttpyEFtbUpbmQmOjSREjNIgEFee3vf8Ai3xZryTfSlwZT1wCZgriSQb5hHcBYK7puanmwrrGDO64tP3JdUrBoKiSesm/JPVSPBIA8K0fA4FQSk5xBAOh5DjNZpuH/I0/aX7ae8Gt5aRldUnq2ICVIEDS6Znhrb2S6qN7ndQ2TNO4NvdEdqbFD6UpUsgJVm6uvEcZqFWwUgpg5DEdXzSQORuCeU++lnE7fx7SylS0nKYMt6aax7dK4G3cc6CnMlQNjlbHtnujv4Um6F/9zk10m5FmVAwCLzx7v4ipNovAJykxmSrnBkECIuTIPhPZVPD4d+ZDYBHNSOP9ZNd4vB4lQuG9CLLTxuYkn01Wc4Wsp4BvdC8SoE+P+Jcd9vzrQXeBwoLK02KV29Xt0phxuEfSMy0pgQLOJOquQHM0v7yp6qPtj2UrJm0pqnP1m+96n2riQ8y28j5qik80nWJ+qQb/AFhzp+3P24MS0M36Vuy+3kodh9s1m26Q6T4zhibKlaSdAZgnukN+g182VtBzCPhQHWSSlaTxEwpJ9GvYDU+meIXlg2cCvpjTCtpTGPvbpy8fLJaUhAU6pKgClUgjgRJBFZ5tnZhwz60GY1QeKknQ9/A9oNM27m1w5jsS2DKeq4g9hSkKHZcpMcyrnRffDZHxhnMgS4gynmUi6k+MT3gc6fmaJGEjYp3w6pNHUCN+jgL9m4+hWSb348uMsoOrSFJB5pKgUjwgjuohsqD8XRzXPoFQb/7PDDbSSZWc5VGg8y3h7zUeCX12hyB9dqVxiWFrh2+WSM4s+Yfg05lPOx0wNrkW+SKGumZvie8Ux4DZKEJAgwABpYQBbu4UsbD/AJLtcn/hkDtMpcH4UwbpYtT2CacUZMFBJHFCimDfUgJV2z4U10WKNlxlYcFLMoEzxfO54q7sltKMezbrFt1MxEJ6iot2+w1nO9jPxTaDyUgBtZDgSNCHBJ7oWHIjSm3ZGOcG3VtqSQhOGVlzWFwhZWO8wnh5vZS18JrqHHmHm1JWFNqQVJUFCUKSqJTImFmthmGNAc8OkyXxnDZoUk2NEEpSiJN+VLeztoKSmOFFsKq2dYNdBB0XjdcYlwFZPpJpX3mfDhlN8to4EGJ8bAirm08cpRUEQADxN1eHLvpdxLt/aOVGY3aUCR98gomHIMcCKvpXahLB655UQaXGtFQlbZVetP8Ag3SpGzMU4lZRmxNjH1GUyezWdNDesvbVa1aNgsSWdgNIEhWJdcEjXLnXPpCQPGhyHCwlM0cJmnYwbSm7dXarTwU2jEKeWiJKwAq9wQAB1Twqpv8Abq/HWYTCXm5LSjpPFJPJUC/AgHhFZ3gNkuMvF/DSCljMeOWFJHiCCT4U07jfCanGK6B1socyyCLpVGvaDSjDcYgqNZAI5CzySNs/FPNyysupU0sKKFkkIWNCAokE66TY8jRZW02Fqz4lorUQApaVlJMWHVBCdOUVpu8e5LOLa6SejfAlLvIR5qxxTr2jhyOB7Q2gLBJkG8jQjx4fjTGHGOsFLEhY7qFbPs7d9vEoQ+2hakKByqC08yCIPEGRelP4RN3xh1YR5LbiVF0pKlXSITIFhEmDz0odultnDpRh1uIPk15VwJCjCiVdsSg5e22lFd7cSleFzIMpOORcaH5O9p6qG2nY03A4JgTyOsC6+m9B2VOuKAC5JPL3zyohtPCPsLQjps2cSAkSRfQiffVfZTiEnMTlUkpWkk9XqmSFDU2uIvIjjY3jsVncQVIHTrOUoN+hQDICs3zlKObSwngoVtwsdBZDjOIZk3ul/aAfQrK4oyIMEc+YmpMPilLS8FGYbAnvNHN4djOOlK28qghkSkWVCJKjcQoyTxkgaUp4R05nx9RNLz4XwXCZowW1OE9qEbDHlldx9qaLbxIhpBHM+00G2QuHj4+0Uc3iXLTf550tJ+o1U47dEU2bsYhrE4EtO9eUZHQdZ4H1SFDiOYrF3sIWnHWz80x3i8HxEGn7dTEBsybZ05NbdY8ew6eNCt/Gk+TciFmUq7QII9En091UaSTr2UWrhwG/ikh3U1PFhVdzWpxoPCqDNSklpHwfqnCdy1j2H3074HGxlAnLlTxIv28PzbnSH8Hivkquxxf3UU3YXD4hKUqS3YpkeU53gjLE3i9TpjZ5RoUXSppZUhwTmBvrM+Ez4xceFRvEJSgArJKSDYQTBPKB/wC6icViAQrogTrZQi/eR31w+p4n+TwriUqRJNrmXbm2poD24s0dr7IoFzw9Kj+FdBPd6KgEmyben8KmSmNVX7T7orRvtKCLblW2o0OjJtqnQfWFKG8o6g7D+FOe0/0Kpn5v3hwpP3mTLf57KyftKJCbStQTY+N6B9bnAKhXGUlRzacePeBTVvTsoLHxhvUDrxxFoV4aHsjkaTHG5L3ePWT/ABpt3a2yelXh3BKZhJPbPVM6jl3nsqTVMcCJWajXtGS+jhkdE/E33rdAd3sUtvGhaATeCOaTYz2XmeEA8K0TeHeFDDRWpQCBYD5yzrCROp/POlfGFnBlTgEGcovdZJMJE9mp5CaSN6ca484hTipjQcEjkB+TYUQB1UQ0G0e3t/ZBrJGPf0gGY9Svb3bQU+7mNhACR9ETp2ntohgnG0rBWVWiyRP5vwoHtIddP7NX0fpPzzFPYWhgaNEqCcRsU7bv704TDLxGaIeCApLjPSAhIVYpLqY15GeyjmD+ErBNApaLLaSZKUYUIBNhJAxGsACewVi20nJeX30RThE9Gk8SmfVRxJ0bQEnJCHvLtq1Z/wCEHAuLLpUyHS2Ww50AzhJnqhYeJAkkxSTtBeCThW2MK6VqS8VQQLJUjKTOb6QRaKWsOgGJ07quuYYJ6w0HuvXHTjRcbT2FwiGEVGvfXG1XVOKlSyGkgZUAkBX1lQJN9B2TxqHDQqATYW9HOodquhMgqHhP4UWJtgl5nbELxmMUpUEpgaR2VRexPCL1A67c1ywCpUnQUwl1aYMGrqHKpjXSrLQrq8pm3YB/P541pO3AUYfZ+H0LeGStQ+s71j4iPXWb4LDF1wNDV1SUJ7CpWUetQrT99V/LnQmwRkQnuShP8aVq3WjV3/x6PFV4twJ9PVeRjfi+HxzgMH4mUJPJS1JQI7ZUKyYvqbUFo85P94cUnmIp43vxOXD5eLpSknsSc/tSmkZCpM8rfj+Hpr1JnEEH4ybVZI3BaTiN/lf/ABJR02dx1PRIIcBUhCo6RLjc5wpKQQlehzi9r52l0EQRI9n8aDYpOVZjvHjU7WINgf8A3RwFJcbm6bt0xh+lyvqWGlfOSsJyK4EylUgi1hMlPCnDeB7CHCoYYfCsr/SnOSo/o1pjqtjioXrK0unhVhgpUYKRmPGNazJfCUWE2cmqTxLfdnV//OreK228paljoklQAVkUoZo0JlBJPbN6V8JsrpDlQgExoAKsL3UfGmHUfD+NCDy4fsjmIN3Jtw++WNTEKaVlmMyucWMNX048zQjBtoVnK1pQopgRKtORgHSNRQrE7uZEyttSRpc1Phk4QE5g7msDdESOQyyK8+EubYZLsczWOxc+ar4dgoenUHjpRXbJltvu/Gq7aMEDmHSz3p/CpcZjcMpIA6WRZN0gdk2oMlM4kEJqKtjDSCo2RDQ8KXcbjlu4Zsrk5FrTmJ1skjx1prwa2RLTyoKY0WlN7g3VqO7WiK9hsYrArw2FI6RohxsZgok3kFSTlOaVDvjQCi0zDH1nIFZMyQhrdiyZzWphw7hULwg3EG9jwpu3H3SXjFBa+rh0+cqYzkfNSfaeHfAqhiDQSVOtdHPg/aKcISdFrWodoEJ9qTWl4ZaghFh5qdR2CgeOQ2lKUNgBKUwABEACB4UeaxCsiJvCRFhyFTnuublFDbLsY0/QT7K98fRIJa9Cj+FQ9JPd3RUbluIrGIruW5ctKE9vjbx/Gp0OEcvHXw09dU22zB0A9BPrFWEDgJHiTHrrRAXAVxtY+SV1puOXMUqbbRLa+xJPoyn3UV2ntlieh6dCnFGyEqBNusZAFrAnrUPxolLn6l31IJr2GwstRuvI09qW225Su8ZnBI5gC3oKvXU2Aw614tYQSCVCFD5sEmfRNuOlVEK6o7Vj15RTpsPZamQ4tdlOEEJ4pAmJ7TMxwGtR6ibomEnXZ5L6kdQgjXmDzSJvo/nx6LykGByBhIMWjUGqm8SIWmKc9o7DwaFJcdSta56srVKlEyTCYt20RTu/hXuutkE/bcH+MUxBMHYGtByHZzSD4jG1znaE+iy3FmVp/ZoosR1u0n0RRfeBjCsuwMKDAH+9cHvNcJxjCwJwv/3L/hRHSmw6p8ua6xliRfNJWLEOeFX2sWsI+bwA6qY4D6Pvou+3hnFH5NlMxPTLM+ERXeFw+HCkpU3CZE9ZSrT9EkT3TTAmaQLj3+UqYHE5L2xN3cfikJW0hpKFaKcCEg6yQACqNLxFNuE+DVwgdLikC/WCMOk24wrMD6q6xW+S0JKGcMFG4SpawElI0JSkT+zIHbQHCb3bSTiUuOpDrYnyIAQi4gXgkxqJmta7lxzcORujO8+6SsG0Xm3EutJjOQMqm5NipMnqk/OB1rMtpY5K9PTTfvZvni8Qwtk4YNByErIVPVSrMEiwi8Ens0F5TMPshSrrVlHICTTDXC2anviOKwQ9lsLWATA4nkOwc6thF7aVqe4nwb7PxbPSdM6XBZxskDIT9kiUm5CuPeCAzp+CDA8VOfvH/NRA4aoZYQbFYYlAqwitvT8D2B+k9+8a7/8Aw9gfpv8A74/CtA3XMPas3+CzZ/TbVw/JvM6ruQBH98opj2wkuYh5y0KdWZ7M1vVFPe6e4bGz3FusrdUpacpzlJhMzAhAIkx6BXL24OHKYCnweYWJHgUkeql6mJ0gAaq3witipXudJfPSw/KxXfx+VtISfmk90wJ8ADS24QlNuFbDvB8E6ldZp4OL08ochjkIBST2mKzzF7rdC+hvGh5lJN1JCVW5piywJEhJnxgHUQ6NgaUtWO+ZndIzQ/nRJ2IXNcNrit4a+BHBOJStGKeKVAEKGUhQOhHZpUqfgLwfHEPnwTRrJGyw5pyp8O51haY4f+q28/AdguD747in/LQjeL4KWsIgOtJefQP0kLAUkc8uQyOZGnKJNDkJDSbFFiYC8DEPPks/wikrackBAKkoB6xB1NwSY0GlRjZROimiO8/5aIbfZZabaDIUApS1EKVmMgIAMwLa+ug+HwyFDVQPEATpXYSCwEBdqAWyEIpsfCLZc6RKkggEWGoOolQqq/sxZkpWk/akH2EeNVzgEfW/dqNzBoHFX7tFS90XxWxmgglDq80CAoJgm0zBsIzc9Bzqph9mKCgVLRAINiTMHtEVRRgWzz/cro7Pb7f3K5Zdure1cOorUtJBBi0gRAA7qaPg92i2y5lWYU7YH5pyzIJ4TMzpbXmlOYdtPEzyiKvJCsjK2nEBwKkJzgKEHkTcESKFJnkEaJoNyV38JezOjxXSpHVfBXbTN8702V3k08tbZTg8HhsOBmX0abAdSSApRKtDcmwn11WdQ3jEhDzRBQEmNcpJNgQR9H0EeAredbYLTaLFAVYaAECNLA9X10tJIcGHamYIMUueiO7NcKm8yjKjJJ7ZM05sIlCdfNTz5Ck/DCAoclLH95VN7D4S2iSPNGncONDmuBkgMsSbr44jstxk1y4kd0dnCu0ugi15+tXKvD8+FYY4nVac0bElq32wiCcq80dmv40ib3b04jEqUkuFLM2bSMoI4ZhMqtzJ8KqPYeFVp+7+H2f8WZU6pgOFAzZncqpFjIzDlTMbgDcm63PCGt6oWX7lfyxr9r7iq1FAzOZfpNvD/wCs0bYw+BIBQGVcsqsx9Ek1ZRg20HOG0JjiEgEeIE0tW10UAzzJ0CxT075HA7Ag+6+7iWkhx/8ASCCBwbsL9qvZRDaGLSm8XM5U8T2niBXWNfUBmItqEz6zx/ChOEwrji8ykKV25QB2RmNRXM6V4J1X0kLbgyPOQ92CX8UhbmIkqGaQONuyOAptS90SLgqMC9h96BQTCYZfTK8mT1uwR45qL7WbhPXhNuNz4ASapxENYXbslioAkkZHbI52Cz/eG7qiLTwkH2WqLBTlrra0ZtZ8I9VewNxWv7AguA6YgLlowVfjFWmVJvr+9VYKurrRXeH1N58K8RkvNNnBXQsdIIKojTNX3GOkCyj4kH1d9QFuXRc2HKuVoBVIubCwmuAZjNbkPVdltUeICyOsZHYKhay6GimIbJEAGhzmEM3BHgaaa8FIOjKI7ADnSgNPFgrOXP0mQAfWVa3trZN22m2Ugv45DzkRJe6oHcTc9pH8cEfZGgP59FRBju/PhXWgA3QZGlwtov04dqYf+fa/tE/jXk7Uw50faPc4n8a/MQbjlT+1hVKwI6qjLesHkOY7KYEpS5pxcC62NvFNq81xB7lA+w14qaPnZf2gB6jX5neQQJggSRNVVag2nnWROStPpcJtdfod7c7ZrmuGaM8iR7FVXX8G2zD/APq+h10exysHQ2VQQBI4hInwgVaPxkfPdHcpQ99d6bsWvl3f5H34r9BYPdhhpsNNdMhA0Sl92B3delf4QHE4NlPRPYgPOGEziHDAEFRhSj2DvUKzpGJxAQPLv/2i/wAaqLLiyCtSlfaM+smgy1Iw6I1NSuMlydFed29i5/lD3g6r/NVDG7bxWZHyjEC9/Kr/AM1SYhvT8apYpIzIg8aSjeVUliABVPb7RUQTMwb+P41Fs9aG0AKCyoySQntMdmkadtXtragyKhwqjFyPTTsEpawKXVwB0pXvjrfJz9w0d2S5oHYS3CwZSkKBynJqmfOU2QTqCOFCemqd18lsAqUQNATYX4VuSckLNPCGEkbk5pbITPxcZeZUAO8mPXVUbXSmR8XSCAVFKkpCgACSSXEiLA693Kh+ysesNpQhSk8eqSPZaavjHvAQXVn9o1G6drCQQb9/7Kh0Dn5gi3ceapJ3gw6h5rY7C57xXG023HUpSylQSDCujVIFpuoC2uhPEG3G+cc59M+mok450aLV4KNdZVNabtB/P7Lvy7yLOI/BS2djOJcKmypIywUFV1RpEcbq1vftqo0zmdQnnb0kinFOMM+Ukg8Zkp7e6uH9lpLrb2hSpJJHzgCD6bRP5Gm1ZLh0m3QoghaxpDCu0qu59tf31UZw23cPkTDyQrKNYkW7/fUg2hhiTmQdbk4dRBPHrBBB7wayba2EQrEulIASXVRAgAZjFuAjhVOQjIg+/wAqHDFiuHe/JbO3jGyLOJP7Q9xivnSDmJ55vcDasnRspmPOPhao1YJHAum/0zU+4Lr3z7Qeae+Xyt74IK/0gcUlwQod9+PG/GtS3MxqU4FCyEpCSpJXCBfMqLnrEwRbXlWdbyCMTw6zaDbtSB7vzqfmy2cY4rLh2VOpzWBSS2lRAkknqAxE5jBtNUy036qVLgWdc7Vqb+/OGsl3pmUwciyAUuAGJAtb0HhwNFtnbRwb4C04popBIvKTMC1zHEXrKt6d1nGFYVeIfU46+tQcV81EZMqU8TE9gtAFDnMHlEyC4ZSIyngblOW3HxBqfN8Pic/G49Y++w+aLFI4ts3ILdsuEvOIYJ4ytNSKxOG/4lj+0FY3htiLIbBUnMtMhKWpgW7QOMeIqN3ZzgyqbUhaTBkMibqQkWJ5wDf6XM0uynjByfxRXNfbO/ktjSMJ/wATh9f50VwrB4HNmLuGn9YPZWQs4Bw8W5AzXbTMJKUknM5YSAm+pKh86vPbMWkgSkmwgsAyQUCD1+tfLMfT+tXRSsvbFx5rodI3ME+S1N7YOzlkqL2Hvfzx+NfG93dnCwdw/wC+Nf3qy9OyXgoQlFtYYMHQXOfiRzuZ7a+pwBgypqQYI6AyDpH6TmD66z8oy33n/bmu45N58lqR3X2cb9Iwf6z/AFV9b3U2dwXh/wC0/wBffWXqwSokBpVp/RKJgkgQA7JuY74qTCbPWtKlKGHQhIJKihQIEqBMZzpf0CvGna0Xxn8u5rPXJ1N/BakndHAyFSzP2/8AVXa92MEBGdpN+Dkf4qy93ZyoUpAZKkicpaUkgHNBuqwub8Mo5GqysA8QcyGU2VJ6JdsuYmOtwBn9lPjkU7T/AHn8u5rpErdp8lqad2cEP960ON3P9XPlXju1gjbpWT/W/wCqstVsXEEnyLIibqbUnnMZ1jSf7o5VHjsG4lIzoYRYkeScEg5rgzECTBGmUcq6KVn+Zv4817FJ/lwWpq3MwZnrNf2h7/pVCrcnAfzjR/rj/mrL8Rsp8AlTbSSQTGRYIBzcJlMZhqLQnlXGE2U46Oolo6mzbpjziSMoMABQjsCeVHbHYXDz581g4jr6LTlbkYEn9K1/be7NRjB7JZQ10KHGujv/AL2dddZ9tY6vYrhMeQ1Unqpc84TIsSZTmFokQmRa8a9nKH8xcxGR3XrWHM3sPqprQB0Dz+CuFjlqR3NwZBT0yIUdOkB9Waoj8H+Bj9K3H2x/nrPU7AcUDCWSdSA26TBzfN1jUAxfLAmDXDez1Wypw6sxITCHTJBMhMG/hyFB6LdIfPmt9faeC01jc7Apgh1sxzWI9GaKIO7Iw6xlU40Zt549Ue6sjc2Y4DHRscYEOyqLqAEzIESNQIqticMtHnttJFvOS7HzeZnv7z4bZG7Y88fVZIJ1K11W7mE0LrY/rLj0qr6d2sJP6Rr98f5qyD/4x5CZKGiBEylyRGWSRMjzSTbirnXsPg3FXT0ZiJOV2B5tiokD5pkT85Xhh9KH6v481tjpG6ErXlbs4QmOlb/tP9VRObmYJRHlW7G3lP8AVWUq2U6g9cIERfI6QbC0g3JCT6VeHD+y3EnKUNEyUhJS4JKYkGVdhnvPZWG0bBo8+fNddLMdSfJa09uPgFDrLQf60+5VRDcfAcFNj+s/FVZy1sswmQ1JQFwG1qyptdRCvq+PWgcvuJ2A4lSQEsKCrhQC1A2nQKE2Se+Tzr3RNBt0hH55rmCTUngtIG5GCH+8bjtcH41wNyMF/PNgfrP41nCd3HQYKWOBgoVPzY6ufNfKeF5VzqNzd9xOQeROYiIacOYiBeFc0H0r8NdCy9ukP+3Ne+ra9+C0xO5mBSI6ZAHLpY8fOr6vc/BH/fI/tlD/AB1l43edE2QcsEjonCOHGeOU6ayvnUTexjAI6EzpLbkmIm2b6pnvVztz5Zhz6Q/7c1wdJpyWqJ3PwN/Lo/t1f56+HdDBD/fIj9er/PWWHYzgEpS0qCAQGlE6AiRnm4STPHr1DhtmqObMhkBIBEoVJkxpm16h9Kuda+Ubb7z/ALc1wGS9uS1tvdjBIIUl5qefTEx6VGoNqYdhhJUcSwhFr551+qPx9FZr/wDBqUFEBrMhIlBQoHhB14xrp53GaqJ3fC0FSJzJICwUpCUmJsCST77VwU8TsnPv339StgStNx6clpO728WHcc6Jtx1RAklsSgX1MDqAjiVHSsxxOORBdMnMc3PUzfTnXKtuu4BTrLSMiiMpUoeckiyridDIjj6KpYxqGY7Ej1in2whoaLm3bb0QRJm4j3qio2ytIgMOAfqyPzwqNra6ieslwDkEH3Cm5pwJyjNEZfnxF2uTqI07NOESnlp2wGbgn5/1WR/Pcx2Rl4ZYbJ8rFuWfmZN6RtvYnpHkriIbCf3e8nn/AAGlOnwc7RcbYdSjLHSzcE6oRyUOVer1DrpHRxFzTY5cV2BjXGxUG/O0VuYnBoWR1V5rCB1lAcSfo+uq7jYCM6RCfnAWJvMdsxeTwFq9XqAHOcxjicyPUowAGID3oibqZ6MwJ6ICdInPe17WgemYipmSA3mgBMZsoHDpkGPGD6TXq9SJ0HePVOW1QxnFKbxRw5gt9ZSwPndVSiftWMEnlxE0ysYRS04cKXmzCUKIAU2XISpJI84BZQtKrEFPK1fK9TFR1WtI2j0KQJPFQKwjZwawW09RObUxlBKPNBAJAJAT5tgdasrwLielCVJTYFaiJUro0JTAmAAXJUddEnsr7XqXD3YsztI4IkvV0Sq5ic7jTISAYSpKuRKQoHmOsrMY4k+JhyOgcUAMsgxFspcXAgzoOF9K+V6j1AzZ3jzRIjdrivYNzO4QRcs3JUSbqSBc63BN9OGsAjjsPFoTLilQZMiFqTzjiRAAPadK9XqUmcWy5e8rog2Bc7VfQH+iSgKdCcozpBbCVZVBURKlZVoQQYkJJmYr6z0bq3G05gW3FrlQkKShXRREiCQtPAzlvrXq9W3D6TT2DztdKgkWt7zSU1tDol5SlNlmYAuoSCZ1vmI7iaccNhVIyNHqlTRUkpWbBMpIJATcwuDFupHzifV6nKgCwPYuYjmF9xeGaSMrbYT3nNKlmbkjSSqec9wFfG7KClBvNMNoVmygShaHShJvcpKCCRFiOIv6vUo1512opysFd2k02cHPRi7YsVLIAUEBMdaTGsE8VXM1Vw+FV0jzCckiVKUUA5oW42lEEEBJWFqNpAIjs9XqzG89G47jyWDku04ZnonFlCjlMghWUicqQbCVEEn5wse6IsQhagsgJV0QaS4Fk9aW0L6ttLLBTpcG1wfV6jMzNj7+3muyHDmEtYTF9K80gJTJdBQopEgqUCoqgXkKpodZQ283grlxQXKiOocyFuJBEyQPJgwQSE16vUSoH1sGzCT4j+VgPNlxshtDpLaUw44kLIPmJgBAKVphQKlrbJgCAkxwFR4toJ6MwLnWTJAzASNDr4DmTNer1Ddk4ju8weSMwdeyrtHIdJPQtqNyOoEJzC2pkzBsbzrRNhHUZSQPmpjgDLgTBsbHKfCvV6hT/a0+9EVungUCZ2mlOZvo0gDMowkR1biR860iDwUaYH/PCDE5ISsAA5ShakyOByhYIFvN7a9XqPO0AAjdfxQWOJdZexISWUgJUFFIVdxZCZgpIkyTpY6G4mBQpx4/KDYJR1gcoKlErUhEzaNSeXCvteoURJdY7/UIzhYZIYnGlx7oiJyPHLOgSlZsLT5ltb1YCACpShKQhslPPyrnPlPGvV6mpBYgd3EIURvdEcOJKlEQoIKVdYqJIynzlXIvx0k1V2e0FMSfmjNMCdAoaCbWEze8zaPV6l9jj3Iu1o7+KLbSxwVhlBzDtOBDSspWASnqG4lBg9xrNto2CeUp9v8ACvV6qbCThukSAMVk1tbeatHSCCOCuaTweHAf+rEWcPjEmLq4fS4dEP5z6h9CdOr0fq9TIKCGhf/Z" /></span></span>
Fuentes: wikipedia<i><u>, La política económica de Donald Trump amenaza el liderazgo de EEUU en Occidente </u></i>"el economista.es" (8-III-2017), <i style="text-decoration: underline;">EEUU influíra menos</i> "el pais" (19-III-2017), Ximenez de Sandoval, Pablo <u style="font-style: italic;">La América que voto a Trump teme los efectos de su reforma sanitaria.</u> "el pais" (20-III-2017)</div>
Iván Zianhttp://www.blogger.com/profile/05775762253722460157noreply@blogger.com0tag:blogger.com,1999:blog-2433475149823253624.post-70906055270214218582017-02-01T09:22:00.000-08:002017-02-01T09:22:40.732-08:00Tema macroeconomico nacional <div style="text-align: center;">
<i><u><b><span style="font-size: large;">El fraude de las preferentes</span></b></u></i></div>
<div style="text-align: center;">
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<div style="text-align: left;">
La estafa de las preferentes en España hace referencia al fraude bancario<a href="https://es.wikipedia.org/wiki/Fraude_bancario" title="Fraude bancario"></a> en la emisión y venta de acciones preferentes por bancos y Cajas de ahorros de España<a class="mw-redirect" href="https://es.wikipedia.org/wiki/Cajas_de_ahorros" title="Cajas de ahorros"></a> que desde los años 1990, incrementándose en 2003 y con el punto álgido en el periodo 2009 a 2011, época que comprende la burbuja inmobiliria y la crisis económica española de 2008-2014. Colocaron este tipo de acciones a unos 700.000 clientes
sin la debida transparencia ya que no podían entender el producto por
su complejidad, fueron engañados y por tanto desconocían el riesgo que
acarreaba su adquisición. En muchos casos pensaron que era renta fija cuando en realidad era renta variable. En el momento más álgido, estallido de la crisis financiera de 2008, el valor de venta de preferentes alcanzó los 30.000 millones de euros. El Gobierno de España admitió que su comercialización fue un fallo y la CNMV (Comisión Internacional del Mercado de Valores) ha reconocido que muchas ocasiones se incumplía la ley.<br />
<img alt="Resultado de imagen de preferentes viñeta" class="rg_ic rg_i" data-sz="f" name="1Q9q_d6QpODEgM:" src="data:image/jpeg;base64,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" 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Una <i>Acción preferente</i> es un valor o acción<a href="https://es.wikipedia.org/wiki/Acci%C3%B3n_%28finanzas%29" title="Acción (finanzas)"></a> emitido por una sociedad banco, caja de ahorros o empresa financiera que no confiere ninguna cuota en su capital<a href="https://es.wikipedia.org/wiki/Capital_financiero" title="Capital financiero"></a> ni tampoco derecho de voto en la junta de accionistas. Son perpetuas, no tienen vencimiento y su rentabilidad no está garantizada, ya que está vinculada a la obtención de beneficios -es, como toda acción, renta variable. Se denominan acciones preferentes porque tienen prioridad frente a otras acciones en el pago de dividendos, sin embargo al llegar la liquidación<a class="mw-redirect" href="https://es.wikipedia.org/wiki/Liquidaci%C3%B3n" title="Liquidación"></a> o en caso de quiebra, las preferentes pueden ser las últimas. Sus condiciones son negociadas directamente entre la entidad emisora, el banco, y el inversor o accionista. Son un activo de alto riesgo financiero<a class="new" href="https://es.wikipedia.org/w/index.php?title=Alto_riesgo_financiero&action=edit&redlink=1" title="Alto riesgo financiero (aún no redactado)"></a> que puede dar alto interés bancario<a class="mw-redirect" href="https://es.wikipedia.org/wiki/Inter%C3%A9s_bancario" title="Interés bancario"></a> o grandes pérdidas. </div>
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En España las entidades bancarias ofrecieron las acciones preferentes a inversores particulares dando a entender que se trataba de renta fija
cuando no lo era. En un porcentaje muy alto los inversores eran
particulares inexpertos que creyeron que era una inversión segura. Por lo demás, la rentabilidad ofrecida era algo mayor que la de muchos productos de renta fija.</div>
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El desconocimiento de los inversores sobre las condiciones de su
contratación así como la imposibilidad de rescate del dinero invertido
ha llevado a algunos observadores económicos a considerar esta práctica
una verdadera estafa bancaria, encubierta perpetrada por las entidades financieras, dando lugar a numerosas protestas y reclamaciones judiciales ante la falta de protección legal de los ciudadanos.</div>
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<span style="font-size: small;">En abril de 2013, la CNMV había abierto expediente a 17 de las 19
entidades financieras que emitieron participaciones preferentes desde
1999. de las cuales son: CAI, Caixa Penedés, Ibercaja, CAM, Caja Sol, Caja Canarias, Caja Extremadura, Caja Asturias, Caja Cantabria, La Caixa, Caja Murcia, Unnim, Catalunya Caixa, Caja España, Caja Duero, Banesto, Novacaixagalicia y Bankia</span><br />
<a 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" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="Resultado de imagen de implicados en el fraude de las preferentes" border="0" class="rg_ic rg_i" data-sz="f" height="114" name="aqdAHZANW1Dg5M:" 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" style="height: 134px; margin-top: 0px; width: 376px;" width="320" /></a><span style="font-size: small;"></span><span style="font-size: small;"><img alt="Resultado de imagen de implicados en el fraude de las preferentes" class="rg_ic rg_i" data-src="https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcTr_Cb0ky7j7kgq4lLp4wWP0qb2s9MVkcqHi39CF4lmZchg7lEEew" data-sz="f" name="dYAb_oxLVBe3IM:" src="https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcTr_Cb0ky7j7kgq4lLp4wWP0qb2s9MVkcqHi39CF4lmZchg7lEEew" style="height: 194px; margin-left: -31px; margin-right: -10px; margin-top: 0px; width: 259px;" /> </span><br />
<br />
<span style="font-size: small;">En España el número de afectados alcanzaría la cifra de 700.000. De las cuales tan solo en Galicia fueron 116.000 personas alcanzaron un total de 1.831.000.000 de euros. </span><br />
<a 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" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Resultado de imagen de preferentes viñeta" border="0" class="rg_ic rg_i" data-sz="f" name="dxMh3fljBeGrTM:" 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" style="height: 178px; margin-top: -9px; width: 238px;" /></a><img alt="Resultado de imagen de preferentes viñeta" class="rg_ic rg_i" data-src="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcREuj_SVZFD1fZMLVmDPW0KyGVuqh1QyKh4-Mnr4deEcSHTY2lT" data-sz="f" name="WwT9RI8QWsRylM:" src="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcREuj_SVZFD1fZMLVmDPW0KyGVuqh1QyKh4-Mnr4deEcSHTY2lT" style="height: 180px; margin-left: 0px; margin-right: -17px; margin-top: 0px; width: 270px;" /><br />
<span style="font-size: small;"></span>Iván Zianhttp://www.blogger.com/profile/05775762253722460157noreply@blogger.com0tag:blogger.com,1999:blog-2433475149823253624.post-52572631580446258622016-11-28T08:20:00.001-08:002016-11-28T08:41:00.533-08:00Mario Draghi<div dir="ltr" id="docs-internal-guid-33f98c56-abbc-9fef-6c6c-c70082816853" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: center;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 34.666666666666664px; font-style: italic; font-variant: normal; font-weight: 700; text-decoration: underline; vertical-align: baseline;">Mario Draghi</span></div>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 16px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Mario Draghi nació en Roma el 3 de Septiembre de 1947, es un economista italiano, presidente del Banco Central Europeo (BCE) desde el 1 de Noviembre de 2011.</span></div>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 16px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Entre 1985 y 1990 fue director ejecutivo del</span><a href="https://es.wikipedia.org/wiki/Banco_Mundial" style="text-decoration: none;"><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 16px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;"> </span></a><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 16px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Banco Mundial, y entre enero de 2002 y enero de 2006 fue vicepresidente, por Europa, con cargo operativo, de Goldman Sachs, cuarto banco de inversión del mundo. Desde el</span><a href="https://es.wikipedia.org/wiki/16_de_enero" style="text-decoration: none;"><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 16px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;"> </span></a><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 16px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">16 de Enero de 2006 hasta el 31 de octubre de 2011, ocupó el cargo de gobernador del</span><a href="https://es.wikipedia.org/wiki/Banco_de_Italia" style="text-decoration: none;"><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 16px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;"> </span></a><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 16px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Banco de Italia.</span></div>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 18.666666666666664px; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline;">*Estudios y carrera académica:</span></div>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">En 1970, se licenció en</span><a href="https://es.wikipedia.org/wiki/Econom%C3%ADa" style="text-decoration: none;"><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;"> </span></a><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Economía por la</span><a href="https://es.wikipedia.org/wiki/Universidad_de_La_Sapienza" style="text-decoration: none;"><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;"> Universidad de la </span></a><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Sapienza, bajo la dirección del profesor Federico Caffe. Posteriormente amplió estudios en Massachusetts Institute of Thecnology con Franco Modigliani y Robert Solow</span><a href="https://es.wikipedia.org/wiki/Robert_Solow" style="text-decoration: none;"><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;"> </span></a><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">y obtuvo el doctorado en 1976. Entre</span><a href="https://es.wikipedia.org/wiki/1974" style="text-decoration: none;"><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;"> </span></a><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">1974 y</span><a href="https://es.wikipedia.org/wiki/1978" style="text-decoration: none;"><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;"> </span></a><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">1978 fue profesor encargado en la</span><a href="https://es.wikipedia.org/wiki/Universidad_de_Trento" style="text-decoration: none;"><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;"> </span></a><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Universidad de Trento, la</span><a href="https://es.wikipedia.org/wiki/Universidad_de_Padua" style="text-decoration: none;"><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;"> </span></a><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Universidad de Pagua y la</span><a href="https://es.wikipedia.org/wiki/Universit%C3%A0_Ca%27_Foscari" style="text-decoration: none;"><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;"> </span></a><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Universidad de Venecia. Posteriormente fue profesor ordinario de economía política y monetaria en la Facultad de Ciencias Políticas "Cesare Alfieri", de la</span><a href="https://es.wikipedia.org/wiki/Universidad_de_Florencia" style="text-decoration: none;"><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;"> </span></a><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Universidad de Florencia (entre</span><a href="https://es.wikipedia.org/wiki/1981" style="text-decoration: none;"><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;"> </span></a><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">1981 y 1991).</span></div>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 18.666666666666664px; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline;">*Formación académica:</span></div>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">1977: Doctor en Economía, Massachusetts Institute of Technology (MIT)</span></div>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">1970: Licenciado en Economía, Università degli Studi di Roma «La Sapienza»</span></div>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 18.666666666666664px; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline;">*Cargos públicos:</span></div>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">-Fue el artífice de las más importantes privatizaciones de empresas públicas italianas.</span></div>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">-Ocupó diversos cargos en el Ministerio del Tesoro italiano durante la década de los noventa.</span></div>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">-En</span><a href="https://es.wikipedia.org/wiki/1991" style="text-decoration: none;"><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;"> </span></a><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">1991 fue nombrado Director General del Tesoro hasta</span><a href="https://es.wikipedia.org/wiki/2001" style="text-decoration: none;"><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;"> </span></a><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">2001.</span></div>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">-Entre 1991 y</span><a href="https://es.wikipedia.org/wiki/2001" style="text-decoration: none;"><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;"> </span></a><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">2001 fue Presidente del Comité de Privatizaciones.</span></div>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">-Ha formado parte del Consejo de Administración de diversos bancos y empresas:</span><a href="https://es.wikipedia.org/wiki/Eni" style="text-decoration: none;"><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;"> </span></a><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Eni,</span><a href="https://es.wikipedia.org/wiki/Istituto_per_la_Ricostruzione_Industriale" style="text-decoration: none;"><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;"> </span></a><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">IRI, </span><a href="https://es.wikipedia.org/wiki/Banca_Nazionale_del_Lavoro" style="text-decoration: none;"><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;"> </span></a><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Banca Nazionale del Lavoro e IMI.</span></div>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">-El día</span><a href="https://es.wikipedia.org/wiki/29_de_diciembre" style="text-decoration: none;"><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;"> </span></a><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">29 de diciembre de 2005 fue nombrado gobernador del Banco de Italia. Abandonó el cargo el 31 de octubre de 2011 para ocupar la presidencia del Banco Central Europeo, en sustitución de</span><a href="https://es.wikipedia.org/wiki/Jean-Claude_Trichet" style="text-decoration: none;"><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;"> </span></a><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Jean-Claude Trichet.</span></div>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 18.666666666666664px; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline;">*Carrera internacional:</span></div>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Entre</span><a href="https://es.wikipedia.org/wiki/1985" style="text-decoration: none;"><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;"> </span></a><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">1985 y</span><a href="https://es.wikipedia.org/wiki/1990" style="text-decoration: none;"><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;"> </span></a><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">1990 fue director ejecutivo del</span><a href="https://es.wikipedia.org/wiki/Banco_Mundial" style="text-decoration: none;"><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;"> </span></a><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Banco Mundial. Entre enero de</span><a href="https://es.wikipedia.org/wiki/2002" style="text-decoration: none;"><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;"> </span></a><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">2002 y enero de</span><a href="https://es.wikipedia.org/wiki/2006" style="text-decoration: none;"><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;"> </span></a><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">2006 fue vicepresidente, por Europa, con cargo operativo, de Goldman Sachs, cuarto banco de inversión del mundo. Mientras Draghi era vicepresidente de </span><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Goldman Sachs international</span><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">, uno de los máximos responsables de la compañía en Europa, la compañía asesoró a Kostas Karamanlis sobre cómo ocultar la verdadera magnitud del déficit griego. Esta ocultación del fraude condujo a la crisis de la deuda soberana en Grecia. De hecho, en junio de 2011, Draghi fue preguntado en el Comité Económico del Parlamento Europeo por sus actividades en Goldman Sachs, en relación al ocultamiento en Grecia.</span></div>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 18.666666666666664px; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline;">*Actividad profesional:</span></h3>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Desde junio Presidente del Grupo de Gobernadores y Jefes de Supervisión del Banco</span></div>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">de 2013 de Pagos Internacionales.</span></div>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Desde nov Presidente de la Junta Europea de Riesgo Sistémico.</span></div>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">de 2011</span></div>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Desde novi Presidente del Banco Central Europeo.</span></div>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">de 2011</span></div>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Desde 2006 Miembro del Consejo de Administración del Banco de Pagos Internacionales. </span></div>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;"> Miembro del G7.</span></div>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;"> Miembro del G20.</span></div>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">2006-octubre Presidente del Consejo de Estabilidad Financiera.</span></div>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">de 2011</span></div>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">octubre Gobernador de la Banca d'Italia.</span></div>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">de 2011</span></div>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">2002-2005 Vicepresidente y Director General de Goldman Sachs International.</span></div>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">1991-2001 Director General del Tesoro.</span></div>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">1984-1990 Director Ejecutivo del Banco Mundial.</span></div>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">1981-1991 Profesor de Economía y Política Monetaria en la Università degli Studi di </span></div>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;"> Firenze.</span></div>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">1975-1981 Profesor de Economía en las universidades de Trento, Padua y Venecia.</span></div>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 16px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">**</span><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 16px; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline;">Otros cargos:</span></h3>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Desde 2009 Miembro del Consejo de Administración del Princeton Institute for Advanced </span></div>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;"> Study.</span></div>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Desde 2006 Miembro del Grupo de los Treinta.</span></div>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">2000-2001 Presidente del Comité Económico y Financiero de la Unión Europea</span></div>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">1999-2001 Presidente del Grupo de Trabajo nº 3 de la OCDE.</span></div>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">1997-1998 Presidente de la comisión creada para revisar el derecho societario y </span></div>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;"> financiero italiano y redactar la ley sobre los mercados financieros italianos </span></div>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;"> (también conocida como «Ley Draghi»).</span></div>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">1993-2001 Presidente del Comité de Privatizaciones italiano.</span></div>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;"><img alt="Resultado de imagen de mario draghi" height="195" src="https://lh5.googleusercontent.com/VuBgCuBCW9EXjAdNDuwHhG3xcK6cFFkE8VhWihIIm5TrCTbQvoJBRfHsD--qX7t_avAW1pbC9wdTXIW_zY1fH5DoRRs7O0hVP5FVBUmBW6UQWCFchk_80JdRJ7WeRoaZEcapibr1" style="-webkit-transform: rotate(0.00rad); border: none; transform: rotate(0.00rad);" title="https://en.wikipedia.org/wiki/Mario_Draghi" width="183" /></span></div>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: italic; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline;"> </span></div>
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: italic; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline;"> De Jaime Zarzuelo e Iván Zian.</span><br />
<br />
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: italic; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline;">Fuentes. wikipedia y europeal central bank </span>Iván Zianhttp://www.blogger.com/profile/05775762253722460157noreply@blogger.com1tag:blogger.com,1999:blog-2433475149823253624.post-40949411820876702212016-11-28T08:13:00.001-08:002017-03-11T02:29:26.791-08:00SEAT<div dir="ltr" id="docs-internal-guid-b6c58e80-abb7-ca32-6924-ab7c4dd0306b" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: center;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 64px; font-style: italic; font-variant: normal; font-weight: 700; text-decoration: underline; vertical-align: baseline;">SEAT</span></div>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 18.666666666666664px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">-SEAT es una empresa española de automóviles creada por el extinto Instituto Nacional de Industria el 9 de mayo de 1950.</span></div>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 18.666666666666664px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">-Las siglas S.E.A.T son de Sociedad Española de Automóviles de Turismo.</span></div>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 18.666666666666664px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">-Las oficinas centrales de SEAT se encuentran en su complejo industrial en Martorell (Barcelona).</span></div>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 18.666666666666664px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">-En el año 2000, la producción anual de vehículos alcanzó las 500 000 unidades.</span></div>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 18.666666666666664px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">-Hasta 2006 se han construido más de 16 millones de automóviles de los cuales algo más de 6 millones en la planta de Martorell.</span></div>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 18.666666666666664px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">-En 2015 la empresa exportó a 75 países.</span></div>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 24px; font-style: italic; font-variant: normal; font-weight: 700; text-decoration: underline; vertical-align: baseline;">Modelos</span></div>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 18.666666666666664px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">-Seat Ibiza. -Seat Cordoba. -Seat Ateca. -Seat 600.</span></div>
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 18.666666666666664px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">-Seat Leon. -Seat Toledo. -Seat Cupra. -Seat 850 spider.</span><br />
<span style="font-size: large;"><i><u><b><span style="background-color: transparent; color: black; font-family: "arial"; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;"><br /></span></b></u></i></span>
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 18.666666666666664px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;"><span style="font-size: large;"><i><u><b>Modelo Economico </b></u></i></span></span><br />
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 18.666666666666664px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;"><br /></span>
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 18.666666666666664px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">El modelo economico de SEAT es hacer coches atractivos para jovenes y asequibles para ellos, es decir coches baratos y apetecibles para los jovenes pero ademas tambien hace coches familiares.</span><br />
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 18.666666666666664px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;"><br /></span>
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 18.666666666666664px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;"><br /></span>
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 18.666666666666664px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;"></span><span style="font-size: large;">-La firma española SEAT cerró el año 2015 con buenos resultados al haber aumentado las entregas mundiales. En el comunicado de prensa oficial la marca recalca que en los últimos tres años las matriculaciones han subido en un 25%, una cifra importante que lo sitúa a otro nivel.</span><br />
<span style="font-size: large;">-En concreto durante el 2015 se entregaron 400.037 unidades, lo que representa un incremento del 2,7% en comparación con el 2014. Teniendo en cuenta el resultado obtenido en el último trimestre por culpa del dieselgate, con descensos importantes en algunos países clave, la cifra total es buena.</span><br />
<span style="font-size: small;"><span style="font-size: large;">-Por países hay que destacar el récord histórico de matriculaciones logrado en Israel, Suiza, Finlandia, Turquía, República Checa, Túnez y Marruecos
mientras que en México se logró el segundo mejor registro de toda la
historia de la firma desde su lanzamiento en ese país en 2001. </span></span><br />
<span style="font-size: small;"><br /></span>
<br />
<h2>
<span style="font-size: large;"><u><i><b>RANKING DE VENTAS SEAT EN 2015</b></i></u></span></h2>
<ol>
<li><span style="font-size: large;">Alemania 94.673</span></li>
<li><span style="font-size: large;">España 77.529</span></li>
<li><span style="font-size: large;">Reino Unido 47.654</span></li>
<li><span style="font-size: large;">México 24.148</span></li>
<li><span style="font-size: large;">Francia 22.009</span></li>
<li><span style="font-size: large;">Turquía 16.911</span></li>
<li><span style="font-size: large;">Italia 15.901</span></li>
<li><span style="font-size: large;">Austria 13.356</span></li>
<li><span style="font-size: large;">Suiza 10.451</span></li>
<li><span style="font-size: large;">Holanda 8.541</span></li>
<li><span style="font-size: large;">Israel 7.692</span></li>
<li><span style="font-size: large;">Portugal 7.204</span></li>
<li><span style="font-size: large;">Polonia 7.181</span></li>
<li><span style="font-size: large;">Rep. Checa 6.759</span></li>
<li><span style="font-size: large;">Argelia 6.551</span></li>
<li><span style="font-size: large;">Bélgica 6.508</span></li>
<li><span style="font-size: large;">Dinamarca 4.710</span></li>
<li><span style="font-size: large;">Suecia 4.257</span></li>
<li><span style="font-size: large;">Egipto 4.047</span></li>
<li><span style="font-size: large;">Oriente Medio 4.000 </span></li>
<li> </li>
<li>Fuentes: wikipedia y autonocion.com</li>
<li><img alt="Resultado de imagen de SEAT EVOLUCION LOGOS" class="irc_mi ix_xAPcMG5U8-pQOPx8XEepE" height="352" src="https://getheclick.com/wp-content/uploads/2015/11/evolucion-logo-seat.jpg" style="margin-top: 21px;" width="600" /> </li>
<li>Espectativas de futuro:</li>
<li>El fabricante español planea una línea de SUV como nueva gama de
vehículos dentro de la marca. Seat podría ofrecer diseños variados de
distintos tamaños, incluyendo un crossover de estilo coupé y un compacto
para rivalizar con el Nissan Juke. </li>
</ol>
Iván Zianhttp://www.blogger.com/profile/05775762253722460157noreply@blogger.com0tag:blogger.com,1999:blog-2433475149823253624.post-65803490740362269282016-11-24T08:25:00.000-08:002017-03-27T06:19:56.353-07:00<div dir="ltr" id="docs-internal-guid-f1d61260-9726-b782-2df2-1c703848d2a9" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: center;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 32px; font-style: italic; font-variant: normal; font-weight: 700; text-decoration: underline; vertical-align: baseline;">Volkswagen</span></div>
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<span style="background-color: transparent; color: black; font-family: "oswald"; font-size: 17.333333333333332px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">-</span><span style="background-color: transparent; color: black; font-family: "verdana"; font-size: 17.333333333333332px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Volkswagen es un fabricante de</span><a href="https://es.wikipedia.org/wiki/Autom%C3%B3vil" style="text-decoration: none;"><span style="background-color: transparent; color: black; font-family: "verdana"; font-size: 17.333333333333332px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;"> </span></a><span style="background-color: transparent; color: black; font-family: "verdana"; font-size: 17.333333333333332px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">automóviles alemán con sede en Wolfsburgo,</span><a href="https://es.wikipedia.org/wiki/Baja_Sajonia" style="text-decoration: none;"><span style="background-color: transparent; color: black; font-family: "verdana"; font-size: 17.333333333333332px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;"> Baja</span></a><span style="background-color: transparent; color: black; font-family: "verdana"; font-size: 17.333333333333332px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;"> Sajonia (Alemán).</span></div>
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<span style="background-color: transparent; color: black; font-family: "verdana"; font-size: 17.333333333333332px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">-Volkswagen es la marca original y más vendida del</span><a href="https://es.wikipedia.org/wiki/Grupo_Volkswagen" style="text-decoration: none;"><span style="background-color: transparent; color: black; font-family: "verdana"; font-size: 17.333333333333332px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;"> </span></a><span style="background-color: transparent; color: black; font-family: "verdana"; font-size: 17.333333333333332px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Grupo Volkswagen, el mayor fabricante de automóviles alemán y el segundo mayor fabricante de automóviles del mundo.</span></div>
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<span style="background-color: transparent; color: black; font-family: "verdana"; font-size: 17.333333333333332px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">-Volkswagen significa «automóvil del pueblo» en</span><a href="https://es.wikipedia.org/wiki/Idioma_alem%C3%A1n" style="text-decoration: none;"><span style="background-color: transparent; color: black; font-family: "verdana"; font-size: 17.333333333333332px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;"> </span></a><span style="background-color: transparent; color: black; font-family: "verdana"; font-size: 17.333333333333332px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">alemán. El</span><a href="https://es.wikipedia.org/wiki/Eslogan" style="text-decoration: none;"><span style="background-color: transparent; color: black; font-family: "verdana"; font-size: 17.333333333333332px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;"> </span></a><span style="background-color: transparent; color: black; font-family: "verdana"; font-size: 17.333333333333332px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">eslogan internacional de la empresa fue «Das Auto» («El automóvil»), a inicios del 2016 el eslogan fue cambiado simplemente a «Volkswagen».</span></div>
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<span style="background-color: transparent; color: black; font-family: "verdana"; font-size: 17.333333333333332px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">-El grupo dispone de 45 fábricas en 20 países:</span><a href="https://es.wikipedia.org/wiki/Alemania" style="text-decoration: none;"><span style="background-color: transparent; color: black; font-family: "verdana"; font-size: 17.333333333333332px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;"> </span></a><span style="background-color: transparent; color: black; font-family: "verdana"; font-size: 17.333333333333332px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Alemania,</span><a href="https://es.wikipedia.org/wiki/Argentina" style="text-decoration: none;"><span style="background-color: transparent; color: black; font-family: "verdana"; font-size: 17.333333333333332px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;"> </span></a><span style="background-color: transparent; color: black; font-family: "verdana"; font-size: 17.333333333333332px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Argentina,</span><a href="https://es.wikipedia.org/wiki/B%C3%A9lgica" style="text-decoration: none;"><span style="background-color: transparent; color: black; font-family: "verdana"; font-size: 17.333333333333332px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;"> </span></a><span style="background-color: transparent; color: black; font-family: "verdana"; font-size: 17.333333333333332px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Bélgica,</span><a href="https://es.wikipedia.org/wiki/Brasil" style="text-decoration: none;"><span style="background-color: transparent; color: black; font-family: "verdana"; font-size: 17.333333333333332px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;"> </span></a><span style="background-color: transparent; color: black; font-family: "verdana"; font-size: 17.333333333333332px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Brasil,</span><a href="https://es.wikipedia.org/wiki/China" style="text-decoration: none;"><span style="background-color: transparent; color: black; font-family: "verdana"; font-size: 17.333333333333332px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;"> </span></a><span style="background-color: transparent; color: black; font-family: "verdana"; font-size: 17.333333333333332px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">China,</span><a href="https://es.wikipedia.org/wiki/Espa%C3%B1a" style="text-decoration: none;"><span style="background-color: transparent; color: black; font-family: "verdana"; font-size: 17.333333333333332px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;"> </span></a><span style="background-color: transparent; color: black; font-family: "verdana"; font-size: 17.333333333333332px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">España,</span><a href="https://es.wikipedia.org/wiki/Eslovaquia" style="text-decoration: none;"><span style="background-color: transparent; color: black; font-family: "verdana"; font-size: 17.333333333333332px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;"> </span></a><span style="background-color: transparent; color: black; font-family: "verdana"; font-size: 17.333333333333332px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Eslovaquia, Estados Unidos,</span><a href="https://es.wikipedia.org/wiki/Francia" style="text-decoration: none;"><span style="background-color: transparent; color: black; font-family: "verdana"; font-size: 17.333333333333332px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;"> </span></a><span style="background-color: transparent; color: black; font-family: "verdana"; font-size: 17.333333333333332px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Francia,</span><a href="https://es.wikipedia.org/wiki/Hungr%C3%ADa" style="text-decoration: none;"><span style="background-color: transparent; color: black; font-family: "verdana"; font-size: 17.333333333333332px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;"> </span></a><span style="background-color: transparent; color: black; font-family: "verdana"; font-size: 17.333333333333332px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Hungría,</span><a href="https://es.wikipedia.org/wiki/India" style="text-decoration: none;"><span style="background-color: transparent; color: black; font-family: "verdana"; font-size: 17.333333333333332px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;"> </span></a><span style="background-color: transparent; color: black; font-family: "verdana"; font-size: 17.333333333333332px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">India,</span><a href="https://es.wikipedia.org/wiki/Italia" style="text-decoration: none;"><span style="background-color: transparent; color: black; font-family: "verdana"; font-size: 17.333333333333332px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;"> </span></a><span style="background-color: transparent; color: black; font-family: "verdana"; font-size: 17.333333333333332px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Italia,</span><a href="https://es.wikipedia.org/wiki/Israel" style="text-decoration: none;"><span style="background-color: transparent; color: black; font-family: "verdana"; font-size: 17.333333333333332px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;"> </span></a><span style="background-color: transparent; color: black; font-family: "verdana"; font-size: 17.333333333333332px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Israel,</span><a href="https://es.wikipedia.org/wiki/Malasia" style="text-decoration: none;"><span style="background-color: transparent; color: black; font-family: "verdana"; font-size: 17.333333333333332px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;"> </span></a><span style="background-color: transparent; color: black; font-family: "verdana"; font-size: 17.333333333333332px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Malasia,</span><a href="https://es.wikipedia.org/wiki/M%C3%A9xico" style="text-decoration: none;"><span style="background-color: transparent; color: black; font-family: "verdana"; font-size: 17.333333333333332px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;"> </span></a><span style="background-color: transparent; color: black; font-family: "verdana"; font-size: 17.333333333333332px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">México,</span><a href="https://es.wikipedia.org/wiki/Polonia" style="text-decoration: none;"><span style="background-color: transparent; color: black; font-family: "verdana"; font-size: 17.333333333333332px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;"> </span></a><span style="background-color: transparent; color: black; font-family: "verdana"; font-size: 17.333333333333332px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Polonia,</span><a href="https://es.wikipedia.org/wiki/Reino_Unido" style="text-decoration: none;"><span style="background-color: transparent; color: black; font-family: "verdana"; font-size: 17.333333333333332px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;"> </span></a><span style="background-color: transparent; color: black; font-family: "verdana"; font-size: 17.333333333333332px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Reino Unido, República Checa,</span><a href="https://es.wikipedia.org/wiki/Rusia" style="text-decoration: none;"><span style="background-color: transparent; color: black; font-family: "verdana"; font-size: 17.333333333333332px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;"> </span></a><span style="background-color: transparent; color: black; font-family: "verdana"; font-size: 17.333333333333332px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Rusia, y</span><a href="https://es.wikipedia.org/wiki/Sud%C3%A1frica" style="text-decoration: none;"><span style="background-color: transparent; color: black; font-family: "verdana"; font-size: 17.333333333333332px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;"> </span></a><span style="background-color: transparent; color: black; font-family: "verdana"; font-size: 17.333333333333332px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Sudáfrica, y está presente en 150 países con organizaciones comerciales propias.</span></div>
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<span style="background-color: transparent; color: black; font-family: "verdana"; font-size: 17.333333333333332px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">-</span><span style="background-color: white; color: #252525; font-family: "verdana"; font-size: 17.333333333333332px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Según el EU Industrial R&D Investment Scoreboard de 2014, Volkswagen ocupó el primer lugar entre las empresas que más invierten en I+D del mundo con 11.743 millones de euros en 2013, o el 6% de su factura.</span></div>
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<span style="background-color: white; color: #252525; font-family: "verdana"; font-size: 17.333333333333332px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">-El 19 de septiembre de 2015, la EPA (Agencia de Protección del Medio Ambiente de los Estados Unidos) acusó a Volkswagen de haber implantado un software en sus vehículos</span><a href="https://es.wikipedia.org/wiki/Motor_di%C3%A9sel" style="text-decoration: none;"><span style="background-color: white; color: #0b0080; font-family: "verdana"; font-size: 17.333333333333332px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;"> </span></a><span style="background-color: white; color: #252525; font-family: "verdana"; font-size: 17.333333333333332px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">diésel para falsificar los tests de contaminación</span></div>
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<span style="background-color: white; color: #252525; font-family: "verdana"; font-size: 17.333333333333332px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">-</span><span style="background-color: transparent; color: black; font-family: "verdana"; font-size: 17.333333333333332px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Volkswagen recortará 2.500 empleos al año en Alemania, según los sindicatos.</span></div>
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<span style="background-color: transparent; color: black; font-family: "verdana"; font-size: 17.333333333333332px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">-Las ventas de Volkswagen en Estados Unidos cayeron un 18,5% en octubre en total vendió 24.779 vehículos en el mes.</span></div>
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<span style="background-color: transparent; color: black; font-family: "verdana"; font-size: 17.333333333333332px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">-Las consecuencias del escándalo de los motores diésel trucados, se ha reducido en un 13% con la venta de 256.047 vehículos en los 10 primeros meses de 2016.</span></div>
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<span style="background-color: transparent; color: black; font-family: "verdana"; font-size: 17.333333333333332px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">-Todos los modelos que VW tiene a la venta en Estados Unidos, excepto el "escarabajo", perdieron ventas. La demanda del Golf cayó un 10,1%; la del Jetta, un 5,6%; las del Passat, un 23,2%; y las del CC, un 64,6%.</span></div>
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<span style="background-color: transparent; color: black; font-family: "verdana"; font-size: 17.333333333333332px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">-VW arrebata a Toyota el liderato mundial de ventas hasta junio.</span></div>
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<span style="background-color: transparent; color: black; font-family: "verdana"; font-size: 17.333333333333332px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">-El Grupo Volkswagen entregó en los seis primeros meses del año 5.120.000 vehículos, un 1,5% más.</span></div>
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<span style="background-color: transparent; color: black; font-family: "verdana"; font-size: 17.333333333333332px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">-Producción </span><span style="background-color: transparent; color: black; font-family: "verdana"; font-size: 17.333333333333332px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;"><img alt="Crecimiento" height="15" src="https://lh5.googleusercontent.com/ykc7VmFaNbbS7G0FukmxBH2GveBV--oGnJYrVG22rtgx9HMBw9iVj_Di2_0ibUKgC8HIJMSTSfzAMYQwlBSQp1HCL77Oe-7OYMBLP_CSBEpx0eGEgTbLVveJYHE15XOGAiLyGKtt" style="-webkit-transform: rotate(0.00rad); border: none; transform: rotate(0.00rad);" width="15" /></span><span style="background-color: transparent; color: black; font-family: "verdana"; font-size: 17.333333333333332px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;"> 5.771.789 unidades (2012) Ingresos </span><span style="background-color: transparent; color: black; font-family: "verdana"; font-size: 17.333333333333332px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;"><img alt="Crecimiento" height="15" src="https://lh3.googleusercontent.com/ed-bCk8w85XOlyVQiWKPAULQC9Sj35R-RW13OZJTxi4yKLZn6bx1s6wbmL7HOCXEq-Df7BfHBua2sxyRKK_W8UbvAKrlx_pLAfauYKys5ugBhGe0m8hW_WR18km0TcYg5x3HiGP4" style="-webkit-transform: rotate(0.00rad); border: none; transform: rotate(0.00rad);" width="15" /></span><span style="background-color: transparent; color: black; font-family: "verdana"; font-size: 17.333333333333332px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;"> 103.942 millones de € (2012) Beneficio de explotación </span><span style="background-color: transparent; color: black; font-family: "verdana"; font-size: 17.333333333333332px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;"><img alt="Decrecimiento" height="15" src="https://lh6.googleusercontent.com/1MkL6iiehkMC-v85caYNjFY1ed0VNqR10eLUEpenNuLX_s3DQ6gsIqXr6s4NtuW1_roVoI7_Aw82kdjLM-e8YOwpYO_dMLHGCLJfE9k0-9HypMXGn_GljKDtiQlgvuo9Tqfticzz" style="-webkit-transform: rotate(0.00rad); border: none; transform: rotate(0.00rad);" width="15" /></span><span style="background-color: transparent; color: black; font-family: "verdana"; font-size: 17.333333333333332px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;"> 3.640 millones de € (2012)</span></div>
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<span style="background-color: transparent; color: black; font-family: "verdana"; font-size: 17.333333333333332px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">-Grupo Volkswagen: récord de ventas, facturación y beneficios en 2014, con más de diez millones de vehículos entregados en todo el mundo (10,1 millones).</span></div>
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<span style="background-color: transparent; color: black; font-family: "verdana"; font-size: 17.333333333333332px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">-146.815 turismos comercializados en 2015.</span></div>
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<span style="background-color: transparent; color: black; font-family: "verdana"; font-size: 17.333333333333332px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">15% de cuota de mercado de turismos.</span></div>
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<span style="background-color: transparent; color: black; font-family: "verdana"; font-size: 17.333333333333332px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">7% de cuota de mercado en vehículos comerciales.</span></div>
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<span style="background-color: transparent; color: black; font-family: "verdana"; font-size: 17.333333333333332px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Más de 500 instalaciones en Península y Baleares.</span></div>
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<span style="background-color: white; color: #252525; font-family: "verdana"; font-size: 17.333333333333332px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">-Polo -Golf -Amarok -Touran -Tiguan -Scirocco -Multivan</span><br />
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<img alt="Resultado de imagen" src="https://vignette4.wikia.nocookie.net/logopedia/images/1/1a/Volkswagen_Logo.png/revision/latest?cb=20120721121532" /><br />
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<span style="font-size: large;"><b>Expectativas de futuro:</b></span><br />
<span style="font-size: large;"><b> </b><span style="font-size: small;">Volkswagen sera enprendedor de los coches electricos en un futuro cercano</span></span>Iván Zianhttp://www.blogger.com/profile/05775762253722460157noreply@blogger.com1