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	<title>GurusBlog &#187; Wells Fargo</title>
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	<description>Blog colectivo sobre Bolsa, Negocios, Finanzas, Tecnologí­a</description>
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		<title>Los malos resultados del Citi no pueden con el resto de datos positivos de la jornada</title>
		<link>http://www.gurusblog.com/archives/resultados-citi/17/01/2012/</link>
		<comments>http://www.gurusblog.com/archives/resultados-citi/17/01/2012/#comments</comments>
		<pubDate>Tue, 17 Jan 2012 15:40:42 +0000</pubDate>
		<dc:creator>Gurus</dc:creator>
				<category><![CDATA[Bolsa]]></category>
		<category><![CDATA[La Bolsa Hoy]]></category>
		<category><![CDATA[bancos]]></category>
		<category><![CDATA[Citigroup]]></category>
		<category><![CDATA[resultados]]></category>
		<category><![CDATA[Wells Fargo]]></category>

		<guid isPermaLink="false">http://www.gurusblog.com/?p=17521</guid>
		<description><![CDATA[<p><a href="http://www.gurusblog.com">GurusBlog</a> - <a href="http://www.gurusblog.com/archives/resultados-citi/17/01/2012/">Los malos resultados del Citi no pueden con el resto de datos positivos de la jornada</a></p><p>Unos resultados peores de los previsto de CitiGroup (NSYE:C),  $0.38 BPA contra un estimado de  versus estimates of $0.49 BPA   , no han alejado a los inversores de la Bolsa. La noticia negativa de los resultados del Citi se ha visto compensada con unos buenos resultados de Wells Fargo (otro de los gigantes bancarios norteamericanos), [...]</p>]]></description>
			<content:encoded><![CDATA[<p><a href="http://www.gurusblog.com">GurusBlog</a> - <a href="http://www.gurusblog.com/archives/resultados-citi/17/01/2012/">Los malos resultados del Citi no pueden con el resto de datos positivos de la jornada</a></p><p><a href="http://cdn.gurusblog.com/jordi/wp/wp-content/uploads/2012/01/Stock-Market1.jpg?d9c344"><img class="alignleft  wp-image-17522" style="border: 1px solid black; margin: 6px;" title="Bolsa" src="http://cdn.gurusblog.com/jordi/wp/wp-content/uploads/2012/01/Stock-Market1.jpg?d9c344" alt="invertir en Bolsa" width="157" height="157" /></a>Unos resultados peores de los previsto de <strong>CitiGroup</strong> (<a href="http://www.google.com/finance?q=NYSE%3AC" target="_blank">NSYE:C</a>),  $0.38 BPA contra un estimado de  versus estimates of $0.49 BPA   , no han alejado a los inversores de la Bolsa. La noticia negativa de los resultados del Citi se ha visto compensada con unos buenos resultados de <strong>Wells Fargo (otro de los gigantes bancarios norteamericanos)</strong>, se apuntaba unos beneficios de $0.73 BPA contra un estimado de $0.72 BPA.</p>
<p><span id="more-17521"></span></p>
<p>Los buenos resultados (dopados) pero buenos resultados de la subasta de Letras del Tesoro españolas y una importante alza en el índice de manufacturas en la región de New York (que marca máximos desde Abril) siguen impulsando las ganancias en las Bolsas.</p>
<p>El dato de crecimiento del PIB en China +8,9%, también ha influido para alejar un temor del gigante Asiático. Así que hoy de momento casi todo sube. Suben las Bolsas, sube el petróleo que supera la barrera de los $100 y también sube el Oro que marca $1.659 la onza.</p>
<p>La rebaja de rating masiva de S&amp;P en Europa, la más que inminente posible quiebra de Grecia, son temas que de momento quedan aparcados. Vistos los resultados de las subastas de deuda soberana en Europa, aunque sin solucionar los problemas de fondo, parece que de momento el mercado ha entendido que el BCE está presente para lo que haga falta, aunque el discurso oficial aún pueda ser algo ambiguo.</p>
<p>Como comentábamos al principio, de momento sólo Citi, con una caída del -5,30% y Carnival -15% (por razones obvias tras el desastre del crucero en Italia) son los grandes damnificados de la jornada.</p>
<h2  class="related_post_title">También te puede interesar</h2><ul class="related_post"><li><a href="http://www.gurusblog.com/archives/calendario-publicacion-resultados-de-empresas-cotizadas-en-bolsa/17/01/2012/" title="Calendario publicación resultados de empresas cotizadas en Bolsa ">Calendario publicación resultados de empresas cotizadas en Bolsa </a></li><li><a href="http://www.gurusblog.com/archives/resultados-barclays-2009/16/02/2010/" title="Barclays duplicó beneficio en 2009">Barclays duplicó beneficio en 2009</a></li><li><a href="http://www.gurusblog.com/archives/fuerte-caida-en-wall-street-impulsada-por-la-fed-y-los-precios-de-la-vivienda/29/08/2007/" title="Fuerte caída en Wall Street impulsada por la Fed y los precios de la vivienda">Fuerte caída en Wall Street impulsada por la Fed y los precios de la vivienda</a></li></ul>]]></content:encoded>
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		</item>
		<item>
		<title>Calendario publicación resultados de empresas cotizadas en Bolsa</title>
		<link>http://www.gurusblog.com/archives/calendario-publicacion-resultados-de-empresas-cotizadas-en-bolsa/17/01/2012/</link>
		<comments>http://www.gurusblog.com/archives/calendario-publicacion-resultados-de-empresas-cotizadas-en-bolsa/17/01/2012/#comments</comments>
		<pubDate>Tue, 17 Jan 2012 08:50:19 +0000</pubDate>
		<dc:creator>Guru Huky</dc:creator>
				<category><![CDATA[Bolsa]]></category>
		<category><![CDATA[La Bolsa Hoy]]></category>
		<category><![CDATA[Bank of America]]></category>
		<category><![CDATA[Bankinter]]></category>
		<category><![CDATA[Citigroup]]></category>
		<category><![CDATA[General Electric]]></category>
		<category><![CDATA[goldman sachs]]></category>
		<category><![CDATA[Google]]></category>
		<category><![CDATA[intel]]></category>
		<category><![CDATA[resultados empresas]]></category>
		<category><![CDATA[Wells Fargo]]></category>

		<guid isPermaLink="false">http://www.gurusblog.com/?p=17500</guid>
		<description><![CDATA[<p><a href="http://www.gurusblog.com">GurusBlog</a> - <a href="http://www.gurusblog.com/archives/calendario-publicacion-resultados-de-empresas-cotizadas-en-bolsa/17/01/2012/">Calendario publicación resultados de empresas cotizadas en Bolsa</a></p><p>Entramos de lleno en las 3 semanas donde se publican el grueso de los resultados de las empresas cotizadas en las Bolsas, sobre todo en USA. Os dejamos la lista completa de las empresas que anunciarán resultados esta semana. Hay algunos pesos pesados. Hoy destacan CitiGroup y Wells Fargo, el miércoles tenemos entre los destacados [...]</p>]]></description>
			<content:encoded><![CDATA[<p><a href="http://www.gurusblog.com">GurusBlog</a> - <a href="http://www.gurusblog.com/archives/calendario-publicacion-resultados-de-empresas-cotizadas-en-bolsa/17/01/2012/">Calendario publicación resultados de empresas cotizadas en Bolsa</a></p><p><a href="http://cdn.gurusblog.com/jordi/wp/wp-content/uploads/2012/01/beneficios-empresariales.jpg?d9c344"><img class="alignleft  wp-image-17502" style="margin: 6px; border: 1px solid black;" title="beneficios empresariales" src="http://cdn.gurusblog.com/jordi/wp/wp-content/uploads/2012/01/beneficios-empresariales.jpg?d9c344" alt="beneficios empresariales" width="158" height="153" /></a>Entramos de lleno en las 3 semanas donde se publican el grueso de los resultados de las empresas cotizadas en las Bolsas, sobre todo en USA. Os dejamos la lista completa de las empresas que anunciarán resultados esta semana. Hay algunos pesos pesados.</p>
<p>Hoy destacan <strong>CitiGroup</strong> y <strong>Wells Fargo</strong>, el miércoles tenemos entre los destacados al <strong>Bank of NY, Goldman, y eBay</strong>. El jueves tenemos a <strong>Advanced Micro Devices, American Express, Bank of America, Morgan Stanley, Google, Intel, Microsoft y Bankinter</strong> en España y el viernes <strong> General Electric</strong>. Cómo los analistas han ido, desde el mes de Septiembre bajando las expectativas, igual tenemos margen para las sorpresas positivas.</p>
<h3><strong>Publicación resultados Empresas Martes 17 de Enero:</strong></h3>
<p><img class="aligncenter" title="resultados empresariales" 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" alt="resultados empresariales" width="381" height="1196" /></p>
<p>&nbsp;</p>
<h3><strong>Publicación resultados Empresas Miércoles 18 de Enero:</strong></h3>
<p><img class="aligncenter" title="resultados empresariales" src="data:image/png;base64,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" alt="resultados empresariales" width="381" height="1159" /></p>
<h3><strong>Publicación Resultados Empresas Jueves 19 de Enero:</strong></h3>
<p><img class="alignnone" style="margin: 6px;" title="resultados empresariales" 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" alt="resultados empresariales" width="381" height="1488" /></p>
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<p>&nbsp;</p>
<h3><strong>Publicación resultados empresas viernes 20 de enero 2012:</strong></h3>
<p><img title="resultados empresariales" src="data:image/png;base64,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" alt="resultados empresariales" width="381" height="672" /></p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>Fuente: <a href="http://biz.yahoo.com/research/earncal/20120120.html" target="_blank">Yahoo Finance</a></p>
<h2  class="related_post_title">También te puede interesar</h2><ul class="related_post"><li><a href="http://www.gurusblog.com/archives/resultados-empresariales-bolsa/18/04/2010/" title="Wall Street: Resultados empresariales, de momento por encima de los esperado. Las cotizaciones no responden">Wall Street: Resultados empresariales, de momento por encima de los esperado. Las cotizaciones no responden</a></li><li><a href="http://www.gurusblog.com/archives/resultados-empresariales-ibm-intel-goldman-sachs-citi-starbucks-y-ebay/22/01/2010/" title="Resultados Empresariales IBM, Intel, Goldman Sachs, Citi, Starbucks y Ebay">Resultados Empresariales IBM, Intel, Goldman Sachs, Citi, Starbucks y Ebay</a></li><li><a href="http://www.gurusblog.com/archives/resultados-citi/17/01/2012/" title="Los malos resultados del Citi no pueden con el resto de datos positivos de la jornada">Los malos resultados del Citi no pueden con el resto de datos positivos de la jornada</a></li></ul>]]></content:encoded>
			<wfw:commentRss>http://www.gurusblog.com/archives/calendario-publicacion-resultados-de-empresas-cotizadas-en-bolsa/17/01/2012/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Movimientos en la cartera de Warren Buffett</title>
		<link>http://www.gurusblog.com/archives/movimientos-en-la-cartera-de-warren-buffett/15/02/2011/</link>
		<comments>http://www.gurusblog.com/archives/movimientos-en-la-cartera-de-warren-buffett/15/02/2011/#comments</comments>
		<pubDate>Tue, 15 Feb 2011 18:45:53 +0000</pubDate>
		<dc:creator>Guru Huky</dc:creator>
				<category><![CDATA[Bolsa]]></category>
		<category><![CDATA[American Express]]></category>
		<category><![CDATA[BERKSHIRE HATHAWAY]]></category>
		<category><![CDATA[cartera warren buffett]]></category>
		<category><![CDATA[Coca Cola]]></category>
		<category><![CDATA[warren buffett]]></category>
		<category><![CDATA[Wells Fargo]]></category>

		<guid isPermaLink="false">http://www.gurusblog.com/?p=12855</guid>
		<description><![CDATA[<p><a href="http://www.gurusblog.com">GurusBlog</a> - <a href="http://www.gurusblog.com/archives/movimientos-en-la-cartera-de-warren-buffett/15/02/2011/">Movimientos en la cartera de Warren Buffett</a></p><p>Berkshire Hathaway, el conglomerado inversor de Warren Buffett ha publicado los movimientos que tuvo su cartera de renta variable en el último trimestre del 2010. Destaca la venta de la posición que tenía en Bank of America, aunque hay que reconocer que tenía una posición relativamente pequeña, valorada en 75 millones de dólares. En cambio [...]</p>]]></description>
			<content:encoded><![CDATA[<p><a href="http://www.gurusblog.com">GurusBlog</a> - <a href="http://www.gurusblog.com/archives/movimientos-en-la-cartera-de-warren-buffett/15/02/2011/">Movimientos en la cartera de Warren Buffett</a></p><p style="text-align: center;"><a href="http://cdn.gurusblog.com/jordi/wp/wp-content/uploads/2010/05/BuffettAnnualMeeting1.jpg?d9c344"><img class="aligncenter size-full wp-image-8784" style="margin: 6px;" title="Warren Buffett" src="http://cdn.gurusblog.com/jordi/wp/wp-content/uploads/2010/05/BuffettAnnualMeeting1.jpg?d9c344" alt="Warren Buffett junta accionistas Berkshire Hathaway 2010" width="279" height="212" /></a></p>
<p><strong>Berkshire Hathaway</strong>, el conglomerado inversor de <strong>Warren Buffett</strong> ha publicado los movimientos que tuvo su cartera de renta variable en el último trimestre del 2010.</p>
<p>Destaca la venta de la posición que tenía en <strong>Bank of America</strong>, aunque hay que reconocer que tenía una posición relativamente pequeña, valorada en 75 millones de dólares.</p>
<p><span id="more-12855"></span></p>
<p>En cambio ha aumentado su posición en<strong> Wells Fargo</strong>,comprando cerca de 6,2 millones de acciones, por lo que su inversión en <strong>Wells Fargo</strong> ya suma cerca del 20% de su cartera de renta variable de 52 mil millones de dólares.</p>
<p>Entre la ventas están <strong>Fiserv</strong> (había comprado en el segundo trimestre del 2010), <strong>Becton  Dickinson &amp; Co., Comcast  , , Lowe’s  , Nalco  Holding, Nike y Nestl</strong>é. Aunque estás salidas corresponden a la cartera que gestionaba Louis Simpson (que se retiro hace poco) para Geico (una de las aseguradoras de Buffett), así que puede ser simplemente una reorganización de la cartera que ha realizado Todd Combs, el nuevo gestor.</p>
<p>Por contra, se han incrementado posicione en <strong>Bank of New York Mellon y Moody&#8217;s.</strong></p>
<p>El valor de la cartera en renta variable de <strong>Berkshire Hathaway</strong> asciende a unos 52.600 millones de dólares, concentrada en sólo 25 compañías (el menor número de compañías en muchos años).</p>
<h3><strong>Composición cartera renta variable Warren Buffet a finales 2010:</strong></h3>
<p>Os dejo la composición de la cartera de renta variable de<strong> Buffett</strong> a finales del 2010, (igual puede haber un error ya que lo hice algo deprisa y toca sumar posiciones) actualizada a los precios de hoy.</p>
<p style="text-align: center;"><a href="http://cdn.gurusblog.com/jordi/wp/wp-content/uploads/2011/02/warren-buffet-composicion-cartera.png?d9c344"><img class="aligncenter size-full wp-image-12862" style="margin: 6px;" title="warren buffet composicion cartera" src="http://cdn.gurusblog.com/jordi/wp/wp-content/uploads/2011/02/warren-buffet-composicion-cartera.png?d9c344" alt="" width="418" height="535" /></a></p>
<p style="text-align: center;">
<p style="text-align: left;">Si sólo 25 empresas en una cartera de 56 mil millones de dólares os parece una diversificación muy pobre, tened en cuenta que 4 valores, <strong>American Express, US Bancorp, Wells Fargo y Coca Cola, son el 64%</strong> del valor total de la cartera y de estos 3 están relacionados con el sector bancarios. Sin duda Buffett debe ser la excepción a la teoría de muchos académicos.</p>
<h2  class="related_post_title">También te puede interesar</h2><ul class="related_post"><li><a href="http://www.gurusblog.com/archives/warren-buffet-infografico-con-el-detalle-de-sus-inversiones-historicas/12/01/2010/" title="Warren Buffet, infográfico con el detalle de sus inversiones históricas">Warren Buffet, infográfico con el detalle de sus inversiones históricas</a></li><li><a href="http://www.gurusblog.com/archives/berkshire-hathaway-anuncia-la-recompra-de-acciones-buffett-se-caza-a-si-mismo/27/09/2011/" title="Berkshire Hathaway anuncia la recompra de acciones. Buffett se caza a si mismo">Berkshire Hathaway anuncia la recompra de acciones. Buffett se caza a si mismo</a></li><li><a href="http://www.gurusblog.com/archives/buffett-lubrizol/16/03/2011/" title="Warren Buffett sale de caza mayor y compra la química Lubrizol. Su segunda mayor compra.">Warren Buffett sale de caza mayor y compra la química Lubrizol. Su segunda mayor compra.</a></li></ul>]]></content:encoded>
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		<title>Los bancos demasiado grandes para caer doblan su tamaño en dos años</title>
		<link>http://www.gurusblog.com/archives/bancos-doblan-tamano-activo/06/06/2010/</link>
		<comments>http://www.gurusblog.com/archives/bancos-doblan-tamano-activo/06/06/2010/#comments</comments>
		<pubDate>Sun, 06 Jun 2010 10:00:05 +0000</pubDate>
		<dc:creator>Guru Huky</dc:creator>
				<category><![CDATA[Bolsa]]></category>
		<category><![CDATA[banca]]></category>
		<category><![CDATA[Bank of America]]></category>
		<category><![CDATA[Citigroup]]></category>
		<category><![CDATA[credit crunch]]></category>
		<category><![CDATA[EEUU]]></category>
		<category><![CDATA[Fed]]></category>
		<category><![CDATA[JP M]]></category>
		<category><![CDATA[jp morgan]]></category>
		<category><![CDATA[tamaño bancos]]></category>
		<category><![CDATA[too big to fail]]></category>
		<category><![CDATA[Wells Fargo]]></category>

		<guid isPermaLink="false">http://www.gurusblog.com/?p=9274</guid>
		<description><![CDATA[<p><a href="http://www.gurusblog.com">GurusBlog</a> - <a href="http://www.gurusblog.com/archives/bancos-doblan-tamano-activo/06/06/2010/">Los bancos demasiado grandes para caer doblan su tamaño en dos años</a></p><p>Parecía que si una cosa tenían clara los reguladores y políticos del mundo civilizado, era que no nos podíamos permitir tener instituciones financieras tan gigantescas que fueran demasiado grandes para caer  que tengan que ser rescatadas si o si, porque sino la caída de una de ellas se lleva por delante todo el sistema financiero. [...]</p>]]></description>
			<content:encoded><![CDATA[<p><a href="http://www.gurusblog.com">GurusBlog</a> - <a href="http://www.gurusblog.com/archives/bancos-doblan-tamano-activo/06/06/2010/">Los bancos demasiado grandes para caer doblan su tamaño en dos años</a></p><p style="text-align: center;"><a href="http://cdn.gurusblog.com/jordi/wp/wp-content/uploads/2010/06/url.jpg?d9c344"><img class="size-medium wp-image-9279 aligncenter" style="margin: 6px;" title="banca stardead" src="http://cdn.gurusblog.com/jordi/wp/wp-content/uploads/2010/06/url-300x300.jpg?d9c344" alt="Bancos demasiado grandes para caer doblan tamaño" width="300" height="300" /></a></p>
<p>Parecía que si una cosa tenían clara los reguladores y políticos del mundo civilizado, era que<strong> no nos podíamos permitir tener instituciones financieras tan gigantescas que fueran demasiado grandes para caer  que tengan que ser rescatadas si o si,</strong> porque sino la caída de una de ellas se lleva por delante todo el sistema financiero.</p>
<p><span id="more-9274"></span></p>
<p>Algo más de dos años después del inicio del <strong>credit crunch</strong>, parece que <a href="http://blogs.wsj.com/deals/2010/06/03/would-washington-let-jp-morgan-citi-bofa-or-wells-fail/?mod=e2tw" target="_blank">estamos algo más lejos de reducir este potencial riesgo que puede acarrear el tener financieras demasiado grandes para caer</a>. Concretamente estamos el doble de lejos.</p>
<p>Los cuatro grandes bancos de los EEUU, <strong>Citigroup</strong>, <strong>Bank of America</strong>, <strong>J.P.Morgan</strong> y <strong>Wells Fargo</strong>, suman hoy en día más activos que hace dos años y han pasado de aglutinar <strong>4,95 billones de dólares a 7,7 billones de dólares en activos</strong> en la actualidad. Para ser más concreto, el tamaño de los activos combinados de los 4 mayores bancos norteamericanos casi dobla los activos combinados de los 46 bancos siguientes por tamaño.</p>
<p>Bueno, parece que de momento el trabajo de reguladores y políticos no está siendo precisamente brillante. O son unos ineptos, o son unos hipócritas o francamente no saben como meterle mano al problema, suponiendo que el problema fuera realmente el tamaño de la banca (yo tengo mis dudas).</p>
<p>Aquí los únicos que parece que tienen las cosas claras son los bancos. De la lista de los <a href="http://blogs.wsj.com/deals/2010/06/03/would-washington-let-jp-morgan-citi-bofa-or-wells-fail/?mod=e2tw" target="_blank">50 primeros bancos norteamericanos</a>, todos han incrementado su tamaño, y muchos de ellos lo han doblado. Parece que tiene muy claro cual es su seguro de vida.</p>
<h2  class="related_post_title">También te puede interesar</h2><ul class="related_post"><li><a href="http://www.gurusblog.com/archives/rescate-banca/29/01/2011/" title="Cuando nunca fue tan fácil ser banquero">Cuando nunca fue tan fácil ser banquero</a></li><li><a href="http://www.gurusblog.com/archives/bancos-fantasticos-estados-unidos/03/03/2010/" title="Los 4 fantásticos de Estados Unidos">Los 4 fantásticos de Estados Unidos</a></li><li><a href="http://www.gurusblog.com/archives/banca-beneficios-milagro-y-bonus-record-viva-la-vida/17/07/2009/" title="Banca, beneficios milagro y bonus récord. Viva la Vida">Banca, beneficios milagro y bonus récord. Viva la Vida</a></li></ul>]]></content:encoded>
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		<slash:comments>8</slash:comments>
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		<title>Los 4 fantásticos de Estados Unidos</title>
		<link>http://www.gurusblog.com/archives/bancos-fantasticos-estados-unidos/03/03/2010/</link>
		<comments>http://www.gurusblog.com/archives/bancos-fantasticos-estados-unidos/03/03/2010/#comments</comments>
		<pubDate>Wed, 03 Mar 2010 12:40:40 +0000</pubDate>
		<dc:creator>Gurus Stein</dc:creator>
				<category><![CDATA[Confidencial]]></category>
		<category><![CDATA[banca]]></category>
		<category><![CDATA[Bank of America]]></category>
		<category><![CDATA[Citigroup]]></category>
		<category><![CDATA[derivados]]></category>
		<category><![CDATA[estados unidos]]></category>
		<category><![CDATA[GDP]]></category>
		<category><![CDATA[GDP United States]]></category>
		<category><![CDATA[JPMorgan]]></category>
		<category><![CDATA[Redes Sociales]]></category>
		<category><![CDATA[Wells Fargo]]></category>

		<guid isPermaLink="false">http://www.gurusblog.com/?p=7120</guid>
		<description><![CDATA[<p><a href="http://www.gurusblog.com">GurusBlog</a> - <a href="http://www.gurusblog.com/archives/bancos-fantasticos-estados-unidos/03/03/2010/">Los 4 fantásticos de Estados Unidos</a></p><p>En Estados Unidos todos sabemos que hay cuatro fantásticos, pero no son los mismos que los de la famosa producción cinematográfica. Cuatro entidades financieras que se han hecho, en los últimos 15 años, con el claro control del PIB de Estados Unidos, cuatro super-bancos. La mejor forma de verlo es que estéis muy atentos al [...]</p>]]></description>
			<content:encoded><![CDATA[<p><a href="http://www.gurusblog.com">GurusBlog</a> - <a href="http://www.gurusblog.com/archives/bancos-fantasticos-estados-unidos/03/03/2010/">Los 4 fantásticos de Estados Unidos</a></p><p style="text-align: center;"><a href="http://cdn.gurusblog.com/jordi/wp/wp-content/uploads/2010/03/los-cuatro-fantasticos.jpg?d9c344"><img class="aligncenter size-full wp-image-7121" title="los cuatro fantasticos" src="http://cdn.gurusblog.com/jordi/wp/wp-content/uploads/2010/03/los-cuatro-fantasticos.jpg?d9c344" alt="los cuatro fantasticos bancos fondos Estados Unidos" width="345" height="334" /></a></p>
<p style="text-align: justify;">En Estados Unidos todos sabemos que hay cuatro fantásticos, pero no son los mismos que los de la famosa producción cinematográfica. Cuatro entidades financieras que se han hecho, en los últimos 15 años, con el claro control del PIB de Estados Unidos, cuatro super-bancos.</p>
<p style="text-align: justify;"><span id="more-7120"></span></p>
<p style="text-align: justify;">La mejor forma de verlo es que estéis muy atentos al siguiente gráfico animado:</p>
<p style="text-align: center;"><a href="http://cdn.gurusblog.com/jordi/wp/wp-content/uploads/2010/03/Banks-GDP-Estados-Unidos.gif?d9c344"><img class="aligncenter size-full wp-image-7122" title="Banks GDP Estados Unidos" src="http://cdn.gurusblog.com/jordi/wp/wp-content/uploads/2010/03/Banks-GDP-Estados-Unidos.gif?d9c344" alt="Banks GDP Estados Unidos" width="400" height="300" /></a></p>
<p style="text-align: justify;">En el año 2000<strong>, entre estros cuatro bancos fantásticos (CitiGroup, JPMorgan Chase, Bank of Amercia y Wells Fargo)</strong> sólo controlaban el 17% del<strong> PIB de Estados Unidos</strong>, a finales de Junio del 2009 controlaban casi el 40% , <strong>en la actualidad</strong> las cifras oficiosas (fortalecidas por la crisis) comentan que estaría <strong>rondando el 63%</strong>.</p>
<p style="text-align: justify;">Este alto porcentaje se debe a que estos cuatro fantásticos y  grandes bancos tengan actualmente la mitad de las hipotecas de todo el mercado norteamericano y dos tercios del mercado para las tarjetas de crédito. Además entre estos cuatro bancos y la quinta entidad financiera del país <strong>poseen el 95% de los derivados financieros del mercado</strong> y al rededor del 40% de las acciones de empresas bajo sus agentes controladores.</p>
<p style="text-align: justify;">Sin duda los cuatro fantásticos son grandes gigantes dentro de la economía que, como<a href="http://www.nakedcapitalism.com/2010/03/guest-post-15-years-ago-the-combined-assets-of-the-6-biggest-banks-totaled-17-of-gdp-by-2006-55-now-63.html"> comentan en naked capitalism</a>, también podrían llegar a ser grandes agujeros negros que destruyan todo lo que tienen a su alrededor.</p>
<h2  class="related_post_title">También te puede interesar</h2><ul class="related_post"><li><a href="http://www.gurusblog.com/archives/bancos-doblan-tamano-activo/06/06/2010/" title="Los bancos demasiado grandes para caer doblan su tamaño en dos años">Los bancos demasiado grandes para caer doblan su tamaño en dos años</a></li><li><a href="http://www.gurusblog.com/archives/un-super-fondo-para-rescatarnos-del-credit-crunch/17/10/2007/" title="Un super fondo para rescatarnos del credit Crunch">Un super fondo para rescatarnos del credit Crunch</a></li><li><a href="http://www.gurusblog.com/archives/calendario-publicacion-resultados-de-empresas-cotizadas-en-bolsa/17/01/2012/" title="Calendario publicación resultados de empresas cotizadas en Bolsa ">Calendario publicación resultados de empresas cotizadas en Bolsa </a></li></ul>]]></content:encoded>
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		<title>De Ferrovial a los Test de Stress de la Banca de los EEUU a los indicadores de sobrecompra</title>
		<link>http://www.gurusblog.com/archives/de-ferrovial-a-los-test-de-stress-de-la-banca-de-los-eeuu-a-los-indicadores-de-sobrecompra/28/04/2009/</link>
		<comments>http://www.gurusblog.com/archives/de-ferrovial-a-los-test-de-stress-de-la-banca-de-los-eeuu-a-los-indicadores-de-sobrecompra/28/04/2009/#comments</comments>
		<pubDate>Tue, 28 Apr 2009 10:12:04 +0000</pubDate>
		<dc:creator>Guru Huky</dc:creator>
				<category><![CDATA[Bolsa]]></category>
		<category><![CDATA[BAA]]></category>
		<category><![CDATA[Bank of America]]></category>
		<category><![CDATA[BofA]]></category>
		<category><![CDATA[citi]]></category>
		<category><![CDATA[Ferrovial]]></category>
		<category><![CDATA[Gatwick]]></category>
		<category><![CDATA[Wells Fargo]]></category>

		<guid isPermaLink="false">http://www.gurusblog.com/archives/de-ferrovial-a-los-test-de-stress-de-la-banca-de-los-eeuu-a-los-indicadores-de-sobrecompra/28/04/2009/</guid>
		<description><![CDATA[<p><a href="http://www.gurusblog.com">GurusBlog</a> - <a href="http://www.gurusblog.com/archives/de-ferrovial-a-los-test-de-stress-de-la-banca-de-los-eeuu-a-los-indicadores-de-sobrecompra/28/04/2009/">De Ferrovial a los Test de Stress de la Banca de los EEUU a los indicadores de sobrecompra</a></p><p>Dejando un poco al margen la gripe porcina, hoy parece que se confirman un par de malas noticias en el mundo de la inversión. Ferrovial Problemas con la Venta de Gatwick: En primer lugar, parece que Ferrovial, tiene problemas para poder vender el aeropuerto de Gatwick al precio que solicita, unos 2.200 millones de libras, [...]</p>]]></description>
			<content:encoded><![CDATA[<p><a href="http://www.gurusblog.com">GurusBlog</a> - <a href="http://www.gurusblog.com/archives/de-ferrovial-a-los-test-de-stress-de-la-banca-de-los-eeuu-a-los-indicadores-de-sobrecompra/28/04/2009/">De Ferrovial a los Test de Stress de la Banca de los EEUU a los indicadores de sobrecompra</a></p><p><img src="http://img523.imageshack.us/img523/1798/46878955.jpg" title="ferrovial gatwick" alt="ferrovial gatwick" align="right" border="0" vspace="6" width="288" height="202" hspace="6" />Dejando un poco al margen la <a href="http://www.gurusblog.com/archives/gripe-porcina-estado-de-la-situacion/28/04/2009/">gripe porcina</a>, hoy parece que se confirman un par de malas noticias en el mundo de la inversión.</p>
<p><strong>Ferrovial Problemas con la Venta de <a href="http://maps.google.com/maps?ll=51.1480555556,-0.190277777778&amp;spn=0.03,0.03&amp;q=51.1480555556,-0.190277777778%20%28London%20Gatwick%20Airport%29&amp;t=h" class="zem_slink" title="London Gatwick Airport" rel="geolocation">Gatwick</a>:</strong></p>
<p>En primer lugar, parece que <strong>Ferrovial</strong>, <a href="http://www.eleconomista.es/empresas-finanzas/noticias/1200812/04/09/Ferrovial-apelara-a-la-clemencia-de-Londres-para-no-malvender-Gatwick.html" target="_blank">tiene problemas</a> para poder vender el aeropuerto de <strong>Gatwick</strong> al precio que solicita, unos <strong>2.200 millones de libras</strong>, mientras que parece que las ofertas realizadas por los <strong>4 posibles compradores, Global Infraestructure Partners, el consorcio Lysander, el grupo del aeropuerto de Manchester y el <a href="http://en.wikipedia.org/wiki/Private_equity" class="zem_slink" title="Private equity" rel="wikipedia">private equity</a> Terra Firma</strong> <strong>no superarían los 1.600 millones de libras </strong>e incluso estarían alrededor de los 1.400 millones de libras, aunque las cifras no han sido confirmadas oficialmente.</p>
<p><span id="more-2676"></span></p>
<p>Esto significaría probablemente, de confirmarse estas cifras, que dentro de la adquisición que realizó Ferrovial de <strong><a href="http://en.wikipedia.org/wiki/BAA_Limited" class="zem_slink" title="BAA Limited" rel="wikipedia">BAA</a></strong>, la parte que corresponde al aeropuerto de Gatwick, a estos precios, seguramente no cubriría el valor de la deuda que tiene asociada. Complicada situación para el <a href="http://en.wikipedia.org/wiki/Ferrovial_Group" class="zem_slink" title="Ferrovial Group" rel="wikipedia">Grupo Ferrovial</a>, que recordemos que el regulador británico, ha obligado a Ferrovial a vender Gatwick en <a href="http://www.eleconomista.es/empresas-finanzas/noticias/1109169/03/09/Ferrovial-BAA-tendra-que-vender-de-Gatwick-Stansted-y-un-aeropuerto-escoces.html" target="_blank">un plazo máximo de 2 años</a>.</p>
<p>En definitiva uno de los peores escenarios con los que te puedes encontrar ho. activo comprado a precio de oro, apalancado con una ingente cantidad de deuda y que en plena crisis financiera el regulador te obliga a vender&#8230;. imposible no perder dinero. Ahora sólo queda que el regulador se apiade de Ferrovial y le de un mayor margen de tiempo para la venta.</p>
<p>Recordar que hace una semana nos pusimos <a href="http://www.gurusblog.com/archives/movimientos-cartera-guru-3/20/04/2009/" target="_blank">cortos en Ferrovial a 22,7 euros</a>.</p>
<p><strong>Situación Banca EEUU: </strong></p>
<p>En el otro lado del Atlántico, se han empezado a filtrar los resultados de los test de stress que el Gobierno está aplicando sobre la banca de dicho país. De momento según avanza el <a href="http://online.wsj.com/article/SB124088901025362487.html#mod=testMod" target="_blank">WSJ</a>, los gigantes <strong><a href="http://www.wikinvest.com/stock/Citigroup_%28C%29" class="zem_slink" title="Citigroup (C)" rel="wikinvest">CitiGroup</a></strong> y <strong><a href="http://www.wikinvest.com/stock/Bank_of_America_%28BAC%29" class="zem_slink" title="Bank of America (BAC)" rel="wikinvest">Bank of America</a></strong>, no habrían pasado el test de stress y necesitarían importantes inyecciones de capital (varios miles de millones de dólares). Igualmente, también se ha filtrado, que muchos de los bancos de ámbito más regional, como <strong>Wells Fargo o <a href="http://finance.yahoo.com/q?s=FITB" class="zem_slink" title="NASDAQ: FITB" rel="stockexchange">Fifth Third Bancorp</a></strong> también requerirían importantes sumas de capital adicional para poder hacer frente a un futuro inmediato con garantías.</p>
<p>La clave, una vez se conozcan los resultados oficiales, parece que los bancos ahora tienen un periodo para presentar alegaciones, será saber como se realizará la inyección de capital y si este será público o privado.</p>
<p><strong> Indicadores Técnicos ¿Sobre Compra? </strong></p>
<p>Para acabarlo de arreglar en el <a href="http://globaleconomicanalysis.blogspot.com/2009/04/technical-indicators-scream-caution.html" target="_blank">blog Mish&#8217;s</a> nos advierten que tenemos a algunos indicadores técnicos que estarían acercándose peligrosamente a señales de sobrecompra del mercado. Entre ellos:</p>
<p><strong><em> El Bullish Percent Index (BPI)</em></strong>, un indicador que calcula promedia el número de acciones que dan señales de compra. Por encima del 70% significaría que el índice esta sobrecomprado. Por debajo de 30% que está sobrevendido.</p>
<p><img src="http://img168.imageshack.us/img168/351/72482216.png" alt="ImageShack" border="0" width="427" height="259" /></p>
<p><em><strong>El McClellan Oscillator</strong></em>, es un indicador de amplitud del mercado, Este indicador parte de la idea de que un mercado alcista sano se caracteriza por un gran número de valores cuyo precio va avanzando sucesiva y moderadamente, en tanto que<span>  un mercado alcista en fase de agotamiento se caracteriza por un escaso número de valores con grandes avances en su precio creando la falsa apariencia de que todo va bien. Este tipo de señales suelen marcar el final de un mercado alcista.También se aplica a los mercados bajistas, es decir un índice haciendo nuevos mínimos mientras un escaso número de valores desciende es sintomático de los suelos de mercado. Lecturas por encima de +100 indicarían que el mercado esta sobrecomprado y por debajo de -100 que está sobrevendido.</span></p>
<p><img src="http://img254.imageshack.us/img254/8369/93488641.png" alt="ImageShack" border="0" width="420" height="259" /></p>
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		<title>BNP Paribas rescatada por el Estado Francés</title>
		<link>http://www.gurusblog.com/archives/bnp-paribas-rescatada-por-el-estado-frances/10/04/2009/</link>
		<comments>http://www.gurusblog.com/archives/bnp-paribas-rescatada-por-el-estado-frances/10/04/2009/#comments</comments>
		<pubDate>Fri, 10 Apr 2009 16:20:00 +0000</pubDate>
		<dc:creator>Guru Huky</dc:creator>
				<category><![CDATA[Confidencial]]></category>
		<category><![CDATA[ampliación capital]]></category>
		<category><![CDATA[bailout]]></category>
		<category><![CDATA[Banco Santander]]></category>
		<category><![CDATA[BNP Paribas]]></category>
		<category><![CDATA[crisis financiera]]></category>
		<category><![CDATA[Francia]]></category>
		<category><![CDATA[rescate]]></category>
		<category><![CDATA[Sarkozy]]></category>
		<category><![CDATA[Wells Fargo]]></category>

		<guid isPermaLink="false">http://www.gurusblog.com/archives/bnp-paribas-rescatada-por-el-estado-frances/10/04/2009/</guid>
		<description><![CDATA[<p><a href="http://www.gurusblog.com">GurusBlog</a> - <a href="http://www.gurusblog.com/archives/bnp-paribas-rescatada-por-el-estado-frances/10/04/2009/">BNP Paribas rescatada por el Estado Francés</a></p><p>La entidad financiera gala, BNP Paribas, se suma a la larga lista de bancos rescatados por los Gobiernos. En este caso el rescate, por parte del Estado Francés, tiene forma de un auténtico regalo para los accionistas. En concreto, el Estado del país del Hexágono, acudirá a una ampliación de capital de 5.100 millones de [...]</p>]]></description>
			<content:encoded><![CDATA[<p><a href="http://www.gurusblog.com">GurusBlog</a> - <a href="http://www.gurusblog.com/archives/bnp-paribas-rescatada-por-el-estado-frances/10/04/2009/">BNP Paribas rescatada por el Estado Francés</a></p><p><img src="http://img167.imageshack.us/img167/9092/32021948.jpg" title="bnp paribas" alt="bnp paribas" align="right" border="0" vspace="6" width="204" height="230" hspace="6" />La entidad financiera gala, <strong>BNP Paribas</strong>, <strong>se suma a la larga lista de bancos rescatados por los Gobiernos</strong>. En este caso el rescate, por parte del <strong>Estado Francés</strong>, tiene forma de un auténtico regalo para los accionistas. <a href="http://www.bnpparibas.com/en/news/finance.asp?Code=LPOI-7QNPKG&amp;Key=Issue%20of%205.1%20billion%20euros%20of%20non-voting%20shares%20as%20part%20of%20the%20French%20plan%20to%20support%20the%20economy" target="_blank">En concreto</a>, el Estado del país del Hexágono, acudirá <strong>a una ampliación de capital de 5.100 millones de euros a cambio de una participación del 17% en el capital del banco</strong>,  una ampliación de capital que además es muy light ya que no las nuevas acciones no tendrán derecho a voto, y podrán ser recompradas a mediados del 2010 pagando un 103% de su valor, en 2011 pagando un 105% y así sucesivamente en años posteriores sumando un +5% adicional cada año.</p>
<p>Forma curiosa de remunerar una inversión directa en capital, el inversor (Estado Francés) tiene todo el potencial de perder el dinero invertido, pero como máximo  verá remunerado su dinero al 5% anual + los dividendos cobrados.</p>
<p><span id="more-2637"></span></p>
<p>La verdad, es que no me extraña que la banca española se empiece a quejar por este agravio comparativo. Recordemos que hace pocos meses el <strong>Banco Santander</strong> acudió al mercado para <a href="http://www.gurusblog.com/archives/banco-santander-recomendaciones-ampliacion-de-capital/13/11/2008/" target="_blank">colocar una ampliación de capital</a>  y ya vimos con que descuento tuvo que realizar la ampliación, en cambio BNP recibe un dinero del Estado Francés que compra acciones a 27,2 euros, más o menos el precio al que cotizaba BNP en el momento en el que se cocinaba la operación y encima el nuevo accionista asume el riesgo de pérdida pero limita miserablemente su potencial ganancia. A cambio, BNP Paribas se compromete a incrementar un +4% la concesión de créditos en 2009 (Wow!! menudo esfuerzo).</p>
<p>Vamos a ver, si creo que es totalmente necesario que las entidades financieras acometan ampliaciones de capital para garantizar su solvencia, me parece bien que el Estado acuda a dichas ampliaciones si no lo hacen inversores privados, ahora bien, una cosa es rescatar una entidad financiera ya que es totalmente necesario para mantener la economía a flote y otra muy distinta es hacer regalos y tratar con guante de seda a los actuales accionistas de los bancos.</p>
<p>No olvidemos, que tras la consolidación que está sufriendo la banca con la excusa de la crisis, la limpieza por parte de contribuyente de activos tóxicos y otras ayuditas, tipos de interes con el que captan el dinero casi gratis y márgenes de intermediación más amplios que nunca, el negocio bancario, no lo duden, volverá a ganar, en un futuro próximo, más dinero que nunca. (Ver como muestra los recientes resultados de Wells Fargo, <a href="http://www.reuters.com/finance/stocks/keyDevelopments?symbol=WFC.N&amp;rpc=66&amp;timestamp=20090409120000" target="_blank">3.000 millones de beneficio en el primer trimestre del 2009</a>).</p>
<p>No es de recibo, que con el dinero de todos, se beneficien en el futuro sólo unos pocos con los que se está teniendo demasiada consideración.</p>
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		<title>Movimientos en la Cartera de Warren Buffet</title>
		<link>http://www.gurusblog.com/archives/movimientos-en-la-cartera-de-warren-buffet/17/02/2008/</link>
		<comments>http://www.gurusblog.com/archives/movimientos-en-la-cartera-de-warren-buffet/17/02/2008/#comments</comments>
		<pubDate>Sun, 17 Feb 2008 18:38:21 +0000</pubDate>
		<dc:creator>Guru Huky</dc:creator>
				<category><![CDATA[Inversión]]></category>
		<category><![CDATA[Carmax]]></category>
		<category><![CDATA[JNJ]]></category>
		<category><![CDATA[Kraft]]></category>
		<category><![CDATA[petrochina]]></category>
		<category><![CDATA[PG]]></category>
		<category><![CDATA[Procter Gamble]]></category>
		<category><![CDATA[Warren Buffett]]></category>
		<category><![CDATA[Wells Fargo]]></category>

		<guid isPermaLink="false">http://www.gurusblog.com/archives/movimientos-en-la-cartera-de-warren-buffet/17/02/2008/</guid>
		<description><![CDATA[<p><a href="http://www.gurusblog.com">GurusBlog</a> - <a href="http://www.gurusblog.com/archives/movimientos-en-la-cartera-de-warren-buffet/17/02/2008/">Movimientos en la Cartera de Warren Buffet</a></p><p>Ya ha sido publicada en la SEC los datos de los movimientos en la cartera de Warren Buffet durante el segundo semestre del 2007. En cuanto a las compras, entren cómo nuevas acciones en su cartera: el distribuidor de coches Carmax (KMX), la farmacéutica GlaxoSmithKline, la compañía de alimentación Kraft (KTF), , y la compañía [...]</p>]]></description>
			<content:encoded><![CDATA[<p><a href="http://www.gurusblog.com">GurusBlog</a> - <a href="http://www.gurusblog.com/archives/movimientos-en-la-cartera-de-warren-buffet/17/02/2008/">Movimientos en la Cartera de Warren Buffet</a></p><p>Ya ha sido publicada en la SEC los datos de los movimientos en la cartera de Warren Buffet durante el segundo semestre del 2007.</p>
<p>En cuanto a las compras, entren cómo nuevas acciones en su cartera: el distribuidor de coches <strong>Carmax</strong> (<a href="http://finance.google.com/finance?q=carmax&amp;hl=en">KMX</a>), la farmacéutica <strong>GlaxoSmithKline</strong>, la compañía de alimentación <strong>Kraft</strong> (<a href="http://finance.google.com/finance?q=NYSE%3AKFT">KTF</a>), , y la compañía auxiliar de la automición <strong>Wabco</strong> (<a href="http://finance.google.com/finance?q=NYSE%3AWBC">WBC</a>). Salvo la farmacéutica a mi ninguna de estas compañías me hacen una gracia especial, pero parece que a Buffet si.</p>
<p>Igualmente ha aumentado posiciones en: <strong>Burlington</strong> (<a href="http://finance.google.com/finance?q=NYSE%3ABNI">BNI)</a>, <strong>Jonshson &amp; Jonhson</strong> (<a href="http://finance.google.com/finance?q=NYSE%3AJNJ">JNJ</a>) , <strong>Procter &amp; Gamble</strong> (<a href="http://finance.google.com/finance?q=NYSE%3APG">PG</a>), <strong>US Bancorp</strong> (<a href="http://finance.google.com/finance?q=NYSE%3AUSB">USB</a>), <strong>United Health</strong> , <strong>Wells Fargo</strong> (<a href="http://finance.google.com/finance?q=NYSE%3AWFC">WFC</a>) y <strong>WellPoint</strong> (<a href="http://finance.google.com/finance?q=NYSE%3AWLP">WLP</a>).</p>
<p>Por  el contrario han desaparecido de su cartera: <strong>First Data</strong>, <strong>PetroChina </strong>, <strong>ServiceMaster</strong>, y <strong>Tyco</strong>.</p>
<p>Y reduce posiciones en: <strong>Amerprise Financial</strong>, <strong>ConocoPhillips</strong>,<strong> Iron Mountain</strong>, <strong>Nike, Norfolk</strong>, <strong>Torchmark,</strong> y <strong>Union Pacific</strong>.</p>
<p><span id="more-1862"></span></p>
<p><img src="http://img340.imageshack.us/img340/5152/74783085ah2.jpg" alt="ImageShack" border="0" height="550" width="342" /></p>
<p><em>* Las cifras son referidas a millones de acciones en cartera. </em></p>
<p>La información la he recopilado yo con mis manitas un poco deprisa y corriendo, así que antes de tomar ninguna decisión  basada en ella mejor que la reviséis.</p>
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