<?xml version="1.0" encoding="UTF-8"?>
<rss version="2.0"
	xmlns:content="http://purl.org/rss/1.0/modules/content/"
	xmlns:wfw="http://wellformedweb.org/CommentAPI/"
	xmlns:dc="http://purl.org/dc/elements/1.1/"
	xmlns:atom="http://www.w3.org/2005/Atom"
	xmlns:sy="http://purl.org/rss/1.0/modules/syndication/"
	xmlns:slash="http://purl.org/rss/1.0/modules/slash/"
	>

<channel>
	<title>Mejores Bancos &#187; Liberbank</title>
	<atom:link href="http://www.mejoresbancos.es/category/bancos/liberbank/feed" rel="self" type="application/rss+xml" />
	<link>http://www.mejoresbancos.es</link>
	<description>Blogs sobre los mejores bancos en España</description>
	<lastBuildDate>Wed, 16 May 2012 18:14:56 +0000</lastBuildDate>
	<language>en</language>
	<sy:updatePeriod>hourly</sy:updatePeriod>
	<sy:updateFrequency>1</sy:updateFrequency>
	<generator>http://wordpress.org/?v=3.1.2</generator>
		<item>
		<title>Salida a Bolsa Liberbank</title>
		<link>http://www.mejoresbancos.es/salida-a-bolsa-liberbank</link>
		<comments>http://www.mejoresbancos.es/salida-a-bolsa-liberbank#comments</comments>
		<pubDate>Tue, 09 Aug 2011 22:41:07 +0000</pubDate>
		<dc:creator>Matias Torres</dc:creator>
				<category><![CDATA[Liberbank]]></category>
		<category><![CDATA[Novedades]]></category>
		<category><![CDATA[Bancos]]></category>
		<category><![CDATA[salida a bolsa]]></category>

		<guid isPermaLink="false">http://www.mejoresbancos.es/?p=1260</guid>
		<description><![CDATA[Liberbank, la nueva entidad que conforman Cajastur, Caja de Extremadura y Caja Cantabria, ha informado que existe la posibilidad de salir a Bolsa para alcanzar el 8% de capital exigido si no logra colocar el 20% de capital entre inversores privados. Para comprender la actualidad de este banco, de momento tiene previsto una ampliación por [...]]]></description>
			<content:encoded><![CDATA[<p style="text-align: center;"><img src="data:image/png;base64,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" alt="" width="313" height="127" /></p>
<p><a href="http://www.mejoresbancos.es/liberbank"><strong>Liberbank</strong></a>, la nueva entidad que conforman <strong>Cajastur, Caja de  Extremadura y Caja Cantabria</strong>, ha informado que existe la posibilidad de <strong>salir a  <a href="http://bolsa.com/">Bolsa</a></strong> para alcanzar el 8% de capital exigido si no logra colocar el 20%  de capital entre inversores privados.</p>
<p>Para comprender la actualidad de este banco, de momento <strong>tiene previsto una ampliación por  importe de 512 millones</strong>, que le permitirá elevar el ratio de <a href="http://www.finanzzas.com/core-capital">capital  principal</a> por encima del 8%, superando así los requerimientos fijados.</p>
<p>Sin embargo, Liberbank le ha dado prioridad al ingreso de inversores  privados y así cerrar su proceso de recapitalización antes del próximo 30  de septiembre, para lo que cuenta con el asesoramiento de Goldman Sachs.</p>
<p>A esta acción la acompaña con otra posibilidad que estudia en caso que no pueda concretar esta primera intención. <strong>Salir a bolsa es una alternativa</strong>. La entidad no ha alcanzado ningún acuerdo todavía  y trabaja en todas las direcciones, por lo que también cuenta con la  baza de vender sus participaciones en empresas, &#8220;capitalizar beneficios&#8221;  o pedir ayuda al <a href="http://www.finanzzas.com/fondo-de-reestructuracion-ordenada-bancaria-frob">Fondo de Reestructuración Ordenada Bancaria (Frob)</a>.</p>
<p>Vale recordar que Liberbank se constituyó tras <a href="http://www.mejoresbancos.es/cajastur-caja-cantabria-y-caja-extremadura-abandonan-banco-base">la ruptura de las tres cajas que la componen y la CAM</a>, por lo que las necesidades de capital exigidas para este grupo se  situaron en 519 millones de euros para alcanzar el 10%, aunque las  opciones que plantea permiten al grupo rebajar sus necesidades hasta el  8%.</p>
<p>Por su parte, <a href="http://www.mejoresbancos.es/intervencion-de-la-cam">Caja Mediterráneo ha sido intervenida por el Banco de España</a>.</p>
]]></content:encoded>
			<wfw:commentRss>http://www.mejoresbancos.es/salida-a-bolsa-liberbank/feed</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Liberbank</title>
		<link>http://www.mejoresbancos.es/liberbank</link>
		<comments>http://www.mejoresbancos.es/liberbank#comments</comments>
		<pubDate>Tue, 19 Jul 2011 12:35:46 +0000</pubDate>
		<dc:creator>Matias Torres</dc:creator>
				<category><![CDATA[Liberbank]]></category>
		<category><![CDATA[Caja Cantabria]]></category>
		<category><![CDATA[Caja de Extremadura]]></category>
		<category><![CDATA[Cajastur]]></category>
		<category><![CDATA[Effibank]]></category>

		<guid isPermaLink="false">http://www.mejoresbancos.es/?p=1117</guid>
		<description><![CDATA[Y un día se hizo oficial, la nueva marca comercial del banco que constituyeron Cajastur, Caja de Extremadura y Caja Cantabria es Liberbank. Esta nueva entidad contará con una red de 1.200 oficinas y 5.500 empleados. Según se ha informado, la enseña se empleará en los mercados financieros y en la red comercial en los [...]]]></description>
			<content:encoded><![CDATA[<p><a href="http://www.mejoresbancos.es/wp-content/uploads/2011/07/Liberbank.jpg"><img class="size-full wp-image-1118 aligncenter" title="Liberbank" src="http://www.mejoresbancos.es/wp-content/uploads/2011/07/Liberbank.jpg" alt="" width="364" height="147" /></a></p>
<p>Y un día se hizo oficial, la nueva marca comercial del <a href="http://www.mejoresbancos.es/cajastur-caja-cantabria-y-caja-extremadura-abandonan-banco-base"><strong>banco que constituyeron Cajastur, Caja de Extremadura y Caja Cantabria</strong></a> es <strong>Liberbank</strong>. Esta nueva entidad contará con una r<strong>ed de 1.200 oficinas y 5.500 empleados</strong>.</p>
<p>Según se ha informado, la enseña se empleará en los mercados financieros y en la red comercial en los territorios no pertenecientes a las comunidades autónomas originarias de las entidades que se integran en el grupo, actuando como un grupo multimarca.</p>
<p>Además, la razón social del banco de las tres entidades, <a href="http://www.mejoresbancos.es/effibank">Effibank</a>, también será reemplazada por la <strong>nueva marca comercial Liberbank</strong>.</p>
<p>Vale recordar que el banco tiene un <a href="http://www.mejoresbancos.es/ranking-de-cajas-de-ahorro-por-activos"><strong>volumen de activos de más de 50.000 millones</strong></a> y una una posición de liderazgo en cuatro comunidades autónomas, con una cuota de mercado del 20%.</p>
<p>Liberbank parte de una ratio de eficiencia bruta del 49%, mejor que la media del sector; una tasa de mora a cierre de 2010 del 4,2% (frente al 5,8% de media del sector) y una ratio de cobertura, incluidas garantías, del 148%.</p>
<p>Asimismo, indica que goza de una cómoda situación de liquidez, que se traduce en una disponibilidad hasta 2015 de 2,2 veces los vencimientos del periodo.</p>
<p>A datos a cierre de 2010, goza de un capital principal del 8,4%, contabilizada ya la merma derivada de la provisión del plan de prejubilaciones (más de 200 millones de euros) y los ajustes por pérdida esperada.</p>
<p>Liberbank no ha recibido ninguna aportación pública de la primera edición del <a href="http://www.finanzzas.com/fondo-de-reestructuracion-ordenada-bancaria-frob">Fondo de Reestructuración Ordenada Bancaria (FROB)</a>, y es el grupo de cajas que tiene un mayor capital principal de entre las uniones de cajas el proceso de reestructuración del sector, incluido el efecto del FROB I en las mismas.</p>
<p>Un dato interesante es que en la <a href="http://www.mejoresbancos.es/segundo-test-de-estres-bancos-europeos">segunda prueba de esfuerzo realizadas por la autoridad bancaria europea (EBA)</a>, Liberbank parte de un &#8216;Core capital Tier 1&#8242; del 8,3%, que en el escenario más adverso se situaría en el 6,8% a 31 de diciembre de 2012, incluyendo las medidas de recapitalización.</p>
<p>&#8220;Liberbank superaría las exigencias establecidas sin ningún tipo de ayuda pública y sin incluir las provisiones genéricas al situarse su &#8216;Core <a href="http://todofondosdeinversion.com/tier-1-concepto/">Tier 1</a>&#8216; en el 5,2%&#8221;. Dispone de unas provisiones genéricas de 512 millones netos, lo que equivale a un 1,6% de &#8216;Core Tier 1&#8242;.</p>
]]></content:encoded>
			<wfw:commentRss>http://www.mejoresbancos.es/liberbank/feed</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
	</channel>
</rss>

