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	<title>Planes de Pensiones, el blog para una mejor jubilación &#187; Planes Caja Laboral</title>
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		<title>Campaña Planes de Pensiones Caja Laboral</title>
		<link>http://planesypensiones.com/campana-planes-de-pensiones-caja-laboral.html</link>
		<comments>http://planesypensiones.com/campana-planes-de-pensiones-caja-laboral.html#comments</comments>
		<pubDate>Mon, 10 Dec 2012 07:14:34 +0000</pubDate>
		<dc:creator>viviana</dc:creator>
				<category><![CDATA[Planes Caja Laboral]]></category>
		<category><![CDATA[Add new tag]]></category>
		<category><![CDATA[campaña caja laboral]]></category>
		<category><![CDATA[Campaña planes]]></category>
		<category><![CDATA[planes Caja Laboral]]></category>
		<category><![CDATA[planes de pensiones]]></category>

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		<description><![CDATA[Caja Laboral es una cooperativa de crédito cuyo objeto es atender las necesidades financieras de sus socios y clientes, preferentemente [...]]]></description>
			<content:encoded><![CDATA[<p><strong><a href="http://planesypensiones.com/planes-de-pensiones-caja-laboral.html">Caja Laboral </a>es una cooperativa de crédito cuyo objeto es atender las necesidades financieras de sus socios y clientes, preferentemente particulares y empresas, y que considera la calidad de la gestión y del servicio, como un diferencial competitivo que le permite alcanzar una posición muy destacada en Eficiencia y Rentabilidad, y lograr la satisfacción de sus clientes y socios.</strong></p>
<p><strong>Caja Laboral</strong> ha lanzado una fuerte <a href="http://todoproductosfinancieros.com/planes-de-pensiones-caja-laboral-regalan-un-lcd/"><strong>C</strong><strong>ampaña de Planes de Pensiones</strong> <strong>.</strong></a></p>
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" alt="" width="449" height="67" /></p>
<p><span id="more-1852"></span></p>
<p><span style="text-decoration: underline;">Plan de Previsión Garantizado XVI</span><br />
Oferta válida para nuevas aportaciones al Plan Garantizado XVI o traspasos de otras Entidades (excepto Izarpensión EPSV) a dicho Plan de Previsión y limitada a 3.000 operaciones o hasta completar el cupo de 10 millones de euros. En caso de agotarse las unidades, Caja Laboral podrá sustituir este modelo por otro de características similares o superiores. Máximo un regalo por partícipe. Periodo de comercialización hasta el 31-01-2013. Vencimiento de la garantía: 31-10-2019 (6 años y 9 meses). Esta promoción se rige por la normativa del I.R.P.F.</p>
<p><span style="text-decoration: underline;">Plan de Pensiones Rendimiento Fijo II</span><br />
Oferta válida para nuevas aportaciones al Plan de Pensiones Rendimiento Fijo II o traspasos de otras Entidades a dicho Plan de Pensiones, con compromiso de permanencia durante todo su periodo de garantía. Limitada a 1.000 operaciones o hasta completar el cupo de 2,5 millones de euros. En caso de agotarse las unidades, Caja Laboral podrá sustituir este modelo por otro de características similares o superiores. Máximo un regalo por partícipe. Periodo de comercialización hasta el 31-01-2013. Vencimiento de la garantía: 31-10-2019 (6 años y 9 meses).</p>
<p>Esta promoción se rige por la normativa del I.R.P.F.</p>
<p><strong>Caja Laboral se halla integrada en la
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<p> Corporación MONDRAGÓN,</strong> siendo una parte fundamental de la misma, y cabeza visible de la rama fiananciera dentro del Grupo. Una organización empresarial que compite en los mercados internacionales, con presencia con plantas productivas en cuatro continentes, pero que gestiona utilizando métodos democráticos en su organización societaria, con el objetivo de la creación de empleo, la promoción humana y profesional de sus trabajadores, y el compromiso de desarrollo económico y sociocultural con su entorno social, con especial atención a la lengua y cultura vasca.</p>
<p><a href="http://impuestosrenta.com/fiscalidad-de-los-productos-financieros/"><strong>Fiscalidad en los planes:</strong></a></p>
<p>La principal ventaja es reducir la base imponible del <a href="http://www.finanzzas.com/tablas-irpf-2011"><strong>IRPF</strong></a>, con
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<p> los siguientes límites máximos, dependiendo de la edad del aportante:</p>
<ul>
<li>Si usted tiene hasta 50 años, el límite anual es 10.000 € (con el tope del 30% de la suma de los rendimientos del trabajo y de actividades económicas)</li>
<li>Si tiene más de 50 años, el límite es de 12.500 € (con un tope del 50% de los ingresos).</li>
</ul>
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<p>&nbsp;</p>
]]></content:encoded>
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		<slash:comments>2</slash:comments>
		</item>
		<item>
		<title>Planes de Pensiones Caja Laboral</title>
		<link>http://planesypensiones.com/planes-de-pensiones-caja-laboral.html</link>
		<comments>http://planesypensiones.com/planes-de-pensiones-caja-laboral.html#comments</comments>
		<pubDate>Mon, 13 Aug 2012 11:36:26 +0000</pubDate>
		<dc:creator>Sandra</dc:creator>
				<category><![CDATA[Pensiones]]></category>
		<category><![CDATA[Planes Caja Laboral]]></category>
		<category><![CDATA[Planes de Pensiones por entidad]]></category>
		<category><![CDATA[caja laboral]]></category>
		<category><![CDATA[pension]]></category>
		<category><![CDATA[planes]]></category>
		<category><![CDATA[planes de pensiones]]></category>

		<guid isPermaLink="false">http://planesypensiones.com/?p=2520</guid>
		<description><![CDATA[Caja Laboral es una cooperativa de crédito cuyo objeto es atender las necesidades financieras de sus socios y cliente purchase [...]]]></description>
			<content:encoded><![CDATA[<h3><strong><img class="alignleft" src="https://www.cajalaboral.com/clweb/img/es/logo.png" alt="" width="300" height="67" />Caja Laboral</strong> es una cooperativa de crédito cuyo objeto es atender las necesidades financieras de sus socios y cliente
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<p>s, preferentemente particulares y empresas, y que considera la calidad de la gestión y del servicio, como un diferencial competitivo que le permite alcanzar una posición muy destacada en Eficiencia y Rentabilidad, y lograr la satisfacción de sus clientes y socios.</h3>
<p>Caja Laboral ofrece a todos sus clientes CLNet Móvil, una novedosa aplicación para teléfonos móviles, desde el cual ahora usted podrá tener más cerca a su banca. Desde su teléfono podrá acceder a información bursátil, conocer el estado de sus cuentas, realizar transferencias en el momento, etc.</p>
<p>Podrá acceder a<strong> CLNet Móvil</strong> con la misma clave que accede a CLNET. Este servicio está disponible para dispositivos iPhone, iPad, Android y Blackberry. Aquí dejamos los enlaces de descarga de la aplicación para cada dispositivo:</p>
<p><span id="more-2520"></span></p>
<ul>
<li><a href="https://www.cajalaboral.com/clweb/es/particulares/bancaonline/clnet_movil_aplicaciones.aspx?tab=tab1">iPhone</a></li>
<li><a href="https://www.cajalaboral.com/clweb/es/particulares/bancaonline/clnet_movil_aplicaciones.aspx?tab=tab2">iPad</a></li>
<li><a href="https://www.cajalaboral.com/clweb/es/particulares/bancaonline/clnet_movil_aplicaciones.aspx?tab=tab3">Android</a></li>
<li><a href="https://www.cajalaboral.com/clweb/es/particulares/bancaonline/clnet_movil_aplicaciones.aspx?tab=tab4">Blackberry</a></li>
</ul>
<p>En este caso <strong>Caja laboral </strong>nos ofrece una <strong>amplia variedad en Planes </strong>para que usted elija el que más se acerca a sus necesidades.</p>
<p>Un <a href="http://planesypensiones.com">plan de pensiones</a> es un producto de ahorro que permite combinar desgravaciones fiscales y acumular un capital que complemente las futuras pensiones.</p>
<p><strong>Caja Laboral</strong> dispone de una completa gama de productos para los que buscan estabilidad para su <a href="http://todofondosdeinversion.com/">inversión</a>, para los que tienen cercana su jubilación y hasta para los que deciden aprovechar las oportunidades del mercado aunque tengan lejos su edad jubilatoria.</p>
<p>Mediante estos planes usted podrá diseñar aportaciones regulares (mensuales, trimestrales o anuales) a partir de 30,05€ o bien realizar aportaciones extraordinarias.<br />
Dichas aportaciones aminoran la Base Liquidable del IRPF con los límites que establece la Norma del Impuesto.</p>
<p><strong>Contingencias Cubiertas que originan prestaciones:</strong></p>
<p>• Jubilación o situación asimilable del partícipe.<br />
• Fallecimiento.<br />
• Invalidez permanente total, invalidez permanente absoluta y gran invalidez.<br />
• Desempleo de larga duración.<br />
• Enfermedad grave.</p>
<p>Los rescates o prestaciones se pueden realizar tanto en forma de <strong>Renta Periódica</strong>, en Forma de Capital o combinando ambas. Así mismo se pueden realizar Rescates de forma Parcial o Total. En todos los casos tributan como Rentas de Trabajo.</p>
<p>Podemos traspasar los derechos consolidados entre los diferentes planes sin tener que tributar por ello. El número de traspasos que pueden hacerse es ilimitado. Todos los traspasos que se hagan serán gratuitos. Los traspasos, a efectos fiscales, no tienen la consideración de aportaciones realizadas en el año.</p>
<p>TIPOS DE PLANES</p>
<p>• Plan de Pensiones Caja Laboral Monetario: Invierte el 100% de su cartera en <a href="http://planesypensiones.com/mejores-planes-de-pensiones-renta-mixta.html">Renta Fija</a> c/p.<br />
• Plan de Pensiones Caja Laboral Clásico: Invierte hasta un máximo del 10% en <a href="http://planesypensiones.com/mejores-planes-de-pensiones-renta-variable.html">Renta Variable </a>EUROSTOXX.<br />
• Plan de Pensiones Caja Laboral Mixto: Invierte hasta un máximo del 30% en <a href="http://planesypensiones.com/mejores-planes-de-pensiones-renta-variable-mixta.html">Renta Variable</a> EUROSTOXX.<br />
• Plan de Pensiones Caja Laboral Variable: Invierte hasta un máximo del 60% en Renta Variable EUROSTOXX.<br />
• Plan de Pensiones Caja Laboral Monetario: Invierte el 100% de su cartera en Renta Fija c/p.</p>
<p>Artículos de interés:</p>
<p>·        <a title="Enlace permanente a ¿Cómo cotizan las participaciones preferentes?" href="http://planesypensiones.com/%c2%bfcomo-cotizan-las-participaciones-preferentes.html">¿Cómo cotizan las participaciones preferentes?</a></p>
<p>·        <a title="Enlace permanente a Todas las participaciones preferentes emitidas" href="http://planesypensiones.com/todas-las-participaciones-preferentes-emitidas.html">Todas las participaciones preferentes emitidas</a></p>
<p>·        <a title="Enlace permanente a ¿Que es una participacion preferente?" href="http://planesypensiones.com/%c2%bfque-es-una-participacion-preferente.html">¿Qué es una participación preferente?</a></p>
<p>·        <a title="Enlace permanente a ¿Cómo se heredan las participaciones preferentes?" href="http://planesypensiones.com/%c2%bfcomo-se-heredan-las-participaciones-preferentes.html">¿Cómo se heredan las participaciones preferentes?</a></p>
<p>·        <a title="Enlace permanente a ¿Puedo rescatar mi plan de pensiones si estoy en Paro?" href="http://planesypensiones.com/%c2%bfpuedo-rescatar-mi-plan-de-pensiones-si-estoy-en-paro.html">¿Puedo rescatar mi plan de pensiones si estoy en Paro?</a></p>
<p>·        <a title="Enlace permanente a ¿Cómo puedo recuperar mi plan de pensiones?" href="http://planesypensiones.com/%c2%bfcomo-puedo-recuperar-mi-plan-de-pensiones.html">¿Cómo puedo recuperar mi plan de pensiones?</a></p>
<p>&nbsp;</p>
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