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	<title>Depositos Alta Rentabilidad &#187; Depósitos a 4 meses</title>
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	<link>https://www.depositosaltarentabilidad.com</link>
	<description>El blog con la mejor oferta de depósitos de alta rentabilidad del mercado</description>
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		<title>Deposito 4% TAE 4 meses ING Direct</title>
		<link>https://www.depositosaltarentabilidad.com/deposito-4-tae-4-meses-ing-direct.html</link>
		<comments>https://www.depositosaltarentabilidad.com/deposito-4-tae-4-meses-ing-direct.html#comments</comments>
		<pubDate>Tue, 04 Oct 2011 03:00:39 +0000</pubDate>
		<dc:creator><![CDATA[Matias Torres]]></dc:creator>
				<category><![CDATA[Depósitos a 4 meses]]></category>
		<category><![CDATA[Depósitos ING Direct]]></category>

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		<description><![CDATA[Las ofertas personalizadas, o poco masivas parecen aflorar en el mercado de los productos de ahorro en 2011. Si bien ING Direct no lo publicita al público en general, está ofreciendo la contratación de su depósito a 4 meses de plazo. Esta imposición a plazo fijo ofrece una rentabilidad de un 4,00% TAE (3,95% nominal anual) y se sitúa al tope de las &#8230; <a class="readmore" href="https://www.depositosaltarentabilidad.com/deposito-4-tae-4-meses-ing-direct.html">Leer</a>]]></description>
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" alt="" width="373" height="75" /></p>
<p>Las ofertas personalizadas, o poco masivas parecen aflorar en el mercado de los productos de ahorro en 2011. Si bien <strong>ING Direct</strong> <a href="http://www.ingdirect.es/comun/popup/DepoUpsell/popdepo.html">no lo publicita al público en general</a>, está ofreciendo la contratación de su <strong>depósito a 4 meses de plazo</strong>.</p>
<p>Esta imposición a plazo fijo ofrece una <strong>rentabilidad de un 4,00% <a href="http://hipotecasydepositos.com/tae-tasa-anual-equivalente%0D%0A/">TAE</a></strong> (3,95% nominal anual) y se sitúa al tope de<strong> <a href="http://hipotecasydepositos.com/mejores-depositos-a-4-meses/">las mejores ofertas a 4 meses</a></strong>.</p>
<p>ING Direct es una de las pocas entidades que tiene una propuesta<strong> a 4 meses</strong>, por lo que este depósito al 4,00% es de lo mejor a pesar de tener que cumplir con ciertos requisitos que les envía a sus clientes.</p>
<p>Veamos las condiciones, en primer lugar, es válida hasta el 31/10/2011, y no es acumulable a otras  ofertas y válida exclusivamente para personas físicas mayores de  edad siempre que su ahorro entre el 01/11/2010 y el 30/09/2011 sea mayor  o igual que cero. Por lo tanto, puede contratar el depósito por los  nuevos ingresos de octubre de 2011 menos las retiradas de sus cuentas de  ahorro y el importe destinado a depósitos promocionales también en  octubre de 2011.</p>
<p>Según publica en su <a href="http://www.ingdirect.es/comun/popup/DepoUpsell/popdepo.html">folleto</a> “Se considera ahorro en un periodo la diferencia entre los ingresos en cuentas de ahorro (cuentas NARANJA, <a href="http://www.mejorescuentascorrientes.com/cuenta-impuestos-cero-de-ing-direct/">Impuestos Cero</a> y Planes Ahorre y Consiga/cuentas de ahorro periódico) donde sea titular o cotitular, desde otra entidad o de <a href="http://www.mejorescuentascorrientes.com/cuenta-nomina-de-ingdirect/">cuenta NOMINA</a> y las retiradas de sus cuentas de ahorro y el importe destinado a depósitos promocionales en ese mismo periodo.</p>
<p>Si su ahorro entre el 01/11/2010 y el 30/09/2011 fuera menor que  cero, podrá contratar el depósito por el importe de su ahorro desde el 1  de noviembre de 2010 hasta la fecha de contratación, siempre que dicho  ahorro sea mayor que cero.</p>
<p>Si entre la fecha de contratación y la de vencimiento del depósito  disminuyera su posición global máxima en depósitos y cuentas de ahorro  de los que sea titular o cotitular en ING DIRECT (incluidos los  depósitos promocionales), esa misma cantidad pasará automáticamente de  su depósito a su cuenta NARANJA, abonándole en ese momento los intereses  acumulados hasta la fecha.</p>
<p>El <strong>Depósito 4 meses</strong><strong> </strong>está disponible hasta el 31 de octubre de 2011.</p>
<p><em>De lo mejor siempre y cuando cumpla con la exigencia que la entidad requiere…</em></p>
<p><img title="cuatrocerdos38" src="http://hipotecasydepositos.com/wp-content/cuatrocerdos38.jpg" alt="cuatrocerdos38" width="235" height="44" /></p>
<p>Tenga en cuenta a la hora de contratar depósitos que a partir del 4        de julio de 2011, el Banco de España junto al Gobierno aplica una <a href="http://hipotecasydepositos.com/category/depositos/tasa-a-depositos-de-alta-remuneracion/">tasa a las altas remuneración</a>, pero es importante aclarar que <a href="http://www.mejoresdepositos.es/aprovechar-los-depositos-de-los-bancos-fuera-del-fgd-espanol/">no incluye a las entidades extranjeras que no se encuentran adheridas al Fondo de Garantía de Depósitos español</a>.</p>
<p>Recuerde que en materia de <a href="http://impuestosrenta.com/fiscalidad-depositos/">fiscalidad</a>, el depósito tendrá una retención del 19% sobre los intereses a cuenta del IRPF para residentes.</p>
<p>Si desea conocer más sobre depósitos, consultar a los especialistas y  realizar cálculos de cuanto cobrará por este tipo de productos, puede  conocer cuanto recibirá de <strong><a href="http://interesesdepositos.com/">intereses en depositos</a></strong>.</p>
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