<?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>Depositos Alta Rentabilidad &#187; Depositos estructurados de alta rentabilidad</title>
	<atom:link href="https://www.depositosaltarentabilidad.com/tag/depositos-estructurados-de-alta-rentabilidad/feed" rel="self" type="application/rss+xml" />
	<link>https://www.depositosaltarentabilidad.com</link>
	<description>El blog con la mejor oferta de depósitos de alta rentabilidad del mercado</description>
	<lastBuildDate>Fri, 24 Apr 2015 11:44:15 +0000</lastBuildDate>
	<language>en-US</language>
	<sy:updatePeriod>hourly</sy:updatePeriod>
	<sy:updateFrequency>1</sy:updateFrequency>
	<generator>https://wordpress.org/?v=4.2.38</generator>
	<item>
		<title>Depositos estructurados de alta rentabilidad</title>
		<link>https://www.depositosaltarentabilidad.com/depositos-estructurados-de-alta-rentabilidad.html</link>
		<comments>https://www.depositosaltarentabilidad.com/depositos-estructurados-de-alta-rentabilidad.html#comments</comments>
		<pubDate>Mon, 07 Nov 2011 16:28:54 +0000</pubDate>
		<dc:creator><![CDATA[Matias Torres]]></dc:creator>
				<category><![CDATA[Depositos estructurados de alta rentabilidad]]></category>
		<category><![CDATA[Depósitos estructurados]]></category>

		<guid isPermaLink="false">https://www.depositosaltarentabilidad.com/?p=107</guid>
		<description><![CDATA[Actualmente existen en el mercado una serie de depósitos estructurados de alta rentabilidad, aunque para contratarlos, recomendamos buscar asesoramiento sobre el tema, ya que son productos complejos que no aseguran remuneración al vencimiento. Estos depósitos suelen ofrecer un tipo fijo para la primera parte del producto, y el resto, a largo plazo, estarán referenciados al &#8230; <a class="readmore" href="https://www.depositosaltarentabilidad.com/depositos-estructurados-de-alta-rentabilidad.html">Leer</a>]]></description>
				<content:encoded><![CDATA[<p style="text-align: center;"><img src="http://dineroexperto.com/blog/wp-content/uploads/2008/04/depositos.jpg" alt="" width="429" height="111" /></p>
<p>Actualmente existen en el mercado una serie de <strong><a href="https://www.depositosaltarentabilidad.com/depositos-estructurados.html">depósitos estructurados de alta rentabilidad</a></strong>, aunque para contratarlos, recomendamos buscar asesoramiento sobre el tema, ya que son productos complejos que no aseguran remuneración al vencimiento.</p>
<p>Estos depósitos suelen ofrecer un tipo fijo para la primera parte del producto, y el resto, a largo plazo, estarán referenciados al comportamiento de los <a href="http://bolsa.com/">mercados bursátiles</a>, de las <a href="http://lasmateriasprimas.com/">materias primas</a> o de <a href="http://cambioeurodolar.com/">las divisas</a>.</p>
<p>Además, deberá tener en cuenta que la <a href="http://hipotecasydepositos.com/comision-por-cancelacion-anticipada-del-deposito/">porción variable no permite cancelar anticipadamente</a>, y que la entidad financiera exige dividir la inversión en porcentajes que se establecen de antemano.</p>
<p>A continuación les dejamos los <strong>depósitos estructurados de alta rentabilidad</strong>:</p>
<ul>
<li><a href="http://hipotecasydepositos.com/deposito-seleccion-plus-de-ibercaja/">Depósito  Selección Plus de Ibercaja</a></li>
<li><a href="http://hipotecasydepositos.com/deposito-combinado-5-de-bfs/">Depósito  Combinado de BFS</a></li>
<li><a href="http://hipotecasydepositos.com/deposito-combinado-mejor-seleccion-de-ibercaja/">Depósito  Combinado Mejor Selección de Ibercaja</a></li>
<li><a href="http://hipotecasydepositos.com/deposito-revalorizacion-de-caja-laboral/">Depósito  Revalorización de Caja Laboral</a></li>
<li><a href="../combinado-a-de-banco-popular/">Combinado A+ de Banco Popular</a></li>
<li><a href="../deposito-free-time-de-catalunyacaixa/">Depósito Free Time de  CatalunyaCaixa</a></li>
<li><a href="../deposito-doble-triplete-de-banco-sabadell/">Depósito Doble  Triplete de Banco Sabadell</a></li>
<li><a href="../deposito-solvente-6-de-kutxa/">Depósito Solvente 6 de Kutxa</a></li>
<li><a href="../deposito-triple-euribor-de-catalunyacaixa/">Depósito Triple  Euribor de CatalunyaCaixa</a></li>
<li><a href="../deposito-pret-a-porter-de-catalunyacaixa/">Depósito  Prêt-à-porter de CatalunyaCaixa</a></li>
<li><a href="../deposito-estructurado-3d-de-bankia/">Depósito Estructurado 3D+  de Bankia</a></li>
<li><a href="../deposito-estructurado-dual-de-bankinter/">Depósito estructurado  Dual de Bankinter</a></li>
<li><a href="../combinado-popular-3d-de-banco-popular/">Combinado Popular 3D de  Banco Popular</a></li>
<li><a href="../deposito-combinado-iberdeposito-de-ibercaja/">Depósito Combinado  Iberdepósito de Ibercaja</a></li>
<li><a href="../deposito-combinado-de-caja-vital-kutxa/">Depósito Combinado de  Caja Vital Kutxa</a></li>
<li><a href="../deposito-doble-emision-n%c2%ba-60-de-caja-inmaculada/">Depósito  Doble CAI</a></li>
<li><a href="http://hipotecasydepositos.com/deposito-combinado-5050-de-cajamar/">Depósito  Combinado 50/50 de Cajamar</a></li>
<li><a title="Permanent Link to Depósito Impulso Alemán de CatalunyaCaixa" rel="bookmark" href="../deposito-impulso-aleman-de-catalunyacaixa/">Depósito  Impulso Alemán de CatalunyaCaixa</a></li>
<li><a href="../deposito-interes-mixto-plus-de-banco-caixa-geral/">Depósito  Interés Mixto Plus de Banco Caixa Geral</a></li>
<li><a title="Permanent Link to Depósito Combinado Fondo de Inversión de CatalunyaCaixa" rel="bookmark" href="../deposito-combinado-fondo-de-inversion-de-catalunyacaixa/">Depósito Combinado Fondo de Inversión de CatalunyaCaixa</a></li>
<li><a title="Permanent Link to Depósito Doble Efecto de CatalunyaCaixa" rel="bookmark" href="../deposito-doble-efecto-de-catalunyacaixa/">Depósito Doble  Efecto de CatalunyaCaixa</a></li>
</ul>
<ul></ul>
<p><object classid="clsid:d27cdb6e-ae6d-11cf-96b8-444553540000" width="250" height="308" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0"><param name="bgcolor" value="#FFFFFF" /><param name="data" value="http://static.99widgets.com/polls/swf/poll.swf?id=104796:1&amp;lang=es" /><param name="src" value="http://static.99widgets.com/polls/swf/poll.swf?id=104796:1&amp;lang=es" /><embed type="application/x-shockwave-flash" width="250" height="308" src="http://static.99widgets.com/polls/swf/poll.swf?id=104796:1&amp;lang=es" data="http://static.99widgets.com/polls/swf/poll.swf?id=104796:1&amp;lang=es" bgcolor="#FFFFFF"></embed></object></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="../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>
]]></content:encoded>
			<wfw:commentRss>https://www.depositosaltarentabilidad.com/depositos-estructurados-de-alta-rentabilidad.html/feed</wfw:commentRss>
		<slash:comments>6</slash:comments>
		</item>
		<item>
		<title>Depósitos estructurados: alta rentabilidad a costa del riesgo</title>
		<link>https://www.depositosaltarentabilidad.com/depositos-estructurados-alta-rentabilidad-a-costa-del-riesgo.html</link>
		<comments>https://www.depositosaltarentabilidad.com/depositos-estructurados-alta-rentabilidad-a-costa-del-riesgo.html#comments</comments>
		<pubDate>Thu, 08 Sep 2011 21:14:52 +0000</pubDate>
		<dc:creator><![CDATA[Matias Torres]]></dc:creator>
				<category><![CDATA[Guia de depósitos]]></category>
		<category><![CDATA[Depósitos estructurados]]></category>
		<category><![CDATA[Depositos estructurados de alta rentabilidad]]></category>

		<guid isPermaLink="false">https://www.depositosaltarentabilidad.com/?p=724</guid>
		<description><![CDATA[¿Estamos dispuestos a conseguir alta rentabilidad arriesgando más de la cuenta? Muchas veces nos preguntamos si es momento de tomar algo de nuestro espíritu especulador para sacarle jugo a nuestro dinero, pero mechas veces no estamos en condiciones de hacerlo ¿por qué? Los clientes que habitualmente contratan depósitos tienen un perfil conservador, es decir buscan &#8230; <a class="readmore" href="https://www.depositosaltarentabilidad.com/depositos-estructurados-alta-rentabilidad-a-costa-del-riesgo.html">Leer</a>]]></description>
				<content:encoded><![CDATA[<p style="text-align: center;"><img src="data:image/png;base64,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" alt="" /></p>
<p>¿Estamos dispuestos a conseguir <strong>alta rentabilidad</strong> arriesgando más de la cuenta? Muchas veces nos preguntamos si es momento de tomar algo de nuestro <a href="http://www.especualcion.org/">espíritu especulador</a> para <a href="http://dineroexperto.com/">sacarle jugo a nuestro dinero</a>, pero mechas veces no estamos en condiciones de hacerlo ¿por qué?</p>
<p>Los<strong> clientes que habitualmente contratan <a href="http://hipotecasydepositos.com/">depósitos</a> tienen un perfil conservador</strong>, es decir buscan <strong>imposiciones a plazo con tipos de interés fijo</strong> que les aseguren una rentabilidad que conocen de antemano, reduciendo ese peligro que trae aparejado la posibilidad de tomar un <strong>depósito con tasas variables que no nos aseguran una ganancia</strong>, y que en caso de que no se cumplan con las condiciones establecidas, nos devolverán sólo los fondos invertidos.</p>
<p>Además, los <a href="https://www.depositosaltarentabilidad.com/depositos-estructurados.html"><strong>depósitos estructurados</strong></a> tienen como característica particular que son ofertas a largo plazo en momentos donde la volatilidad de los mercados está a la orden del día, lo cual nos traslada esa inestabilidad internacional al resultado de nuestra inversión. El ahorrador común poco le interesa en estos días &#8220;jugar&#8221; con su dinero y busca refugio en productos que le transmitan seguridad.</p>
<p>Sin embargo, aquellos personas que están dispuestas a arriesgar algo más que el resto, con la finalidad de conseguir mejores <a href="http://hipotecasydepositos.com/%C2%BFque-tipo-de-interes-me-conviene-para-contratar-un-deposito/">tipos de interés</a> se han volcado por los <a href="http://hipotecasydepositos.com/mejores-depositos-estructurados/">mejores depósitos estructurados</a>, en detrimento de los <a href="http://todofondosdeinversion.com/">fondos de inversión</a>, que poco a poco pierden adeptos, aunque de seguro se recuperarán.</p>
<p><strong>¿Por qué elegir un depósitos referenciado a los mercados?</strong> Este tipo de estrategias tiene como característica, en la mayoría de los casos, que ofrece una <strong>diversificación del riesgo en cuanto a su estructura</strong> ya que generalmente están <strong>conformados por dos partes que se complementan</strong>.</p>
<p>Son los llamados<strong> <a href="http://www.mejoresdepositos.es/depositos-mixtos/">depósitos mixtos</a></strong>, donde una porción inicial tiene un plazo con tipo de interés fijo superior a la media de los productos tradicionales que se transforman en una especie de gancho para atraer a los que están con algo de miedo. Además, asegura el cobro de intereses ya que aquí no dependerá de la evolución del mercado.</p>
<p>Sin embargo, donde comienzan las dudas es en la otra parte. Aquí se aplican tipos de interés variables que estarán directamente condicionados al cumplimiento de condiciones estipuladas en el contrato y que están asociadas al comportamiento de los mercados. Aquí las opciones son amplias, pueden referir a las <a href="http://bolsa.com/cotizacion/">cotizaciones de las acciones de las empresas en la bolsa</a>, a las divisas, <a href="http://lasmateriasprimas.com/">las materias primas</a> o el mismísimo <a href="http://www.finanzzas.com/evolucion-euribor">Euribor</a>.</p>
<p>Veamos ejemplos de como puede resultar este tipo de ofertas:</p>
<ul>
<li>Primer 50% de la inversión con un 4,5% <a href="http://hipotecasydepositos.com/tae-tasa-anual-equivalente/">TAE</a> en un depósito a 6 meses, con un importe mínimo de 1.000 € y con liquidación de intereses mensuales.</li>
<li>Segundo 50% de la inversión en el depósito a 30 meses y cuya rentabilidad dependerá de la evolución de la cotización de una selección de empresas.</li>
</ul>
<p>El día X se comprobará cuál ha sido la evolución de la cotización de estas acciones respecto a la cotización de la fecha inicial, X.</p>
<p>A) Si todas las empresas cotizan en esa fecha igual o por encima del 100% del valor de la cotización de la fecha inicial, se cancela el depósito y se obtiene una rentabilidad acumulada del 8% (5,210% TAE) que se abonará el día X.<br />
B) Si alguna de las empresas cotiza en fecha X por debajo de la cotización a fecha X, el depósito también se cancela y se recupera el 100% del capital invertido sin remuneración (0% TAE).</p>
<p>Sin embargo, lo que debemos tener en cuenta es que <a href="http://hipotecasydepositos.com/comision-por-cancelacion-anticipada-del-deposito/"><strong>no permiten cancelar el depósito antes de vencimiento</strong></a>. En general si se puede recuperar el dinero que remunera a tipo fijo, pero no el referido al variable. También en el contrato figurará como se distribuye el capital en el depósito, los porcentuales que se estipulan y no puede modificarse.</p>
<p>Este tipo de ofertas es atractiva si gusta de la especulación pero no quiere poner todos los huevos en la misma canasta, si en vez de llevar todo a un fondo de inversión, aquí puede combinar dos productos, uno conservador, y otro un poco más arriesgado.</p>
<p>Recuerde que estos depósitos suelen aplicar a plazos superiores a los 12 meses, en general se consiguen a partir de los dos años en adelante porque al estar referenciados a los mercados necesitan un tiempo de evolución para realizar comparaciones entre períodos donde se revisarán las condiciones estipuladas.</p>
<p>En fin, para algunos, pero sepa que existen y que los ofrecen tanto <a href="http://www.mejoresbancos.es/">bancos como cajas de ahorro</a>, y cada vez más, porque así las entidades se aseguran captar pasivo por un tiempo prolongado, y se pueden dar el lujo de devolver el capital al vencimiento, y tal vez, nada en intereses.</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="../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><iframe width="460" height="345" src="http://www.youtube.com/embed/P5T6kL2TdY8" frameborder="0" allowfullscreen></iframe></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 del dinero que cobrará por este tipo de productos, puede  conocer cuanto recibirá de <strong><a href="http://interesesdepositos.com/">intereses en depositos</a></strong>.</p>
]]></content:encoded>
			<wfw:commentRss>https://www.depositosaltarentabilidad.com/depositos-estructurados-alta-rentabilidad-a-costa-del-riesgo.html/feed</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Cotización bolsa para depósitos</title>
		<link>https://www.depositosaltarentabilidad.com/cotizacion-bolsa-para-depositos.html</link>
		<comments>https://www.depositosaltarentabilidad.com/cotizacion-bolsa-para-depositos.html#comments</comments>
		<pubDate>Wed, 03 Aug 2011 16:58:34 +0000</pubDate>
		<dc:creator><![CDATA[Matias Torres]]></dc:creator>
				<category><![CDATA[Depósitos estructurados]]></category>
		<category><![CDATA[Cotización bolsa para depósitos]]></category>
		<category><![CDATA[Depositos estructurados de alta rentabilidad]]></category>

		<guid isPermaLink="false">https://www.depositosaltarentabilidad.com/?p=700</guid>
		<description><![CDATA[Si está interesado en contratar depósitos estructurados, es decir, imposiciones a plazo fijo pero con tipos de interés variable referenciados directamente a la evolución de la bolsa es importante que no solo preste atención a los riesgos que conlleva la volatilidad de los mercados, sino que también que tipo de empresa participa en el depósito. &#8230; <a class="readmore" href="https://www.depositosaltarentabilidad.com/cotizacion-bolsa-para-depositos.html">Leer</a>]]></description>
				<content:encoded><![CDATA[<p style="text-align: center;"><img src="data:image/png;base64,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" alt="" /></p>
<p>Si está interesado en contratar <a href="../depositos-estructurados.html"><strong>depósitos estructurados</strong></a>, es decir, imposiciones a plazo fijo pero con tipos de interés variable referenciados directamente a la <a href="http://bolsa.com/"><strong>evolución de la bolsa</strong></a> es importante que no solo preste atención a los riesgos que conlleva la volatilidad de los mercados, sino que también que tipo de empresa participa en el depósito.</p>
<p>Por lo tanto, si desde un <a href="http://www.mejoresbancos.es/">banco o una caja de ahorro</a> le ofrecen un <strong>depósito referenciado a la bolsa española</strong>, debe evaluar y consultar con los especialistas sobre si conviene o no invertir nuestro dinero a largo plazo.</p>
<p>A continuación, les dejamos las cotización a esta hora de cada una de las acciones que participan del selectivo español:</p>
<p><strong>Cotización Ibex 35</strong></p>
<ul>
<li><a href="http://bolsa.com/cotizacion/abengoa.html">ABENGOA</a><a href="http://bolsa.com/cotizacion/abertis-a.html"> </a></li>
<li><a href="http://bolsa.com/cotizacion/abertis-a.html">ABERTIS A</a></li>
<li><a href="http://bolsa.com/cotizacion/acs.html">ACCIONA</a></li>
<li><a href="http://bolsa.com/cotizacion/acs.html">ACERINOX</a></li>
<li><a href="http://bolsa.com/cotizacion/arcelormitt.html">ACS</a></li>
<li><a href="http://bolsa.com/cotizacion/bpopular.html">ARCELORMITT.</a></li>
<li><a href="http://bolsa.com/cotizacion/bsabadell.html">B.POPULAR</a></li>
<li><a href="http://bolsa.com/cotizacion/banesto.html">B.SABADELL</a></li>
<li><a href="http://bolsa.com/cotizacion/banesto.html">BANESTO</a><a href="http://bolsa.com/cotizacion/bankinter.html"> </a></li>
<li><a href="http://bolsa.com/cotizacion/bbva.html">BANKINTER</a></li>
<li><a href="http://bolsa.com/cotizacion/bbva.html">BBVA</a><a href="http://bolsa.com/cotizacion/bme.html"> </a></li>
<li><a href="http://bolsa.com/cotizacion/bme.html">BME</a><a href="http://bolsa.com/cotizacion/criteria.html"> </a></li>
<li><a href="http://bolsa.com/cotizacion/criteria.html">CRITERIA</a></li>
<li><a href="http://bolsa.com/cotizacion/criteria.html"> </a><a href="http://bolsa.com/cotizacion/ebro-foods.html">EBRO FOODS</a></li>
<li><a href="http://bolsa.com/cotizacion/enagas.html">ENAGAS</a></li>
<li><a href="http://bolsa.com/cotizacion/endesa.html">ENDESA</a></li>
<li><a href="http://bolsa.com/cotizacion/fcc.html">FCC</a></li>
<li><a href="http://bolsa.com/cotizacion/ferrovial.html">FERROVIAL</a></li>
<li><a href="http://bolsa.com/cotizacion/gamesa.html">GAMESA</a></li>
<li><a href="http://bolsa.com/cotizacion/gas-natural.html">GAS NATURAL</a></li>
<li><a href="http://bolsa.com/cotizacion/grifols.html">GRIFOLS</a></li>
<li><a href="http://bolsa.com/cotizacion/ibrenovable.html">IB.RENOVABLE</a></li>
<li><a href="http://bolsa.com/cotizacion/iberdrola.html">IBERDROLA</a></li>
<li><a href="http://bolsa.com/cotizacion/iberia.html">IBERIA</a></li>
<li><a href="http://bolsa.com/cotizacion/inditex.html">INDITEX</a></li>
<li><a href="http://bolsa.com/cotizacion/indra-a.html">INDRA A</a></li>
<li><a href="http://bolsa.com/cotizacion/mapfre.html">MAPFRE</a></li>
<li><a href="http://bolsa.com/cotizacion/ohl.html">OHL</a></li>
<li><a href="http://bolsa.com/cotizacion/rec.html">R.E.C.</a></li>
<li><a href="http://bolsa.com/cotizacion/repsol-ypf.html">REPSOL YPF</a></li>
<li><a href="http://bolsa.com/cotizacion/sacyr-valle.html">SACYR VALLE.</a></li>
<li><a href="http://bolsa.com/cotizacion/santander.html">SANTANDER</a></li>
<li><a href="http://bolsa.com/cotizacion/tecnicas-reu.html">TECNICAS REU.</a></li>
<li><a href="http://bolsa.com/cotizacion/telecinco.html">TELECINCO</a></li>
<li><a href="http://bolsa.com/cotizacion/telefonica.html">TELEFóNICA</a></li>
</ul>
<p>Ver gráficas de la evolución del Ibex-35, <a href="http://bolsa.com/cotizacion/ibex-35.html">aquí</a>.</p>
<p><strong>Cotizaciones Mercado Continuo</strong></p>
<ul>
<li><a href="http://bolsa.com/cotizacion/adolfo-dguez.html">ADOLFO DGUEZ</a></li>
<li><a href="http://bolsa.com/cotizacion/aena.html">AENA</a></li>
<li><a href="http://bolsa.com/cotizacion/afirma.html">AFIRMA</a></li>
<li><a href="http://bolsa.com/cotizacion/almirall.html">ALMIRALL</a></li>
<li><a href="http://bolsa.com/cotizacion/altia.html">ALTIA</a></li>
<li><a href="http://bolsa.com/cotizacion/amper.html">AMPER</a></li>
<li><a href="http://bolsa.com/cotizacion/antena-3-tv.html">ANTENA 3 TV</a></li>
<li><a href="http://bolsa.com/cotizacion/atento.html">ATENTO</a></li>
<li><a href="http://bolsa.com/cotizacion/avanzit.html">AVANZIT</a></li>
<li><a href="http://bolsa.com/cotizacion/azkoyen.html">AZKOYEN</a></li>
<li><a href="http://bolsa.com/cotizacion/bguipuzcop.html">B.GUIPUZCO.P</a></li>
<li><a href="http://bolsa.com/cotizacion/bguipuzcoan.html">B.GUIPUZCOAN</a></li>
<li><a href="http://bolsa.com/cotizacion/bpastor.html">B.PASTOR</a></li>
<li><a href="http://bolsa.com/cotizacion/bvalencd10.html">B.VALENC.D10</a></li>
<li><a href="http://bolsa.com/cotizacion/bvalencia.html">B.VALENCIA</a></li>
<li><a href="http://bolsa.com/cotizacion/banca-civica.html">BANCA CIVICA</a></li>
<li><a href="http://bolsa.com/cotizacion/bankia.html">BANKIA</a></li>
<li><a href="http://bolsa.com/cotizacion/baron-de-ley.html">BARON DE LEY</a></li>
<li><a href="http://bolsa.com/cotizacion/baviera.html">BAVIERA</a></li>
<li><a href="http://bolsa.com/cotizacion/bayer-ag.html">BAYER AG</a></li>
<li><a href="http://bolsa.com/cotizacion/befesa.html">BEFESA</a></li>
<li><a href="http://bolsa.com/cotizacion/boriojanas.html">BO.RIOJANAS</a></li>
<li><a href="http://bolsa.com/cotizacion/caf.html">C.A.F.</a></li>
<li><a href="http://bolsa.com/cotizacion/cvne.html">C.V.N.E.</a></li>
<li><a href="http://bolsa.com/cotizacion/cam.html">CAM</a></li>
<li><a href="http://bolsa.com/cotizacion/campofrio.html">CAMPOFRIO</a></li>
<li><a href="http://bolsa.com/cotizacion/cemportval.html">CEM.PORT.VAL</a></li>
<li><a href="http://bolsa.com/cotizacion/cepsa.html">CEPSA</a></li>
<li><a href="http://bolsa.com/cotizacion/cie-automot.html">CIE AUTOMOT.</a></li>
<li><a href="http://bolsa.com/cotizacion/cleop.html">CLEOP</a></li>
<li><a href="http://bolsa.com/cotizacion/codere.html">CODERE</a></li>
<li><a href="http://bolsa.com/cotizacion/corpfialba.html">CORP.FI.ALBA</a></li>
<li><a href="http://bolsa.com/cotizacion/dfelguera.html">D.FELGUERA</a></li>
<li><a href="http://bolsa.com/cotizacion/dermoesteti.html">DERMOESTETI.</a></li>
<li><a href="http://bolsa.com/cotizacion/dia.html">DIA</a></li>
<li><a href="http://bolsa.com/cotizacion/dinamia.html">DINAMIA</a></li>
<li><a href="http://bolsa.com/cotizacion/dogi.html">DOGI</a></li>
<li><a href="http://bolsa.com/cotizacion/eads.html">EADS</a></li>
<li><a href="http://bolsa.com/cotizacion/elecnor.html">ELECNOR</a></li>
<li><a href="http://bolsa.com/cotizacion/enel-green-power.html">ENEL GREEN POWER</a></li>
<li><a href="http://bolsa.com/cotizacion/ercros.html">ERCROS</a></li>
<li><a href="http://bolsa.com/cotizacion/espdel-zinc.html">ESP.DEL ZINC</a></li>
<li><a href="http://bolsa.com/cotizacion/eurona-wireless-.html">EURONA WIRELESS</a></li>
<li><a href="http://bolsa.com/cotizacion/europa--c.html">EUROPA &amp; C</a></li>
<li><a href="http://bolsa.com/cotizacion/exide.html">EXIDE</a></li>
<li><a href="http://bolsa.com/cotizacion/ezentis.html">EZENTIS</a></li>
<li><a href="http://bolsa.com/cotizacion/faes.html">FAES</a></li>
<li><a href="http://bolsa.com/cotizacion/fergo-aisa.html">FERGO AISA</a></li>
<li><a href="http://bolsa.com/cotizacion/fersa.html">FERSA</a></li>
<li><a href="http://bolsa.com/cotizacion/fluidra.html">FLUIDRA</a></li>
<li><a href="http://bolsa.com/cotizacion/funespana.html">FUNESPAñA</a></li>
<li><a href="http://bolsa.com/cotizacion/gam.html">GAM</a></li>
<li><a href="http://bolsa.com/cotizacion/geinversion.html">GE.INVERSION</a></li>
<li><a href="http://bolsa.com/cotizacion/grcocciden.html">GR.C.OCCIDEN</a></li>
<li><a href="http://bolsa.com/cotizacion/grempence.html">GR.EMP.ENCE</a></li>
<li><a href="http://bolsa.com/cotizacion/grupo-tavex.html">GRUPO TAVEX</a></li>
<li><a href="http://bolsa.com/cotizacion/iag.html">IAG</a></li>
<li><a href="http://bolsa.com/cotizacion/iberpapel.html">IBERPAPEL</a></li>
<li><a href="http://bolsa.com/cotizacion/indo.html">INDO</a></li>
<li><a href="http://bolsa.com/cotizacion/inmcolonial.html">INM.COLONIAL</a></li>
<li><a href="http://bolsa.com/cotizacion/inmdel-sur.html">INM.DEL SUR</a></li>
<li><a href="http://bolsa.com/cotizacion/inypsa.html">INYPSA</a></li>
<li><a href="http://bolsa.com/cotizacion/jazztel.html">JAZZTEL</a></li>
<li><a href="http://bolsa.com/cotizacion/la-seda-bar.html">LA SEDA BAR.</a></li>
<li><a href="http://bolsa.com/cotizacion/lingotes.html">LINGOTES</a></li>
<li><a href="http://bolsa.com/cotizacion/loterias.html">LOTERIAS</a></li>
<li><a href="http://bolsa.com/cotizacion/martinsa-fad.html">MARTINSA-FAD</a></li>
<li><a href="http://bolsa.com/cotizacion/metrovacesa.html">METROVACESA</a></li>
<li><a href="http://bolsa.com/cotizacion/miquel-costa.html">MIQUEL COSTA</a></li>
<li><a href="http://bolsa.com/cotizacion/montebalito.html">MONTEBALITO</a></li>
<li><a href="http://bolsa.com/cotizacion/natra.html">NATRA</a></li>
<li><a href="http://bolsa.com/cotizacion/natraceutical.html">NATRACEUTICAL</a></li>
<li><a href="http://bolsa.com/cotizacion/nh-hoteles.html">NH HOTELES</a></li>
<li><a href="http://bolsa.com/cotizacion/nicolcorrea.html">NICOL.CORREA</a></li>
<li><a href="http://bolsa.com/cotizacion/nyesa.html">NYESA</a></li>
<li><a href="http://bolsa.com/cotizacion/pescanova.html">PESCANOVA</a></li>
<li><a href="http://bolsa.com/cotizacion/prim.html">PRIM</a></li>
<li><a href="http://bolsa.com/cotizacion/prisa.html">PRISA</a></li>
<li><a href="http://bolsa.com/cotizacion/prosegur.html">PROSEGUR</a></li>
<li><a href="http://bolsa.com/cotizacion/puleva-bio.html">PULEVA BIO.</a></li>
<li><a href="http://bolsa.com/cotizacion/realia.html">REALIA</a></li>
<li><a href="http://bolsa.com/cotizacion/reno-mconv.html">RENO M.CONV.</a></li>
<li><a href="http://bolsa.com/cotizacion/reno-ms-a.html">RENO M.S/A</a></li>
<li><a href="http://bolsa.com/cotizacion/renta-4.html">RENTA 4</a></li>
<li><a href="http://bolsa.com/cotizacion/renta-corp.html">RENTA CORP.</a></li>
<li><a href="http://bolsa.com/cotizacion/reyal-urbis.html">REYAL URBIS</a></li>
<li><a href="http://bolsa.com/cotizacion/rovi.html">ROVI</a></li>
<li><a href="http://bolsa.com/cotizacion/san-jose.html">SAN JOSE</a></li>
<li><a href="http://bolsa.com/cotizacion/service-ps.html">SERVICE P.S.</a></li>
<li><a href="http://bolsa.com/cotizacion/sniace.html">SNIACE</a></li>
<li><a href="http://bolsa.com/cotizacion/sol-melia.html">SOL MELIA</a></li>
<li><a href="http://bolsa.com/cotizacion/solaria.html">SOLARIA</a></li>
<li><a href="http://bolsa.com/cotizacion/sos-corp.html">SOS CORP.</a></li>
<li><a href="http://bolsa.com/cotizacion/sotogrande.html">SOTOGRANDE</a></li>
<li><a href="http://bolsa.com/cotizacion/talgo.html">TALGO</a></li>
<li><a href="http://bolsa.com/cotizacion/tecnocom.html">TECNOCOM</a></li>
<li><a href="http://bolsa.com/cotizacion/testa-inm.html">TESTA INM.</a></li>
<li><a href="http://bolsa.com/cotizacion/tubacex.html">TUBACEX</a></li>
<li><a href="http://bolsa.com/cotizacion/tubos-reuni.html">TUBOS REUNI.</a></li>
<li><a href="http://bolsa.com/cotizacion/unipapel.html">UNIPAPEL</a></li>
<li><a href="http://bolsa.com/cotizacion/uralita.html">URALITA</a></li>
<li><a href="http://bolsa.com/cotizacion/urbas.html">URBAS</a></li>
<li><a href="http://bolsa.com/cotizacion/vertice-360.html">VERTICE 360</a></li>
<li><a href="http://bolsa.com/cotizacion/vidrala.html">VIDRALA</a></li>
<li><a href="http://bolsa.com/cotizacion/viscofan.html">VISCOFAN</a></li>
<li><a href="http://bolsa.com/cotizacion/vocento.html">VOCENTO</a></li>
<li><a href="http://bolsa.com/cotizacion/vueling.html">VUELING</a></li>
<li><a href="http://bolsa.com/cotizacion/zardoya-otis.html">ZARDOYA OTIS</a></li>
<li><a href="http://bolsa.com/cotizacion/zeltia.html">ZELTIA</a></li>
</ul>
<p>Ver gráficas de la evolución del Marcado Continuo, <a href="http://bolsa.com/cotizacion/mercado-continuo.html">aquí</a>.</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/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 del dinero que cobrará por este tipo de productos,  puede  conocer cuanto recibirá de <strong><a href="http://interesesdepositos.com/">intereses en depósitos</a>.</strong></p>
]]></content:encoded>
			<wfw:commentRss>https://www.depositosaltarentabilidad.com/cotizacion-bolsa-para-depositos.html/feed</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
	</channel>
</rss>
