<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:georss='http://www.georss.org/georss' xmlns:gd='http://schemas.google.com/g/2005' xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-4019344652885170401</id><updated>2012-02-16T09:02:43.322-08:00</updated><category term='Publicado en CincoDías.com'/><category term='webex'/><category term='capitalismo'/><category term='especulación'/><category term='Publicado en Idealista.com'/><category term='BME'/><category term='boletín'/><category term='Javier García Monedero'/><category term='Tumblr'/><category term='Publicado en La Vanguardia'/><category term='inversión'/><category term='herramientas'/><category term='logo'/><category term='Fran López'/><category term='Forex'/><category term='Joan Riera'/><category term='Plan de Pensiones'/><category term='estafas'/><category term='política'/><category term='Publicado en Dialnet'/><category term='Publicado en diarioabierto.es'/><category term='Publicado en xada72.blogspot.com'/><category term='largo plazo'/><category term='novedades'/><category term='Domingo J. García'/><category term='economía'/><category term='equipo'/><category term='Oficina Virtual'/><category term='José Parra Moreno Dtor. Grupo Main'/><category term='Javier Garrido'/><category term='Xada 72'/><category term='Web del Mediador'/><category term='Laila García Morcillo'/><category term='Seguros'/><category term='CNMV'/><category term='redes'/><category term='Caser'/><category term='artículos'/><category term='Consejo Consultivo'/><title type='text'>Xada 72  Planificación  Financiera  S.L.</title><subtitle type='html'>¿Quieres vivir de las rentas?
Pregúntame cómo!</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://xada72.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4019344652885170401/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://xada72.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><author><name>Planificación Financiera</name><uri>http://www.blogger.com/profile/08747406714202968396</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='13' src='http://2.bp.blogspot.com/-jPg4Pweh_7g/TV7wTeLcExI/AAAAAAAAAB8/gxtePYZoKEM/s220/logo%2Bprovisional%2Blanzamiento%2Bxada.jpg'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>30</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-4019344652885170401.post-883593265460641037</id><published>2012-02-13T15:27:00.000-08:00</published><updated>2012-02-13T15:30:05.759-08:00</updated><title type='text'>Mejorar la Calidad de Vida</title><content type='html'>&lt;div style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;En las distintas entregas de esta Escuela de Economía Familiar vengo ocupándome de lo más importante: de cómo aprovechar los productos financieros existentes para diseñar un plan que permita a cualquier familia proponerse objetivos ambiciosos de Independencia Financiera y eliminar o mitigar los miedos que tanto condicionan la calidad de vida.&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;Pero todas estas herramientas chocan frecuentemente, y más en estos tiempos de crisis, con la desorganización de la ecuación Ingresos=Gastos que se produce en casi todos los casos. Desgraciadamente, el sistema financiero y social tiende a empujar a las familias a una espiral maligna de deudas, gastos corrientes, estrechando cada vez mas el margen de acción.&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;&lt;b&gt;Para salir de esta situación es importante todo lo que hemos explicado hasta ahora&lt;/b&gt; porque solo entendiendo los mecanismos disponibles, vislumbraremos la esperanza futura y tomaremos las decisiones presentes necesarias.&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;b&gt;&lt;span style="font-size: small;"&gt;Pero hay que hacer algo más.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;&lt;b&gt;1.-&lt;/b&gt; Si nuestros gastos son mayores que nuestros ingresos tenemos que aplicar una drástica reducción de gastos combinada con un aprovechamiento de todas las oportunidades disponibles para incrementar nuestros ingresos con empleos adicionales o con actividades comerciales a tiempo parcial. Para reducir nuestros gastos hay interesante bibliografía que se puede consultar. Especialmente útil me parece el libro de &lt;a href="http://www.casadellibro.com/libro-ajuste-de-cuentas/9788403099777/1195510" target="_blank"&gt;Vicens Castellano &lt;i&gt;Ajuste de Cuentas&lt;/i&gt; (VV.AA., AGUILAR, 2008&amp;nbsp; ISBN 9788403099777).&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;&lt;b&gt;2.-&lt;/b&gt; Si tenemos la cuenta Ingresos/Gastos bien equilibrada o incluso con un pequeño superávit, debemos poner en marcha las recomendaciones de esta escuela de economía familiar.&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;- Estimar el objetivo de Independencia Financiera: Calcular cuanto dinero necesitaremos el día que nos jubilemos para financiar el mantenimiento de nuestra calidad de vida sin que se acabe ese dinero. Hay que tener en cuenta que, con toda probabilidad, la pensión que disfrutemos entonces no será mayor que el 50% de nuestros ingresos un día antes de jubilarnos.&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;- Calcular como debemos invertir los ahorros que tenemos acumulados para este fin y cuánto tendremos que aportar mensualmente a ese plan de inversión para alcanzar ese objetivo.&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;- Para eliminar los riesgos hasta que hayamos acumulado suficiente patrimonio, calcular cuanta cobertura en seguro de vida e invalidez necesitamos y por cuanto tiempo.&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;- &amp;nbsp;Posiblemente considerar cubrir otros riesgos adicionales como el riesgo de Dependencia y el riesgo de litigación.&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;- Una vez decidido eso, en función también de la disponibilidad económica, poner en marcha nuestro plan, asegurando que ponemos la contribución a esos capítulos antes que cualquier otro recibo o pago domiciliado. Esto es de vital importancia por una sencilla razón: cuando retrasamos el pago a alguien, ese alguien se preocupa diligentemente de recordarnos que le paguemos por lo que no hay riesgo de que se nos olvide. Sin embargo, los recibos de nuestro propio plan financiero pueden sufrir si los dejamos para los días del mes en que nuestra cuenta corriente esté vacía. Asegúrate de pagarte a ti mismo en primer lugar.&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;Haciendo esto te acercarás cada día más al estado final que todos deberíamos alcanzar: El día en que no dependamos de los ingresos de nuestro trabajo sino de la rentabilidad del capital acumulado. Sólo entonces habremos alcanzado la calidad de vida que deseamos.&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;Implementar un plan financiero aporta beneficios mucho más allá del mero disfrute de los bienes y servicios que podemos disfrutar con esos recursos. Es un puñado de pequeñas decisiones que nos ponen en el camino. Decisiones de pequeño impacto económico (normalmente pocas decenas de euros mensuales, lo que hoy gastamos en gastos superfluos probablemente), pero de un extraordinario impacto sobre nuestras vidas y las de los seres queridos que nos rodean. Tenemos que reflexionar y darnos cuenta de que los miedos económicos están en la raíz de la mayor parte de los problemas de las personas.&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;El miedo al futuro y al presente está en el origen seguramente de los divorcios, de las peleas familiares por herencias, de los conflictos con los vecinos, de la aversión a asumir riesgos en nuestra vida laboral, profesional o empresarial con la consiguiente pérdida de oportunidades que eso conlleva. El miedo económico está presente probablemente también en los factores que originan el estrés y por tanto en la génesis de innumerables enfermedades psíquicas y psicosomáticas que pueden desarrollar patologías muy diversas.&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;El miedo económico afecta a nuestras elecciones políticas, a nivel comunitario, municipal, estatal y mundial y los miedos colectivos influyen en la falta de movilidad, en la conflictividad social, en las políticas de los países e incluso en los movimientos estratégicos incluidos los conflictos bélicos y las revoluciones. La falta de esperanza arroja a millones de seres a la emigración, el desarraigo y a veces a la pobreza extrema....&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;¿Que mejor tarea que la de enseñar a entender mejor sus oportunidades, tomar mejor sus decisiones, tomar el control de su propio futuro sin delegar esa responsabilidad en el estado y mejorar con ello de manera perceptible todo lo dicho anteriormente?&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;&lt;i&gt;Javier García Monedero.&amp;nbsp;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;b&gt;&lt;i&gt;Publicado en &lt;a href="http://www.diarioabierto.es/71136/mejorar-la-calidad-de-vida" target="_blank"&gt;diarioabierto.es &lt;/a&gt;&lt;/i&gt;&lt;/b&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4019344652885170401-883593265460641037?l=xada72.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4019344652885170401/posts/default/883593265460641037'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4019344652885170401/posts/default/883593265460641037'/><link rel='alternate' type='text/html' href='http://xada72.blogspot.com/2012/02/mejorar-la-calidad-de-vida.html' title='Mejorar la Calidad de Vida'/><author><name>Planificación Financiera</name><uri>http://www.blogger.com/profile/08747406714202968396</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='13' src='http://2.bp.blogspot.com/-jPg4Pweh_7g/TV7wTeLcExI/AAAAAAAAAB8/gxtePYZoKEM/s220/logo%2Bprovisional%2Blanzamiento%2Bxada.jpg'/></author></entry><entry><id>tag:blogger.com,1999:blog-4019344652885170401.post-2572051249317391672</id><published>2012-01-11T10:54:00.000-08:00</published><updated>2012-01-11T10:55:58.376-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='inversión'/><category scheme='http://www.blogger.com/atom/ns#' term='artículos'/><category scheme='http://www.blogger.com/atom/ns#' term='Plan de Pensiones'/><category scheme='http://www.blogger.com/atom/ns#' term='largo plazo'/><category scheme='http://www.blogger.com/atom/ns#' term='economía'/><category scheme='http://www.blogger.com/atom/ns#' term='Xada 72'/><category scheme='http://www.blogger.com/atom/ns#' term='Publicado en xada72.blogspot.com'/><category scheme='http://www.blogger.com/atom/ns#' term='Publicado en diarioabierto.es'/><category scheme='http://www.blogger.com/atom/ns#' term='Javier García Monedero'/><title type='text'>¿Son rentables los planes de pensiones?</title><content type='html'>&lt;div style="font-family: Verdana,sans-serif; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;Responder a esta pregunta es imposible lo mismo que responder a la pregunta de si los alimentos son dulces o si los animales mansos. Depende de qué alimentos y depende de qué animales. Pues, de igual modo, depende de qué planes de pensiones. A pesar de lo absurdo de la pregunta, la mayor parte de las personas, incluso expertos, responderán sin dudarlo: no son rentables y menos ahora que no tienen el trato fiscal de antes.&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Verdana,sans-serif; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-family: Verdana,sans-serif; font-size: small;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Verdana,sans-serif; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;Los planes de pensiones son tan rentables como los activos en que estén invertidos. Si se invierten en títulos de mercado monetario que tengan una rentabilidad inferior al 2% y la entidad gestora carga un 2% de comisión, parece poco probable que den rentabilidad alguna, pero si se invierte en renta variable y obtiene una rentabilidad del 10%, con la misma comisión, el plan será bastante rentable.&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Verdana,sans-serif; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-family: Verdana,sans-serif; font-size: small;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Verdana,sans-serif; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;&lt;b&gt;¿Por qué todo el mundo piensa que los planes de pensiones no son rentables?&lt;/b&gt; Voy a tratar de dar una explicación:&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-family: Verdana,sans-serif; font-size: small;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;ol style="font-family: Verdana,sans-serif; text-align: justify;"&gt;&lt;li&gt;&lt;span style="font-size: small;"&gt;Las entidades financieras se han empeñado en vender primordialmente planes de pensiones en renta fija, extremadamente conservadores. &lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style="font-size: small;"&gt;Por ello los planes se ha venido vendiendo casi exclusivamente por su ventaja fiscal de deducción en las aportaciones independientemente de la rentabilidad que ofrecieran. A eso se debe la mala costumbre adquirida de vender los planes de pensiones fundamentalmente en diciembre.&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style="font-size: small;"&gt;Los planes de pensiones se han vendido muchísimo como parte de una compensación que el cliente ofrecía a la entidad financiera a cambio de obtener su hipoteca. Esta venta forzada, muchas veces solo anunciada en la notaría en el mismo momento de la firma de la hipoteca, casi como un último chantaje, ha hecho que los clientes le tengan poco aprecio al producto y los bancos hayan preferido colocar los productos más conservadores.&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style="font-size: small;"&gt;La regulación&amp;nbsp; MIFID en mi opinión, se ha enfocado a asegurarse de que ningún cliente compre un producto más agresivo de lo que está dispuesto a soportar pero ha ignorado totalmente el peligro contrario de que los clientes acaben comprando productos tan conservadores para su jubilación que no cumplen los objetivos de ese mismo cliente. Todas las entidades, forzadas por MIFID han desarrollado cuestionarios de perfil de cliente que tratan de asegurarse de que sólo los clientes muy sofisticados puedan comprar fondos o planes de renta variable. Se ha ignorado completamente el hecho de que la actitud del cliente no es solo una sino que puede y debe variar en función del objetivo al que dedique cada parte de su dinero. No es lo mismo ahorrar para un fondo de emergencia que para comprarse un coche o para construir un patrimonio de independencia financiera para la jubilación.&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style="font-size: small;"&gt;Por último, las modificaciones que introdujo el anterior gobierno en la fiscalidad de los planes de pensiones, eliminando parte de las ventajas que tenía, han cimentado la idea de que da igual deducirse ahora en la contribución si se va a pagar cuando se disfrute el beneficio.&lt;/span&gt;&lt;/li&gt;&lt;/ol&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-family: Verdana,sans-serif; font-size: small;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Verdana,sans-serif; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;Nosotros defendemos que toda la población debería tener la &lt;b&gt;&lt;a href="http://www.xada72.es/" target="_blank"&gt;educación financiera&lt;/a&gt;&lt;/b&gt; suficiente para entender que cuando se trata de invertir a muy largo plazo, especialmente si se hace con inversiones periódicas regulares, no hay mejor inversión que la renta variable, cuanto más global, diversificada y orientada al valor, mejor.&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Verdana,sans-serif; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-family: Verdana,sans-serif; font-size: small;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Verdana,sans-serif; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;Nos parece que un plan de pensiones en renta fija o en mercado monetario es casi una contradicción en los términos salvo que se usen en la parte de la vida laboral más cercana a la jubilación como estrategia de salida para evitar convulsiones de última hora.&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Verdana,sans-serif; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-family: Verdana,sans-serif; font-size: small;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Verdana,sans-serif; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;Cuando un plan de pensiones está invertido en renta variable y puede por tanto producir rentabilidades medias anuales elevadas (superiores al 10% probablemente), siguen siendo fiscalmente interesante si se tiene en cuenta que, gracias a la devolución de hacienda en el IRPF de, por ejemplo, un 30%, puede uno obtener esa rentabilidad sobre un capital de 100 habiendo invertido solo 70. Los rendimientos obtenidos al final, incluso aunque nos volvieran a quitar ese 30% (poco probable), no nos quitaría la rentabilidad adicional que ese 30% nos haya producido durante todos esos años.&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Verdana,sans-serif; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-family: Verdana,sans-serif; font-size: small;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Verdana,sans-serif; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;Hay rumores de que el nuevo gobierno tiene la intención de devolverle a los planes de pensiones algunas de las ventajas que perdieron. Ojalà. Pero aunque no lo hicieran, volvamos la vista a este excelente producto y seleccionemos cuidadosamente un plan que esté invertido al 100% en acciones (si tenemos más de 15 años por delante), sin complejos, sin derivados para eliminar la volatilidad, simplemente invirtiendo en compañías de valor a largo plazo.&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Verdana,sans-serif; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-family: Verdana,sans-serif; font-size: small;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Verdana,sans-serif; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;Si lo hacemos y no dejamos de contribuir mensualmente la misma cantidad hasta nuestra jubilación, disfrutaremos de esa jubilación dorada que envidiamos a los turistas americanos. La ciencia nos ofrece un período de 30 o más años de jubilación. ¿Estamos seguros de conformarnos con lo que la Seguridad Social pueda ofrecernos? ¿No será mejor dedicar 50€ o 100€ mensuales durante nuestra vida laboral y encontrarnos al final con varios cientos de miles de euros para complementar nuestra pensión?&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Verdana,sans-serif; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-family: Verdana,sans-serif; font-size: small;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Verdana,sans-serif; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;Reflexionemos y tomemos decisiones.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;&lt;i&gt;Javier García Monedero.&amp;nbsp;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;b&gt;&lt;i&gt;Publicado en &lt;a href="http://www.diarioabierto.es/68357/%C2%BFson-rentables-los-planes-de-pensiones" target="_blank"&gt;diarioabierto.es &lt;/a&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4019344652885170401-2572051249317391672?l=xada72.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://xada72.blogspot.com/feeds/2572051249317391672/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://xada72.blogspot.com/2012/01/son-rentables-los-planes-de-pensiones.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4019344652885170401/posts/default/2572051249317391672'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4019344652885170401/posts/default/2572051249317391672'/><link rel='alternate' type='text/html' href='http://xada72.blogspot.com/2012/01/son-rentables-los-planes-de-pensiones.html' title='¿Son rentables los planes de pensiones?'/><author><name>Planificación Financiera</name><uri>http://www.blogger.com/profile/08747406714202968396</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='13' src='http://2.bp.blogspot.com/-jPg4Pweh_7g/TV7wTeLcExI/AAAAAAAAAB8/gxtePYZoKEM/s220/logo%2Bprovisional%2Blanzamiento%2Bxada.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4019344652885170401.post-2209361624002367233</id><published>2011-11-30T07:40:00.001-08:00</published><updated>2011-11-30T07:43:35.085-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='inversión'/><category scheme='http://www.blogger.com/atom/ns#' term='artículos'/><category scheme='http://www.blogger.com/atom/ns#' term='Xada 72'/><category scheme='http://www.blogger.com/atom/ns#' term='Publicado en xada72.blogspot.com'/><category scheme='http://www.blogger.com/atom/ns#' term='Publicado en diarioabierto.es'/><category scheme='http://www.blogger.com/atom/ns#' term='Javier García Monedero'/><title type='text'>Como invertir correctamente</title><content type='html'>&lt;div style="text-align: justify;"&gt;&lt;strong&gt;Cómo elegir un fondo.&lt;/strong&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Como ya comenté en alguna ocasión, “una empresa consiste en una combinación de factores de producción (dinero, maquinaria, materias primas, inteligencia, creatividad, combustibles, trabajo humano… ) que puestos a trabajar, PRODUCEN MÁS VALOR que la suma del valor de los factores utilizados. Es decir, generan riqueza, crean valor.” Pero, ¿dónde se refleja ese valor? Pues en primer lugar, en la contabilidad de la empresa; y en segundo lugar, en las dos cosas que seguimos como accionistas: el precio en bolsa y los dividendos.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;A medida que una empresa vende productos o servicios por un precio mayor que el que los produce, esa diferencia se va contabilizando como beneficios. Al cierre de la contabilidad de cada año (o en algún otro momento) la dirección tiene que decidir si distribuye todo o parte de esos beneficios a los propietarios (accionistas) o si decide guardarlos como recursos propios para reducir sus necesidades de financiación, para invertir en nuevos proyectos o simplemente para mejorar su solvencia.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Si reparte beneficios sus accionistas están muy contentos porque reciben dinero y si no los reparten, sus accionistas (especialmente los que pretenden serlo a largo plazo) están también muy contentos porque el valor contable de la empresa subirá con ello. Una de las pruebas más evidentes de que esto funciona así, es que cuando una empresa reparte dividendos, suele experimentar una caída inmediata de su valor en bolsa.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Es fácil de entender, sabiendo esto, que si somos accionistas de esa empresa a través de un fondo de inversión, nos da igual cual sea esa decisión. Efectivamente, si la empresa reparte dividendos, nuestro fondo recibe esos dividendos con lo que se compensa la caída en el valor en bolsa de esa empresa y si no los reparte, pues no se produce esa caída y la empresa sigue acumulando valor contable para nuestro fondo.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Es muy importante entender bien este mecanismo. De cuando en cuando os encontraréis con que alguien ataca la rentabilidad a largo plazo de la bolsa usando la evolución de un índice como el IBEX 35 por ejemplo. Haced ver a vuestro contertulio que el Ibex solo recoge el valor de las acciones pero no incluye los dividendos repartidos. Si sumáramos los dos, veríamos la verdadera rentabilidad de la bolsa en los plazos largos.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Sin embargo, el mecanismo por el que sube el valor de las empresas en la bolsa (su cotización),&amp;nbsp; no solo esta influido por el valor contable de la empresa sino además por la demanda y la oferta que haya de esas acciones. La demanda se produce porque hay muchos inversores que, atraídos por el buen comportamiento presente y futuro de la empresa, quieren comprar sus acciones. La oferta viene dada por inversores que por ejemplo, ya han ganado suficiente con el precio de esas acciones y deciden venderlas. La oferta también se puede producir porque la propia empresa decide emitir nuevas acciones para captar capital. Esto último tiene que hacerlo con cuidado porque puede afectar negativamente al valor si, tras la entrada de nuevo capital, éste se diluye entre demasiadas acciones.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Es decir, que mientras la empresa sube en su valor contable gracias a los dividendos no repartidos y otros factores, su cotización puede subir y bajar en función de la demanda y de la oferta que haya en cada momento sobre las acciones. La historia demuestra que, en general, el efecto de la oferta y la demanda solo tiene efecto a corto y medio plazo y el valor en bolsa tiende a seguir en el largo plazo el crecimiento del valor intrínseco de la empresa.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Nosotros que somos inversores a largo plazo, debemos por tanto elegir fondos de inversión en renta variable que utilicen como criterio principal el valor (value en inglés) pues son los que probablemente nos den más alegrías en contraste con fondos más especulativos que tratan siempre de batir los índices y estar los primeros en los rankings. Somos inversores a&amp;nbsp; muy largo plazo en renta variable porque es la única inversión que puede darnos rentabilidades suficientes para acumular el patrimonio que vamos a necesitar, con un riesgo intrínseco en comparación muy bajo.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Si invirtiésemos en renta fija estaríamos asumiendo el riesgo de empresas que nos pagan un determinado tipo de interés&amp;nbsp; a cambio de nuestro dinero. Pero es evidente que nuestro riesgo de no cobrar sería el mismo como accionistas que como depositantes o bonistas. Si la empresa quiebra nos irá igual de mal a ambos. Pero si la empresa va bien, y nos ofrece, digamos un 5% garantizado por nuestro dinero, ¿tenemos alguna duda de que esta empresa espera obtener con nuestro dinero rentabilidades superiores al 5%? NO. Por tanto la mejor opción con diferencia es ser propietarios (accionistas), ya que asumimos el mismo riesgo de quiebra (no cobro) pero nos aseguramos llevarnos el 100% de esa rentabilidad adicional. ¿Por qué limitar nuestro beneficio al 5%?&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Para ampliar más sobre este concepto, se puede leer los dos artículos de esta serie titulados “1 garantía=dos mentiras”.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;En próximas entregas hablaremos sobre las técnicas a utilizar para maximizar nuestra rentabilidad y minimizar nuestro riesgo: la diversificación y la promediación.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;&lt;i&gt;Javier García Monedero.&amp;nbsp;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;&lt;i&gt;Publicado en diarioabierto.es:&lt;/i&gt;&lt;/b&gt; &lt;a href="http://www.diarioabierto.es/64202/como-invertir-correctamente"&gt;http://www.diarioabierto.es/64202/como-invertir-correctamente &lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4019344652885170401-2209361624002367233?l=xada72.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4019344652885170401/posts/default/2209361624002367233'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4019344652885170401/posts/default/2209361624002367233'/><link rel='alternate' type='text/html' href='http://xada72.blogspot.com/2011/11/como-invertir-correctamente.html' title='Como invertir correctamente'/><author><name>Planificación Financiera</name><uri>http://www.blogger.com/profile/08747406714202968396</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='13' src='http://2.bp.blogspot.com/-jPg4Pweh_7g/TV7wTeLcExI/AAAAAAAAAB8/gxtePYZoKEM/s220/logo%2Bprovisional%2Blanzamiento%2Bxada.jpg'/></author></entry><entry><id>tag:blogger.com,1999:blog-4019344652885170401.post-1745079102165405504</id><published>2011-11-08T19:04:00.000-08:00</published><updated>2011-11-08T19:04:13.726-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='inversión'/><category scheme='http://www.blogger.com/atom/ns#' term='artículos'/><category scheme='http://www.blogger.com/atom/ns#' term='largo plazo'/><category scheme='http://www.blogger.com/atom/ns#' term='economía'/><category scheme='http://www.blogger.com/atom/ns#' term='Publicado en xada72.blogspot.com'/><category scheme='http://www.blogger.com/atom/ns#' term='especulación'/><category scheme='http://www.blogger.com/atom/ns#' term='Publicado en diarioabierto.es'/><category scheme='http://www.blogger.com/atom/ns#' term='Javier García Monedero'/><title type='text'>Guardar, ahorrar, especular o invertir</title><content type='html'>&lt;b&gt;Hay muy pocos animales en la naturaleza que produzcan más de lo que necesitan.&lt;/b&gt; La mayor parte de los animales consumen todo lo que su cuerpo requiere y su producción se limita a cazar lo necesario para comer. Es decir, que no producen. Solo consumen o son consumidos. Algunos animales tienen características fisiológicas que les permiten almacenar en su cuerpo lo que digerirán más tarde. Son ajustes de horario o de calendario. Pero al final consumen también lo mismo que producen. Hay animales que fabrican cosas, como las abejas, y las conservan para cuando las necesiten - hay fábulas sobre ello.&lt;br /&gt;El hombre es el animal por excelencia que se define por su capacidad de producir y de atesorar más de lo que necesita. El progreso de la humanidad está muy relacionado con el incremento de esa capacidad.&lt;br /&gt;Sin embargo, habrá una gran diferencia en el éxito de cada persona y grupo social si se dedican simplemente a guardar el exceso de producción, a ahorrarlo o a invertirlo.&lt;br /&gt;Porque esas son las tres cosas que se pueden hacer con el dinero no consumido: Guardarlo debajo del colchón, ahorrarlo en una cuenta corriente o en un depósito bancario o invertirlo. Por mucho que se empeñen algunos, las cosas, los bienes tangibles no incrementan su valor con el paso del tiempo. Tal vez aumente su precio pero no su valor. Lo más probable es que el valor disminuya debido al deterioro producido por el paso del tiempo. Los seres humanos compramos cosas y las guardamos o las usamos. Hay quien piensa que se puede invertir en oro, en cuadros o en naranjas. En mi opinión, esas no son inversiones reales. Si compramos oro y lo dejamos quieto durante 100 siglos, su valor no se incrementará, tal vez se oxide y desaparezca pero no producirá nada. Con los bienes tangibles lo que si se puede hacer es especular. Luego volveremos a ello.&lt;br /&gt;&lt;b&gt;Caso distinto son las empresas.&lt;/b&gt; Una empresa consiste en una combinación de factores de producción (dinero, maquinaria, materias primas, inteligencia, creatividad, combustibles, trabajo humano… ) que puestos a trabajar, PRODUCEN MÁS VALOR que la suma del valor de los factores utilizados. Es decir, generan riqueza, crean valor.&lt;br /&gt;Acabo de mencionar entre los factores de producción uno especial: el dinero. El dinero en forma de capital puede ser el motor que inicia la actividad de la empresa al permitirle comprar los factores iniciales. Es la existencia de empresas la que nos da a todos la oportunidad de hacer algo con nuestro dinero.&lt;br /&gt;Decíamos que una de las cosas que podemos hacer con el dinero es guardarlo: en el colchón o en la lata del café o como aquel campesino que iba todos los sábados al banco a que le enseñaran el dinero que les había dejado en depósito. El dinero guardado así es tan inútil como cualquier otro bien tangible. No crece, solamente se deteriora. Aparte del deterioro físico del dinero o de su pérdida, pierde valor por culpa de la inflación. El continuo incremento de la demanda de bienes hace que cada vez los precios suban con lo que el dinero pierde parte de su valor. Mala idea pues&amp;nbsp; la de guardar el dinero.&lt;br /&gt;Otra forma de conservarlo sin que pierda todo su valor, es ahorrarlo en cuentas corrientes remuneradas o en depósitos bancarios. Consiste en entregarle nuestro dinero a un banco para que lo utilice en la economía real prestándolo como capital a quien lo necesita y obteniendo con ello unas ganancias. El banco a cambio de nuestro depósito nos devuelve un poco de la rentabilidad que ha obtenido con lo que compensamos la perdida de valor debida a la inflación.&lt;br /&gt;Llegado a este punto, un lector podría preguntarse: ¿Por qué le dejamos al banco nuestro dinero para que gane altas rentabilidades y nos devuelva una pequeña fracción? La respuesta también es sencilla: Porque nosotros no sabríamos invertirlo adecuadamente y correríamos el riesgo de perder nuestra inversión o al menos, de no poder disponer de nuestro dinero cuando lo necesitáramos. El banco nos garantiza que lo obtendremos en la fecha fijada pase lo que pase.&lt;br /&gt;Aún así, muchas personas, hartas de que el banco se lleve todo el beneficio, se deciden a invertir el dinero en bolsa hasta que pierden una buena parte y, asustados, vuelven a poner lo que les queda en el banco. Este tipo de persona, queriendo hacerse rico pronto, más que invertir, lo que hace es especular, pretender comprar barato y vender caro. Es algo extraordinariamente difícil. Si fuera fácil no estaría yo aquí a las dos de la madrugada escribiendo este artículo.&lt;br /&gt;&lt;b&gt;¿No hay solución pues?&lt;/b&gt; Claro que la hay. La respuesta es simple: la clave es el TIEMPO.&lt;br /&gt;&lt;b&gt;GUARDAR:&lt;/b&gt; Ese dinero que se va a gastar enseguida, en las próximas horas o días. Guardarlo en el bolsillo o en la cuenta corriente y aceptar que en ese plazo a penas perderá valor.&lt;br /&gt;&lt;b&gt;AHORRAR:&lt;/b&gt; Ese dinero que necesitaremos en un plazo más largo de tiempo pero siempre corto, es decir, menos de 10 años, usaremos depósitos bancarios o prestaremos nuestro dinero a empresas en forma de bonos o al estado en forma de pagarés y letras. Así, cuando lo necesitemos, no perderemos sino que obtendremos como los bancos un poquito del beneficio empresarial, de la riqueza generada por las empresas&lt;br /&gt;&lt;b&gt;INVERTIR:&lt;/b&gt; Si se trata de reservar dinero para plazos muy largos, 10 años o más, debemos invertir nuestro dinero, convertirnos directamente en propietarios de las empresas a través de fondos de inversión o de planes de pensiones invertidos en Renta Variable. Si seguimos reglas prudentes de diversificación, no correremos riesgos significativos y disfrutaremos plenamente de la extraordinaria acumulación de patrimonio que esto permite. En próximos artículos hablaremos de la manera correcta de invertir a largo plazo.&lt;br /&gt;De momento, quedémonos con la lección de que dejar al banco que se lleve todo el beneficio de nuestras inversiones a largo plazo o decidir no ahorrar a largo plazo por creer que no merece la pena, puede que sea una mala idea, casi tan mala como guardar el dinero en el colchón.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4019344652885170401-1745079102165405504?l=xada72.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4019344652885170401/posts/default/1745079102165405504'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4019344652885170401/posts/default/1745079102165405504'/><link rel='alternate' type='text/html' href='http://xada72.blogspot.com/2011/11/guardar-ahorrar-especular-o-invertir.html' title='Guardar, ahorrar, especular o invertir'/><author><name>Planificación Financiera</name><uri>http://www.blogger.com/profile/08747406714202968396</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='13' src='http://2.bp.blogspot.com/-jPg4Pweh_7g/TV7wTeLcExI/AAAAAAAAAB8/gxtePYZoKEM/s220/logo%2Bprovisional%2Blanzamiento%2Bxada.jpg'/></author></entry><entry><id>tag:blogger.com,1999:blog-4019344652885170401.post-926055778234230032</id><published>2011-10-24T15:37:00.000-07:00</published><updated>2011-10-24T15:37:21.653-07:00</updated><title type='text'>Una garantía=Dos mentiras (2ª parte)</title><content type='html'>La afirmación que da titulo a este artículo puede parecer un poco radical. Es intencionado. La palabra “garantía” está tan profundamente inscrita en las mentes de los consumidores que se necesita un titular así para la atención y forzar una reflexión sobre este tema. Y es precisamente en estas circunstancias históricas, cuando bancos y países quiebran o están a punto de hacerlo, cuando más a mano tenemos la prueba evidente de esta afirmación. En épocas de bonanza, es más difícil encontrar la manera de demostrarlo.&lt;br /&gt;El mundo crece, las empresas crecen y dan beneficios, el capital siempre obtiene su retribución pero desgraciadamente muy pocos se benefician de ese crecimiento. Se acumulan fortunas enormes pero la mayor parte de la población carece de la formación básica para poder aprovechar adecuadamente los beneficios del sistema productivo. Y la culpa es de las garantías. Las personas demandan garantías y las instituciones (empresas, bancos y estados) las ofrecen.&lt;br /&gt;&lt;b&gt;Y, ¿qué es una garantía?&lt;/b&gt; Es un compromiso contractualmente adquirido de cumplir una determinada promesa. En el sector financiero se refiere a un compromiso de pago y más concretamente, al pago de un determinado tipo de interés a cambio del préstamo de un dinero.&amp;nbsp; El banco A ofrece un 3,2% de interés garantizado por sus depósitos a plazo de un año. El estado B ofrece un 5% garantizado por sus bonos a 5 años. La empresa C emite bonos a 10 años a un 8% de interés garantizado.&lt;br /&gt;&lt;b&gt;¿Por qué unos garantizan más que otros?&lt;/b&gt; Aparte del plazo que puede influir, lo primero que hay que aprender y no olvidar es el siguiente principio que se cumple absolutamente siempre:&lt;br /&gt;Cuanto más alto sea el tipo de interés que nos garantizan, mayor es el peligro de perder el capital&lt;br /&gt;Nadie paga más interés que los necesarios y los que pagan más es simplemente porque “los mercados” (los famosos mercados) no están dispuestos a prestarles dinero a un tipo de interés menor a causa del riesgo que perciben. De igual manera, cuanto más alto sea el tipo de interés de una moneda, más alta es la posibilidad de que se devalúe.&lt;br /&gt;Este es el momento de explicar cuáles son las dos mentiras a que hace referencia el título:&lt;br /&gt;&lt;b&gt;Mentira nº 1: &lt;/b&gt;La garantía trata de ocultar un riesgo que no desaparece ni se mitiga por efecto de esa garantía.&lt;br /&gt;&lt;b&gt;Mentira nº 2:&lt;/b&gt; Quien te garantiza algo, espera invertir tu dinero con tu riesgo y obtener mucha más rentabilidad de la que te ofrece.&lt;br /&gt;Veamos un caso práctico: el banco A me ofrece la oportunidad de invertir 10.000€ en un bono a 10 años de la compañía B por un interés anual garantizado del 6%.&lt;br /&gt;Por otra parte yo tengo la oportunidad de usar mis 10.000€ en comprar acciones de la misma compañía B.&lt;br /&gt;El riesgo que corro es el de la quiebra de la compañía. Si no quiebra podrá pagarme mis intereses y mi capital sin problema. Si en vez de bonos tengo acciones, esas acciones tendrán un valor determinado dentro de 10 años.&lt;br /&gt;Ahora bien, si esa compañía me ofrece un 6% por mi dinero, debo suponer que espera obtener una rentabilidad superior a ese 6%. Así pues mi riesgo en caso de quiebra es el mismo como bonista que como accionista pero si soy bonista el MÁXIMO que ganaré es un 6% mientras que como accionista el MÍNIMO que ganaré será un 6%, sea vía dividendos o vía apreciación de las acciones.&lt;br /&gt;Si quiero complicarlo un poco más, como accionista aún tendré la oportunidad de vender mis acciones antes de la quiebra final con lo que la pérdida de capital puede ser menor que en el caso del bonista. Parece claro que en el largo plazo, es mucho mejor comprar las acciones que los bonos de una misma compañía.&lt;br /&gt;Cuanto mayor sea el tipo de interés que pague una compañía, más probable es que quiebre y a la inversa, cuanto menor sea el tipo de interés, más probable es que sus beneficios sean elevados y que como accionistas ganemos muy buena rentabilidad.&lt;br /&gt;Solo en los plazos cortos tiene sentido asegurar el tipo de interés. Pero siempre que hablemos de invertir a plazos muy largos, orientados a nuestra jubilación, la renta variable será la opción preferente. Aprendamos a diversificar y promediar y aprovechemos al máximo la economía productiva.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4019344652885170401-926055778234230032?l=xada72.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4019344652885170401/posts/default/926055778234230032'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4019344652885170401/posts/default/926055778234230032'/><link rel='alternate' type='text/html' href='http://xada72.blogspot.com/2011/10/una-garantiados-mentiras-2-parte.html' title='Una garantía=Dos mentiras (2ª parte)'/><author><name>Planificación Financiera</name><uri>http://www.blogger.com/profile/08747406714202968396</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='13' src='http://2.bp.blogspot.com/-jPg4Pweh_7g/TV7wTeLcExI/AAAAAAAAAB8/gxtePYZoKEM/s220/logo%2Bprovisional%2Blanzamiento%2Bxada.jpg'/></author></entry><entry><id>tag:blogger.com,1999:blog-4019344652885170401.post-5238941943772745623</id><published>2011-09-23T09:09:00.000-07:00</published><updated>2011-09-23T09:12:43.723-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='inversión'/><category scheme='http://www.blogger.com/atom/ns#' term='artículos'/><category scheme='http://www.blogger.com/atom/ns#' term='Plan de Pensiones'/><category scheme='http://www.blogger.com/atom/ns#' term='largo plazo'/><category scheme='http://www.blogger.com/atom/ns#' term='economía'/><category scheme='http://www.blogger.com/atom/ns#' term='Publicado en diarioabierto.es'/><category scheme='http://www.blogger.com/atom/ns#' term='Javier García Monedero'/><title type='text'></title><content type='html'>&lt;div style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;b&gt;&lt;span style="font-size: large;"&gt;&lt;span style="font-size: large;"&gt;No Confundir Seguro con Ahorro. &lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;b&gt;&lt;span style="font-size: large;"&gt;A&lt;/span&gt;&lt;/b&gt; finales de los 70, inicios de los 80, nació en los Estados Unidos un concepto que barrió la industria aseguradora en el ramo del seguro de vida. Su mayor promotor fue Art Williams quien partiendo de cero, creó la mayor compañía de seguros de los EEUU medida en total de capitales de cobertura. El concepto se resumía en la frase: “Buy term and invest the difference”, en español, “Compre seguro temporal e invierta la diferencia”&lt;/div&gt;&lt;div style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;"&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; text-align: justify;"&gt;En efecto, en Estados Unidos, donde está más desarrollada la responsabilidad individual sobre el propio futuro, prácticamente todas las familias tenían y tienen productos que aseguran los ingresos en caso de fallecimiento y crean un patrimonio para la jubilación en caso de supervivencia.&lt;/div&gt;&lt;div style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; text-align: justify;"&gt;El problema era el tipo de productos que tenían: Seguros de Vida Entera (Whole Life), y todas sus variantes. Eran y son productos cuyo principal defecto es mezclar en el mismo producto la protección y el ahorro. En España tenemos un producto muy común de este tipo, los Planes de Jubilación (no confundir con los Planes de Pensiones).&lt;/div&gt;&lt;div style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;b&gt;Origen del problema: &lt;/b&gt;Cuando tratamos de vender un seguro de vida a menudo nos encontramos con que el cliente tiene un rechazo inicial que expresa más o menos así: “Si vivo, todos pobres pero si muero, los que quedan se hacen ricos”. Hay que reconocer que no le falta razón, en parte porque un seguro de vida tiene más sentido si va acompañado de un buen programa de inversión para la jubilación.&lt;/div&gt;&lt;div style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; text-align: justify;"&gt;Basándose en esto, el sector asegurador fue desarrollando productos que mezclaban ahorro e inversión. Hay varias e importantes razones por las que este tipo de productos son ejemplo de ineficiencia.&lt;/div&gt;&lt;div style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; text-align: justify;"&gt;Pagar seguro por más tiempo del que se necesita: El seguro de vida debe cubrirnos sólo mientras tenemos responsabilidades importantes (hijos pequeños, hipoteca...) y no tenemos aún un patrimonio que nos permita vivir de él sin depender de los ingresos. Al contratar uno de estos productos pagamos seguro por tanto tiempo como contribuimos al ahorro. Ese dinero podría mejorar nuestro plan de inversión.&lt;/div&gt;&lt;div style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; text-align: justify;"&gt;El ahorro se invierte con la misma política de inversión para todos los clientes del producto sin tener en cuenta su edad, su actitud ante el riesgo de inversión y por tanto en productos con rentabilidad garantizada que, desgraciadamente es pequeña.&lt;/div&gt;&lt;div style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; text-align: justify;"&gt;Como consecuencia de lo anterior, para poder proyectar una cantidad que parezca significativa para el futuro, hay que hacer que la cuota sea importante y ésta sumada a los costes del seguro, más las comisiones y gastos, lleva a un esfuerzo excesivo o a reducir gravemente las expectativas para el futuro.&lt;/div&gt;&lt;div style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; text-align: justify;"&gt;Estos productos son complicados de explicar y por tanto solo lo pueden vender agentes muy experimentados que esperan por venderlos unas comisiones suficientes. Como el riesgo de que el cliente deje de pagar al poco de haber empezado es grande, se construyen con unas penalizaciones grandísimas por retirarse anticipadamente.&lt;/div&gt;&lt;div style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; text-align: justify;"&gt;La explicación del producto suele ocultar sigilosamente el devastador efecto de la inflación que se va a comer en el camino prácticamente toda la rentabilidad haciéndolo equivalente en la práctica a la solución de guardar los billetes en un calcetín o debajo del colchón.&lt;/div&gt;&lt;div style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;b&gt;La Solución: &lt;/b&gt;&lt;a href="http://www.xada72.es/"&gt;“Invierta, correctamente y proteja a su familia, de verdad”&lt;/a&gt;. Esta frase, que acuñamos a principios de siglo en España como adaptación al mercado español de la original “Compre seguro temporal e invierta la diferencia”, ha sido utilizada para explicar este concepto desde entonces a decenas de familias.&lt;/div&gt;&lt;div style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; text-align: justify;"&gt;Como vengo explicando en estos artículos, la inversión a muy largo plazo en la economía productiva a través de Fondos de Inversión y Planes de Pensiones de Renta Variable, gracias a la diversificación y a la promediación de precios, permite con aportaciones periódicas muy modestas alcanzar patrimonios muy considerables, muy por encima de las expectativas de una persona asalariada.&lt;/div&gt;&lt;div style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; text-align: justify;"&gt;Y eso permite, mediante un seguro de vida de riesgo puro, adquirir una cobertura importante que realmente pueda reemplazar los ingresos de la persona fallecida o discapacitada.&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4019344652885170401-5238941943772745623?l=xada72.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4019344652885170401/posts/default/5238941943772745623'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4019344652885170401/posts/default/5238941943772745623'/><link rel='alternate' type='text/html' href='http://xada72.blogspot.com/2011/09/no-confundir-seguro-con-ahorro.html' title=''/><author><name>Planificación Financiera</name><uri>http://www.blogger.com/profile/08747406714202968396</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='13' src='http://2.bp.blogspot.com/-jPg4Pweh_7g/TV7wTeLcExI/AAAAAAAAAB8/gxtePYZoKEM/s220/logo%2Bprovisional%2Blanzamiento%2Bxada.jpg'/></author></entry><entry><id>tag:blogger.com,1999:blog-4019344652885170401.post-8183250765589893123</id><published>2011-08-12T16:30:00.000-07:00</published><updated>2011-08-12T16:42:36.057-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='artículos'/><category scheme='http://www.blogger.com/atom/ns#' term='economía'/><category scheme='http://www.blogger.com/atom/ns#' term='Publicado en diarioabierto.es'/><category scheme='http://www.blogger.com/atom/ns#' term='Javier García Monedero'/><title type='text'>Quien garantiza algo, miente dos veces</title><content type='html'>&lt;div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;&lt;b&gt;¿Por qué los bancos tienen tan mala imagen?&lt;/b&gt;&amp;nbsp;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: small;"&gt;&lt;b&gt;¿Como puede ser que  entidades a quienes confiamos cosas tan importantes sean percibidas como  enemigos?&amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;La mayor parte de los negocios se basan en estudiar lo que el  mercado, los clientes, demandan y tratar de producirlo o suministrarlo  en las mejores condiciones posibles para tener el mayor número de  clientes. Para ello, los empresarios y directivos negocian con  proveedores y servicios. Al final lo importante es dar al cliente lo que  éste demanda.&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"&gt; &lt;/span&gt;&lt;br /&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;En todos los negocios, el cliente es una persona y el proveedor es  otra. Pero no así en los bancos. Los bancos negocian con dinero, toman  dinero de unos clientes y se lo prestan a otros. Es decir, &lt;b&gt;el cliente es  a la vez proveedor&lt;/b&gt; y el banco tiene que negociar con él en su calidad  de tal. Ese simple hecho crea un conflicto de interés permanente que  está en la raíz de ese malestar.&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"&gt; &lt;/span&gt;&lt;br /&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;El dinero que se coloca en el banco es un activo para los clientes  pero un pasivo para el banco, un dinero que debe. Por eso los bancos  llaman “pasivo” de modo genérico al dinero que captan y su gran objetivo  es captar el máximo pasivo posible al tipo de interés más bajo para  poderlo prestar al tipo de interés más alto y así mejorar su margen de  intermediación.&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"&gt; &lt;/span&gt;&lt;br /&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;&lt;b&gt;A los bancos les da pavor una palabra: “desintermediación”&lt;/b&gt;. Con esa  palabra se refieren al proceso por el cual los clientes deciden invertir  por sí mismos su dinero sin dárselo a la entidad. Cuando eso se produce  el banco se ve obligado a obtener el dinero para prestar de otros  bancos que reclaman tipos de interés más altos que los consumidores  particulares con lo que sufre mucho su margen de intermediación. Se  entiende pues el gran apetito que los bancos tienen por obtener “pasivo  barato” bien diversificado y estable.&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"&gt; &lt;/span&gt;&lt;br /&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;El concepto más importante de todos los que enseñamos en esta &lt;b&gt;Escuela  de Economía Familiar&lt;/b&gt; es la conveniencia de acumular patrimonio para  alcanzar la Independencia Financiera invirtiendo uno mismo a través de  Planes de Pensiones o Fondos de Inversión de Renta Variable a muy largo  plazo.&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"&gt; &lt;/span&gt;&lt;br /&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;Esta recomendación, tan interesante para el particular es muy  peligrosa para los bancos porque éstos están interesados en que el  dinero de los clientes esté colocado en libretas de ahorro, cuentas  corrientes y depósitos a plazo. Esto lleva a los banqueros a desarrollar  potentes argumentos que convenzan a los clientes de la conveniencia de  hacer lo que le interesa al banco y no lo que le interesa al cliente.&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"&gt; &lt;/span&gt;&lt;br /&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;En este sentido, la falta de educación financiera juega en favor de  los bancos. Por miedo e ignorancia, la gente coloca su dinero en  libretas de ahorro con tipos de interés ridículos o bloquean su dinero a  plazo por muy poca compensación. Vajillas, bicicletas, o incluso coches  atraen a los incautos que hipotecan su futuro a cambio de un plato de  lentejas.&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"&gt; &lt;/span&gt;&lt;br /&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;&lt;b&gt;La palabra mágica es “garantía”.&lt;/b&gt; El banco te garantiza tu capital.  Ganarás poco pero nunca perderás. Quien te garantiza algo te miente  doblemente. Primero, miente porque el riesgo sigue existiendo: el banco  no es más que una empresa sujeta a errores y puede quebrar con lo que su  riego no es necesariamente mucho mejor que el de cualquier otra  inversión que daría mayor rentabilidad.&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"&gt; &lt;/span&gt;&lt;br /&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;En segundo lugar, miente porque se guarda la parte del león de la  rentabilidad. En vez de ayudar a invertir adecuadamente, usa nuestro  dinero para asumir, por su propia cuenta, riesgos en los que obtiene  rentabilidades muy superiores.&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"&gt; &lt;/span&gt;&lt;br /&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;Los bancos, fuertemente regulados, cumplen casi siempre su promesa  pero la ignorancia instalada en la sociedad hace que centenares de miles  de incautos caigan en las redes de personas y entidades sin escrúpulos  que “garantizan” rentabilidades elevadas que saben no pueden cumplir. &lt;b&gt;No  se deje seducir por las “garantías”, aprenda a diversificar, a  promediar, a adecuar sus inversiones al plazo de sus objetivos.&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;i&gt;&lt;span style="font-size: small;"&gt;Artículo de Javier García Monedero, publicado el 12 de agosto de 2011 en Diarioabierto.es&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;"&gt;&lt;span style="font-size: small;"&gt;&lt;a href="http://www.diarioabierto.es/47946/quien-garantiza-algo-miente-dos-veces"&gt;http://www.diarioabierto.es/47946/quien-garantiza-algo-miente-dos-veces&lt;/a&gt; &lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4019344652885170401-8183250765589893123?l=xada72.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4019344652885170401/posts/default/8183250765589893123'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4019344652885170401/posts/default/8183250765589893123'/><link rel='alternate' type='text/html' href='http://xada72.blogspot.com/2011/08/quien-garantiza-algo-miente-dos-veces.html' title='Quien garantiza algo, miente dos veces'/><author><name>Planificación Financiera</name><uri>http://www.blogger.com/profile/08747406714202968396</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='13' src='http://2.bp.blogspot.com/-jPg4Pweh_7g/TV7wTeLcExI/AAAAAAAAAB8/gxtePYZoKEM/s220/logo%2Bprovisional%2Blanzamiento%2Bxada.jpg'/></author></entry><entry><id>tag:blogger.com,1999:blog-4019344652885170401.post-4441005843999542126</id><published>2011-06-25T12:06:00.000-07:00</published><updated>2011-07-28T17:39:16.747-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='José Parra Moreno Dtor. Grupo Main'/><category scheme='http://www.blogger.com/atom/ns#' term='Publicado en Idealista.com'/><title type='text'>Los jóvenes deberían tener menos hipotecas y más alquileres y planes de pensiones</title><content type='html'>&lt;div style="color: #444444; text-align: justify;"&gt;&lt;b&gt;Un artículo publicado en Idealista.com. Autor: José Parra Moreno, Director de Grupo Main &lt;/b&gt;&lt;br /&gt;&lt;br /&gt;Para los españoles, tener una vivienda en propiedad no ha sido  solamente una forma de habitar sino también una forma de ahorrar: &lt;b&gt;tradicionalmente hemos ahorrado en ladrillos&lt;/b&gt;. cuando los jóvenes de &lt;b&gt;otros países occidentales&lt;/b&gt; entran en el mundo laboral, su primera preocupación es suscribir un &lt;b&gt;plan de pensiones&lt;/b&gt;  con una compañía privada. sin embargo para los jóvenes españoles su  prioridad es buscar un piso (con su correspondiente hipoteca) como forma  no solo de vivir, sino de “no tirar el dinero”, es decir, de ahorrar&lt;/div&gt;&lt;div style="color: #444444; text-align: justify;"&gt;en nuestra manera de ver la jubilación también nos diferenciamos de  europeos y norteamericanos. éstos confían menos en las pensiones del  estado y prefieren ahorrar dinero “para los días de lluvia” invirtiendo  en fondos de pensiones. los norteamericanos son el máximo exponente de  esta mentalidad ya que, al no existir la jubilación pagada por el  estado, desde muy jóvenes ahorran para jubilarse cuanto antes y en  buenas condiciones económicas pero ahora, &lt;b&gt;en españa, vivir de la jubilación empieza a complicarse &lt;/b&gt;(más  tiempo cotizado, pensiones menores, bajadas de salariaos...). por ello,  los más escépticos, o los más avisados, empiezan a preguntarse si en  realidad llegarán a cobrar una pensión algún día, cuándo será ese día y  cuánto cobrarán.&lt;/div&gt;&lt;div style="color: #444444; text-align: justify;"&gt;&lt;b&gt;Los divorcios, otra amenaza. &lt;/b&gt;Los españoles hasta ahora -y en general- no se han planteado  suscribir un fondo de pensiones porque están pagando la hipoteca del  piso y no les llega para más ahorro. el piso es el ahorro familiar, y  luego, si se puede, el apartamento en la playa o la casa en el campo.  pero es que además, al cambio de las pensiones viene a sumarse un cambio  social no menos drástico: los &lt;b&gt;divorcios y separaciones&lt;/b&gt;. y es que cada vez la gente se casa menos y se divorcia/separa más si bien es cierto que el numero de uniones ha disminuido por motivos  económicos (“si estás en paro no puedes casarte, pero tampoco  separarte"), también lo es que la crisis fuerza a que matrimonios rotos  se vean obligados a convivir, dando lugar a situaciones tremendamente  dolorosas que solo las conocen quienes las padecen la mayoría de  los españoles antes de casarse o irse a vivir en pareja quieren tener  un piso “propio” (aunque en realidad pertenezca en un 80% al banco) y  hasta ahora han estado muy tranquilos confiando en que a los 65 años,  dejarán de trabajar y el estado les pagará una pensión de jubilación  suficiente para vivir en su piso pagado pero el futuro ya no es como solía ser y el escenario es ahora muy  distinto. ante un divorcio o separación, algo de por si muy complicado  en todos los sentidos, viene a añadirse un escollo más y es el piso  común y sobre todo la hipoteca compartida. la famosa &lt;a href="http://www.idealista.com/news/archivo/2011/04/25/0318889-la-hipoteca-se-debera-pagar-a-medias-en-caso-de-divorcio-segun-el-supremo"&gt;sentencia del tribunal supremo&lt;/a&gt;,  que obliga a ambos cónyuges a pagar las cuotas de la hipoteca (vivan o  no en el piso y no en función del sueldo de cada uno), es un &lt;b&gt;asunto tremendamente espinoso&lt;/b&gt;.  todos conocemos casos de varones que tienen que pagar la hipoteca pese a  no vivir en la casa y de amas de casa que carecen de ingresos que  tendrían complicado pagar el préstamo para este asunto es irrelevante si la unión es de una pareja de hecho  o un matrimonio, ya que a efectos de pago de la hipoteca compartida y  de la custodia de hijos el tratamiento legal es similar. no es difícil  comprender a una persona joven a la que inquiete la inseguridad en su  edad de jubilación, ni de la cuantía de su pensión sumada a la inquietud  que produce pensar en que si su futuro matrimonio termina en divorcio,  como tantos otros, tener una hipoteca por medio.&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;img alt="" height="126" 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" width="320" /&gt; &lt;/div&gt;&lt;/div&gt;&lt;div style="color: #444444; text-align: justify;"&gt;&lt;br /&gt;&lt;b&gt;Alternativa: alquiler compartido y plan de pensiones. &lt;/b&gt;Ante ese escenario, &lt;b&gt;una solución más que aceptable es la de pagar un alquiler a medias e invertir en un plan de pensiones el dinero que se ahorra&lt;/b&gt;  en la cuota de la hipoteca. así las personas jóvenes se aseguran, por  un lado una jubilación o un apoyo a la misma, y por otro se protegen de  un posible divorcio que les sitúe en una situación económica muy  difícil, si no imposible de remontar sin duda, &lt;b&gt;estos razonamientos entrarán en conflicto con la  mentalidad española de la compra de la casa donde vives y del alquiler  como pérdida de dinero&lt;/b&gt;, pero quién piense así quizá no se ha dado cuenta que tomar dinero prestado, en el fondo, es alquilar dinero&lt;/div&gt;&lt;div style="color: #444444; text-align: justify;"&gt;el alquiler plantea también ventajas de &lt;b&gt;movilidad laboral &lt;/b&gt;(¿cómo  vas cambiar de trabajo a otra ciudad o a otro país si estás pagando una  hipoteca?), así como de cambio de vivienda a medida que las necesidades  de espacio familiares cambian con la llegada de hijos o cuando éstos se  emancipan lo mismo ocurre con el &lt;b&gt;cambio de residencia a la hora de jubilarse&lt;/b&gt;.  existen ciudades más preparadas para el trabajo y la actividad  económica y otras mucho más agradables para retirarse y vivir de la  pensión. no sólo estamos hablando del clima, sino también de que son más  baratas. esa migración interna es posible con alquiler y mucho más  difícil para las personas que tienen su vivienda en propiedad por todo ello, es imprescindible que desde la administración exista una &lt;b&gt;legislación&lt;/b&gt;  que salvaguarde los derechos de los arrendatarios -asegurando unas  condiciones de permanencia y seguridad-&amp;nbsp; y de los arrendadores  -ofreciéndoles garantías de cobro y de desahucio de morosos con  agilidad- opinamos que &lt;b&gt;sería muy positivo para nuestro país que el número de viviendas en compra se equilibrarse con el de viviendas en alquiler &lt;/b&gt;en  porcentajes similares a otros países de nuestro entorno (del orden de  40% compra y 60% alquiler) porque facilitaría la salida al mercado del  stock inmobiliario y lo adecuaría a los nuevos tiempos a la vez que  agilizaría la salida de la crisis. sin duda es necesario para solucionar  el gravísimo problema del paro&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4019344652885170401-4441005843999542126?l=xada72.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4019344652885170401/posts/default/4441005843999542126'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4019344652885170401/posts/default/4441005843999542126'/><link rel='alternate' type='text/html' href='http://xada72.blogspot.com/2011/06/los-jovenes-deberian-tener-menos.html' title='Los jóvenes deberían tener menos hipotecas y más alquileres y planes de pensiones'/><author><name>Planificación Financiera</name><uri>http://www.blogger.com/profile/08747406714202968396</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='13' src='http://2.bp.blogspot.com/-jPg4Pweh_7g/TV7wTeLcExI/AAAAAAAAAB8/gxtePYZoKEM/s220/logo%2Bprovisional%2Blanzamiento%2Bxada.jpg'/></author></entry><entry><id>tag:blogger.com,1999:blog-4019344652885170401.post-7413143181346057946</id><published>2011-06-21T09:56:00.000-07:00</published><updated>2011-07-28T17:04:18.948-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='artículos'/><category scheme='http://www.blogger.com/atom/ns#' term='Publicado en diarioabierto.es'/><category scheme='http://www.blogger.com/atom/ns#' term='Javier García Monedero'/><title type='text'>El seguro de vida de la hipoteca: ¿obligatorio? (II)</title><content type='html'>&lt;div style="color: #444444; text-align: justify;"&gt;&lt;a 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
