{"id":8398,"date":"2026-01-10T05:43:52","date_gmt":"2026-01-09T21:43:52","guid":{"rendered":"https:\/\/lukang-audio.com\/?p=8398"},"modified":"2026-01-14T05:08:59","modified_gmt":"2026-01-13T21:08:59","slug":"que-son-los-planes-de-ahorro-a-largo-plazo-2","status":"publish","type":"post","link":"https:\/\/lukang-audio.com\/8398\/que-son-los-planes-de-ahorro-a-largo-plazo-2\/","title":{"rendered":"\u00bfQu\u00e9 son los planes de ahorro a largo plazo? Inversi\u00f3n para todos"},"content":{"rendered":"<p>La primera exigencia que tiene el banco es que este cliente debe ser nuevo, por lo tanto, debe abrirse una cuenta n\u00f3mina o corriente con el banco y cumplir con el importe m\u00ednimo y m\u00e1ximo requerido para abrir el dep\u00f3sito. En este producto, el montante m\u00ednimo est\u00e1 fijado en el primer euro depositado, mientras que no ponen l\u00edmites monetarios para este producto de inversi\u00f3n seguro. Configura tu cuenta bancaria para que una parte de tu sueldo se transfiera autom\u00e1ticamente a una cuenta de ahorro. As\u00ed evitas la tentaci\u00f3n de gastar ese dinero y vas construyendo un fondo para tus objetivos. En la presente pol\u00edtica se analizan los principios generales en materia de registros que mantendr\u00e1 GVC Gaesco Valores, S.V., S.A., las obligaciones espec\u00edficas en materia de \u00f3rdenes y operaciones de clientes, as\u00ed como el  resto de obligaciones de mantenimiento.<\/p>\n<ul>\n<li>En este producto, el montante m\u00ednimo est\u00e1 fijado en el primer euro depositado, mientras que no ponen l\u00edmites monetarios para este producto de inversi\u00f3n seguro.<\/li>\n<li>Completar el reto te permitir\u00e1 ahorrar dinero en 52 semanas con la satisfacci\u00f3n de haber cumplido un objetivo financiero.<\/li>\n<li>Una cuenta de ahorro puede ofrecer a su titular una rentabilidad a cambio de depositar el dinero en ella.<\/li>\n<li>Lo m\u00e1s recomendable es que se trate de una cantidad que estemos consiguiendo ahorrar durante un tiempo con cierta facilidad y que sepamos que no vamos a necesitar a medio o largo plazo para cumplir con nuestros gastos mensuales.<\/li>\n<li>En paralelo, a trav\u00e9s del European Competitiveness Lab se est\u00e1 trabajando en la implantaci\u00f3n de la etiqueta Finance Europe.<\/li>\n<\/ul>\n<h2>El eur\ufffdbor amenaza con revisiones al alza de todas las hipotecas en 6 meses<\/h2>\n<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"302px\" alt=\"ahorro\"\/><\/p>\n<p>La norma establece, tanto para SIALP como CIALP, que al menos 85% de la inversi\u00f3n est\u00e1 garantizada a vencimiento, por lo que la p\u00e9rdida se limita a un m\u00e1ximo del 15% del capital. Adem\u00e1s, son excluyentes entre s\u00ed, es decir, solo se puede contratar o un SIALP o un CIALP. El m\u00e1ximo anual de aportaciones de nuevo, son 5000 euros y el nivel de rentabilidad es el fijado por la entidad bancaria en el momento de la contrataci\u00f3n. Si tus ingresos fluct\u00faan, ajusta las cantidades seg\u00fan los meses <a href=\"https:\/\/socalinvestorconference.com\/es\/inversion\/rovenmill\/\">rovenmill opiniones<\/a> con mayor disponibilidad. Lo mejor de esta variante es que puedes aumentar el ahorro en meses con menos gastos y reducirlo en las etapas m\u00e1s complicadas, como las navidades o la vuelta al cole. La inflaci\u00f3n puede jugar una mala pasada a nuestros ahorros y reducir su valor.<\/p>\n<h3>M\u00e1s dinero para pymes y sacar el ahorro del ladrillo<\/h3>\n<p>Somos iAhorro, la asesor\u00eda hipotecaria lider en Espa\u00f1a que pone a sus expertos al servicio de todos. Se han identificado, acorde con  la normativa, distintos niveles de protecci\u00f3n en funci\u00f3n de los servicios prestados por&nbsp;GVC Gaesco Valores, S.V., S.A. Es tarea prioritaria para el Grupo GVC Gaesco implantar, verificar y asegurarse de que las medidas y sistemas establecidos para cumplir los objetivos son los adecuados y funcionan correctamente. Mientras en el ahorro la clave es donde se deposita ese dinero buscando \u201cpreservarlo\u201d, en la inversi\u00f3n es el riesgo que se asume con \u00e9l, buscando \u201cincrementarlo\u201d. A mayores, el Ministerio de Econom\u00eda se\u00f1ala la necesidad de mejorar la educaci\u00f3n financiera y de la experiencia de usuario, de manera que se cree un entorno m\u00e1s propicio para el desarrollo de la inversi\u00f3n financiera minorista.<\/p>\n<h2>\u2014 Bruselas da luz verde a los cambios en el Plan de Recuperaci\u00f3n para facilitar la llegada de fondos europeos<\/h2>\n<p>La principal diferencia con las cuentas bancarias tradicionales es que este tipo de cuentas est\u00e1n destinadas \u00fanicamente a guardar tus ahorros y generar intereses sobre ellos, pero no pueden utilizarse por ejemplo, para domiciliar recibos o tarjetas de cr\u00e9dito. B\u00e1sicamente, quien lo contrata debe limitarse a realizar aportaciones peri\u00f3dicas durante un periodo de tiempo concreto, que generalmente, suele superar los cinco a\u00f1os. Si prefieres mantener la constancia sin incrementos, tienes la opci\u00f3n de dividir el objetivo total (1.378 \u20ac) en 52 semanas, pero ahorrando la misma cantidad semanalmente. Lo malo de esta versi\u00f3n es que pierde el efecto motivador de los incrementos progresivos.<\/p>\n<p>Liquidaci\u00f3n de cuenta con periodicidad trimestral.Fotografia de katerina holmes a Pexels. Cocinar en casa no solo es m\u00e1s saludable, sino que tambi\u00e9n ahorras dinero. Adem\u00e1s, planificar tus comidas semanales te permite aprovechar mejor los ingredientes. Para calcular el PIB, se suman los valores de todos los&nbsp;bienes y servicios finales&nbsp;producidos en el pa\u00eds. Los bienes y servicios finales son aquellos que se destinan al consumo final, es decir, que no se usan como insumos para producir otros bienes y servicios.<\/p>\n<p>Por ejemplo, el pan que compramos en la panader\u00eda es un bien final, pero el trigo que se usa para hacer el pan es un bien intermedio. El&nbsp;Producto Interior Bruto (PIB)&nbsp;es un indicador que nos permite conocer el valor de la producci\u00f3n de bienes y servicios de un pa\u00eds durante un periodo determinado, normalmente un a\u00f1o. El PIB nos da una idea del tama\u00f1o y la riqueza de una econom\u00eda, as\u00ed como de su crecimiento o decrecimiento.<\/p>\n<p>\u00bfSab\u00edas que a trav\u00e9s de tus inversiones, adem\u00e1s de aumentar tu patrimonio personal y asegurar tu futuro, puedes impactar positivamente en la sociedad y en &#8230; Respondiendo al c\u00f3mo, el primer paso ser\u00e1 fijar un objetivo de ahorro y una temporalidad determinada con el fin de escoger el producto que mejor se ajuste a nuestros requisitos. No es lo mismo tener un objetivo de ahorro para la jubilaci\u00f3n que para la compra de una vivienda dentro de por ejemplo, una d\u00e9cada.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>La primera exigencia que tiene el banco es que este cli [&hellip;]<\/p>\n","protected":false},"author":3,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":[],"categories":[127],"tags":[],"_links":{"self":[{"href":"https:\/\/lukang-audio.com\/api\/wp\/v2\/posts\/8398"}],"collection":[{"href":"https:\/\/lukang-audio.com\/api\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/lukang-audio.com\/api\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/lukang-audio.com\/api\/wp\/v2\/users\/3"}],"replies":[{"embeddable":true,"href":"https:\/\/lukang-audio.com\/api\/wp\/v2\/comments?post=8398"}],"version-history":[{"count":1,"href":"https:\/\/lukang-audio.com\/api\/wp\/v2\/posts\/8398\/revisions"}],"predecessor-version":[{"id":8399,"href":"https:\/\/lukang-audio.com\/api\/wp\/v2\/posts\/8398\/revisions\/8399"}],"wp:attachment":[{"href":"https:\/\/lukang-audio.com\/api\/wp\/v2\/media?parent=8398"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/lukang-audio.com\/api\/wp\/v2\/categories?post=8398"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/lukang-audio.com\/api\/wp\/v2\/tags?post=8398"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}