{"id":5111,"date":"2026-01-12T20:57:53","date_gmt":"2026-01-12T20:57:53","guid":{"rendered":"https:\/\/anagalgroup.com\/?p=5111"},"modified":"2026-01-13T21:27:08","modified_gmt":"2026-01-13T21:27:08","slug":"trading-alternativas-en-espanol-fundeuraefundeurae-4","status":"publish","type":"post","link":"https:\/\/anagalgroup.com\/index.php\/2026\/01\/12\/trading-alternativas-en-espanol-fundeuraefundeurae-4\/","title":{"rendered":"\u00abtrading\u00bb, alternativas en espa\u00f1ol Fund\u00e9uRAEFund\u00e9uRAE"},"content":{"rendered":"<p>Tiene como inconveniente que puede que el precio nunca toque el valor se\u00f1alado  y la operaci\u00f3n no pueda ser completada. Como ventaja tiene la fecha m\u00e1xima de lanzamiento, de forma que si no se ejecuta antes de llegar a esta fecha la operaci\u00f3n expira. Las tendencias bajistas son aquellas que se componen de m\u00e1ximos y m\u00ednimos decrecientes. El precio se suele frenar en la zona de soporte relevante, tomando posiciones compradores y vendedores.<\/p>\n<ul>\n<li>Recuerda que siempre, sea cual sea el capital con el que cuentes, no superar el 1% de riesgo.<\/li>\n<li>En este curso te ense\u00f1ar\u00e1 c\u00f3mo funciona el trading desde 0, los productos que existen y c\u00f3mo se operan.<\/li>\n<li>La principal ventaja es que limitamos nuestras p\u00e9rdidas.<\/li>\n<li>Por el contrario, cu\u00e1ndo el precio de mercado es superior al valor fundamental se dice que el activo est\u00e1 sobrevalorado y el precio de mercado debe bajar en el futuro para ajustarse a la realidad.<\/li>\n<li>Una orden limitada de compra,\u00a0 fija un precio m\u00e1ximo de compra, de forma que la orden se ejecutar\u00e1 a ese precio fijado o a uno inferior.<\/li>\n<\/ul>\n<h2>TradingView<\/h2>\n<p>El nivel de soporte est\u00e1 marcado por una zona que une los m\u00ednimos anteriores. La podemos encontrar en sentido horizontal y tambi\u00e9n con inclinaci\u00f3n (imaginemos el caso de una tendencia alcista con m\u00ednimos crecientes). Es importante que aprendamos a identificar estas zonas ya que nos pueden ser de gran utilidad. La siguiente elecci\u00f3n que debe realizar es definir con que tipo de gr\u00e1fico trabajar\u00e1 para dibujar la cotizaci\u00f3n del precio. Hoy en d\u00eda, y gracias al desarrollo de las nuevas tecnolog\u00edas, se puede hacer trading desde pr\u00e1cticamente cualquier lugar del mundo. Prueba una cuenta de formaci\u00f3n y empieza a operar en unos minutos.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"307px\" alt=\"trading\"\/><\/p>\n<h3>An\u00e1lisis t\u00e9cnico vs an\u00e1lisis fundamental: diferencias, ventajas y cu\u00e1ndo usar cada uno<\/h3>\n<p>En esta zona muchos vendedores abrir\u00e1n cortos (operan a favor de una disminuci\u00f3n del precio). A la hora de analizar \u00edndices y divisas los dos \u00faltimos puntos no se aplican, solo en el caso que el pa\u00eds tenga un fuerte mercado industrial y tenga un alto porcentaje en el PIB analizaremos tambi\u00e9n estos dos puntos. Es la opci\u00f3n perfecta para aquellas personas que no tengan el tiempo suficiente para monitorizar el mercado. De esta manera, tan s\u00f3lo tendr\u00e1n que invertir un par de horas al d\u00eda para analizar sus operaciones. Abre tu cuenta en DeGiro y empieza a invertir en m\u00e1s de 50 mercados de todo el mundo con bajas comisiones.<\/p>\n<p>Claro que, creyeron que eran tan buenos que su modelo era infalible. En 1998, durante la crisis rusa, perdieron en tan solo 4 meses 4.600 millones de d\u00f3lares. La Reserva Federal se vio obligada a actuar para preservar la estabilidad del sistema financiero. Fund\u00e9uRAE es una fundaci\u00f3n patrocinada por la Agencia Efe y la Real Academia Espa\u00f1ola, cuyo objetivo es colaborar con el buen uso del espa\u00f1ol en los medios de comunicaci\u00f3n y en Internet. A medida que empieces a realizar operaciones, estos conceptos te resultar\u00e1n m\u00e1s familiares y podr\u00e1s emplearlos de mejor manera.<\/p>\n<h3>Estrategia: Define tu plan de acci\u00f3n<\/h3>\n<p>Que no presumamos de ellas, no quiere decir que realmente no las tengamos. La \u00fanica raz\u00f3n por la que nos vemos impulsados a presumir de ellas es para buscar el reconocimiento ajeno y as\u00ed sentirnos temporalmente mejor. El trading y la bolsa no entiende lo que piensan los dem\u00e1s sobre nosotros. No obstante, no debemos confundir aceptaci\u00f3n con resignaci\u00f3n.<\/p>\n<p>Este precio se asocia a nuestro objetivo, es decir,&nbsp; a cuanto queremos ganar en la operaci\u00f3n. Cuando el precio de mercado es inferior al valor fundamental se dice que el activo est\u00e1 infravalorado y el precio de mercado debe subir en el proceso de ajuste del mercado. Por el contrario, cu\u00e1ndo el precio de mercado es superior al valor fundamental se dice que el activo est\u00e1 sobrevalorado y el precio de mercado debe bajar en el futuro para ajustarse a la realidad. El an\u00e1lisis t\u00e9cnico se fundamenta con que los precios se mueven por tendencias y que la historia se repite, por tanto, si estudiamos el pasado podemos entender el futuro.<\/p>\n<h2>\u00bfQu\u00e9 necesitas para hacer trading?<\/h2>\n<p>\u201cEl trading no es m\u00e1s que el hecho de comerciar, de comprar y vender, pero en ingl\u00e9s. Los inversores espa\u00f1oles han acu\u00f1ado ese t\u00e9rmino anglosaj\u00f3n para referirse a cuando <a href=\"https:\/\/angrybearsnft.com\/es\/resena\/rovenmill\/\">rovenmill es seguro<\/a> esta pr\u00e1ctica se lleva a cabo con acciones en bolsa. Hay muchos tipos de trading y se pueden aplicar en diferentes plazos temporales, desde minutos a meses o a\u00f1os. Finalmente, el trading ofrece oportunidades reales en  el mundo de las inversiones financieras, pero no es un atajo hacia el enriquecimiento r\u00e1pido.<\/p>\n<p>Muchas veces pasa que el precio toca nuestro objetivo instant\u00e1neamente, cierra la operaci\u00f3n, y se da la vuelta, de forma que si ese cierre lo hubi\u00e9semos querido hacer manualmente no lo hubi\u00e9ramos conseguido. Cuando se opera en bolsa, existen otras acciones que tambi\u00e9n deben ser realizadas adem\u00e1s de invertir y monitorear mercados. Estamos hablando de Take profit y Stop loss, que nos ayudar\u00e1n a evitar las perdidas y a recoger nuestros beneficios. Una orden limitada de compra,&nbsp; fija un precio m\u00e1ximo de compra, de forma que la orden se ejecutar\u00e1 a ese precio fijado o a uno inferior. Por otro lado, una orden limitada de venta, fija un precio m\u00ednimo de venta, y solo se ejecutar\u00e1 a ese precio o a un precio superior.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Tiene como inconveniente que puede que el precio nunca toque el valor se\u00f1alado y la operaci\u00f3n no pueda ser completada. Como ventaja tiene la fecha m\u00e1xima de lanzamiento, de forma que si no se ejecuta antes de llegar a esta fecha la operaci\u00f3n expira. Las tendencias bajistas son aquellas que se componen de m\u00e1ximos y [&hellip;]<\/p>\n","protected":false},"author":16,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[27],"tags":[],"class_list":["post-5111","post","type-post","status-publish","format-standard","hentry","category-trading"],"aioseo_notices":[],"_links":{"self":[{"href":"https:\/\/anagalgroup.com\/index.php\/wp-json\/wp\/v2\/posts\/5111","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/anagalgroup.com\/index.php\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/anagalgroup.com\/index.php\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/anagalgroup.com\/index.php\/wp-json\/wp\/v2\/users\/16"}],"replies":[{"embeddable":true,"href":"https:\/\/anagalgroup.com\/index.php\/wp-json\/wp\/v2\/comments?post=5111"}],"version-history":[{"count":1,"href":"https:\/\/anagalgroup.com\/index.php\/wp-json\/wp\/v2\/posts\/5111\/revisions"}],"predecessor-version":[{"id":5112,"href":"https:\/\/anagalgroup.com\/index.php\/wp-json\/wp\/v2\/posts\/5111\/revisions\/5112"}],"wp:attachment":[{"href":"https:\/\/anagalgroup.com\/index.php\/wp-json\/wp\/v2\/media?parent=5111"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/anagalgroup.com\/index.php\/wp-json\/wp\/v2\/categories?post=5111"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/anagalgroup.com\/index.php\/wp-json\/wp\/v2\/tags?post=5111"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}