{"id":111171,"date":"2026-06-18T11:09:03","date_gmt":"2026-06-18T11:09:03","guid":{"rendered":"https:\/\/dronchessacademy.com\/?p=111171"},"modified":"2026-06-18T11:29:20","modified_gmt":"2026-06-18T11:29:20","slug":"que-es-la-volatilidad-en-las-slots","status":"publish","type":"post","link":"https:\/\/dronchessacademy.com\/index.php\/2026\/06\/18\/que-es-la-volatilidad-en-las-slots\/","title":{"rendered":"\u00bfQu\u00e9 Es la Volatilidad en las Slots?"},"content":{"rendered":"<p>\u00bfQu\u00e9 Es la Volatilidad en las Slots?<\/p>\n<div class=\"toc\" style=\"background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;\">\n<p style=\"font-weight: 700;text-align: center;\">Content<\/p>\n<ul>\n<li><a href=\"#ejemplo-numerico-baja-vs-alta-volatilidad\">Ejemplo numerico: baja vs. alta volatilidad<\/a>\n<ul>\n<li><a href=\"#como-identificar-la-volatilidad-sin-datos-del-fabricante\">Como identificar la volatilidad sin datos del fabricante<\/a><\/li>\n<li><a href=\"#elegir-la-volatilidad-correcta-para-ti\">Elegir la volatilidad correcta para ti<\/a><\/ul>\n<\/li>\n<\/li>\n<\/ul>\n<\/div>\n<p><img class=\"wp-post-image\" style=\"display: block;margin-left:auto;margin-right:auto;\" width=\"601px\" alt=\"volatilidad de tragaperras\" src=\"data:image\/jpg;base64,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\"><\/p>\n<p>Primero consulta tu presupuesto y recarga tu saldo de juego, y luego explora el cat&#xE1;logo de m&#xE1;quinas tragamonedas casino en l&#xED;nea &#8211; Bonos de casino en l&#xED;nea. Una vez en la p&#xE1;gina, seguramente notar&#xE1; que las tragamonedas que ofrecen pagos de m&#xE1;s de 10 monedas por los s&#xED;mbolos m&#xE1;s valiosos del juego son m&#xE1;quinas tragamonedas de alta volatilidad. Si no puede encontrar la informaci&#xF3;n f&#xE1;cilmente, se recomienda que lea la tabla de pagos y estudie detenidamente su contenido. Sin embargo, la volatilidad en las m&#xE1;quinas tragamonedas es uno de los indicadores m&#xE1;s importantes del proceso de juego en t&#xE9;rminos de ganancias o p&#xE9;rdidas en las tragamonedas virtuales de los casinos en l&#xED;nea. As&#xED;, la &#xFA;nica lecci&#xF3;n &#xFA;til que uno puede extraer es que los juegos de alta volatilidad son m&#xE1;s parecidos a una loter&#xED;a de bajo presupuesto que a una estrategia de inversi&#xF3;n. La varianza se traduce en una desviaci&#xF3;n est&#xE1;ndar de COP, lo que convierte cada sesi&#xF3;n en una apuesta al azar comparable a lanzar una moneda cargada. Y mientras los foros de discusi&#xF3;n recomiendan &#x201C;cargar la banca&#x201D; antes de cada sesi&#xF3;n, la estad&#xED;stica muestra que el 83 % de los jugadores que dobla su bankroll en menos de 30 min terminan en bancarrota en la pr&#xF3;xima semana. Puede encontrar toda la informaci&#xF3;n en la pol&#xED;tica de privacidad.<\/p>\n<p>Las slots de baja volatilidad suelen pagar premios peque&#xF1;os con mucha frecuencia. Una slot de baja volatilidad es tranquila y predecible; una de alta volatilidad es explosiva e impredecible. Este concepto define la frecuencia y el monto de los premios, impactando directamente tu experiencia de juego y la administraci&#xF3;n de tu bankroll. La volatilidad en tragaperras es un concepto fundamental al seleccionar qu&#xE9; slots jugar. Elegir bien no garantiza resultados, pero s&#xED; mejora la calidad de la experiencia y reduce decisiones impulsivas. Si buscas entretenimiento tranquilo, elige juegos de baja volatilidad. No son juegos ideales para quien se frustra r&#xE1;pido o intenta recuperar p&#xE9;rdidas de forma impulsiva. Tambi&#xE9;n puede ser una buena opci&#xF3;n para probar nuevas mec&#xE1;nicas, rondas de bonos y funciones especiales sin sentir cambios demasiado agresivos.<\/p>\n<p>La m&#xE1;s rese&#xF1;able, que es directamente proporcional al riesgo que corremos; pero tambi&#xE9;n es importante para evaluar los posibles premios y el presupuesto que tenemos. Sin <a href=\"https:\/\/apostarco.co\/\">Apostar Casino<\/a> embargo, conocer la volatilidad y el RTP nos permite hacernos una idea de lo que nos espera, las posibilidades de ganar y el tipo de premios que podemos conseguir. Es importante recalcar que la volatilidad no revela la cantidad de jugadas necesarias para ganar un premio o para llevarnos el bote. Cuando jugamos en tragaperras de baja volatilidad es relativamente sencillo conseguir un premio, si bien no suelen ser muy cuantiosos. Son una buena opci&#xF3;n para jugadores con cierto presupuesto, aunque no ilimitado, que no se conforman con peque&#xF1;os premios. Los propios proveedores de juegos nos proporcionan esta informaci&#xF3;n, y muchos casinos online la indican junto a la m&#xE1;quina.<\/p>\n<p>El error m&#xE1;s com&#xFA;n es jugar estas slots con apuestas altas. Rara vez te vac&#xED;an r&#xE1;pido, pero tampoco suelen dar premios que cambien la sesi&#xF3;n por completo. Entenderla no te hace ganar, pero s&#xED; te evita jugar el juego equivocado para ti. En slots de baja volatilidad, los free spins suelen dar ganancias m&#xE1;s consistentes pero moderadas. Las slots Megaways (como Bonanza) suelen ser de alta volatilidad. Una slot de baja volatilidad paga premios peque&#xF1;os frecuentemente; una de alta volatilidad paga premios grandes pero raramente. Numerosas slots indican su volatilidad en la tabla de pagos o en la secci&#xF3;n de informaci&#xF3;n.<\/p>\n<h3 id=\"como-identificar-la-volatilidad-sin-datos-del-fabricante\">Como identificar la volatilidad sin datos del fabricante<\/h3>\n<p>La participaci&#xF3;n en estos t&#xED;tulos se asocia habitualmente a presupuestos que permitan cubrir un n&#xFA;mero elevado de giros. Se observa un patr&#xF3;n t&#xE9;cnico en las tragaperras modernas donde los temas m&#xE1;s elaborados y las mec&#xE1;nicas de bonificaci&#xF3;n intrincadas suelen presentar niveles de volatilidad m&#xE1;s elevados. Estas slots suelen incluir funciones especiales complejas y pueden estar vinculadas a botes acumulativos. Los t&#xED;tulos de alta volatilidad est&#xE1;n dise&#xF1;ados para perfiles que aceptan una mayor irregularidad en la obtenci&#xF3;n de premios. Las categor&#xED;as de volatilidad sirven como referencia t&#xE9;cnica para la toma de decisiones informadas sobre el tipo de software con el que se desea participar.<\/p>\n<h3 id=\"elegir-la-volatilidad-correcta-para-ti\">Elegir la volatilidad correcta para ti<\/h3>\n<p>Y mientras los operadores publicitan &#x201C;bonos gratis&#x201D; como si fueran caramelos de dentista, el c&#xE1;lculo simple muestra que la media de retorno por jugador en una m&#xE1;quina de 95 % RTP es de apenas 0,85 % despu&#xE9;s de considerar el 12 % de retenci&#xF3;n de la casa. La mayor&#xED;a de los jugadores entran pensando que una sola gran victoria compensar&#xE1; los cientos de apuestas peque&#xF1;as, pero la balanza rara vez se inclina a su favor. En el &#xFA;ltimo a&#xF1;o, los reels de alta volatilidad en Colombia han generado un aumento del 27 % de sesiones que terminan en p&#xE9;rdidas de m&#xE1;s de COP, seg&#xFA;n datos internos de un estudio de Betway. La volatilidad es un concepto que hace referencia a la relaci&#xF3;n entre la frecuencia y cantidad de los premios de las tragaperras con el riesgo que corre el jugador en la m&#xE1;quina. Son una buena opci&#xF3;n para jugadores recreativos, con un presupuesto limitado que no quieren invertir ni mucho dinero ni demasiado tiempo en las tragaperras.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>\u00bfQu\u00e9 Es la Volatilidad en las Slots? Content Ejemplo numerico: baja vs. alta volatilidad Como identificar la volatilidad sin datos del fabricante Elegir la volatilidad correcta para ti Primero consulta tu presupuesto y recarga tu saldo de juego, y luego explora el cat&#xE1;logo de m&#xE1;quinas tragamonedas casino en l&#xED;nea &#8211; Bonos de casino en l&#xED;nea. &hellip;<\/p>\n<p class=\"read-more\"> <a class=\"\" href=\"https:\/\/dronchessacademy.com\/index.php\/2026\/06\/18\/que-es-la-volatilidad-en-las-slots\/\"> <span class=\"screen-reader-text\">\u00bfQu\u00e9 Es la Volatilidad en las Slots?<\/span> Read More &raquo;<\/a><\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"site-sidebar-layout":"default","site-content-layout":"default","ast-global-header-display":"","ast-main-header-display":"","ast-hfb-above-header-display":"","ast-hfb-below-header-display":"","ast-hfb-mobile-header-display":"","site-post-title":"","ast-breadcrumbs-content":"","ast-featured-img":"","footer-sml-layout":"","theme-transparent-header-meta":"","adv-header-id-meta":"","stick-header-meta":"","header-above-stick-meta":"","header-main-stick-meta":"","header-below-stick-meta":""},"categories":[40],"tags":[],"_links":{"self":[{"href":"https:\/\/dronchessacademy.com\/index.php\/wp-json\/wp\/v2\/posts\/111171"}],"collection":[{"href":"https:\/\/dronchessacademy.com\/index.php\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/dronchessacademy.com\/index.php\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/dronchessacademy.com\/index.php\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/dronchessacademy.com\/index.php\/wp-json\/wp\/v2\/comments?post=111171"}],"version-history":[{"count":1,"href":"https:\/\/dronchessacademy.com\/index.php\/wp-json\/wp\/v2\/posts\/111171\/revisions"}],"predecessor-version":[{"id":111172,"href":"https:\/\/dronchessacademy.com\/index.php\/wp-json\/wp\/v2\/posts\/111171\/revisions\/111172"}],"wp:attachment":[{"href":"https:\/\/dronchessacademy.com\/index.php\/wp-json\/wp\/v2\/media?parent=111171"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/dronchessacademy.com\/index.php\/wp-json\/wp\/v2\/categories?post=111171"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/dronchessacademy.com\/index.php\/wp-json\/wp\/v2\/tags?post=111171"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}