{"id":4940,"date":"2022-09-01T03:47:32","date_gmt":"2022-09-01T07:47:32","guid":{"rendered":"https:\/\/mypot.eu\/blog\/?p=4940"},"modified":"2026-08-07T12:19:42","modified_gmt":"2026-08-07T16:19:42","slug":"gates-of-olympus-explicacion-del-multiplicador-2","status":"publish","type":"post","link":"https:\/\/mypot.eu\/blog\/gates-of-olympus-explicacion-del-multiplicador-2\/","title":{"rendered":"Gates of Olympus: Explicaci\u00f3n del Multiplicador"},"content":{"rendered":"<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=\"#volatilidad-y-rtp-de-gates-of-olympus\">Volatilidad y RTP de Gates of Olympus<\/a>\n<ul>\n<li><a href=\"#estrategia-3-mant-n-apuestas-moderadas-para-resistir-rachas-malas\">Estrategia 3: Mant\u00e9n apuestas moderadas para resistir rachas malas<\/a><\/li>\n<\/ul>\n<\/li>\n<li><a href=\"#tumble-cascadas-sin-l-mite\">Tumble \u2014 Cascadas Sin L\u00edmite<\/a><\/li>\n<\/ul>\n<\/div>\n<p><img class=\"wp-post-image\" style=\"display: block;margin-left:auto;margin-right:auto;\" width=\"609px\" alt=\"c&#xF3;mo funciona Gates of Olympus multiplicador\" 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\"><\/p>\n<p>Esto lo hace m&#xE1;s din&#xE1;mico que un slot tradicional. Respuestas claras a las dudas m&#xE1;s comunes sobre el slot de Zeus. Aumentar la apuesta por frustraci&#xF3;n suele consumir r&#xE1;pido tu presupuesto. Una buena gesti&#xF3;n de banca te ayuda a mantener el control del juego. En el bonus, cada combinaci&#xF3;n ganadora activa una cascada. Esto otorga tiradas gratis donde los multiplicadores aparecen m&#xE1;s seguido. Ambos funcionan con reglas simples, pero totalmente basadas en el azar. Toc&#xE1; el bot&#xF3;n de giro y esper&#xE1; a que las gemas formen combinaciones de 8 o m&#xE1;s s&#xED;mbolos iguales.<\/p>\n<p>Aqu&#xED; ganas al obtener 8 o m&#xE1;s s&#xED;mbolos iguales en cualquier posici&#xF3;n de la pantalla. Debido a su alta volatilidad, es recomendable utilizar apuestas peque&#xF1;as en relaci&#xF3;n con tu saldo total para soportar los periodos sin premios. En la ronda de bonos, estos se acumulan, lo que permite que el potencial <a href=\"https:\/\/bet-on.win\">beton win casino online<\/a> crezca, pero siempre bajo la premisa de que no aparecer&#xE1;n en cada sesi&#xF3;n de juego. Es crucial entender que, aunque el potencial de ganancia es real, el juego se basa en algoritmos de alta volatilidad. Todos los premios del juego base se forman exclusivamente con 8 o m&#xE1;s s&#xED;mbolos iguales del mismo tipo. El sistema Pays Anywhere premia las combinaciones  de 8 o m&#xE1;s s&#xED;mbolos iguales en cualquier posici&#xF3;n. Establece el tama&#xF1;o de tu apuesta en funci&#xF3;n de tu presupuesto total y de cu&#xE1;nto quieres que dure tu sesi&#xF3;n. Esta tragaperras puede consumir tus fondos r&#xE1;pidamente durante los periodos de sequ&#xED;a entre tiradas gratis o durante las sesiones del juego base con pocos multiplicadores.<\/p>\n<p>Puede que eso sea suficiente para alcanzar las tiradas gratis, o puede que no. El juego se ejecuta en la plataforma de Pragmatic Play con un RTP constante del 96,5% y una alta volatilidad en todos los operadores con licencia. Sigues necesitando combinaciones ganadoras para que el multiplicador acumulado se aplique a algo. La mayor&#xED;a de las tiradas gratis se juegan como las 15 tiradas iniciales sin reactivaci&#xF3;n. En rondas extendidas de tiradas gratis con m&#xFA;ltiples reactivaciones, los multiplicadores acumulados pueden alcanzar varios cientos de veces o m&#xE1;s. Durante las tiradas gratis, los s&#xED;mbolos scatter siguen apareciendo.<\/p>\n<p>Para volatilidad extrema, tu presupuesto de sesi&#xF3;n deber&#xED;a cubrir entre 60 y 100 giros al nivel de apuesta que eleg&#xED;s. Las sesiones cortas con presupuesto ajustado son especialmente dif&#xED;ciles porque pod&#xE9;s quedarte sin saldo antes de llegar a un bonus. Durante los giros gratis, cada orbe que Zeus lanza no se aplica y desaparece &#x2014;se suma a un contador total que permanece activo para el resto de la ronda. La diferencia fundamental entre el juego base y el bonus est&#xE1; en los multiplicadores. Zeus los lanza aleatoriamente sin avisar, y pueden aparecer en cualquier giro del juego base &#x2014;no solo en el bonus. Cuatro o m&#xE1;s scatters en forma de reloj de arena activan la ronda de giros gratis. Para un jugador de Santiago, Vi&#xF1;a del Mar o Temuco que quiere slots de verdadero potencial sin curva de aprendizaje, Gates of Olympus es la referencia. El juego utiliza una cuadr&#xED;cula de 6&#xD7;5 con un sistema de pago en cualquier parte, lo que significa que no necesitas l&#xED;neas de premio tradicionales; basta con obtener 8 o m&#xE1;s s&#xED;mbolos iguales en cualquier posici&#xF3;n.<\/p>\n<p>Las estrategias no cambian el RNG del juego, pero s&#xED; cambian tu control sobre el saldo y la duraci&#xF3;n de tus sesiones. En esta gu&#xED;a aprender&#xE1;s c&#xF3;mo funciona realmente el juego, qu&#xE9; estrategias valen la pena, c&#xF3;mo gestionar tu saldo y c&#xF3;mo mejorar tus resultados en gates of olympus chile. Gates of Olympus es uno de los slots m&#xE1;s reconocidos por su estilo mitol&#xF3;gico y sus multiplicadores, pero tu recorrido no termina ac&#xE1;. En lugar de l&#xED;neas de pago, el juego premia cuando aparecen 8 o m&#xE1;s s&#xED;mbolos iguales en cualquier posici&#xF3;n del tablero. Al ser un slot de alta volatilidad, Gates of Olympus puede tener rachas largas sin premios relevantes. El modo de tiradas gratis y los multiplicadores aleatorios de Zeus son el coraz&#xF3;n de este slot. Es la mejor forma de entender c&#xF3;mo funciona el multiplicador acumulado del bonus y el comportamiento de los orbes de Zeus antes de poner dinero real.<\/p>\n<p>Una modesta ganancia de 3,00 &#x20AC; al final de una ronda de tiradas gratis puede pagarte 300,00 &#x20AC; si has acumulado un multiplicador total de 100x. Una vez que hayas acumulado un multiplicador sustancial, cada ganancia durante las tiradas gratis que te queden se beneficiar&#xE1; de ese total. Al final de una ronda de tiradas gratis, puede que hayas acumulado 50x, 100x, 200x o m&#xE1;s, dependiendo de cu&#xE1;ntos multiplicadores hayan aparecido y de sus valores. Esta acumulaci&#xF3;n contin&#xFA;a durante las 15 tiradas gratis. Las tiradas gratis se activan al obtener cuatro o m&#xE1;s s&#xED;mbolos scatter de Zeus en cualquier lugar de la cuadr&#xED;cula. Las tiradas gratis lo cambian todo sobre el funcionamiento de los multiplicadores. En el juego base no se acumulan multiplicadores en varias cascadas. Esto significa que los multiplicadores del juego base suelen proporcionar aumentos modestos.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Content Volatilidad y RTP de Gates of Olympus Estrategia 3: Mant\u00e9n apuestas moderadas para resistir rachas malas Tumble \u2014 Cascadas Sin L\u00edmite Esto lo hace m&#xE1;s din&#xE1;mico que un slot tradicional. Respuestas claras a las dudas m&#xE1;s comunes sobre el slot de Zeus. Aumentar la apuesta por frustraci&#xF3;n suele consumir r&#xE1;pido tu presupuesto. Una buena&#8230; <a class=\"more-link\" href=\"https:\/\/mypot.eu\/blog\/gates-of-olympus-explicacion-del-multiplicador-2\/\">Continue Reading<\/a><\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_bbp_topic_count":0,"_bbp_reply_count":0,"_bbp_total_topic_count":0,"_bbp_total_reply_count":0,"_bbp_voice_count":0,"_bbp_anonymous_reply_count":0,"_bbp_topic_count_hidden":0,"_bbp_reply_count_hidden":0,"_bbp_forum_subforum_count":0,"_monsterinsights_skip_tracking":false},"categories":[1],"tags":[],"jetpack_featured_media_url":"","yoast_head":"<!-- This site is optimized with the Yoast SEO plugin v15.6.2 - https:\/\/yoast.com\/wordpress\/plugins\/seo\/ -->\n<title>Gates of Olympus: Explicaci\u00f3n del Multiplicador - La forma inteligente de hacer jardiner\u00eda<\/title>\n<meta name=\"robots\" content=\"index, follow, max-snippet:-1, max-image-preview:large, max-video-preview:-1\" \/>\n<link rel=\"canonical\" href=\"https:\/\/mypot.eu\/blog\/gates-of-olympus-explicacion-del-multiplicador-2\/\" \/>\n<meta property=\"og:locale\" content=\"es_ES\" \/>\n<meta property=\"og:type\" content=\"article\" \/>\n<meta property=\"og:title\" content=\"Gates of Olympus: Explicaci\u00f3n del Multiplicador - La forma inteligente de hacer jardiner\u00eda\" \/>\n<meta property=\"og:description\" content=\"Content Volatilidad y RTP de Gates of Olympus Estrategia 3: Mant\u00e9n apuestas moderadas para resistir rachas malas Tumble \u2014 Cascadas Sin L\u00edmite Esto lo hace m&#xE1;s din&#xE1;mico que un slot tradicional. Respuestas claras a las dudas m&#xE1;s comunes sobre el slot de Zeus. Aumentar la apuesta por frustraci&#xF3;n suele consumir r&#xE1;pido tu presupuesto. Una buena... 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