Lista práctica de tragamonedas con alto RTP y cómo esquivar la falacia del jugador

¡Alto ahí!
Espera un segundo.
Aquí va lo que necesitas saber ya: elegir tragamonedas por RTP importa, pero no lo es todo. En la práctica, contar solo con ese número puede jugarte en contra si no entiendes varianza, requisitos de bono y tu propio manejo de banca.

Mi experiencia: he probado juegos con RTP anunciados del 98% y aun así he pasado rachas negras. ¿Por qué? Dos razones claras: la volatilidad y el tamaño de muestra. En términos prácticos, si apuestas poco y pocas tiradas, el RTP te dice casi nada. Más abajo: ejemplos reales, cálculos rápidos, una tabla comparativa y una checklist accionable para empezar con cabeza fría.

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)

Qué significa “alto RTP” en la práctica

¡Ojo!
RTP (Return to Player) es una expectativa a largo plazo.
En palabras claras: un RTP 97% indica que en el largo plazo la máquina devuelve 97 pesos por cada 100 apostados. Pero el corto plazo puede ser una montaña rusa.

Explico: si juegas 1,000 tiradas de 1 peso en una tragamonedas con RTP 97% y volatilidad alta, podrías perder un 30% de tu bankroll antes de ver esa media. Por otro lado, en tragamonedas de volatilidad baja con el mismo RTP, la experiencia será más pareja pero con premios menores.

Lista seleccionada de tragamonedas conocidas por RTP alto (ejemplos)

¡Sí, existen títulos con RTP histórico alto!
Esta lista mezcla clásicos y modernos con reputación de RTP elevado; verifica siempre en la ficha del juego del casino antes de jugar.

Tragamonedas RTP aproximado Volatilidad Comentario práctico
Mega Joker (NetEnt) ~99% Baja/Media Modo de juego clásico; excelente para jugadores conservadores con apuestas pequeñas.
Ugga Bugga (Playtech) ~99.07% Media/Alta Juego antiguo con potencial de retorno alto si alcanzas su modo óptimo; requiere paciencia.
Jackpot 6000 (NetEnt) ~98.9% Alta Modo Supermeter eleva el RTP; ideal para jugadores que entienden gestión de riesgo.
Blood Suckers (NetEnt) ~98% Baja Buena para sesiones largas con volatilidad moderada y pagos frecuentes.
1429 Uncharted Seas (Thunderkick) ~98.6% Media Juego con mecánicas premiadas y pagos razonablemente estables.

Mini-caso: cómo interpretar el RTP para tu banca

Mi instinto dice: prueba con poco.
Ejemplo práctico: tienes 1,000 MXN. Quieres jugar una máquina con RTP 98% y apuestas de 10 MXN por tirada.
Cálculo rápido: teoría del RTP sugiere pérdida esperada por tirada = 10 × (1 – 0.98) = 0.2 MXN. En 100 tiradas la pérdida esperada = 20 MXN. Pero si la volatilidad es alta, podrías perder 300–500 MXN antes de ver un pago grande.

Por un lado, el RTP te dice expectativa.
Por otro lado, la varianza dicta la experiencia real.
La conclusión práctica: adapta el tamaño de apuesta a la volatilidad.

Tabla comparativa de enfoques para elegir tragamonedas

Objetivo Rango RTP Volatilidad recomendada Estrategia de apuesta
Maximizar tiempo de juego 96–98% Baja Apuestas pequeñas, subidas graduales
Buscar grandes botes 96–99% Alta Gestión de bankroll con stop-loss rígido
Balance (riesgo controlado) 97–98.5% Media Mix de sesiones cortas y moderadas

¿Dónde buscar títulos con RTP claro y filtros útiles?

Un buen casino facilita la búsqueda por RTP y muestra las reglas del juego de forma transparente. Por ejemplo, si necesitas una plataforma con filtros por proveedor, RTP y métodos de pago pensados para México, revisa la sección de tragamonedas del sitio mayas-palace.com official — allí aparecen fichas de juego completas, métodos de depósito locales (SPEI, OXXO) y detalles de bonos que afectan el valor real del RTP en práctica.

Quick Checklist: Antes de darle play

  • Verifica el RTP en la ficha oficial del juego dentro del casino.
  • Comprueba la volatilidad — ¿prefieres rachas frecuentes o grandes premios?
  • Ajústate a una unidad de apuesta: no más del 1–2% del bankroll por tirada.
  • Lee términos de bonos si vas a jugar con fondos promocionales (rollover, contribución por juego).
  • Ten listo un stop-loss y un take-profit; respétalos.

Errores comunes y cómo evitarlos

¡Esto me molestó mucho al principiante que fui!
Error 1: elegir solo por RTP.
Expansión: muchos jugadores ven 98% y piensan “seguro gano”. No es así. La volatilidad y la muestra importan.

Error 2: usar bonos sin entender el rollover.
Expansión: un bono grande con WR 40× puede convertir un buen RTP teórico en una trampa si solo puedes jugar apuestas altas limitadas.

Error 3: apostar demasiado tras una racha pérdida (falacia del jugador).
Reflexión larga: pensar “toca recuperar” ignora que cada tirada es independiente; la ruleta mental aquí es tu peor enemiga. Usa límites predefinidos y sal cuando los superes.

Mini-FAQ

¿Puedo confiar en el RTP que anuncia un casino?

Por lo general sí, si el operador está regulado y publica auditorías o certificaciones RNG. En México, buscar operadores con permiso de la SEGOB y documentación visible es un buen comienzo. Siempre revisa la ficha del juego y, de ser posible, reportes de auditorías externas.

¿RTP alto significa menor riesgo?

No necesariamente. Un RTP alto con alta volatilidad puede significar poco margen de rentabilidad a corto plazo. El riesgo real depende del tamaño de apuesta, duración de la sesión y gestión de banca.

¿Cómo afecta un bono al RTP efectivo?

Los bonos cambian la matemática: si un bono exige WR 35× sobre D+B, calcula el volumen requerido y ajusta tu expectativa de pérdidas/ganancias según los juegos que contribuyen al rollover.

Checklist avanzado: calculadora mental rápida

Fórmulas prácticas:

  • Pérdida esperada por tirada = Apuesta × (1 – RTP).
  • Volumen mínimo para liberar bono = (Depósito + Bono) × WR.
  • Ejemplo: depósito 500 MXN + bono 500 MXN con WR 35× → volumen = 1000 × 35 = 35,000 MXN.

Consejos para no caer en la falacia del jugador

Mi conclusión tras años jugando: acepta la incertidumbre.
Tres tácticas concretas:

  1. Define límites previos y automáticos (límite diario/semanal de depósito). En México, los casinos regulados deben ofrecer herramientas de juego responsable.
  2. Divide el bankroll en sesiones con tamaño fijo de apuesta; no aumentes tras pérdidas.
  3. Registra tus sesiones (apuesta media, número de tiradas, resultado) para construir una muestra propia antes de aumentar apuestas.

18+. Juega responsablemente. Los operadores regulados en México están obligados a aplicar KYC/AML y ofrecer herramientas de control. Si sientes que el juego te afecta, busca ayuda profesional y activa autoexclusión en la plataforma.

Fuentes y recursos recomendados

Consulta estos recursos para profundizar en certificaciones y regulación:

  • https://www.gob.mx/segob
  • https://www.itl.eu
  • https://www.ecogra.org

About the Author

Carlos Méndez, iGaming expert. Experto en evaluación de juegos y gestión de riesgo con más de 8 años de experiencia en plataformas del mercado latinoamericano. Aplica métodos prácticos de bankroll management y auditoría básica de fichas de juego.