¡Espera… esto sí puede marcar la diferencia!

Si vas directo al grano: aprende a valorar realmente una cuota mejorada antes de comprometer fichas —te doy pasos concretos para evaluar ofertas, ejemplos numéricos y una checklist para que no regales tu bankroll. Luego te explico cuándo sí vale la pena aceptar una promoción y cómo usarla en torneos con sentido.

Aquí viene la primera regla práctica: no confundas brillo con valor. Muchas promociones se venden con titulares llamativos, pero su valor real depende de la estructura del torneo, la probabilidad implícita y tus límites personales. Al principio pensé que cualquier “+20%” era buena idea; luego me encontré apostando más y quedándome sin margen de maniobra. Por un lado la emoción; por otro, la matemática.

![image](data:image/webp;base64,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)

1. ¿Qué es una cuota mejorada y cómo evaluarla en 3 pasos rápidos?

¡Atento!

Una cuota mejorada en póker no es otra cosa que un aumento temporal en el payoff esperado o en la probabilidad de acceder a cierto premio (ej.: stacked entries, enhanced payout for ITM). No todas son iguales; algunas cambian la estructura y otras aplican solo a un subconjunto de jugadores.

Pasos rápidos para evaluar: (1) compara la estructura de pagos antes y después, (2) calcula el EV aproximado para tu rango de supervivencia, (3) verifica requisitos y exclusiones (stack, re-entry, rake).

Ejemplo práctico (fácil): si un torneo tiene un buy-in de $10 y un payout top-10% que sube 20% con la promo, haz números: si tu probabilidad de llegar al top 10% es 8%, tu EV base por asiento es 0.08 × (payout medio) − $10. Con promo, multiplica ese payout por 1.20 y vuelve a calcular; la diferencia te dice el valor marginal real.

2. Mini-caso: promoción que parecía buena pero no lo era

¡Uf, lo he visto mil veces!

Imagínate un torneo regular con 1,000 jugadores, payout normal para el 10% superior. Promoción: “+30% al payout de ITM si usas X”. En la letra chica, la promo solo aplica si NO usas re-entry y solo en una hora específica. Resultado: muchos jugadores novatos aceptan y luego, ante mala sesión temprana, pierden opción a re-entry y terminan fuera. Conclusión práctica: la promo redujo tu flexibilidad y aumentó el riesgo de bustear sin opción a recuperarte.

Lección: lee condiciones sobre re-entry, niveles de ciegas y límites de apuesta.

3. Comparación rápida: tres enfoques para usar cuotas mejoradas

Enfoque Cuándo usar Ventaja clave Riesgo principal
Maximizar EV puro Cuando tienes datos de ROI y consistencia Aumenta esperanza matemática Requiere disciplina y bankroll sólido
Jugar por diversión con apalancamiento Sesiones casuales, bankroll pequeño Mayor emoción con bajo coste Puede fomentar tilt y chase
Gestión conservadora (sin promo) Bankroll limitado o torneo con re-entry caro Minimiza riesgo de ruina Posible pérdida de oportunidades de valor real

4. Herramientas y métricas que debes dominar (fáciles)

Algo no cuadra si apuestas sin medir.

Las métricas imprescindibles: EV por asiento, ROI histórico, varianza anualizada y tamaño óptimo de buy-ins según Kelly fraccional. Para un principiante, guarda esto simple: no pongas más del 5% de tu bankroll en torneos regulares si usas promos; limita a 2% si hay re-entries forzados.

Fórmula práctica — Kelly fraccional simplificada para torneos: Bet% = (Edge / Variance) × 0.5. No necesitas precisión extrema; úsala como guía para ajustar tamaño de buy-ins y aceptación de promociones.

5. Dónde encaja la promoción en tu plan de torneo

Mi instinto dice: trata la promoción como un “comodín” y no como tu plan.

Diseña tu sesión en tres capas: (A) gestión de bankroll (límites y stop-loss), (B) estrategia de juego (ranges/ICM básico), (C) uso táctico de promociones. Si la promoción altera la estructura (por ejemplo, pone más dinero en etapas altas), ajusta juego en burbuja y heads-up; explota esas franjas donde tu edge aumenta.

6. Recomendación práctica y contexto

Te ahorro tiempo: si eres nuevo, evita promociones que restringen re-entries o aumentan rake. Si ya tienes un track-record y gestionas bien la varianza, las cuotas mejoradas pueden incrementar tu EV modestamente.

Para probar promos con seguridad, hazlo con una porción pequeña de tu roll y registra resultados—no adivines. Si quieres experimentar con un bono o promoción de sala como apoyo al bankroll, considera opciones confiables y verifica términos de uso antes de aceptar; por ejemplo, algunos sitios ofrecen créditos o ventajas temporales interesantes si lees la letra chica y eres disciplinado. Un recurso que suele listar ofertas y bonos en español y aceptadas por jugadores en MX puede servir de punto de partida: claim bonus.

Quick Checklist — Antes de aceptar una cuota mejorada

  • ¿La promo cambia la estructura de pagos? (sí/no)
  • ¿Afecta re-entry o recompras? (limitación = mayor riesgo)
  • ¿Hay requisitos de apuesta, rollover o restricciones geográficas?
  • ¿El incremento compensa la pérdida de flexibilidad? (haz el cálculo EV simple)
  • ¿Puedes absorber la varianza extra sin romper tu bankroll?

Common mistakes and how to avoid them

  • Confundir headline con valor real — Solución: calcula EV simple antes de depositar.
  • Aceptar promos que eliminan re-entry — Solución: juega con una fracción del buy-in o evita si tu estrategia depende de re-entries.
  • No contabilizar rake extra — Solución: verifica si la promo ajusta el rake; súmalo al coste efectivo.
  • Dejar que la emoción guíe tu juego (tilt) — Solución: establece límites de sesión y stop-loss.

Mini-FAQ

¿Cómo calculo rápido si una cuota mejorada vale la pena?

Multiplica tu probabilidad estimada de ITM por el payout medio con y sin promoción. La diferencia te da el valor esperado marginal por asiento. Si ese valor marginal supera el coste (p. ej. menor flexibilidad o pérdida de re-entry), entonces puede ser ventajosa.

¿Puedo usar promos siempre que sean “grátis”?

No. “Gratis” a menudo viene con condiciones. Revisa límites de uso, expiración, y si la promoción obliga a apostar en juegos con baja contribución para rollover. Para novatos, lo “gratis” puede ser más una trampa.

¿Qué hago si acepté una promoción y me arrepiento después?

Evalúa si hay opción de cancelarla antes del primer registro; si no, ajusta tu sizing y evita jugar fuera de tu estrategia para compensar. Aprende del caso: registra y analiza para no repetir el mismo error.

18+. Juega con responsabilidad. Controla tu bankroll, usa límites de depósito y considera herramientas de autoexclusión si algo se sale de control. La normativa y protección varían según jurisdicción; en México revisa condiciones y verifica licencias y políticas KYC/AML antes de depositar.

Fuentes

  • https://www.mga.org.mt/
  • https://www.ecogra.org/
  • https://upswingpoker.com/

About the Author

Martín López, iGaming expert. Más de ocho años trabajando en torneos online y gestión de bankrolls, con experiencia en plataformas y promociones para jugadores de México. Escribo guías prácticas y comprobadas en mesa real para ayudar a jugadores novatos a tomar decisiones informadas.