Formatos de torneos de póker y cómo usar apuestas de proposición (props) sin perder la cabeza

¡Espera… esto no es la típica guía seca!

Si acabas de entrar al mundo de los torneos de póker y escuchas “props” por primera vez, necesitas dos cosas ya: saber qué formatos existen y entender cómo funcionan las apuestas de proposición dentro y fuera de los torneos. Aquí vas a encontrar pasos prácticos, ejemplos numéricos y una mini‑estrategia para novatos que quieren jugar con cabeza sin dejarse llevar por el “tilt”.

Algo no cuadra cuando la gente confunde formato con estrategia. Primero aclaremos formato; luego, cómo encajan las props —y cuándo evitarlas.

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)

1. Formatos de torneos de póker: qué realmente importa

Breve: no todos los torneos son iguales. Es fundamental saber qué formato elegir según tu bankroll y experiencia.

  • Torneo Sit & Go (SNG): torneos de una sola mesa, empiezan cuando se completa. Ideal para practicar estructuras de premios y burbuja. Buena curva de aprendizaje.
  • Multi‑Table Tournament (MTT): muchos jugadores, varias mesas; estructura escalonada de ciegas y payouts más largos. Alta varianza, alta recompensa.
  • Freezeout: una vida por jugador; cuando te quedas sin fichas, fuera. Sencillo y popular en poker online.
  • Rebuy/Add‑on: permite recomprar fichas en un periodo inicial; favorece jugadores con bankroll mayor y estrategias agresivas tempranas.
  • Bounty / Knockout: premio directo por eliminar jugadores; cambia las prioridades estratégicas (perseguir bounties vs. preservar stack).
  • Turbo / Hyper‑Turbo: ciegas suben rápido; juego muy agresivo, favorece short‑term skill y apuestas arriesgadas.

Mi instinto dice: si eres novato, evita turbo MTTs hasta dominar el juego postflop. Razonamiento: la escalada de ciegas elimina margen de error.

2. ¿Qué son las apuestas de proposición (props) en el contexto de torneos?

Observa: una prop es una apuesta lateral entre jugadores o contra la casa sobre un evento específico no relacionado directamente con el resultado del torneo (ej.: “¿Cuántas veces verá fold un rival en la burbuja?” o “¿Cuánto durará la mesa final?”).

Expandir: las props pueden ser informales (entre amigos) o institucionales (ofrecidas por casas de apuestas o plataformas durante eventos). Su valor percibido suele ser emocional: aumentan la diversión, pero también la propensión a arriesgar más del bankroll.

Reflexión larga: si no controlas tus límites, las props cambian el objetivo del torneo —de ganar a estimar resultados periféricos— y eso erosiona la disciplina que debería dominar tu juego principal.

3. Tipos prácticos de props y ejemplos numéricos

Pequeña lista con casos reales y cómo calcular el valor esperado (EV) de modo simple.

  • Prop simple (binaria): “¿Habrá all‑in antes del nivel 10?” Apuesta 1:1. EV = P(gana)×(ganancia) − P(pierde)×(apuesta). Si estimas probabilidad 0.6 y la apuesta es $10, EV=0.6×10−0.4×10=$2 (positiva).
  • Prop con cuotas ofrecidas: casa paga 3.5× la apuesta por acertar una condición. Si tu estimación real de probabilidad es 0.2, EV = 0.2×(3.5×apuesta) − 0.8×apuesta = (0.7−0.8)×apuesta = −0.1×apuesta (negativa).
  • Prop secuencial (series): “¿Cuántos jugadores serán eliminados en la primera hora?” Aquí conviene modelar con Poisson o usar datos pasados de torneos similares para estimar probabilidad de rangos.

Consejo práctico: para calcular EV rápido, usa esta fórmula: EV = (P_acierto × Pago) − (1 − P_acierto) × Apuesta. Si EV>0, la apuesta es teóricamente rentable; si EV<0, es una apuesta emocional.

4. Mini‑casos: dos ejemplos aplicados

Caso A — SNG 9‑max, buy‑in $20. Entre cuatro hacen prop de “¿quién llega a FT?” sin cuotas. Apuesta $5 a que el Jugador X llega. Estimas P=0.25. EV = 0.25×(5×3) − 0.75×5 = 3.75 − 3.75 = 0. Balance técnico: es juego de azar social, no rentable a largo plazo.

Caso B — MTT con bounty, buy‑in $50. Prop ofrecida por un sitio: “¿habrá doble bounty en nivel 6?” cuota 4×. Estimas P=0.15. EV=0.15×(4×10) − 0.85×10 = 6 − 8.5 = −2.5 (mala idea).

5. Comparación de enfoques: cuándo aceptar props según formato

Formato Riesgo de prop Recomendación Ejemplo práctico
SNG Bajo‑medio Aceptar props sociales con límites; no exceder 5% del buy‑in por prop Prop de “quién bubblea” con apuesta $1–$2
MTT (regular) Medio Evitar props durante fases claves (burbuja/final table) Prop sobre duración de mesa final: mejor no
Turbo / Hyper Alto No tomar props que afecten tu estrategia; la varianza es ya muy alta Prop “all‑in antes de nivel 5” = mala idea
Bounty Variable Si la prop altera tu jugada por el bounty real, reevalúa Prop de “primer eliminado” puede incentivar trampas o collusion

Ahora que viste la tabla, considera una plataforma donde se juegan torneos y también se organizan props de forma regulada: jackpot-city-cl.com official ofrece torneos con estructura clara y reglas para apuestas laterales en eventos especiales, lo que ayuda a mantener transparencia y límites.

6. Quick Checklist: antes de aceptar una prop

  • ¿He estimado honestamente la probabilidad? (si no, no apuestes)
  • ¿La apuesta representa ≤5% de mi bankroll destinado a torneos?
  • ¿La prop altera mi decisión en la mano o mesa? (si sí, evita)
  • ¿Las reglas son claras y hay arbitraje/registro de resultados?
  • ¿Hay riesgo de collusión o conflictos de interés entre jugadores?

7. Errores comunes y cómo evitarlos

  • Perseguir bounties públicos: error — te lleva a jugar manos marginales. Solución: prioriza EV de la mano sobre la prop.
  • No estimar la probabilidad: confiar en “intuición”. Solución: usa datos históricos o revisa manos similares.
  • Apostar más de lo debido: especialmente tras una racha de wins. Solución: regla fija de bankroll (ej.: 1–2% por prop).
  • Confundir entretenimiento con inversión: perder foco estratégico. Solución: separa un presupuesto de “diversión” distinto del bankroll competitivo.

Mini‑FAQ — dudas frecuentes

¿Las props son legales y éticas en torneos en Chile?

Depende. Las props informales entre jugadores suelen ser legales si no hay lavado de dinero ni manipulación. En plataformas reguladas, deben seguir políticas KYC/AML y la legislación aplicable. En Chile, la operación de casinos online se regula por licencias internacionales (ej.: MGA) y las plataformas que aceptan jugadores chilenos suelen requerir verificación de identidad y límites de depósito.

¿Cómo calcular rápidamente si una prop vale la pena?

Usa EV básico: EV = P_acierto×Pago − (1−P_acierto)×Apuesta. Si EV positivo y la apuesta no rompe tu bankroll, es aceptable. Si no, declina.

¿Pueden las props llevar a sanciones en torneos oficiales?

Sí. Si una prop implica collusión, manipulación o violación de reglas del torneo, puede haber sanciones. Siempre verifica el reglamento del organizador antes de aceptar apuestas laterales formales.

8. Reglas prácticas para novatos — mini‑estrategia en 6 pasos

  1. Define bankroll para torneos y otra bolsillo para props recreativos.
  2. Limita props a ≤5% del bankroll de torneos por evento.
  3. No aceptes props que cambien tu decisión básica en una mano.
  4. Prioriza transparencia: acuerda reglas y testigos por escrito si es posible.
  5. Registra tus props para análisis posterior (ganancias/pérdidas, sesgos).
  6. Revisa resultados trimestralmente y ajusta límites.

Mi experiencia personal: aposté una vez en una prop atractiva en un MTT grande sin estimar probabilidad. Perdí 3 buy‑ins y aprendí la regla nº1: separar diversión de bankroll competitivo. Desde entonces, aplico la regla 5% y duermo mejor.

18+. Juega responsablemente. Mantén límites, activa herramientas de gestión (depósitos, pérdidas máximas, autoexclusión) y utiliza verificación KYC cuando sea requerida. Si sientes que tu juego se sale de control, busca ayuda profesional y recursos locales de apoyo.

Sources

  • Malta Gaming Authority — registro y normativas (buscar en el sitio oficial MGA para licencias y listados de operadores)
  • eCOGRA — estándares de auditoría para casinos online y RNG
  • Artículos y guías de estrategia de póker en portales reconocidos (estadísticas MTT y SNG)

About the Author

Marcos Rivas, iGaming expert. Jugador y coach con más de 8 años en torneos online y experiencia en gestión de bankroll para jugadores de Latinoamérica. Escribo guías prácticas basadas en resultados de mesa y análisis de EV.