Sistemas de Baccarat en Vivo y cómo aplicarlos a tus apuestas en Baloncesto (NBA incluido)

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Espera… esto no es magia.

Si llegaste buscando un sistema infalible, mejor suspira ahora: no existe. Pero sí hay métodos prácticos y sensatos para gestionar tu dinero y mejorar la consistencia de tus apuestas en baccarat en vivo y en partidos de baloncesto, incluida la NBA.

Aquí te doy pasos concretos, ejemplos numéricos y tablas comparativas que puedes probar hoy mismo, además de una checklist rápida para evitar los errores más frecuentes.

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)

Observación rápida: ¿por qué comparar baccarat y apuestas de NBA?

¡Curioso, verdad?

Baccarat en vivo y apuestas en baloncesto parecen mundos distintos: uno es casino, el otro es deporte. Sin embargo, comparten dos elementos clave: gestión del bankroll y manejo de la varianza. Entender eso cambia todo.

En baccarat la ventaja de la casa es fija (aprox. 1.06% en la apuesta a la banca con comisión), mientras que en NBA las probabilidades fluctúan según información y mercado; aun así, en ambos escenarios puede aplicarse una disciplina de staking y un análisis de riesgo/recompensa que reduzca la probabilidad de arruinar una racha.

Fundamentos que debes dominar antes de aplicar cualquier sistema

¡Ojo!

Antes de probar un sistema, define tres cosas: bankroll total, tamaño de unidad (stake) y límite de pérdida por sesión. Sin estos tres, cualquier sistema es ruleta rusa.

Regla práctica: usa entre 1% y 2% del bankroll como unidad base en apuestas deportivas; en baccarat para sesiones recreativas puedes usar 0.5%-1% si la banca te lo permite. Esto reduce el riesgo de catástrofe por rachas negativas.

Además, conoce las reglas locales: en México los operadores deberían estar regulados por la SEGOB para casinos con presencia física/online; para apuestas deportivas busca plataformas con licencias claras y procesos KYC/AML. Y recuerda: 18+ (o 21+ donde aplique).

Sistemas aplicables: descripción y matemática simple

¡Va lo práctico!

Presento cinco sistemas que puedes adaptar tanto a baccarat en vivo como a apuestas de NBA. Para cada uno incluyo la lógica, fórmula breve y un mini-ejemplo numérico.

1) Flat betting (apuesta plana)

Concepto: apostar la misma unidad constantemente.

Fórmula: stake fijo = Bankroll × porcentaje fijo (p. ej. 1%).

Ejemplo: Bankroll $10,000 MXN → stake = $100 MXN (1%). Si pierdes 10 apuestas seguidas, pierdes $1,000 (10%).

Ventaja: máximo control de riesgo. Desventaja: crecimiento lento en rachas positivas.

2) Martingale (doblar tras pérdida) — con límites

Idea: recuperar pérdidas doblando hasta ganar.

Fórmula simulada: stake_n = stake_0 × 2^n; pero incluir límite de pasos N y tope de bankroll.

Ejemplo: stake inicial $50 → secuencia 50, 100, 200, 400. Si tu mesa o bookie limita a $500, el plan se frustra en el paso 4. Riesgo: ruina rápida.

3) Anti-Martingale / Paroli (doblar tras victoria)

Concepto: aprovechar rachas buenas para maximizar ganancias sin arriesgar el principal.

Fórmula simple: stake_n = stake_0 × 2^k (k = número de victorias consecutivas, con techo).

Ejemplo: stake $100 → si ganas dos seguidas, vas con 100→200→stop. Protege ganancias y evita martingala inversa perniciosa.

4) 1-3-2-6 (estructura para series cortas)

Descripción: progresión positiva con objetivo de 6 unidades en cuatro apuestas.

Ejemplo: stake $50 → apuestas: 50, 150, 100, 300. Si completas la secuencia sin fallar, terminas con +600 (menos stakes). Es útil en partidos con edge pequeño o en sesiones cortas de baccarat.

5) Kelly fraccional (gestión óptima según edge estimado)

Fórmula básica: f* = (bp – q) / b, donde b = cuota neta, p = probabilidad estimada, q = 1 – p.

Ejemplo práctico (apuestas deportivas): si crees que una selección tiene probabilidad 0.55 (55%) y la cuota decimal es 2.00 (b=1), f* = (1×0.55 – 0.45)/1 = 0.10 → apostar 10% del bankroll. Para seguridad usa Kelly fraccional (p.ej. 1/4 Kelly).

Nota: exige estimaciones de probabilidad sólidas; no es para principiantes sin modelado.

Tabla comparativa rápida — ¿qué elegir según tu perfil?

Sistema Riesgo Ventaja Recomendado para
Flat betting Bajo Fácil, control de pérdidas Principiantes
Martingale Alto Recuperación rápida (si funciona) Jugadores con bankroll grande y límites altos (no recomendable)
Paroli (Anti-Martingale) Medio Maximiza rachas buenas Jugadores moderados
1-3-2-6 Medio Buena para sesiones cortas Recreativos con disciplina
Kelly fraccional Variable Óptimo en expectativa a largo plazo Analistas y apostadores con modelos

Donde practicar sin arriesgar demasiado

Aquí entra la parte práctica: probar en modo real con stakes bajos o en demos cuando sea posible. Si buscas una plataforma para experimentar con límites pequeños y calzada local para México, puedes register now y probar sesiones de bajo riesgo antes de escalar tus apuestas.

Ten en cuenta la transparencia de la plataforma: revisa políticas KYC/AML y tiempos de retiro. En MX es preferible operar con plataformas que muestran su licencia claramente y tienen atención al cliente con canales verificables.

Mini-casos prácticos (hipotéticos pero realistas)

Caso A — Baccarat, estrategia 1-3-2-6:

Bankroll $5,000 MXN; unidad = $50. Si completas la secuencia con apuestas 50-150-100-300 y ganas 3 de 4, terminas con +$300 antes de evaluar si continuar. Si pierdes, la pérdida máxima en la secuencia son las apuestas realizadas (controlable).

Caso B — NBA, Kelly fraccional:

Bankroll $20,000; detectas un edge: crees que un underdog tiene 40% de probabilidad pero la cuota implícita dice 30%. Convertir esa ventaja en p: p=0.40, q=0.60, b= (decimal-1). Si la cuota es 3.00 → b=2, f* = (2×0.40 – 0.60)/2 = (0.8 – 0.6)/2 = 0.1 → 10% (usar 1/4 Kelly → 2.5%). Apuesta inicial $500. Resultado: disciplina y control emocional son claves.

Quick Checklist: antes de apostar

  • Define bankroll absoluto y unidad de apuesta.
  • Establece límites de pérdida diaria y ganancia para cerrar sesión.
  • Verifica la licencia y los tiempos de retiro del operador.
  • Practica el sistema en modo demo o con stakes mínimos.
  • Registra cada sesión en un diario (apuestas, razones, resultado).

Common Mistakes and How to Avoid Them

  • Perseguir pérdidas (chasing losses): no aumentes stakes irracionalmente. Mantén el plan.
  • Usar Martingale sin límites: establece tope de pasos y stop-loss.
  • No comprobar vigencias de bonos: los rollover alto en casinos invalidan ganancias.
  • Sobreestimar tu edge: en deportes, cuantifica con datos; en baccarat, respeta las probabilidades estáticas.
  • Ignorar comisiones y vigorish: afectan el EV real.

Mini-FAQ

¿Puedo usar el mismo sistema en baccarat y en NBA?

Sí, en gestión del bankroll y disciplina; pero en evaluación de edge aplican técnicas distintas: baccarat depende de probabilidades fijas, NBA de modelado y línea de mercado.

¿Cuál es el mejor sistema para principiantes?

Flat betting y 1-3-2-6 son buenos para empezar: controlan pérdidas y no requieren estimaciones complejas.

¿Martingale puede funcionar a largo plazo?

Por lo general no: los límites de mesa y la probabilidad de una racha larga hacen que el riesgo supere el beneficio esperado.

18+ | Juega responsablemente. Si sientes que el juego se sale de control, busca ayuda con líneas locales de apoyo o servicios de prevención de adicciones en México. Revisa y cumple los requisitos KYC/AML y las regulaciones aplicables antes de operar.

Fuentes y referencias

  • https://www.gob.mx/segob
  • https://www.igaminglicensing.com/itech-labs-testing/
  • https://www.begambleaware.org/

About the Author

{author_name}, iGaming expert. Trabajo en la industria desde hace más de diez años, combinando experiencia operativa en mesas en vivo y modelado de márgenes para apuestas deportivas. Escribo para ayudar a jugadores a gestionar riesgo con sentido común y números.

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