Sistemas de Baccarat en Vivo y Programas de Reembolso: guía práctica para novatos

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Sistemas de Baccarat en Vivo y Programas de Reembolso: guía práctica para novatos

¡Espera! Antes de apostar una ficha: ¿sabes realmente qué te devuelve un cashback y cómo se integra con tu sesión de Baccarat en vivo?

Mi instinto dice que muchos jugadores confunden reembolso con “ganancia garantizada”. No es así. Aquí te doy pasos concretos, números y mini-casos para que evalúes sistemas y promociones sin perder tiempo ni dinero.

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)

Qué vas a aprender ahora (resumen práctico)

Rápido y útil: 1) Cómo funcionan los sistemas simples en Baccarat en vivo; 2) Cómo leer un programa de cashback y calcular su impacto real; 3) Checklist para decidir si aceptar una oferta o no.

Observación rápida: esencia del Baccarat en vivo

¡Es verdad! Baccarat es uno de los juegos con reglas más simples en un casino en vivo: apuestas a Jugador, Banca o Empate. Pero la simplicidad del juego no implica simplicidad financiera; la ventaja de la casa varía según la apuesta (Banca suele ~1.06% con comisión; Jugador ~1.24%; Empate mucho peor).

Sistemas comunes aplicables al Baccarat en vivo (y por qué importa el cashback)

Por un lado, tienes sistemas de apuesta (p. ej. Martingala, Paroli, Sistema de Fibonacci). Por otro lado, tienes mecanismos fuera del volante (cashback, rakeback, promociones). Ambos influyen en tu EV (valor esperado) y volatilidad.

Al principio pensé que un cashback del 1% era irrelevante; luego me di cuenta que en sesiones largas reduce la varianza efectiva y puede mejorar la longevidad del bankroll. Por un lado mejora el “runway”; pero por otro, puede incentivar apostar más para alcanzar umbrales de bonos.

Mini-explicación matemática (simple)

Si apuestas 1,000 MXN por sesión y juegas 100 apuestas de 100 MXN con ventaja media de casa 1.2%:

  • Pérdida esperada por sesión = 1,000 MXN × 1.2% = 12 MXN (esto es aproximado al sumar apuestas).
  • Si recibes cashback del 1% sobre volumen neto de apuesta (no sobre pérdidas): cashback = 1,000 MXN × 1% = 10 MXN, casi compensa.

Mi conclusión: un cashback cercano a la ventaja de la casa reduce significativamente el desgaste, aunque no cambia que el juego tenga EV negativo.

Tipos de cashback: cómo leer la letra chica

¡Cuidado! Los programas no son iguales. Aquí los clasifico y te doy cómo medirlos.

Tipo Métrica típica Ventaja Desventaja
Cashback directo (por apuesta) % del volumen apostado (p. ej. 0.25–2%) Crédito inmediato, retirable Usualmente bajo %, requiere volumen
Cashback por pérdidas % sobre pérdidas netas Protege sesiones malas Suele venir con rollover o límites
Cashback escalonado (VIP) % sube con niveles Mejor para jugadores regulares Requiere actividad sostenida
Bonos convertibles Créditos con WR (wagering) Mayor % nominal Condiciones complejas, no retirables antes

Comparación práctica de enfoques (¿qué elegir?)

Observa esto como si compararas cuentas bancarias: tasa efectiva vs. restricciones.

Escenario Mejor opción Por qué
Juego casual (pocas sesiones, bajo volumen) Cashback directo, sin WR Liquidez inmediata y transparencia
Jugador regular (margen de apuesta medio) Escalonado / VIP Mejor retorno acumulado
Cazador de bonos (busca grandes bonos) Bonos con WR solo si entiendes matemáticas Riesgo alto; a veces no vale la pena

Mini-casos reales (hipotéticos, pero prácticos)

Ejemplo A — Sesión corta y cashback directo:

Jugadora A apuesta 20 rondas de 100 MXN en Banca; volumen = 2,000 MXN. Cashback 1% = 20 MXN acreditados. Ventaja de casa ~1.06% → pérdida esperada = 21.2 MXN. Resultado: cashback casi compensa la ventaja en esa sesión breve.

Ejemplo B — Jugador regular con VIP:

Jugador B apuesta 50,000 MXN mensual; recibe 0.5% cashback = 250 MXN + beneficios VIP (retiros más rápidos). Aquí el cashback se vuelve significativo, reduce la erosión del bankroll y mejora el ROI de jugar por entretenimiento.

¿Dónde encaja la elección del casino? (criterios)

Al elegir plataforma valora: licencia (por MX, SEGOB), tiempos de retiro, KYC, transparencia del cashback (retiro inmediato vs. wagering), proveedores de juegos y reputación en pagos.

Para jugadores en México es relevante operar con licencias locales y una política de promociones clara, como la que muestra playuzu en sus páginas informativas sobre recompensas y retiros.

Checklist rápido antes de aceptar un cashback

  • ¿El cashback se acredita como dinero real o como bono con WR?
  • ¿Cuál es la base de cálculo: volumen bruto, pérdidas netas o apuestas elegibles?
  • ¿Hay límites diarios/mensuales o requisitos de apuesta para retirar?
  • ¿El casino tiene licencia en México y procesos KYC claros (SEGOB)?
  • ¿Las reglas excluyen ciertos juegos (p. ej. apuestas a empate en Baccarat)?

Errores comunes y cómo evitarlos

¡Aquí lo que más veo que falla entre novatos!

  • Confundir cashback con ganancia: el cashback reduce pérdidas esperadas, no invierte el EV negativo.
  • Ignorar exclusiones de juego: muchas promociones excluyen ciertos tipos de apuesta.
  • Perseguir recompensas (chasing): aumentar apuestas para obtener más cashback puede multiplicar pérdidas.
  • No completar KYC antes de tiempo: provoca retrasos en retiros y pérdida de confianza.

Mini-cálculo de valor real (ejemplo numérico breve)

Supón: apuestas mensuales = 30,000 MXN. Cashback = 0.75% sobre volumen. Pago mensual = 225 MXN. Ventaja de casa promedio = 1.2% → pérdida esperada = 360 MXN. Efecto neto: reduces pérdida esperada a 135 MXN. Resultado: la promoción reduce el “coste” de jugar, pero no lo elimina.

Integrando sistemas de apuesta y cashback: estrategia práctica

Mi recomendación pragmática para novatos:

  1. Usa gestión de bankroll (sesión = 1–2% del bankroll total).
  2. Evita Martingala agresiva; prefiere flat bets o aumentos controlados (p. ej. +10% tras tanda de pérdidas moderadas).
  3. Activa cashback que sea retirables o con condiciones claras; evita bonos con WR altos.
  4. Registra sesiones: volumen, resultados, cashback recibido. Después de 10 sesiones, evalúa efectividad.

Mini-FAQ: dudas rápidas

¿El cashback cambia las probabilidades del Baccarat?

No. El cashback no altera las probabilidades del juego; se aplica sobre actividad y reduce tu pérdida neta esperada, pero el EV del juego sigue siendo negativo por la ventaja de la casa.

¿Es mejor un cashback pequeño y sin WR o uno grande con WR?

Para novatos, un cashback pequeño y sin WR suele ser más valioso porque ofrece liquidez real y menos fricción. Bonos grandes con WR requieren cálculos complejos y suelen tener valor efectivo menor.

¿Debo preocuparme por KYC y retiros si uso cashback?

Sí. Muchos casinos requieren KYC antes del primer retiro. Completa verificación con documentos oficiales para evitar demoras y asegúrate de revisar límites de retiro.

18+ | Juega responsablemente. Si estás en México, verifica que el operador cumpla con la normativa de la SEGOB (Dirección General de Juegos y Sorteos) y usa herramientas de límite, autoexclusión y revisión de realidad. Si crees tener un problema con el juego, busca ayuda profesional.

Fuentes

  • https://www.gob.mx/segob/acciones-y-programas/juegos-y-sorteos
  • https://www.gamingcommission.gov.uk/
  • https://www.begambleaware.org/

Sobre el autor

{author_name}, iGaming expert. Trabajo con análisis de promociones y sistemas de juego desde hace años; he probado estrategias de Baccarat en vivo en sesiones controladas y asesoro a jugadores sobre gestión de bankroll y evaluación de promociones.

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