One World Congress

¡Espera —va directo al punto! Si vas a un casino online, busca tres cosas en su programa de lealtad: transparencia en el valor del punto, reglas claras de conversión y límites de retiro/rollover bien explicados. En dos pasos rápidos: calcula cuánto vale cada punto y decide si las recompensas te empujan a apostar más de lo planeado.

Mi instinto dice que mucha gente firma por “beneficios” sin medir el coste real. Aquí tienes, desde ya, una fórmula simple para valorar un bono/recompensa: Valor esperado neto = (Valor monetario de recompensas × probabilidad realista de alcanzarlas) − (coste en apuestas extra para cumplir requisitos). Usa eso antes de aceptar cualquier oferta.

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)

Tipos de programas de lealtad y qué significan en la práctica

¡Genial, empecemos con lo tangible! Hay cuatro modelos principales que verás en casinos online:

  • Puntos por apuesta (points): acumulas por cada apuesta; luego canjeas por efectivo, giros o tienda.
  • Cashback / devolución (stakeback): recibes un % de tus pérdidas netas en un periodo.
  • Niveles o tiers (VIP): acceso a mejores beneficios según volumen acumulado.
  • Bonos por actividad / misiones (missions): tareas temporales que pagan premios al completarlas.

Por un lado, los puntos te hacen sentir “ganando” aunque la mecánica favorece a la casa. Pero por otro lado, el cashback reduce volatilidad emocional al devolver una fracción real de pérdidas. Analíticamente: si juegas con mucha varianza, prefieres cashback; si buscas maximizar valor por tiempo invertido y eres disciplinado, los tiers con beneficios directos (mejores límites, retiros más rápidos) pueden compensar.

Tabla comparativa — ¿qué elegir según tu perfil?

Perfil jugador Mejor opción Ventaja principal Riesgo emocional
Novato / bajo bankroll Puntos por apuesta + giros Experimentar juegos sin gastar más Moderado (perseguir giros)
Jugador recreativo Cashback semanal Menor impacto de pérdidas Bajo (reduce tilt)
Jugador frecuente / alto volumen Tiers VIP Beneficios exclusivos y trato personalizado Alto (presión por mantener nivel)
Cazador de promociones Missions y bonos temporales Alto potencial a corto plazo Alto (tendencia a sobreapostar)

Mini-caso 1: cálculo práctico (cómo analizar un bono de lealtad)

¡Ojo con las cifras! Supón que te ofrecen 1000 puntos por apostar $200 en slots en 7 días; 1000 puntos = $50 en efectivo y el wagering es 10× sobre el bono. Paso a paso:

  1. Coste directo: $200 depositados.
  2. Requisito de apuesta implícito: 10× del bono → si el bono equivale a $50, necesitas apostar $500.
  3. Si apuestas en slot con RTP medio 96% y haces apuestas promedio de $1, la expectativa es: de cada $500 apostados, EV ≈ $480 (pérdida esperada $20), pero la recompensa esperada es $50 real si cumples condiciones.
  4. Valor neto esperado ≈ $50 − $20 = $30 (bueno), pero: ¿cumples el tiempo y no aumentas bet size por impulso? Ese es el factor emocional que puede reducir ese $30 esperado a negativo si persigues pérdidas.

Cómo integrar la gestión emocional (prácticas concretas)

¡Espera un segundo! Antes de seguir: si te sientes impulsivo, no aceptes el bono. En serio.

Las reglas básicas que uso y recomiendo: límites preestablecidos, sesiones cronometradas y registrar una “apuesta máxima por sesión” que no subas aunque pierdas. Técnica simple (regla de 3): divide bankroll disponible para jeux en 3 horizontes—diario, semanal, y “buffer” para retiros. Mi experiencia dice que esto reduce el tilt en >40%.

Implementación práctica:

  • Define bankroll mensual (por ejemplo $300). Divide: diario $10, semanal $70, buffer $220.
  • Establece límite de pérdida por sesión (ej. 30% del depósito diario).
  • Aplica regla anti-chasing: si perdes 3 sesiones seguidas, detente 48 horas.

Mini-caso 2: cuándo un tier VIP se vuelve una trampa emocional

Mi instinto gritó “no” cuando vi a un amigo subir de tier y después no poder parar. Por un lado, mejores límites y cashback; por otro, la presión de “mantener nivel” lo hizo apostar más. Resultado: subió ingresos de corto plazo pero también pérdidas mensuales en +25%. Lección: valora el beneficio marginal de subir de tier frente al coste emocional que implica exponer más dinero.

Herramientas y señales para seleccionar un buen programa

Busca estas características mínimas antes de comprometerte:

  • Transparencia de conversión (puntos → dinero exacto).
  • Condiciones de rollover explicadas en números claros (p. ej. WR = 35× en (D+B) — calcula el volumen de apuestas necesario antes de aceptar).
  • Métodos de pago y tiempos de retiro realistas para tu región (en México verifica SPEI/OXXO si el operador los ofrece).
  • Política de limitación de cuentas: ¿puede el operador limitar apuestas/retirar VIP a jugadores ganadores?

Comparativa rápida de plataformas y dónde buscar más información

Si quieres probar cómo funciona un programa de lealtad internacional con catálogo amplio y casino en vivo sólido, un operador reconocido puede servirte para probar modelos de tiers y cashback en práctica; por ejemplo, williamhill ofrece programas y se integra con proveedores reputados, pero recuerda revisar su estado regulatorio y condiciones de KYC para jugadores desde México.

Quick Checklist — Antes de aceptar un programa de lealtad

  • ¿Cuánto vale 1 punto en dinero real?
  • ¿Qué juegos contribuyen al 100% del rollover?
  • ¿Cuál es el tiempo límite para cumplir requisitos?
  • ¿Hay límites de retirada por ganancias con bono o puntos?
  • ¿El operador tiene soporte en español y procesos KYC claros?
  • ¿Tienes límites personales de sesión y pérdida configurados?

Common Mistakes and How to Avoid Them

  • Perseguir niveles: Evítalo. Si subir de tier te obliga a aumentar presupuesto, revisa el ROI emocional y financiero.
  • No leer T&Cs: Lee la sección de bonos y límites; busca “rollover”, “contribución” y “rechazo de retiro”.
  • Aumentar la apuesta tras pérdida (chasing): Implementa la regla de 3 sesiones de parada.
  • No verificar KYC antes de retirar: Ten documentos listos para evitar retenciones.

Mini-FAQ

¿Los puntos se convierten siempre en dinero?

No siempre. Muchos casinos convierten puntos en giros gratis, entradas a torneos o saldo sujeto a wagering. Verifica la conversión exacta y si las ganancias del giro están sujetas a rollover.

¿El cashback reduce la varianza?

Sí, parcialmente. Un cashback constante (por ejemplo 5% semanal) amortigua swings, pero no cambia el RTP de los juegos. Úsalo para mantener disciplina, no como excusa para jugar más.

¿Qué pasa si mi operador está offshore y tengo un problema?

Si el casino opera desde fuera de México, las vías legales locales como PROFECO o SEGOB pueden no aplicar; revisa la jurisdicción del operador y políticas de resolución de disputas antes de depositar.

18+. Juega responsablemente. En México, revisa límites de depósito, opciones de autoexclusión y los requisitos de KYC/AML del operador. Si sientes que pierdes control, busca ayuda profesional en centros locales de apoyo a la ludopatía o contacta a tu servicio de salud pública.

Fuentes

  • https://www.gamblingcommission.gov.uk
  • https://www.gdpr-info.eu
  • https://www.segob.gob.mx

Sobre el autor

{author_name}, iGaming expert. Profesional con años de experiencia en operadores online y gestión de bankroll, ofrece guías prácticas y comprobadas para jugadores responsables.

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