¡Espera… esto puede sonar técnico, pero no es necesario perderse en números!
Aquí está la cosa. Si manejas apuestas deportivas o trabajas en marketing de un casino, entender cómo los modelos predictivos y un buen programa de lealtad se alimentan uno a otro puede marcar la diferencia entre retención real y promesas inútiles.

Primero, un dato práctico: un modelo predictivo útil no es sólo una probabilidad en una hoja; es una regla de decisión que puedes convertir en acciones concretas (ofertas, límites, mensajes).
Si construyes correctamente esa regla, aumentas la retención y reduces pérdidas por jugadores “on tilt”.

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

Observación rápida y utilidad inmediata

Algo no cuadra cuando las promociones se lanzan al azar.
Si vas a gastar presupuesto en bonos, que cada peso gaste vuelva como datos útiles.
Un ejemplo corto: detectar a tiempo a un jugador con comportamiento de “chasing losses” permite ofrecer límites temporales o bonos con condiciones que protejan su bankroll y reduzcan churn.

¿Qué pueden predecir los modelos y para qué sirven?

Mi instinto dice que las áreas más valiosas son las siguientes: retención a 7/30 días, propensión a depositar tras pérdida, propensión a responder a un bono específico y riesgo de autoexclusión.
Expandiendo: un modelo que predice la probabilidad de depositar en la próxima semana te permite segmentar ofertas (bonos pequeños + giros vs. reenganches personalizados).
Reflexión: no es suficiente predecir; hay que decidir la acción condicionada y medir el lift real (A/B) en conversiones y valor de vida del cliente (LTV).

Componentes básicos de un pipeline predictivo — práctico y directo

Espera… no necesitas un equipo de científicos de datos sólo para empezar.
Práctica mínima adecuada:

  • Ingesta de eventos (apuestas, depósitos, retiros, inicio de sesión, duración de sesión).
  • Features simples: ratio win/loss en 24h, tamaño promedio de apuesta, varianza de apuesta, número de días desde último depósito, promociones recibidas y respondidas.
  • Modelos rápidos: regresión logística o árboles (XGBoost) para clasificación; modelos de supervivencia para churn time-to-event.
  • Métricas clave: AUC, precision@k y, lo más importante, uplift real en KPI tras la intervención.

Reflexión larga: incluso un modelo con AUC=0.72 puede generar valor si se integra a acciones que respeten juego responsable y no incentiven chasing; la ética importa tanto como la precisión.

Mini-caso: reenganche después de una racha de pérdidas

Aquí estoy contando una experiencia hipotética realista.
Observación: un segmento de jugadores que perdieron 3 sesiones seguidas y no depositaron en 7 días tenía un 12% de probabilidad de volver espontáneamente.
Expande: al ofrecer una promoción suave (crédito pequeño con rollover moderado y mensaje de soporte responsable) a los de probabilidad entre 20–40%, el uplift fue +45% en reactivaciones sin aumentar el gasto por jugador.
Reflexión: seleccionar bien el umbral y el formato de la oferta evita alimentar la conducta de chasing.

Cómo casar modelos predictivos con programas de lealtad

Algo no cuadra cuando el programa de lealtad es sólo “puntos por apostar”.
Expande: piensa en un programa que reacciona. Por ejemplo, cuando un modelo detecta mayor probabilidad de churn, el jugador recibe puntos VIP temporales o acceso a misiones con objetivos bajos de apuesta para recuperar engagement sin empujar a invertir más.
Reflexión: los mejores programas no premian sólo volumen, sino comportamientos saludables y valiosos (frecuencia, juegos con margen, tiempo en la plataforma).

Comparación práctica: enfoques de programas de lealtad

Enfoque Métrica priorizada Ventaja Riesgo
Puntos por gasto Ingresos brutos Sencillo de implementar Incentiva apuesta agresiva
Misiones por comportamiento Frecuencia y retención Mejor LTV a largo plazo Complejidad técnica
Segmentación dinámica (modelo-driven) Lift por segmento Optimiza presupuesto Requiere datos y tests A/B

Integración técnica mínima (checklist para equipos pequeños)

Espera… antes de construir, revisa esto:

  • Recolectar eventos en crudo por usuario (día/hora, juego, stake, resultado).
  • Pipeline ETL con agregaciones diarias (rolling 7/30 días).
  • Backtest simple: simula campañas históricas para estimar uplift.
  • Política de acción: qué oferta se envía según probabilidad y riesgo.
  • Mecanismos de seguridad: límites automáticos y triggers de autoexclusión.

¿Dónde encaja la recomendación de plataforma?

Mi instinto me dice que la confianza y el cumplimiento local importan. Para mercados como México conviene operar con proveedores que ofrezcan integraciones con métodos locales (SPEI, OXXO) y herramientas de lealtad nativas para medir LTV y responder en tiempo real. Una opción con presencia localizada y atención en español facilita pruebas y cumplimiento.

Si necesitas ver ejemplos de cómo se ve una plataforma localmente adaptada y con promociones tipo misiones, puedes revisar un sitio operando en MX que integra estas prácticas: visit site.

Quick Checklist — antes de lanzar

  • Definir 2–3 objetivos medibles (p. ej. retención 7 días, reactivación, NPS).
  • Seleccionar features simples y auditables.
  • Entrenar modelos con ventana temporal clara y validación fuera de muestra.
  • Diseñar reglas comerciales y límites de RG (responsible gaming).
  • Implementar pruebas A/B con métricas económicas (LTV, CAC, ROI).

Common mistakes and how to avoid them

  • Errores de atención: enviar promociones masivas sin segmentación → solución: umbrales de probabilidad y tests controlados.
  • Anclaje en métricas supervivencia: confiar sólo en AUC sin medir uplift → solución: medir efectos comerciales reales.
  • Ignorar señales de riesgo de juego → solución: integrar reglas de bloqueo y ofertas de ayuda cuando el modelo detecte chasing o variabilidad extrema.
  • No documentar cambios del modelo → solución: versión y registro de performance por cohortes.

Mini-FAQ

¿Cuánto datos necesito para un modelo inicial?

Un modelo básico puede arrancar con 3–6 meses de datos diarios y al menos varios miles de usuarios activos. Lo importante es validar fuera de muestra y mantener actualizaciones periódicas.

¿Qué modelos son recomendables para empezar?

Regresión logística para problemas binarios simples; árboles (Random Forest/XGBoost) para relaciones no lineales; modelos de survival para churn. Empieza simple y escala.

¿Cómo evitar que el programa de lealtad incentive comportamiento dañino?

Incluye límites por usuario, evita recompensar exclusivamente por pérdidas, y activa triggers de intervención cuando el modelo detecte patrones de chasing. Siempre prioriza herramientas de juego responsable.

18+. Juego responsable: establece límites, revisa KYC/AML locales (en México: requisitos de verificación de identidad y límites de transacción), y usa herramientas de autoexclusión si lo necesitas. Si sientes que el juego te está afectando, busca apoyo profesional y organizaciones como Gambling Therapy.

Fuentes y recursos

  • https://www.mga.org.mt
  • https://www.gob.mx/segob/acciones-y-programas/juegos-y-sorteos
  • https://www.ecogra.org

About the Author

{author_name}, iGaming expert. Trabajo con datos y producto en plataformas de juego con enfoque en MX; combino experiencia práctica en operaciones, cumplimiento y análisis para diseñar programas de lealtad eficientes y responsables.

Leave a Reply

Your email address will not be published. Required fields are marked *