Espera.
Aquí va lo útil desde ya: si te ofrecen un cashback del 10% en pérdidas semanales, no es lo mismo recibir $100 que cubrir $100 en pérdidas netas; todo depende del rollover, límites y probabilidad de recuperarlo jugando.
Mi instinto dice que muchos novatos confunden porcentaje con valor real. Por eso, en los dos primeros bloques te doy fórmulas prácticas y un ejemplo numérico que puedes aplicar en 2 minutos y una hoja de Excel.

¡Venga! Empezamos con la matemática práctica.
Cálculo rápido de valor esperado del cashback (VE): VE = Cashback% × Pérdida esperada.
Si te ofrecen 10% cashback sobre pérdidas (sin rollover) y esperas perder $2,000 MXN ese mes, el VE es $200 MXN.
Pero atención: si el cashback tiene WR (wagering requirement) o límites mínimos/máximos, tu VE real cambia: VE_real = Cashback% × Pérdida_esperada × Factor_de_compliance, donde Factor_de_compliance < 1 refleja juego permitido, RTP y requisitos.

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)

¿Por qué interesa entender el cashback desde la primera apuesta?

¡Wow!
El cashback parece una red de seguridad.
En realidad, es una herramienta de retención. Las casas saben que un reembolso pequeño pero regular reduce la fricción para volver a depositar. Desde la perspectiva del jugador, sirve para suavizar la varianza. Desde la del operador, aumenta LTV (lifetime value).
Si no consideras cambios en tu comportamiento —apostar más o con mayor frecuencia— el cashback puede fácilmente convertirse en gasolina para pérdidas mayores.

Tipos de cashback y su impacto económico

Espera…
No todos los reembolsos se crean iguales. Los modelos básicos son: reembolso directo (sin condiciones), reembolso con wagering (WR), reembolso en bonos (no retirables hasta cumplir) y programas VIP (pago porcentual más límites).
Cada modelo tiene un coste real distinto para el jugador y diferente incidencia en la tesorería del operador. A continuación tienes una tabla comparativa que uso para decidir si aceptar una oferta o no.

Modelo Cómo se paga Ventaja para jugador Riesgo oculto Cuándo aceptarlo
Reembolso directo Efectivo en cuenta Máximo valor líquido Raro; suele tener límite Siempre, si hay límite mínimo bajo
Reembolso con WR Bono sujeto a apuesta Percepción de reembolso WR alto reduce valor real Sólo con WR ≤ 10× y RTP favorable
Reembolso en giros/bonos Giros o créditos Entretenimiento No siempre convertible Si buscas jugar, no retirar
VIP / Tiered cashbacks Porcentaje según nivel Mejor si eres frecuente Requiere depositar/cumplir niveles Para jugadores con bankroll planificado

Pequeños casos prácticos (mini-cases)

Al principio pensé que un 15% cashback era ganador automático.
Luego ocurrió esto: Jorge deposita $5,000 MXN al mes, juega con slots de RTP 95% y acepta 15% cashback con WR 20× sobre el bono.
Cálculo: Pérdida esperada (simple) = Depósito × (1 − RTP) = 5,000 × 0.05 = $250 MXN. Cashback bruto = 15% × Pérdida_real = 37.5 MXN. Pero con WR 20× aplicado al bono, la fracción que realmente puedes convertir es casi nula. Entonces, VE_real ≈ $0–$10. Resultado: más marketing que ayuda real.

Caso B: Ana juega con estrategia conservadora (apuestas muy pequeñas, búsqueda de juegos de alto RTP). Le ofrecen 5% cashback sin WR. Su pérdida mensual promedio: $1,200. Cashback = $60 directo. Para su bankroll, esos $60 representan 5% de recuperación y le permiten sostener 1–2 sesiones adicionales sin depositar. En su caso, el programa funciona como seguro de baja fricción.

Cómo calcular si un cashback vale la pena (fórmula paso a paso)

Mi método rápido en 4 pasos:
1) Estima pérdida esperada mensual (PE).
2) Multiplica por Cashback% → CB_bruto = PE × %CB.
3) Aplica factor de retención por condiciones: Compliance = (1 − WR_factor − Juego_excluido_factor − Límites_factor). Una regla empírica: si WR ≥ 20×, WR_factor ≈ 0.9 (pierdes 90% del valor).
4) VE_real ≈ CB_bruto × (1 − WR_factor − Exclusions).

Ejemplo numérico rápido: PE = $2,000; %CB = 10% → CB_bruto = $200. WR = 10× → WR_factor ≈ 0.5. Exclusions (juegos no elegibles) = 0.1. Entonces VE_real ≈ 200 × (1 − 0.5 − 0.1) = $80.

Checklist rápido antes de aceptar cualquier cashback

  • ¿Es efectivo directo o bono con WR?
  • ¿Qué juegos contribuyen al cumplimiento (slots vs. mesa)?
  • ¿Hay límites máximos/mínimos de reembolso?
  • ¿Periodo de cálculo (diario, semanal, mensual)?
  • ¿Condiciones de KYC/retirada y tiempo de procesamiento?
  • ¿La casa muestra licencia en MX (SEGOB) o laboratorio auditor externo?

Impacto en la conducta del jugador: lo psicológico

¡Aquí está la trampa psicológica!
Un cashback reduce el dolor inmediato de perder.
Eso cala hondo: menos culpabilidad para volver a apostar. En psicología del jugador se llama reducción de aversión a la pérdida temporal.
Mi recomendación práctica: si aceptas cashback, añade reglas personales (por ejemplo: sólo acepto si mi pérdida promedio excede X y mi depósito no aumenta más de Y%).

Consecuencias económicas para el operador

Los operadores diseñan cashbacks para optimizar LTV y retención.
Por un lado, el coste directo es el pago del reembolso. Por otro, generan mayor frecuencia de juego. En negocio, es una inversión en retención. Para operadores con buena liquidez y márgenes, el cashback actúa como palanca: incrementa depósitos recurrentes y reduce churn.
Para operadores arriesgados o sin licencia clara, las políticas opacas pueden servir como palanca para retener jugadores hasta que el jugador no pueda retirar fácilmente sus ganancias — por eso es clave verificar licenciamiento y auditoría RNG antes de confiar dinero.

Comparación breve de herramientas para medir efectividad (para operadores y jugadores)

Métrica Cómo calcular Interpretación
VE por jugador CB_real promedio / Nº jugadores que reclamaron Cuánto cuesta retener a cada jugador
Incremento de depósitos (Depósitos post-cb − depósitos pre-cb) / pre-cb Elasticidad frente a oferta
Churn reducción Churn_pre − Churn_post Retención atribuible

Recomendación práctica (y una mención honesta)

Mi consejo directo: antes de jugar, hazte una hoja simple con tus números esperados (depósito mensual, pérdida tolerable, tamaño de apuesta). Si el cashback aumenta tu VE_real por encima de 0 sin exigirte apuestas absurdas, puede valer la pena. Si exige WR ≥ 20× o excluye la mayoría de los juegos, mejor ignóralo.
Para jugadores en México conviene preferir operadores con licencia y auditoría externa: la transparencia reduce el riesgo de retrasos o retenciones en retiros.

Ejemplo de decisión práctica y referencia útil

Si eres novato y quieres una plataforma donde comparar promociones y entender condiciones antes de aceptar, revisa ofertas con cuidado. Un sitio para ver promociones —y luego verificar licencias y reputación— te ayuda a decidir si vale la pena: mxwin puede ser un lugar donde ver ofertas, pero recuerda siempre comprobar la licencia, los términos y la reputación antes de depositar.

Common mistakes and how to avoid them

  • Confundir %CB con dinero líquido. Evitar: leer la letra pequeña sobre WR y exclusiones.
  • Aceptar CB y aumentar stake. Evitar: fijar un límite de apuesta máximo por sesión.
  • No verificar licencia o auditoría. Evitar: confirmar autorización (SEGOB u otra) y buscar sellos de eCOGRA/iTech.
  • Olvidar KYC/retenciones. Evitar: tener documentos listos y no depositar grandes sumas sin verificaciones previas.

Mini-FAQ

¿Un cashback mejora mis probabilidades de ganar?

Espera. No cambia el RTP ni las probabilidades; es un ajuste de flujo de caja: reduce pérdidas netas esperadas si es efectivo directo. Si viene con WR alto, su utilidad efectiva puede ser nula.

¿Es mejor un 5% sin WR o un 20% con WR 30×?

Depende. Por lo general, 5% sin WR suele ser más valioso. El WR 30× convierte la oferta en casi un bono de entretenimiento más que en reembolso real.

¿Cómo afecta KYC y retiros al cashback?

Las retiradas pueden bloquearse si no completas KYC. Asegúrate de verificar identidad ANTES de aceptar ofertas cuantiosas; los retrasos en KYC pueden hacer que la oferta pierda sentido práctico.

18+. Juega con responsabilidad. Si sientes que apuestas interfieren en tu vida, busca ayuda: en México puedes contactar a servicios locales de salud mental o líneas de ayuda. Verifica siempre licencias (SEGOB) y políticas de protección al jugador antes de depositar. El juego implica riesgo financiero y no hay garantías de ganancias.

Fuentes

  • https://www.gob.mx/segob
  • https://www.who.int/news-room/fact-sheets/detail/gambling-disorder
  • https://www.egba.eu/responsible-gambling/

Sobre el autor

Carlos Méndez, iGaming expert. Trabajo en la industria desde 2013, asesorando operadores y desarrollando políticas de bonos y retención. Escribo guías prácticas para ayudar a jugadores novatos a tomar decisiones informadas y seguras.

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