Evaluaciones de riesgo en fusiones y adquisiciones del sector del juego: guía práctica para tomar decisiones seguras

Espera… esto no es otro resumen teórico. Aquí vas a encontrar pasos concretos que puedes aplicar ahora mismo si tu empresa, fondo o equipo está evaluando comprar o fusionarse con un operador de casinos online o una productora de software. Primeros dos beneficios prácticos: 1) un checklist operativo para identificar “red flags” en 60 minutos; 2) una fórmula simple para estimar el riesgo de retención de clientes tras la integración.

¡Wow! Antes de nada, un par de observaciones rápidas: las cifras y procedimientos que comparto provienen de experiencia directa en due diligence del mercado latinoamericano y europeo, y de auditorías funcionales hechas a proveedores de pagos y plataformas de juego. No prometo atajos, pero sí claridad para no regalar valor en un deal mal evaluado.

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¿Qué está en juego? Observación rápida y contexto

Algo no cuadra cuando un target tiene crecimiento alto pero márgenes inexplicables. Mi instinto dice: revisa dos cosas de inmediato —licencias y flujo de caja real— antes de mirar la UX o la biblioteca de slots. Por un lado, una licencia sólida reduce riesgo regulatorio; por otro, problemas en KYC/AML suelen anticipar fricciones en pagos y churn.

Al principio pensé que la mayoría de fusiones fallaba por cultura; luego me di cuenta de que la verdadera causa es técnica: integración pobre de conciliación de pagos y sistemas de bonificación incompatible con las reglas del comprador. Por un lado puedes aceptar un periodo de inestabilidad; pero por otro, si los procesos de retiro están rotos, el daño reputacional se multiplica y se vuelve caro de reparar.

Fase 1 — Checklist de evaluación rápida (60 minutos)

Aquí tienes una lista escalable que puedes cubrir en una primera reunión con el equipo legal y técnico. Obsérvala y aplica de manera inmediata.

  • Licencias y jurisdicciones: ¿qué autoridad regula al target? (MGA, KGC, SEGOB, Curaçao…)
  • Certificaciones de RNG y auditorías (eCOGRA, iTech Labs): verifica reportes públicos.
  • Historial de quejas públicas: AskGamblers, Casino.guru; ¿patrones en retiros o KYC?
  • Procesadores de pago: listado completo y acuerdos de merchant; presencia de métodos locales (SPEI, OXXO) para MX.
  • Políticas de bonos: estructura de rollover, contribuciones por juego y cláusulas de abuso.
  • SLA de soporte y tiempos reales de retiro: tiempos prometidos vs. tiempos reportados por usuarios.
  • Stack técnico: proveedor de plataforma (Microgaming, Playtech, SoftSwiss, etc.) y compatibilidad API.
  • Exposición fiscal y estructura corporativa: domicilios, empresas hermanas y riesgos de “pierna” offshore.

Fase 2 — Análisis cuantitativo mínimo (números que importan)

Espera… no te asustes con fórmulas; aquí van tres cálculos que resuelven muchas dudas básicas.

1) Ratio de liquidez operativa (RLO): efectivo disponible / salidas proyectadas en 90 días. Si RLO < 1 → bandera roja inmediata. Por ejemplo, si un casino tiene $500k en caja y flujos de retirada proyectados de $800k en 90 días, RLO = 0.625.

2) Riesgo de retención post-fusión (RRP) — fórmula simple: RRP = 1 – exp(-α·ΔSL + β·ΔP) donde ΔSL = cambio en nivel de servicio (0–1), ΔP = cambio en políticas de pago/bono (0–1), α y β son coeficientes empíricos (sugerencia: α=1.6, β=1.2 para mercados emergentes). Si RRP > 0.35, prepara estrategia de retención urgente.

3) Exposición a contracargos y fraude: % ingresos sujetos a reclamación en últimos 12 meses. Si >2.5% — investigar controles antifraude.

Mini-caso 1 — adquisición tentativa con jackpot progresivo

Observación: operador A maneja Mega Moolah y presenta picos mensuales de retiros por jackpots. Expandir: el cashflow puede ser volátil: un jackpot puede significar una salida de $3–10M en un mes. Reflexión larga: si el comprador no tiene líneas de crédito adecuadas o cláusulas contractuales que permitan escalonar el pago (como pagos fraccionados por la red de jackpot), corre riesgo de liquidez inmediata y daño a marca.

Comparación de enfoques de integración (tabla)

Enfoque Ventaja principal Riesgo mayor Tiempo típico
Integración técnica completa (single stack) Sincronía total, optimización costes Pérdida temporal de usuarios; alto coste inicial 9–18 meses
Integración por capas (bridge API) Menor impacto en experiencia usuario Complejidad de orquestación; deuda técnica 3–9 meses
Operación separada (standalone) Baja complejidad inicial Escala limitada; coste operativo duplicado indefinido

Recomendación práctica en la mitad del proceso

Por un lado, realiza due diligence legal y técnica simultáneamente. Por otro lado, no ignores la experiencia local de pagos. Si estás evaluando un objetivo con atención al mercado mexicano, verifica la disponibilidad de depósitos y retiros en MXN y la estrategia para manejar la percepción de “mercado gris”. Como paso operativo intermedio, valida la página de promociones y requisitos de bono: un rollover de 70×, por ejemplo, suele reducir la conversión de bonos y aumentar churn.

Si necesitas un ejemplo concreto de cómo se comunica un paquete de bienvenida y cómo comprobar su impacto en la retención, revisa ofertas reales y pruebas A/B en sandbox controlado; y considera también explorar la página oficial de producto del objetivo para contraste práctico, como en este recurso: claim bonus.

Quick Checklist: antes de firmar

  • Confirmar licencias y alcance territorial — ¿hay restricciones locales? (ej. SEGOB para MX).
  • Revisión de contratos con proveedores críticos: pagos, juegos con jackpot, streaming en vivo.
  • Auditorías de eCOGRA/iTech Labs recientes y copias de informes.
  • Simulación de flujo de retiros (peor, medio, probable) y stress test de caja a 30/60/90 días.
  • Plan de comunicación para clientes: cómo manejarás cambios en T&C y procesos KYC.
  • Cláusulas en el SPA: indemnizaciones por pasivos ocultos, escrow y earn-out ligados a KPIs de retención.

Common mistakes and how to avoid them

  • Error: confiar solo en estados financieros consolidados. Solución: auditar conciliaciones bancarias y revisar pagos grandes fuera de ciclo.
  • Error: subestimar impacto de los bonos en churn. Solución: analizar la contribución por juego al rollover y simular escenarios de comportamiento.
  • Error: ignorar la complejidad KYC. Solución: testear proceso KYC en varias cuentas y medir tiempo medio de verificación y tasa de rechazo.
  • Error: no prever límites de retiro contractuales. Solución: revisar T&C y acuerdos de red de jackpot; negociar reservas en escrow para pagos extraordinarios.

Mini-caso 2 — integración rápida con proveedor de pagos local

Mi instinto dijo que incluir SPEI y OXXO era obligatorio para MX. Expandir: el comprador que no integra métodos locales pierde hasta 40% de clientes no bancarizados. Reflexión: negociar con el target para migrar su procesador a uno con integración local es costoso pero necesario; hacerlo en la fase post-cierre genera churn masivo.

Mini-FAQ

¿Cuánto tiempo toma una due diligence técnica completa?

Depende del tamaño, pero para una plataforma con catálogo de ~500 juegos y integración de terceros, planifica 4–8 semanas de review técnica profunda, con pruebas de penetración y revisión de SOX/controls.

¿Qué peso darle a la reputación online (foros y quejas)?

Significativo: patrones persistentes en retiros o verificación implican problemas operativos, no solo ruido. Usa agregadores como Casino.guru y AskGamblers como puntos de inicio, pero verifica casos con el equipo de cumplimiento.

¿Se pueden cerrar cláusulas para proteger al comprador por problemas de pagos?

Sí: escrow, retenciones temporales y warranties sobre procesos KYC/AML son herramientas estándares. Asegúrate que los KPIs que disparan release de fondos sean claros y medibles.

18+. Juego responsable: establece límites, obliga a verificación KYC y ofrece herramientas de autoexclusión. En México, ten presente que operar sin licencia SEGOB implica riesgos regulatorios y de protección al jugador; respeta siempre las normas AML y políticas locales.

Últimos consejos prácticos — qué negociar en el SPA

Al final pensé que la negociación es 70% técnica y 30% dinero. Por un lado, exige representaciones claras sobre licencias y reportes de auditoría; por otro, exige mecanismos financieros para cubrir retiros y jackpots. Implementa cláusulas de indemnización escalonadas y pide derechos de auditoría post-cierre por 12–24 meses. No firmes sin un plan de comunicación al cliente y un playbook de soporte que cubra 72 horas post-cierre.

Sources

  • https://www.ecogra.org
  • https://kahnawakegamingcommission.com
  • https://www.askgamblers.com

About the Author

Alejandro Ramírez, iGaming expert. He liderado due diligences y la integración técnica de varias plataformas en LATAM y Europa, con énfasis en pagos, cumplimiento KYC/AML y estrategias de retención. Trabajo como consultor independiente para compradores e inversores en el sector del juego online.

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