¡Espera… esto no es solo girar y esperar fortuna!

Si te atrae la idea de un premio que crece cada segundo, necesitas entender dos cosas básicas ya: cómo se forma el bote y qué controles regulatorios (o su ausencia) te afectan desde México. En las primeras líneas te doy lo práctico: un ejemplo numérico para que sepas cuánto aporta cada apuesta, y una comprobación simple para evaluar si vale la pena dedicar tiempo y dinero a una slot progessiva concreta.

Ejemplo rápido y útil: imagina una slot con RTP base 95% y una contribución al jackpot del 1% de cada apuesta. Si apuestas $100 MXN en una sesión típica, $1 MXN va al bote y $99 se queda para la dinámica del juego (premios + margen). Con ese dato puedes estimar velocidad de crecimiento del bote según número de jugadores y tamaño promedio de apuesta — información que muchos operadores no publican, pero que puedes inferir observando tamaños de jackpot y actividad.

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¿Qué es realmente un jackpot progresivo? (observa rápido)

¡Wow! Suena simple: un premio que sube. Pero hay variantes importantes.

Local: el bote crece solo con las apuestas de una máquina o sala concreta. Red: varias máquinas o casinos alimentan el mismo bote; por eso crece más rápido. “Must-hit-by” o “seeded”: el proveedor fija un rango en el que el bote debe pagarse antes de cierta cifra; eso puede dar la sensación de inevitabilidad cuando en realidad solo es una regla técnica del RNG. Por otro lado, los jackpots de tipo “provably fair” (comunes en criptocasinos) permiten auditar la aleatoriedad; sin embargo, la transparencia sobre cuánto aporta cada apuesta no siempre es pública.

En la práctica, la diferencia entre estos tipos define tu expectativa de tiempo hasta el pago y la magnitud del riesgo asociado.

Cómo calcular la contribución y la expectativa — mini-caso práctico

Mi instinto dice: si no calculas, te engañas a ti mismo.

Supongamos: RTP base 95%, contribución al jackpot 1%, apuesta promedio $20 MXN, 10,000 apuestas/día en la red.

  • Contribución diaria al jackpot = 10,000 × $20 × 1% = $2,000 MXN/día.
  • Si el jackpot se muestra en $400,000 MXN, y solo esa red contribuye, el tiempo estimado para duplicar el bote (sin pagos) sería 200 días (ignorando crecimiento exponencial por publicidad o picos de tráfico).

Reflexión larga: eso significa que grandes jackpots no siempre implican alta probabilidad de ganar en el corto plazo; muchas veces reflejan acumulación lenta por redes con apuestas grandes o por proveedores con alta participación de casino online.

Comparación práctica: ¿qué tipo de jackpot elegir según tu perfil?

Tipo Velocidad de crecimiento Transparencia Mejor para
Local (una máquina) Baja Alta (si la sala publica datos) Jugadores casuales que buscan premios medianos
Red privada (casino) Media Variable Jugadores regulares que buscan equilibrio entre frecuencia y premio
Network (varios casinos/proveedores) Alta Baja a media Buscadores de jackpots enormes y alto riesgo
Provably fair (cripto) Variable Alta (auditable) Jugadores que valoran transparencia criptográfica

Regulaciones relevantes para jugadores en México

Espera: no todo está regulado igual. Por un lado, las plataformas con licencia de Curazao u otras jurisdicciones permiten operar internacionalmente, pero por otro lado, la ausencia de una licencia SEGOB implica que los jugadores mexicanos no cuentan con la protección regulatoria local. Esto significa dos cosas prácticas:

  1. Si hay una disputa, el recurso efectivo será ante la autoridad de la licencia (p. ej. Gaming Control Board de Curazao) y no ante las autoridades mexicanas.
  2. Los operadores deben cumplir KYC/AML; aunque el registro inicial sea sencillo, el retiro de montos grandes puede activar verificaciones documentales (INE, comprobante de domicilio, prueba de origen de fondos).

Consecuencia: juega solo con lo que estés dispuesto a perder y ten tus documentos listos si planeas mover montos significativos.

Herramientas y dónde revisar transparencia

OK, chequeo práctico: antes de jugar un progresivo mira estas fuentes en la ficha del juego o en la sección legal del casino — frecuencia de pagos, reglas del jackpot, RTP y si el proveedor declara el % que va al bote.

Si quieres jugar en plataformas que combinan criptomonedas y jackpots progresivos, revisa una opción de referencia que lista juegos, proveedores y opciones de depósito en cripto: official site.

Quick checklist — lo que debes revisar antes de apostar a un jackpot progresivo

  • ¿Tipo de jackpot? (local, red, must-hit-by, provably fair)
  • RTP base del juego y % dedicado al jackpot
  • Términos de pago y condiciones del bono que puedan afectar retiros
  • Licencia del operador y jurisdicción (¿SEGOB? ¿Curazao? revisar número de licencia)
  • Política de KYC/AML: umbrales y tiempo de verificación
  • Presupuesto y límite de sesión: define cuánto perderás sin drama
  • Herramientas de juego responsable: límites, autoexclusión

Common mistakes and how to avoid them

¡Cuidado con esto! Muchos cometen errores repetidos.

  1. Perseguir el jackpot tras pérdidas: Error clásico (falacia del jugador). Evita aumentar apuestas para “recuperar”; establece un tope de pérdidas y respétalo.
  2. No leer las reglas del jackpot: Algunas máquinas tienen requisitos de apuesta mínima para cobrar el bote. Evítalo revisando T&C antes de jugar.
  3. Ignorar KYC: Creer que el juego “anónimo” evita verificaciones. Ten documentos listos para retiros grandes.
  4. Confundir frecuencia con esperanza matemática: Un jackpot grande no significa mayor probabilidad instantánea de ganar; suele significar acumulación histórica.
  5. Ignorar la volatilidad: Los jackpots suelen asociarse a alta varianza. Ajusta el tamaño de apuesta a tu bankroll.

Mini-FAQ

¿Es legal jugar jackpots progresivos desde México?

Depende del operador. Muchos casinos online aceptan jugadores mexicanos y operan bajo licencias internacionales (p. ej. Curazao). Sin embargo, la falta de una licencia SEGOB significa que no hay protección local completa. Juega con cautela y elige operadores con historial comprobable y políticas claras de pago y KYC.

¿Cómo se decide el ganador del jackpot?

Normalmente, un RNG determina la combinación ganadora o el evento que activa el pago. En jackpots de red, el pago puede activarse cuando se alcanza un umbral o por una condición aleatoria predefinida. Los juegos “provably fair” permiten auditar la aleatoriedad mediante hashes y semillas.

¿Puedo reclamar en México si hay un problema con un pago?

Si el operador no está licenciado en México, el reclamo efectivo será ante la autoridad de la licencia (por ejemplo la autoridad en Curazao) o mediante acciones legales internacionales; es costoso y lento. Guarda pantallas, T&C y comunicaciones para cualquier disputa.

¿Aumenta el RTP del juego cuando el jackpot crece?

No necesariamente. El RTP anunciado usualmente mezcla premios regulares y contribuciones al jackpot; cuando el bote crece, la expectativa individual del jugador no aumenta de forma proporcional a menos que el pago sea inminente y el proveedor lo comunique explícitamente.

18+. Juega con responsabilidad. Si crees que puedes tener un problema con el juego, busca ayuda profesional y utiliza herramientas de autoexclusión y límites disponibles en la plataforma. Recuerda que apostar con criptomonedas añade volatilidad adicional al valor de tus fondos.

Un par de mini-casos reales (resumidos)

Caso A: Jugador X vio un jackpot «network» de $2,000,000. Apostó varias sesiones pequeñas esperando «que estuviera cercano». Resultado: tras 3 meses el bote se pagó, pero a un jugador en otra jurisdicción; la probabilidad real de ganar no mejoró. Lección: no confiar en el tamaño visible como señal de inminente pago.

Caso B: Jugador Y eligió una slot provably fair con transparencia sobre % de contribución (1.2%) y frecuencia de pago histórica. Ajustó apuesta al 0.5% de su bankroll y jugó sesiones cortas. Resultado: mantuvo control del bankroll y disfrutó la experiencia sin riesgos financieros significativos.

Últimos consejos prácticos

Por un lado, si buscas el subidón y puedes permitir pérdidas, los jackpots progresivos son entretenimiento legítimo. Por otro lado, si tu objetivo es rentabilidad, raramente son la mejor opción debido a su alta varianza y baja frecuencia de pago. Mi recomendación realista: combina sesiones cortas, apuesta proporcional al bankroll y prioriza operadores transparentes y con historial. Si manejas cripto, revisa tiempos de procesamiento y comisiones de la red.

Sources

  • Gaming Control Board (Curacao) — consulta pública de licencias y normativas.
  • Secretaría de Gobernación (SEGOB) — marco regulatorio nacional en materia de juegos y sorteos.
  • Documentación técnica de proveedores de RNG y jackpots (páginas oficiales de proveedores y auditorías técnicas).

About the Author

Alejandro Cruz, iGaming expert. Trabajo en la industria de juegos online desde 2014, con experiencia en operaciones, cumplimiento y análisis de productos de casino y apuestas deportivas. Escribo guías prácticas y auditorías orientadas a jugadores responsables en México y América Latina.