Crash games: cómo evaluar el riesgo y jugar con cabeza

¡Atento! Si buscas acción rápida pero temes sorpresas desagradables, esto te ayudará ahora mismo. Dos pasos prácticos para empezar: 1) controla el tamaño de la apuesta (regla simple: nunca más del 1–2% de tu bankroll por sesión), 2) usa límites automáticos (stop-loss y take-profit) en cada sesión y respétalos como si fueran facturas.

Mi instinto dice que muchos novatos subestiman la varianza en los juegos tipo crash. Aquí está la cosa: un juego puede pagar x10 en un minuto y cero al siguiente; el patrón no es predictible a corto plazo. Por eso, antes de probar, define una meta clara (por ejemplo: 20% de ganancia o pérdida máxima del 30% del dinero destinado a juego) y sal cuando se cumpla. Estas reglas son simples, pero funcionan.

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¿Qué es realmente un crash y por qué es tan riesgoso?

¡Uy! La palabra suena inofensiva, pero la mecánica no lo es. Un juego crash muestra una curva que crece y puede “crashear” en cualquier punto; si no cobras antes, pierdes la apuesta. Desde lo técnico, muchos títulos usan RNG o mecanismos “provably fair” que determinan el punto de caída en cada ronda, pero en la práctica la aleatoriedad y la alta volatilidad hacen que la expectativa por sesión sea muy variable.

Al principio pensé que bastaba con “esperar la racha”. Luego entendí que la falacia del jugador (pensar que lo que viene está “debido”) es el mayor enemigo aquí. Por un lado, un streak de victorias puede inflar la confianza; por otro lado, una serie de caídas rápidas puede borrar ganancias acumuladas en segundos.

Mini-casos prácticos (ejemplos breves)

Caso A — Meta conservadora: depositas $100. Regla: apuesta 1% ($1) por ronda; cobras automáticamente en x1.5. Resultado: pérdidas/ganancias lentas, control emocional.
Caso B — Meta agresiva: depositas $100. Apuestas 5% ($5) por ronda buscando x3. Resultado: alta posibilidad de ruina rápida si no hay disciplina.

To be honest — y perdona la franqueza—: la diferencia entre A y B no es solo matemática; es psicológica. Apostar más te expone no solo al tamaño del golpe sino a errores impulsivos bajo presión.

Comparativa de enfoques: herramientas y tácticas

Enfoque Riesgo Ventaja Cuándo usar
Apuesta fija (flat bet) Bajo Control del bankroll, simple Principiantes / sesiones largas
Escalado moderado (1.5× tras pérdidas pequeñas) Medio Recuperación posible sin saltos extremos Jugadores con bankroll medio y tolerancia
Martingale/anti-fragile Alto Recuperación teórica rápida Evitar: riesgo de límite de mesa y ruina
Cashout programado (auto-cashout) Variable Elimina la indecisión en fracciones de segundo Recomendado para jugadores impulsivos

Cómo elegir la plataforma correcta (criterios relevantes)

¡Espera un segundo! No todas las plataformas son iguales. Comprueba: licencia visible y verificable, políticas claras de retiro y KYC, registros de auditoría RNG o “provably fair”, y reseñas inconsistencia en foros de jugadores. Un proveedor de juegos reconocido (Evolution, Pragmatic, Spribe) reduce el riesgo técnico, pero no elimina problemas operativos como demoras en retiros.

En la práctica, yo prefiero plataformas que ofrezcan herramientas automáticas de cashout y límites por sesión. Por ejemplo, para jugadores en Ecuador, antes de crear cuenta investiga los métodos de depósito/retiro (cripto vs fiat), la presencia de 2FA, y la claridad de los T&C sobre bonos y límites de apuesta.

Para quienes buscan probar un cripto-ecosistema con integración rápida y muchas opciones de juego, una fuente útil para comparar promociones y métodos es lucky-block-ecuador.com, donde puedes ver detalles sobre métodos de pago, promociones y soporte en español; úsalo como punto de partida, pero verifica siempre las condiciones completas del sitio operador antes de depositar.

Quick Checklist — antes de apostar en un crash

  • Definir bankroll dedicado al juego (dinero que puedes perder).
  • Establecer apuesta máxima por ronda (1–2% recomendado).
  • Configurar auto-cashout y límites de sesión (tiempo y pérdida).
  • Verificar licencia y métodos de retiro: tiempos y comisiones.
  • Comprobar si el juego es provably fair o auditado.
  • Revisar reglas de bonos: límites de apuesta y condiciones KYC.

Errores comunes y cómo evitarlos

¡Aquí está lo que más veo que falla!

  • Perseguir pérdidas: subir apuestas tras perder suele acelerar la ruina. Solución: stop-loss por sesión.
  • Ignorar límites de bono: apostar más de lo permitido con dinero de bono puede invalidar ganancias. Solución: leer la letra pequeña antes de usar bonos.
  • No verificar KYC: creer que no habrá verificación en retiros grandes es un error. Solución: subir tus documentos desde el inicio si esperas jugar con montos altos.
  • Confundir volatilidad con patrón: creer en “racha caliente” o “racha fría”. Solución: asumir independencia entre rondas.

Mini-FAQ

¿Se pueden predecir los crash?

No. Los crash son retenidos por RNG o por algoritmos públicos en caso de provably fair. A corto plazo los movimientos son impredecibles; lo útil es gestionar la apuesta y no intentar predecir el resultado.

¿Cuál es la mejor estrategia para principiantes?

Apuesta fija baja (1% del bankroll por ronda) y usa auto-cashout en x1.4–1.6. Esto reduce la varianza y te permite aprender el comportamiento del juego sin volatilidad extrema.

¿Qué papel tiene la regulación en Ecuador?

Ecuador no tiene una regulación sólida para criptocasinos; los jugadores dependen en gran medida de las políticas del operador. Verifica licencias internacionales (p. ej., Curazao) y checa si el operador ofrece vías claras para disputas y KYC transparentes.

¿Cuándo es obligatorio el KYC?

Muchos sitios piden KYC antes de retiros grandes o ante actividades sospechosas. Sube tus documentos al registrarte si planeas retirar sumas relevantes; evita sorpresas y retrasos.

Pequeño cálculo práctico: ¿cuánto necesitas girar para liberar un bono agresivo?

¡Hmm! Los bonos del 200% suenan enormes. Veamos: depósito D = $100, bono B = $200, requisito de apuesta (WR) hipotético = 35× (D+B) = 35×300 = $10,500 de apuestas. Si apuestas $2 por ronda, necesitas ~5,250 rondas. Eso toma tiempo y expone a la varianza. Conclusión: bonos grandes requieren volumen y no son “dinero gratis”.

Checklist final para retiros seguros

  • Completa KYC antes de pedir un retiro importante.
  • Verifica que las reglas de bono no limiten tu apuesta máxima.
  • Guarda pantallazos y registros de transacciones (blockchain tx) si usas cripto.
  • Contacta soporte con documentos claros si hay retrasos y registra el ticket.

18+. Juega con responsabilidad. Si sientes pérdida de control, busca ayuda en líneas de soporte como Gambling Therapy o en recursos locales. Establece límites y no apuestes dinero destinado a necesidades esenciales.

Sources

  • https://www.curacao-egaming.com
  • https://www.greo.ca
  • https://www.gamblingtherapy.org

About the Author

Carlos M. Herrera, iGaming expert. Con más de 8 años trabajando en plataformas de apuestas en línea y asesorando a jugadores sobre gestión de riesgo, combina experiencia operativa con análisis matemático práctico.