Primeros pasos seguros en casinos online: guía práctica para jugadores chilenos

¡Espera… no apuestes hasta leer esto!
Aquí tienes —sin rodeos— lo esencial que te hará jugar con más cabeza desde tu primera cuenta.

Beneficio inmediato: si vas a aprovechar un bono de bienvenida del 150% con rollover 25x, en los siguientes dos párrafos te muestro exactamente cuánto debes apostar para liberar ese bono y cómo ajustar el tamaño de apuesta para minimizar el riesgo. Luego revisamos métodos de pago, verificación KYC, y una checklist rápida para que no cometas errores básicos al empezar.

Ejemplo práctico rápido: depositas 50.000 CLP y obtienes un bono del 150% (75.000 CLP). Con un requisito de apuesta de 25× sobre el bono, tendrás que apostar 25 × 75.000 = 1.875.000 CLP antes de poder retirar las ganancias asociadas al bono. ¡Ouch! Por eso la estrategia importa: apuesta en slots que contribuyan 100% y usa apuestas pequeñas para preservar el bankroll.

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×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¿Qué mirar primero al elegir un casino online en Chile?

¡Cuidado con lo llamativo!
A primera vista, una oferta enorme puede esconder condiciones poco favorables. Aquí van los filtros prácticos que uso cuando evalúo una plataforma:

  • Licencia y operador: ¿la web informa quién la opera y su número de licencia? En Chile es común que los operadores trabajen bajo licencias de Curazao; es legal, pero exige verificar políticas KYC/AML claras.
  • Métodos de pago locales: WebPay y RedCompra facilitan depósitos en CLP; ideal si no quieres pagar conversión. Si el casino no acepta CLP, calcula comisiones bancarias.
  • Términos de bonos: busca el rollover (25× vs 35×), contribución de juegos (slots 100%, mesas 0–10%) y apuesta máxima permitida con bono activo.
  • Soporte 24/7 y verificación KYC clara: rapidez de respuesta y procesos transparentes reducen riesgos al retirar.
  • Reputación en usuarios reales: revisa reseñas, tiempos de pago reportados y quejas recurrentes.

Mini-comparación: depósitos vs retiros (3 opciones comunes)

Opción Tiempo depósito Tiempo retiro Monto mínimo (aprox.) Pros Contras
WebPay / RedCompra (CLP) Instantáneo 24–72 h (transferencia bancaria) 5.000 CLP Fácil y local, sin conversión Retiro por banco puede demorar; bancos podrían cobrar comisiones
Criptomonedas (BTC/ETH) Minutos–horas Minutos–horas Variable (equivalente ~10.000 CLP) Rápido, menos intermediarios Volatilidad; gas fees; necesitas wallet
Skrill / AstroPay Instantáneo 12–48 h 1.000 CLP Bajos mínimos, cómodo Algunos casinos no aceptan retiros hacia wallets; comisiones externas

Cómo valorar un bono: cálculo rápido y ejemplo real

Mi instinto dice: los bonos grandes atraen, pero el valor real está en las condiciones. Primero lo técnico:

  • Si el bono es 150% hasta 300.000 CLP con rollover 25× sobre el bono (no D+B), la fórmula para monto de apuesta requerido es: Apuesta requerida = 25 × Bono recibido.
  • Si la contribución de slots es 100% y de mesas es 10%, prioriza tragamonedas para cumplir el rollover más rápido.

Ejemplo concreto: depositas 100.000 CLP → recibes 150.000 CLP de bono. Apuesta requerida = 25 × 150.000 = 3.750.000 CLP. Si apuestas en promedio 1.500 CLP por tirada, necesitarás aproximadamente 2.500 tiradas para completar el requisito. Ajusta tamaño de apuesta según tu bankroll: regla práctica — no arriesgar más del 1–2% del bankroll en una sola apuesta al perseguir rollover.

Un lugar práctico para empezar (ejemplo local)

Si buscas una plataforma orientada a jugadores chilenos, con CLP, métodos locales y foco en mercado CL, vale la pena revisar opciones que presenten WebPay, soporte en español y políticas de KYC transparentes; por ejemplo, la opción localizada juegaloscl.com official ofrece depósito en CLP, soporte 24/7 y promociones diseñadas para Chile, lo que la hace una referencia útil para comparar condiciones antes de registrarte.

Quick Checklist: antes de crear tu cuenta

  • Verifica la edad mínima (18+) y ten a mano tu ID para KYC.
  • Revisa el país de operación y si la moneda principal es CLP.
  • Lee términos del bono: rollover, juegos excluidos y apuesta máxima con bono.
  • Confirma métodos de retiro y tiempos estimados.
  • Activa límites de depósito y sesión desde el inicio (auto-limits, time-out).
  • Comprueba que el sitio use SSL y política de privacidad visible.

Common Mistakes and How to Avoid Them

  • No leer la letra chica del bono: Evítalo. Lee si el rollover aplica sobre el bono o D+B y qué juegos contribuyen.
  • Apostar grandes cantidades al principio: Divide el bankroll y usa apuestas pequeñas para extender sesiones y cumplir requisitos sin desaparecer el saldo.
  • Usar métodos de depósito con restricciones de retiro: Confirma que el mismo método permita retiros o que el casino ofrezca alternativas.
  • Ignorar KYC: Si tardas en enviar documentos, tu primer retiro quedará retenido. Envía documentos claros (ID, comprobante de domicilio) desde el registro.
  • Perseguir pérdidas (chasing): Si pierdes, detente. Establece un límite de sesión y respétalo.

Mini-casos: dos ejemplos reales (resumidos)

Caso A — Bono grande, saldo evaporado: Juan aceptó un 200% con rollover 40× sin revisar contribuciones. Jugó blackjack (contribuye 5%) y no llegó a liberar el bono. Resultado: muchas horas de juego y pérdida de segregación del bankroll. Lección: adapta tu juego a las contribuciones de cada título.

Caso B — Plan y control: Valentina depositó 30.000 CLP, tomó un bono pequeño con rollover 20× y seleccionó slots de alta RTP. Apostó el 1% del bankroll por tirada y al alcanzar la mitad del rollover cerró la sesión por 24 h. Resultado: cumplió requisito sin grandes pérdidas y retiró un monto moderado. Lección: gestión de apuestas + disciplina = minimizar volatilidad.

Mini-FAQ

¿Es seguro jugar en casinos con licencia de Curazao?

Espera… la respuesta no es binaria. La licencia de Curazao permite operar legalmente y exige medidas AML/KYC, pero no es tan estricta como MGA o UKGC. Evalúa transparencia, auditorías de RNG y reputación del operador antes de depositar grandes sumas.

¿Qué métodos de pago recomiendo para empezar?

Para jugadores en Chile: WebPay o RedCompra por facilidad y CLP; si necesitas rapidez en retiros y sabes manejar wallets, considera criptomonedas (ten en cuenta volatilidad y fees).

¿Cómo calculo el valor real de un bono?

Multiplica el monto del bono por el rollover para conocer la apuesta total requerida. Luego calcula expectativa según RTP si quieres una estimación de valor a largo plazo, pero recuerda que la varianza a corto plazo domina en casinos.

18+. Juega con responsabilidad. Establece límites de depósito y tiempo; si sientes pérdida de control, busca ayuda en organizaciones como Jugadores Anónimos Chile. Las prácticas de verificación de identidad (KYC) y prevención de lavado (AML) son estándar; respeta las normas del operador.

Conclusión práctica (lo que debes hacer ahora)

Mi consejo directo: define tu bankroll, no arriesgues más del 1–2% por apuesta, prioriza slots con alta contribución al rollover y verifica métodos de retiro antes de aceptar cualquier bono. Es mejor empezar en una casa con opciones locales (CLP, WebPay) y soporte en español, comparar promociones y probar juegos en modo demo antes de jugar con dinero real.

Fuentes

  • Información pública del operador y condiciones de bonos en sitios oficiales de casinos (revisa siempre la sección “Términos y Condiciones”).
  • Documentos sobre licencias y regulación de Curaçao: resumenes regulatorios públicos y prácticas de KYC/AML aplicadas en iGaming.
  • Artículos de auditoría de RNG y buenas prácticas por laboratorios de testing (p. ej. iTech Labs, eCOGRA) — consulta los certificados publicados por los desarrolladores de software.

About the Author

Nombre: Andrés Muñoz, experto en iGaming con más de 8 años de experiencia en reseñas y análisis de casinos online en Latinoamérica. Ha trabajado evaluando términos de bonos, procesos de KYC y UX de plataformas orientadas al mercado chileno.

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