Códigos de bono para apuestas deportivas en mercados asiáticos: guía práctica para jugadores chilenos

¡Espera… esto importa! Si vas a usar un código de bono para apostar en mercados asiáticos, hay dos cosas que debes resolver desde el primer minuto: entender las reglas de contribución al rollover y controlar el requisito mínimo de cuota. Si no lo haces, el bono se convierte en un pasivo, no en una ventaja.

Consejo rápido y útil: con un bono sujeto a x5 en apuestas combinadas, evita apuestas con cuotas totales inferiores a 2.00 y divide el plan en series cortas de apuestas con stake fijo; así reduces la varianza y cumples condiciones en menos tickets. Pruébalo en simulación antes de jugar en real para ver la tasa de éxito en 20–50 apuestas.

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)

Observación: por qué los mercados asiáticos cambian la matemática del bono

¡Vaya diferencia! Los mercados asiáticos (hándicap asiático, Asian total/over-under, y moneyline con formato decimal) reducen la dependencia de resultados binarios y permiten dividir riesgo de forma más fina. Esto altera cómo se calcula el valor esperado (EV) de un bono.

En términos prácticos: una apuesta con hándicap asiático que paga 1.95 y reduce la probabilidad de pérdida neta (por posibilidad de devolución parcial) mejora la eficiencia para cumplir rollover comparada con apuestas “todo o nada” a la misma cuota. Por un lado, el cashflow es más suave; por otro, la gestión del stake requiere disciplina.

Cómo leer un código de bono y sus condiciones (lista práctica)

Primero, fíjate en la letra chica. Después, confirma lo siguiente en orden:

  • Requisito de apuesta (rollover) expresado como xD, xB o x(D+B) — ojo a la fórmula.
  • Contribución por tipo de apuesta (apuestas simples, combinadas, mercados asiáticos, apuestas en vivo).
  • Cuotas mínimas aceptadas y exclusiones por mercado o proveedor.
  • Plazo para cumplir el bono (días) y máximo stake por apuesta mientras el bono está activo.
  • Restricciones por método de depósito (cripto a veces excluye promociones).

Mini-cálculo: cómo valorar un bono (ejemplo realista)

Imagina un bono de bienvenida: 100% hasta $30.000 CLP con rollover x5 (aplicable solo a apuestas deportivas). Depositas $10.000 CLP y recibes $10.000 CLP de bono. Rollover: x5 sobre el bono = $50.000 CLP.

Regla práctica: convierte el rollover a unidades de apuesta. Si apuestas con cuotas promedio 1.90, la esperanza de éxito por apuesta simple es aproximadamente 52.6% (1/1.90). Para estimar el número de apuestas necesarias y probabilidad de completar el rollover sin perder el bankroll, simula 1000 iteraciones o usa una aproximación binomial; si tu stake fijo es $2.000 CLP, necesitas ~25 apuestas (25 × $2.000 = $50.000) para cumplir el rollover.

Nota honesta: mi primera vez hice mal la cuenta. Perdí el bono por no entender cuotas mínimas. Aprende de eso.

Comparativa rápida: opciones para usar códigos en mercados asiáticos

Opción Ventaja principal Riesgo clave Recomendado para
Bookmakers locales con mercados asiáticos Cuotas y límites adaptados al público regional Restricciones en bonos por método de pago Jugadores recreativos que valoran soporte en español
Operadores internacionales (licencia Curazao/Malta) Mayor variedad de bonos y mercados exóticos KYC/retiradas más estrictas Jugadores con experiencia y verificación completa
Exchanges y casas con Asian Lines avanzadas Posibilidad de cerrar posiciones parcial/anticipadamente Curva de aprendizaje mayor Usuarios técnicos y apostadores con staking plan

Tras comparar, mi recomendación práctica para jugadores en Chile que buscan una experiencia equilibrada entre bonos y mercados asiáticos es probar plataformas que ofrezcan tanto promociones claras como accesos a hándicaps asiáticos y cash-out flexible; un ejemplo de esto es 20bet-chile, que combina ofertas para deportes con cobertura de mercados asiáticos y opciones de pago locales.

Plan paso a paso para aprovechar un código de bono en mercados asiáticos

  1. Lee T&C y anota: rollover, cuotas mínimas, plazo y exclusiones.
  2. Verifica tu cuenta (KYC) antes del primer retiro para evitar bloqueos posteriores.
  3. Divide el rollover en unidades y establece un stake fijo (ej.: 3–5% del bankroll de bono).
  4. Prioriza mercados con devolución parcial (hándicap asiático) para bajar la varianza.
  5. Registra cada apuesta en una hoja (fecha, mercado, stake, cuota, resultado) y revisa cada 20 tickets.
  6. Si el bono expira o estás perdiendo demasiado, detente y recalcula; no persigas pérdidas.

Quick Checklist

  • ¿Rollover sobre depósito (D), bono (B) o D+B?
  • ¿Cuotas mínimas y mercados excluidos?
  • ¿Plazo para cumplir el bono?
  • ¿Métodos de pago válidos para la promoción?
  • ¿Has verificado la cuenta (KYC) ya?
  • ¿Plan de stake y registro de apuestas listo?

Common mistakes and how to avoid them

  • Confundir D vs B vs D+B — Solución: pedir captura de pantalla del cajero que muestre el bono acreditado.
  • Apostar con stakes variables sin control — Solución: usar stake fijo y límites diarios.
  • Ignorar cuotas mínimas y perder el bono por apuesta inválida — Solución: filtrar mercados antes de apostar.
  • Usar criptomonedas y activar exención de promociones sin leer T&C — Solución: revisar exclusiones por método de pago.
  • Postergar la verificación KYC hasta el retiro — Solución: verificar antes de cumplir condiciones del bono.

Mini-FAQ

¿Puedo usar un código de bono en apuestas con hándicap asiático?

Sí, si el T&C lo permite. Muchos bonos aceptan mercados asiáticos pero con contribución del 100% o reducida; confirma la tabla de contribuciones del bono. A veces las apuestas en vivo tienen menor contribución o están excluidas.

¿Qué cuota mínima conviene para cumplir rollover rápido?

Una cuota mínima de 1.80–1.95 suele ser un buen equilibrio entre probabilidad y retorno. Si la promoción exige cuotas ≥2.00, ajusta el stake y el número de tickets en consecuencia.

¿Qué pasa si uso pago en cripto?

Algunos operadores excluyen depósitos en criptomonedas para promociones. Revisa el T&C; si el cripto está excluido, haz un depósito con WebPay, tarjeta o e-wallet para calificar.

Ejemplos prácticos (micro-casos)

Ejemplo A — Bono de $10.000 CLP, rollover x5, cuotas mínimas 1.90: plan con stake $2.000 CLP → 25 apuestas necesarias. Si usas hándicap asiático con retorno parcial en empate, la variabilidad baja y la probabilidad de completar el rollover antes del plazo aumenta.

Ejemplo B — Bono grande con x40 (caso común en casinos): esto no suele ser rentable en apuestas deportivas salvo si la contribución por apuesta es alta y se usan mercados de alta frecuencia; para principiantes, evitar bonos con rollover ≥ x20 en deportes.

Regulatorio y juego responsable (Chile)

18+. 20bet opera con licencia internacional y exige KYC/AML antes del primer retiro; en Chile no existe aún una regulación local completa para casinos online, así que verifica condiciones y mantén control del bankroll. Si necesitas ayuda, contacta a servicios locales o internacionales de apoyo a la ludopatía como Gambling Therapy o Teléfono de la Esperanza (según cobertura regional).

Juega con responsabilidad: establece límites de depósito y tiempo, utiliza la función de autoexclusión si es necesario y no apuestes dinero que no puedas permitirte perder.

Fuentes y lecturas recomendadas

  • https://www.gamblingtherapy.org
  • https://www.curacao-egaming.com
  • https://www.gvc-plc.com

Sobre el autor

Marcos Rivas, iGaming expert. Trabajo en la industria desde 2015 y he diseñado planes de apuesta y bonos para operadores y jugadores, con foco en mercados latinoamericanos.

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