Guía práctica: Cómo leer requisitos de apuesta y entender las líneas de apuesta

Espera… esto es lo que realmente necesitas saber para no regalarte el bono.
Aquí te dejo, en dos párrafos útiles, lo que aplicará en la mayoría de casinos y casas de apuestas: cómo calcular el rollover, qué juegos contribuyen y cómo leer una línea de apuesta para valorar riesgo y expectativa.
¡Uf! Empecemos con números concretos y ejemplos accionables para que puedas decidir sin perder tiempo ni dinero.

Primero, un ejemplo rápido que vale por mil palabras: si tienes un bono de CLP 50.000 con requisito 35× sobre el bono (35×B), necesitas apostar 1.750.000 CLP antes de poder retirar ganancias. Si el requisito es 35×(D+B) y depositaste 50.000 CLP además del bono de 50.000 CLP, entonces la apuesta obligatoria sube a 3.500.000 CLP. No lo olvides: saber sobre qué cifra se aplica el multiplicador cambia totalmente la ecuación.

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×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)

Cómo leer una línea de apuesta: pasos prácticos

¡Atento! La línea de apuesta (odds/market line) te dice la probabilidad implícita y el precio que paga la casa.
Paso 1: identifica el formato de cuota (decimal, fraccional, americana). Paso 2: convierte a probabilidad implícita: Prob = 1 / cuota decimal. Paso 3: suma todas las probabilidades del mercado para calcular el overround (margen de la casa).
Por ejemplo, una línea 1.90 / 3.50 / 4.00 (1X2) da un overround ≈ 6.2% — eso significa que, en promedio, la casa espera quedarse con ~6.2% del volumen a largo plazo.

Un mini-caso: Colo-Colo vs U. de Chile con cuotas 1.90 – 3.50 – 4.00 → (1/1.90)+(1/3.50)+(1/4.00)=1.062 → margen 6.2%. Si comparas con otra casa que ofrezca 1.95 – 3.60 – 3.90, el overround baja a ≈4.7% — para apostadores de volumen, esa diferencia es crítica.

Requisitos de apuesta (rollover): fórmula y ejemplos

¡Espera! Antes de aceptar el bono mira esto: los rollovers pueden aplicarse sobre B (bono), D (depósito), o (D+B).
Fórmulas básicas:

  • Si WR = n × B → Volumen a apostar = n × Bono
  • Si WR = n × (D + B) → Volumen a apostar = n × (Depósito + Bono)

Ejemplo numérico: Bono CLP 80.000, depósito CLP 20.000, WR 35×(D+B) → 35×100.000 = 3.500.000 CLP.

Además recuerda la contribución por tipo de juego: las slots suelen aportar 100% al rollover, blackjack 10%–20%, ruleta 20% o menos dependiendo de la variante, y casino en vivo a menudo 10% o exclusivo. Jugar juegos con baja contribución te hará tardar mucho más en cumplir el requisito.

Tabla comparativa: cómo contribuyen distintos juegos al rollover

Tipo de juego Contribución típica al rollover Riesgo (varianza) Consejo práctico
Tragamonedas (slots) 100% Alta (picos grandes, largas rachas) Útil para cumplir rápido; verifica RTP en el juego
Blackjack / Juegos de mesa óptimos 10%–20% Baja a media Malo para rollover; evita si tu objetivo es liberar bono
Ruleta (Europea) 10%–20% Media Riesgo de violar apuesta máxima si intentas “cumplir” rápido
Casino en vivo 0%–10% Media Verifica T&C; a menudo excluido

Cómo calcular el valor real del bono (EV aproximado)

¡Uf! Un bono no es sólo el número grande que ves en la publicidad. Para estimar su valor esperado necesitarás:

  • RTP del juego(s) donde piensas jugar.
  • Contribución al rollover por juego.
  • Límite de apuesta y duración del bono.

Regla práctica rápida: si el rollover es ≥30× y aplica sobre D+B, el EV suele ser negativo para el jugador recreativo salvo que el bono incluya giros gratis con límites de ganancia altos y juegos de RTP ≥96%.

¿Dónde verificar RTP, términos y políticas? Una recomendación práctica

Al elegir un operador o juego, comprueba siempre el RTP en la información del juego y lee los términos de la promoción. Para jugadores en Chile es útil consultar versiones locales de operadores y sus páginas de ayuda: por ejemplo, si quieres revisar ofertas y condiciones adaptadas al mercado chileno, visita sportingbet-cl.com — ahí suele figurar la descripción de bonos, métodos de pago y T&C en español, lo cual facilita comprobar límites y contribuciones sin malentendidos.

Quick Checklist: antes de aceptar un bono

  • ¿El rollover aplica sobre B o D+B? — anótalo.
  • ¿Qué juegos contribuyen y en qué %?
  • ¿Cuál es la apuesta máxima permitida con bono activo?
  • ¿Hay límites máximos de ganancia con giros gratis?
  • ¿Plazo para completar el requisito (días)?
  • ¿Requiere verificación KYC antes del primer retiro?
  • ¿Métodos de retiro y tiempos estimados?

Errores comunes y cómo evitarlos

¡Aquí viene lo que más veo en foros y quejas!
1) Empezar por juegos con baja contribución creyendo que “todo suma”. Solución: prioriza slots con RTP verificable si tu objetivo es cumplir rollover.
2) Ignorar la apuesta máxima. Solución: revisa T&C y utiliza apuestas por debajo del límite; registrar cada sesión ayuda.
3) No completar KYC antes del primer retiro. Solución: sube documentos al registrarte.
4) Confundir bono sobre B vs D+B y subestimar el volumen requerido. Solución: calcula antes de jugar.

Mini-casos prácticos

Caso A — Bono pequeño, rollover alto: recibes CLP 20.000 con 40×B. Resultado: necesitas apostar CLP 800.000. Si juegas slots con RTP 95% y apuestas medias de CLP 2.000, estadísticamente tendrás pocas oportunidades de “salir adelante”. Mejor opción: evita o exige condiciones mejores.
Caso B — Bono con giros y tope de ganancia: 50 giros gratis, tope CLP 80.000. Si te toca premio grande, ojo al tope; conviene convertir ganancias a saldo real con una estrategia de cash-out inmediato si la plataforma lo permite.

Mini-FAQ

¿Qué significa “contribución 50%” en los T&C?

Significa que solo la mitad de tus apuestas en ese juego cuenta para el progreso del rollover. Si apuestas CLP 1.000, solo CLP 500 computan. Evítalo si quieres cumplir rápido.

Si uso Skrill o Neteller, ¿afecta el bono?

Algunos bonos excluyen monederos electrónicos o los hacen no elegibles para bonus. Lee las exclusiones en la oferta; de lo contrario podrías perder el derecho al bono o a retirar ganancias derivadas de él.

¿Puedo apostar en apuestas deportivas para completar rollover?

Depende del T&C. A veces sí, pero con requisitos de cuota mínima (ej.: cuotas ≥1.5). Si el operador permite, calcula el riesgo: las apuestas con probabilidades bajas tardan más en generar saldo líquido.

¿Qué hago si me rechazan documentos KYC y me congelan el retiro?

Contacta soporte con los documentos corregidos (foto nítida, comprobante de domicilio reciente). Guarda transcripciones del chat y corrige errores rápido; los retrasos son la causa principal de quejas.

18+. Juega responsablemente. Usa límites de depósito y herramientas de autoexclusión. En Chile, verifica siempre la política KYC/AML y los métodos de pago locales. Si sientes que el juego te supera, busca ayuda profesional o contacta recursos locales para la ludopatía.

Fuentes y lecturas recomendadas

  • https://www.mga.org.mt
  • https://ecogra.org
  • https://www.superintendenciadevalores.cl

About the Author

Javier Morales, iGaming expert. Experto en operaciones de casino online y apuestas deportivas con más de 8 años en la industria, enfocado en prácticas de juego responsable y optimización de valor para jugadores recreativos.

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