Apuestas con Handicap Asiático: guía práctica para cumplir requisitos de apuesta

¡Espera… esto no es lo que creías sobre el Asian Handicap!

Si acabas de recibir un bono que permite usar apuestas deportivas para cumplir el rollover, tu instinto te dice: “Perfecto, voy a meter apuestas seguras en handicap asiático y listo”.

Al principio pensé igual; luego me di cuenta de que hay detalles técnicos —y reglas de bono— que harán que esa “estrategia segura” se vuelva ineficiente o incluso peligrosa para tu saldo. Aquí verás cómo funciona en la práctica, con números claros, mini-casos y una checklist que puedes usar en tu primera sesión.

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¿Por qué el Asian Handicap interesa para cumplir rollover?

¡Vaya, qué pregunta fácil pero con trampa!

El Asian Handicap reduce el riesgo del empate y ofrece mercados donde puedes conseguir cuotas cercanas a 1.80–2.20 con una edge razonable si identificas errores de mercado. Muchos jugadores lo prefieren porque elimina el “push” (devolución por empate) que complica las cuentas en apuestas binarias.

Pero la parte crítica no es la cuota: es cómo el operador valora esas apuestas dentro del requisito de apuesta (WR). Algunas promociones permiten que apuestas deportivas cuenten 100% contra el rollover; otras aplican restricciones por mercados o por tipo de apuesta (por ejemplo, excluyen apuestas con handicap asiático en ciertas ligas). Antes de nada, lee las «Condiciones de la promoción».

Terminología breve y fórmula útil (apunta esto)

¡Corto y claro!

  • WR (Wagering requirement / rollover): veces que debes apostar D (depósito) + B (bono).
  • Fórmula básica: Volumen requerido = WR × (D + B).
  • Si las apuestas deportivas cuentan al 100%: cada apuesta stake contribuye íntegramente al volumen.
  • Si hay ponderaciones: stake × contribución% = aporte real al rollover.

Ejemplo práctico rápido: bono de $500 MXN con WR 25× sobre D+B, depósito $500. Volumen = 25 × (500+500) = 25 × 1000 = $25,000 MXN en apuestas válidas.

¿Cómo usar Handicap Asiático para avanzar en el rollover? (estrategia paso a paso)

¡Ok, aquí viene lo práctico!

Paso 1 — Verifica las reglas del bono: ¿cuenta el sportsbook como contribución 100%? ¿Hay mercados excluidos? ¿Cuál es la apuesta máxima por apuesta? Estas tres cosas determinan si vale la pena.

Paso 2 — Decide stake fijo o porcentaje del bankroll. Mi recomendación para rollover: stake fijo relativamente pequeño (1–2% del D+B) para reducir la varianza y maximizar el número de apuestas que cuentan.

Paso 3 — Busca líneas en Asian Handicap con valor (cuotas + margen razonable). Al principio es mejor apostar en ligas con liquidez (Europeas o Méxicas) donde las casas no mueven tanto la línea.

Paso 4 — Lleva registro: apuestas realizadas, aportes al rollover, y saldo restante. Si la promoción expire en X días, calcula el ritmo diario: Volumen requerido / días = apuestas por día (aprox.).

Mini-caso 1: bono con WR 25× y apuestas que cuentan 100%

Espera… esto parece demasiado técnico, pero te lo explico con números.

Depósito D = $600 MXN, bono B = $600 MXN, WR = 25× sobre D+B → Volumen = 25×(1,200) = $30,000 MXN.

Si apuestas con stake fijo de $200 MXN por apuesta en Asian Handicap y cada apuesta cuenta 100%:

  • Número de apuestas necesarias = 30,000 / 200 = 150 apuestas.
  • Si haces 10 apuestas al día → 15 días, pero ojo con la vigencia del bono (p. ej. 15 días): muy justo.

Reflexión larga: por eso mi recomendación práctica es reducir stake y aumentar número de apuestas diarias: por ejemplo $100 por apuesta → 300 apuestas necesarias; si puedes hacer 20 por día (apuestas cortas, pre-match), tienes margen ante rachas malas.

Mini-caso 2: bono con ponderación parcial

¡Mi instinto me dice que estos son los más comunes!

Mismo bono, pero la casa dice “apuestas deportivas cuentan 50%” hacia el rollover. Volumen requerido = $30,000. Cada apuesta de $200 aporta $100 efectivamente.

Número de apuestas = 30,000 / 100 = 300 apuestas. Ahora el plan cambia: más apuestas, menor stake, disciplina absoluta.

Comparación rápida de enfoques (tabla)

Estrategia Stake típico Pros Contras
Stake alto en pocas apuestas $200–$500 Rápida cobertura del WR si ganas Alta varianza; riesgo de estropear la cuenta
Stake bajo y muchas apuestas $50–$120 Menor varianza; mejor para bonos con plazo corto Requiere tiempo y disciplina
Apuestas combinadas (parlays) Variable Puede acelerar el aporte por apuesta Muchas casas excluyen combinadas o las ponderan menos
Arbitraje / coberturas Variable Reduce riesgo (si se consigue) Complejo y a veces bloqueado por operadores

Dónde encaja una casa mexicana con pagos locales

Al principio pensé que cualquier site serviría, pero luego comprobé: en México la facilidad de depósito/retiro y el soporte KYC importan mucho cuando trabajas bonos y retiros grandes.

Si buscas un operador con integración local (SPEI, OXXO) y soporte en español, considera plataformas que ofrezcan mercado de Asian Handicap con buena profundidad. Para registrarte en una plataforma pensada para México, puedes register now y revisar sus condiciones de bono y aportes de mercado antes de aceptar la promoción.

Checklist rápido (usa esto antes de comenzar)

  • Lee T&C del bono: ¿WR sobre D+B? ¿Contribución de apuestas deportivas?
  • Confirma mercados válidos y apuestAS máximas por apuesta.
  • Define stake (1–2% del bankroll D+B para empezar).
  • Marca la vigencia del bono y calcula ritmo diario necesario.
  • Prepara captura de pantallas y registros por si el soporte pide auditoría.

Errores comunes y cómo evitarlos

¡Aquí es donde más he visto gente tropezar!

  1. Ignorar exclusiones: No apuestes antes de comprobar que el Asian Handicap esté permitido. Si está excluido, la apuesta no contará y pierdes tiempo.
  2. Stake demasiado alto: Un golpe de mala suerte puede dejarte fuera y sin posibilidad de cumplir la promoción.
  3. No contabilizar ponderaciones: Si las apuestas cuentan al 50%, tus cálculos deben multiplicarse por 2.
  4. Apostar combinadas sin permiso: Algunas casas no las aceptan para rollover o las descuentan.
  5. No completar KYC a tiempo: Esto puede frenar retiros y complicar convertir bono en retirables.

Mini-FAQ

¿Cuenta una apuesta “void” (push) en Asian Handicap?

Normalmente un push devuelve stake y no contribuye al rollover. Sin embargo, algunas casas sí cuentan la apuesta como “jugada” si la promoción lo especifica (raro). Revisa los términos.

¿Las apuestas en vivo cuentan igual que las pre-match?

Depende de la promoción. Muchas casas aceptan ambas, pero algunas limitan apuestas en vivo por su volatilidad. Para rollover, pre-match suele ser más seguro.

¿Puedo usar apuestas combinadas para acelerar el WR?

En ocasiones sí, pero ojo: las combinadas tienen riesgo mayor y muchas casas las ponderan menos o las excluyen. No te fíes sin confirmarlo por escrito en las T&C o con el soporte.

Herramientas y indicadores prácticos

Mi experiencia me dice que estas son las más útiles:

  • Calculadora de rollover (inserta WR, D y B para obtener volumen necesario).
  • Registro en hoja de cálculo con columnas: fecha, mercado, stake, cuota, contribución al WR, acumulado.
  • Alertas de cuotas (para detectar valor en Asian Handicap).

Cognición y errores psicológicos: lo que nadie te dirá

Mi instinto a veces me traiciona: cuando una racha viene, piensas “ya casi termino el WR” y apuestAS más agresivo. Eso es la falacia del jugador en acción.

Por un lado, buscar acelerar es lógico; por otro, romper la disciplina de stakes te puede costar la promoción entera. Mantén reglas fijas antes de empezar y respétalas aunque pierdas.

Notas regulatorias y juego responsable (MX)

Importante: si operas desde México, ten presente la regulación de la SEGOB, procedimientos KYC/AML y el requisito 18+. Completa la verificación de identidad (KYC) antes de jugar con bonos grandes para evitar demoras en retiros.

Si sientes que el juego deja de ser divertido, usa herramientas de autolimitación (límites de depósito, autoexclusión) que ofrece la plataforma. Si necesitas ayuda externa, contacta a la Comisión Nacional contra las Adicciones (CONADIC) u organizaciones locales.

Últimos consejos prácticos

Al principio pensé en maximizar la velocidad; con la experiencia cambié: prioriza seguridad de retiro y cumplimiento de reglas. Si el bono exige 150–300 apuestas con stake pequeño, prepárate mentalmente: es una maratón, no un sprint.

Si trabajas con mercados de Asian Handicap, busca liquidez, evita ligas muy volátiles y lleva registro. Y sobre todo: no juegues dinero que no puedas perder solo por cumplir un bono.

Fuentes

  • http://www.juegosysorteos.gob.mx
  • https://www.pinnacle.com/en/betting-guides/football/asian-handicap
  • https://www.oddsportal.com/football/guides/asian-handicap/

About the Author

Marcos Álvarez, iGaming expert. Experto en apuestas deportivas con más de 8 años trabajando con mercados latinoamericanos; especializado en gestión de bonos y diseño de estrategias de bajo riesgo para rollover.

18+. Juega responsablemente. El uso de bonos y estrategias no garantiza ganancias. Comprueba términos y condiciones, completa KYC y usa límites de depósito. Si necesitas ayuda, busca recursos de juego responsable en México.