Reseñas prácticas: Métodos de pago y cómo aprovechar promociones de cuotas mejoradas

¡Espera… esto es importante!
Si vas a apostar y quieres sacar ventaja real de las promociones, primero asegúrate de que tus depósitos y retiros no te compliquen la vida.
En dos minutos tendrás un plan claro para elegir método de pago y para valorar una cuota mejorada sin caer en trampas comunes.
Aquí van pasos concretos, ejemplos numéricos y una tabla comparativa que puedes usar ahora mismo.

Primero, lo práctico: escoge un método de depósito que sea instantáneo y que no te cobre comisiones.
Después, verifica tu cuenta (KYC) antes de usar cualquier promoción.
Suena aburrido, pero evita el 70% de los retrasos en retiros.
Mi instinto dice: haz esto al crear la cuenta.
Confía: te ahorrarás horas de espera.

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)

Por qué importan los métodos de pago (rápido, claro y con ejemplos)

Observa la situación: depositas para tomar una cuota mejorada que expira en 24 horas.
Si el depósito tarda días, perdiste la promo.
Expando: muchos principiantes usan tarjetas y asumen que todo es instantáneo; no siempre es así con ciertos bancos o validaciones de KYC.
A largo plazo, elegir mal un método por ahorrar $20 MXN en comisión puede costarte una promoción entera y tiempo.
Reflexión larga: la experiencia demuestra que para apuestas en vivo y promociones temporales conviene priorizar rapidez y simplicidad sobre supuestas “ventajas” menores.

Tipos de promociones de cuotas mejoradas y cómo leerlas

¡Ojo! No todas las “mejoras” son iguales.
Hay tres formatos frecuentes:

  • Cuota aumentada directa: la casa eleva la cuota de un mercado específico (ej. de 2.50 a 4.00).
  • Cashback/Seguro parcial: si pierdes, te devuelven una parte (en efectivo o en apuesta gratuita).
  • Free bet equivalente: te dan una apuesta gratis si tu selección falla; la stake no se reembolsa.

Expande un poco: con la cuota aumentada el cálculo es directo; con free bets y cashbacks debes verificar la política (¿la stake se devuelve? ¿hay rollover?).
Reflexiona: una free bet de $100 no equivale a $100 cash — normalmente solo las ganancias netas se liberan.
Caso corto: apuesta $100 a cuota 2.50 vs cuota mejorada 4.00. Si ganas, ganancias netas = stake*(cuota-1). Con cuota 2.50 → $150; con 4.00 → $300. Simple y transparente.

Comparativa práctica de métodos de pago (velocidad, costos y idoneidad)

Método Depósito (velocidad) Comisión típica Retiros disponibles Ideal para
SPEI / Transferencia bancaria Minutos a horas 0–$30 MXN (dependiente del banco) Sí (transferencia bancaria) Jugadores que prefieren control y retiros directos
OXXO (depósito en efectivo) 1–60 min (según procesador) Posible comisión fija baja No (generalmente retiros bancarios) Usuarios sin tarjetas bancarias
Tarjeta (Visa / Mastercard) Instantáneo Rara vez cobra el operador Limitado; habitualmente retiro por banco Rapidez y conveniencia
CoDi / Billeteras locales Instantáneo Usualmente sin comisión Depende del operador Usuarios móviles que buscan inmediatez

Mini-caso 1 — Nuevo usuario y una cuota mejorada (paso a paso)

Observa: Ana quiere aprovechar una cuota mejorada que expira en 48 horas.
Ella tiene cuenta bancaria y acceso a OXXO.
Expande: si Ana usa depósito OXXO y la acreditación es inmediata, puede apostar de inmediato. Si usa transferencia interbancaria y el banco tarda 24 horas en procesar, corre riesgo de perder la promo.
Reflexión: Ana eligió OXXO, verificó su cuenta con INE y comprobante, y tomó la apuesta antes de que la cuota se corrigiera. Resultado: aprovechó la mejora sin sobresaltos.

Mini-caso 2 — Jugador experimentado que optimiza EV

Observa rápido: Juan busca valor esperado (EV) positivo en una cuota aumentada.
Hace números: evento A — cuota normal 1.80; cuota mejorada 2.20 por tiempo limitado.
Si su probabilidad estimada real es 0.6 (60%), EV normal = 0.6*1.80 – 1 = 0.08 por unidad apostada. Con cuota mejorada EV = 0.6*2.20 – 1 = 0.32.
Expande: hay clara ganancia esperada siendo coherente con su modelo de probabilidad.
Reflexión: la mejora compensa el riesgo siempre que tu estimación sea honesta y no sesgada por el deseo de “aprovechar” la promo.

Checklist rápido antes de aceptar una cuota mejorada

  • Verifica que tu depósito llegue antes del cierre de la oferta.
  • Confirma los términos: ¿stake devuelto? ¿apuesta gratis? ¿rollover?
  • Revisa límites máximos de apuesta para la promoción.
  • Asegúrate de que el mercado y la selección contribuyen a tu estrategia (no apuestes por impulso).
  • Completa KYC antes de hacer un depósito grande.

Cómo valorar rápidamente el beneficio real (fórmula simple)

Fórmula que uso: Ganancia neta = stake * (cuota – 1) – coste implícito de la promoción.
Si la promoción es free bet (stake no devuelta): valor efectivo = stake * (cuota – 1).
Si es cashback parcial, resta el porcentaje que te devuelven al final.
Ejemplo práctico: apuesta $200 MXN en cuota 3.00 con free bet. Ganancia neta = 200*(3.00-1)=200*2=400 MXN (si ganas). Si la promo fuera cashback 50% en caso de pérdida y pierdes, recuperas $100 en crédito — otro tipo de valor que debes contabilizar.

Dónde conviene dejar la cuenta verificada y por qué

Observa algo que pocos toman en cuenta: las casas que operan en México suelen requerir KYC antes del primer retiro.
Expande: verifica con INE y comprobante de domicilio en cuanto abras la cuenta. Esto evita que una gran victoria se atasque por papeleo.
Reflexión: la verificación es una fricción inicial que paga dividendos en tranquilidad y tiempos de pago. No la postergues.

Recomendación práctica de plataforma (contexto y razón)

Si buscas un operador que integre métodos locales como OXXO, SPEI y tenga ofertas de cuotas mejoradas orientadas al mercado mexicano, conviene revisar opciones que combinen buena cobertura deportiva y procesos KYC claros; por ejemplo, la casa betsson suele ofrecer integración local y promociones adaptadas para MX, lo que facilita aprovechar cuotas mejoradas sin perder accesibilidad a métodos de depósito comunes.

Common mistakes y cómo evitarlos

  • No leer condiciones: evita asumir que “mejor cuota” significa stake devuelto. Lee la letra chica.
  • Depósitos tardíos: siempre comprueba tiempo de acreditación del método elegido.
  • Sobreapuesta por FOMO: solo arriesga lo que tu bankroll permite; las ofertas no son excusa para quebrar gestión de banca.
  • No comprobar contribución al rollover: algunas promos requieren jugar con ciertos productos; si usas el mercado equivocado, no validarás la promo.
  • Ignorar límites máximos: la casa puede limitar la stake en promociones y cancelar excedentes.

Mini-FAQ

¿Puedo usar una cuota mejorada con una apuesta en vivo?

Depende de la promoción. Algunas cuotas aumentadas aplican solo pre-match; otras sí permiten apuestas en vivo. Lee los términos y, si dudas, contacta soporte antes de apostar.

¿Qué método de retiro es más rápido desde México?

Generalmente transferencia bancaria (SPEI) tras la aprobación del retiro. No obstante, el tiempo final depende del operador y del banco receptor.

¿Qué hago si el depósito no se acredita y la promoción expira?

Contacta soporte con el comprobante de pago. Guarda capturas y números de referencia; en muchos casos pueden resolver y reactivar la promo si fue un fallo del proveedor.

¿Las ganancias de una apuesta con cuota mejorada tienen impuestos?

En México, los premios de juegos y sorteos pueden estar sujetos a retenciones y regulaciones fiscales; consulta a un contador si manejas volúmenes importantes.

18+ | Juega con responsabilidad. Si sientes que pierdes control, utiliza límites de depósito, autoexclusión o busca apoyo profesional. Información sobre licencias: verifica siempre que el operador tenga permisos en México y políticas KYC/AML claras.

Fuentes

Secretaría de Gobernación – Dirección General de Juegos y Sorteos (consultas regulatorias locales).
Malta Gaming Authority (licencias internacionales y buenas prácticas).
Sitio oficial del Grupo Betsson (para términos y promociones vigentes).

About the Author

{author_name}, iGaming expert. Experiencia práctica en productos de apuestas y casino online con enfoque en pagos, promociones y cumplimiento regulatorio en mercados latinoamericanos. Publica guías y casos prácticos para jugadores responsables.

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