¡Vamos al grano!

Si solo quieres depositar rápido y apostar en la Serie del Caribe o en la MLB sin sorpresas, lee esto: comparo los métodos de pago más usados por jugadores en México, doy tiempos reales, riesgos KYC/AML y ejemplos con números para que decidas qué usar hoy mismo.

Espera… antes de cualquier depósito: define tu bankroll. Si vas a jugar béisbol con $1,000 MXN, no apuestes más de 1–3% por jugada si quieres sobrevivir a la varianza. Sí, suena conservador. Pero funciona.

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Qué esperar de un método de pago (check rápido)

Observación corta: ¡No todos los métodos son iguales!

Expando: Velocidad vs. coste vs. elegibilidad de bonos son las tres dimensiones que determinan la utilidad práctica de un método de pago para apuestas en béisbol. Por ejemplo, OXXO es accesible pero puede penalizarte para bonos; SPEI es rápido y bancario, pero a veces activa revisiones KYC que retrasan retiros.

Reflexiono: por un lado buscas inmediatez para “cobrar” al apostarle a una promoción de cuota atractiva; pero por otro lado, conviene mantener trazabilidad clara (documentos en regla) para evitar bloqueos cuando ganes una buena serie. La decisión ideal equilibra esos dos requerimientos según tu estilo de juego.

Comparación práctica: métodos populares en México

Observa la tabla y localiza tu prioridad: rapidez o acceso local.

Método Depósito (tiempo) Retiro (tiempo) Comisiones Elegible para bono Facilidad KYC Ideal para
Tarjeta (Visa/Mastercard) Instantáneo 3–6 días Generalmente sin comisiones del casino Sí (salvo excepciones) Moderada Apostadores casuales que quieren usar bonos
OXXO Pay (código de pago) 5–30 min 2–7 días Puede haber cargo del servicio Depende (a veces no elegible) Baja a moderada Jugadores sin tarjeta o en efectivo
SPEI / Transferencia bancaria 10–60 min 3–8 días Sin comisión del casino; banco puede cobrar Alta (se exige comprobante) Jugadores con cuentas bancarias que mueven montos altos
Monederos (Skrill, Neteller) Instantáneo 24–72 horas Depende del proveedor Frecuentemente no elegible Moderada Apostadores frecuentes que valoran retiros rápidos
PayPal Instantáneo 24–72 horas Variable Usualmente elegible Moderada Usuarios que quieren retorno rápido sin cuenta bancaria directa

Mini-caso 1 — Novato y OXXO

Observación: Juan llega con $500 MXN en efectivo. No tiene banca en línea.

Expando: Hace depósito por OXXO, que genera un código; paga en la tienda y espera 15 minutos. Apuesta en la noche a un moneyline en LMB. Gana $1,200 MXN. Intenta retirar y le piden ver INE y comprobante de domicilio; tarda 5 días entre verificación y pago a tarjeta. Resultado: ganó, pero la experiencia de cobro fue lenta y algo frustrante.

Reflexión: si vas a usar OXXO, sube la verificación desde el registro para evitar sorpresas en el primer retiro.

Mini-caso 2 — Jugador habitual y SPEI

Observación: Karla apuesta regularmente y quiere transferir $10,000 MXN.

Expando: Usa SPEI desde su banca; el depósito llega en menos de una hora y es elegible para el bono. A la hora de retirar, la plataforma intenta devolver a la misma cuenta; el trámite demora 5 días por controles AML. Karla planificó y no tuvo urgencia: OK.

Reflexión: el SPEI es ideal para rendimiento y cumplimiento, pero exige paciencia con retiros grandes.

Cómo elegir según tu perfil

Observa: hay tres perfiles básicos.

  • Conservador: busca seguridad y transparencia → SPEI / tarjeta.
  • Rápido e informal: quiere entrar y salir rápido → monederos o PayPal.
  • Sin banca: depósitos en efectivo → OXXO.

Expando: si apuestas a béisbol con frecuencia (multi-bets, series), el coste por transacción importa. Monederos reducen tiempos de retiro pero pueden excluirte del bono; eso afecta tu EV cuando reclamas promociones.

Reflexiono: Al principio pensé que el mejor método era siempre el más rápido; luego me di cuenta que la elegibilidad a bonos y la transparencia KYC son tan relevantes como la velocidad.

Ejemplo de cálculo — cuánto realmente vale un bono

Observa: te ofrecen 100% hasta $2,000 MXN con rollover 30×.

Expando con números: depositas $1,000 y recibes $1,000 extra. Rollover = 30 × bono = $30,000 de apuestas necesarias. Si juegas sólo a apuestas de línea en béisbol con un house edge implícito por las cuotas (ej. vig de 5%), tu expectativa no cambia mágicamente: el bono tiene costo de oportunidad. Para convertirlo en valor real necesitas apostar en juegos con alta contribución y gestionar unidades pequeñas.

Reflexión: un bono grande no es “dinero gratis”; haz las cuentas antes de aceptarlo.

Quick checklist — antes de depositar

  • ¿Tiene el método tiempo de retiro aceptable para ti?
  • ¿Es elegible para el bono que quieres usar?
  • ¿Tienes documentos KYC listos (INE, comprobante de domicilio, foto de tarjeta si aplica)?
  • ¿Conoces comisiones bancarias o del método?
  • ¿Tu bankroll está dividido (regla 1–3% por apuesta)?

Errores comunes y cómo evitarlos

  1. No verificar identidad antes del primer retiro — Solución: sube documentos al registrarte.
  2. Usar monederos sin comprobar la política de bonos — Solución: lee la política de bonos antes de depositar.
  3. Apostar grandes sumas en una sola jugada (tilt) — Solución: usa staking fijo (p. ej. 1.5% bankroll).
  4. No revisar límites de retiro mínimos/máximos — Solución: checa la política de retiros del operador antes.

Recomendación práctica

Para jugadores mexicanos que apuestan al béisbol como hobby pero esperan cobrar ganancias de vez en cuando, mi sugerencia general es usar SPEI o tarjeta para depósitos iniciales y mantener un monedero (si la plataforma lo permite) para retiros rápidos. Si buscas una plataforma con opciones locales como OXXO y catálogo amplio de apuestas en béisbol, considera registrar tu cuenta y verificar tus documentos antes de arriesgar montos significativos; una opción conocida que reúne estas características puede encontrarse en sitios como start playing, donde verás métodos adaptados a México y acceso a secciones deportivas además del casino.

Mini-FAQ

¿Puedo apostar sin verificar mi cuenta?

Observa: en muchos sitios sí puedes depositar y apostar, pero no podrás retirar sin completar KYC. Expando: además, si ganas montos relevantes, el operador te bloqueará hasta verificar identidad y origen de fondos. Reflexión: verifica al registrarte para evitar sorpresas.

¿Qué método me da el retiro más rápido?

Observa: los monederos suelen ser los más rápidos (24–72 h). Expando: PayPal y algunos e-wallets procesan con menor fricción. Reflexión: la rapidez puede costarte elegibilidad a promociones.

¿Las apuestas en béisbol requieren un método específico?

Observa: no hay requisito técnico. Expando: sí importa cómo y cuándo quieras cobrar tus ganancias tras una racha larga. Reflexión: adapta el método a tu planificación financiera y no al revés.

18+ | Juega con responsabilidad. Si crees que tu juego está fuera de control, busca ayuda en organizaciones como Gambling Therapy o Gamblers Anonymous. En México, revisa tus derechos como consumidor; recuerda que operadores internacionales pueden funcionar bajo licencias como la MGA y no bajo SEGOB, lo que afecta procesos de reclamación.

Fuentes

  • https://www.mga.org.mt
  • https://www.gob.mx/profeco
  • https://es.888casino.com/security-and-privacy/user-agreement/

About the Author

Carlos Méndez, iGaming expert. Con más de siete años trabajando en operaciones de plataformas de apuestas y pagos en LATAM, he gestionado integraciones de SPEI, proveedores de e-wallet y procesos KYC para mercados mexicanos.