[email protected]

البريد الالكتروني

0500715065

لخدمات المرضى

0550831365

للتبرعات والشراكات

مدينة الرياض

حي شبرا ، شارع جبل طويق

¡Espera… esto es útil desde ya! Si juegas en varias divisas, aquí tienes dos acciones inmediatas: ajusta el tamaño de apuesta por moneda y registra el spread del cambio antes de aceptar cualquier bono. Con esos dos pasos evitas pérdidas invisibles que devoran tu bankroll.

Mi instinto dice que muchos novatos ignoran el coste del cambio. En la práctica, una apuesta “ganadora” puede perder valor si la conversión te cobra fees o aplica un tipo de cambio pobre. A continuación te explico cómo medir ese coste, cómo buscar apuestas de valor reales y cómo usar herramientas simples para mantener ventaja relativa.

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)

¿Por qué importa la multimoneda en apuestas? Observación rápida

¡Wow! Jugar en MXN, USD o EUR no es lo mismo. El efecto es doble: hay impacto directo en tu saldo y hay impacto indirecto en los requisitos de bonos (rollover) y límites de apuesta. Si no controlas ambas cosas, la matemática te comerá.

En esencia, la multimoneda añade tres capas de fricción: comisiones de conversión, volatilidad del tipo de cambio y reglas de contribución al rollover que pueden estar denominadas en otra moneda. Al principio pensé que bastaba con comparar RTP, pero luego me di cuenta de que el verdadero valor depende de la unidad de cuenta que uses para medir ganancias netas.

Por un lado, la ventaja de la casa permanece igual en porcentaje. Pero por otro lado, una bonificación grande en USD puede valer menos en MXN si al convertir pagas más del 3% en tarifas o tipo de cambio desfavorable. Por eso, hay que hacer dos cuentas: la del juego y la del dinero.

Checklist rápida: lo mínimo antes de depositar

Cómo calcular el valor real de un bono multimoneda (mini-método)

Espera. Este es práctico: toma tres cifras y haces dos cuentas. Datos necesarios: M_d (monto del depósito), B (monto del bono), WR (wagering requirement, p. ej. 35×), FX_fee (porcentaje total por conversión ida+vuelta).

Fórmula básica para volumen requerido en moneda del bono (moneda casino): Volumen = WR × (D + B)

Ejemplo realista: depositas 1,000 MXN, bono 100% hasta 1,000 MXN, WR=35×. Entonces Volumen = 35 × (1,000 + 1,000) = 70,000 MXN. Si juegas en USD y el casino te da B en USD equivalente, conviertes el Volumen a MXN aplicando FX_fee. Si FX_fee = 3%, el coste implícito reduce tu ganancia esperada.

Al principio pensé que el RTP del juego solucionaba todo, pero luego noté que los límites por apuesta (p. ej. máximo 500 MXN mientras el bono está activo) forzaban apostar muchas rondas con apuestas pequeñas, lo que baja la varianza pero extiende el tiempo y multiplica el efecto de las comisiones de conversión.

Gestión de bankroll multimoneda: reglas que funcionan

¡Aquí está la cosa: regla simple, pero potente! Define una moneda base para tu contabilidad personal (ej.: MXN). Todas las semanas convierte tus movimientos y registra pérdidas/ganancias netas en esa moneda.

Regla práctica en tres pasos:

  1. Fija el bankroll en MXN (o tu moneda doméstica).
  2. Calcula la unidad de apuesta = 0.5–1% del bankroll después de ajustar por spread FX.
  3. Si juegas en moneda extranjera, abre un monedero en esa divisa si vas a jugar repetidamente (reduce conversiones).

Mi experiencia dice que la mayoría de las fugas se ven cuando el jugador convierte cada depósito y retiro: 2–4 conversions al mes acumuladas pueden equivaler a perder una sesión importante.

Comparación: herramientas y enfoques para manejar multimoneda

Opción Ventaja clave Desventaja Cuándo usar
Billeteras en moneda local Sin conversiones frecuentes Posibles comisiones de retirada Juegos frecuentes en la misma divisa
Cuenta bancaria en USD/EUR Mejor tipo para retiros grandes Requiere abrir cuenta y verificación High rollers / jugadores regulares
Tarjeta prepago multimoneda Conversión instantánea y control Costes por inactividad y reload Viajeros / jugadores ocasionales
Usar moneda del casino Evita doble conversión si el casino paga en esa divisa Depende de política del operador y límites Bonos denominados en esa moneda

Para jugadores en México, es clave elegir operadores que soporten depósitos y retiros en MXN y en moneda extranjera sin pagar conversiones dobles. Si buscas una opción práctica y adaptada al mercado local, considera operadores que ofrezcan métodos como SPEI y OXXO, además de monederos internacionales —una referencia local es mayapalace, que integra opciones pensadas para usuarios mexicanos y bonos multimoneda con términos claros.

Mini-casos: dos ejemplos para entender la diferencia

Caso A — Bonificación en USD pero juego en MXN: Carlos deposita $50 USD (equiv. 1,000 MXN). Recibe bono 100% en USD con WR=35×. Al convertir retiros usa un banco que toma 3.5% por conversión y 1% en spread. Cuando cumple el WR, su ganancia neta se reduce notoriamente. Resultado: la ilusión de multiplicar el capital se evapora tras fees.

Caso B — Juego en MXN con billetera local: Ana usa SPEI y juega en MXN. Acepta un bono en MXN con las mismas condiciones pero evita conversiones. Paga menos en fees y controla mejor su ritmo de apuestas. Resultado: mayor claridad y menos volatilidad en valor real.

Errores comunes y cómo evitarlos

Mini-FAQ

¿Cómo afecta el rollover cuando juego en otra divisa?

El rollover se aplica sobre D+B en la moneda en que el casino lo calcule. Si D y B están en diferentes monedas, el casino convertirá según su tasa interna, que puede ser menos favorable. Consejo: pide aclaración al soporte y guarda capturas del tipo aplicado.

¿Es mejor abrir una cuenta en USD para apostar internacionalmente?

Depende de frecuencia y tamaño. Para jugadores regulares con depósitos grandes, una cuenta en USD reduce conversiones. Para jugadores casuales, usar MXN y billeteras locales suele ser más práctico.

¿Cómo mido si una apuesta es de “valor” real?

Compara EV ajustado por comisión FX. EV_real = EV_teórico − Coste_conversiones − Impacto_límites. Si EV_real > 0 y el riesgo es aceptable para tu bankroll, es apuesta de valor.

Quick checklist antes de aceptar un bono multimoneda

Responsabilidad, regulación y seguridad (nota práctica)

Espera — respira. Jugar debe ser entretenimiento, no ingreso. En México, opera la Dirección General de Juegos y Sorteos de la SEGOB; los casinos regulados deben aplicar KYC y procedimientos AML. Completa tu verificación antes de apostar grandes sumas y utiliza herramientas de control: límites de depósito, límites de sesión o autoexclusión si lo necesitas.

18+. Juega con responsabilidad. Si sientes pérdida de control, busca ayuda profesional y considera las herramientas de autoexclusión del operador. La finalidad es entretenimiento; nunca apuestes dinero que no puedas permitirte perder.

Fuentes

Sobre el autor

{author_name}, experto en iGaming. Experiencia práctica en gestión de bankroll y diseño de estrategias de valor para jugadores en México. Escribe guías prácticas y auditables para ayudar a jugadores a tomar decisiones informadas.

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