¡Espera… esto llega rápido! Si abriste un bono y sólo viste números confusos, no eres el único.

En dos párrafos: primero, identifica qué tipo de bono recibiste (bono de depósito, giros gratis, bono sin depósito). Segundo, calcula cuánto necesitas apostar para liberar el dinero: fórmula simple y ejemplo directo al final de esta sección. Con eso ya evitas la trampa más común: apostar sin saber cuánto tiempo o dinero necesitas realmente.

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)

Observación rápida: ¿por qué importan los requisitos de apuesta?

¡Uf! Muchos bonos suenan irresistibles, pero esconden matemáticas. Mi instinto dice: si no calculas, el bono te calcifica en pérdidas.

Los requisitos de apuesta (rollover, WR, wagering) determinan cuántas veces debes jugar el total (depósito + bono) antes de poder retirar. Esto **no** es un formalismo: afecta tu liquidez, tu exposición a la varianza y la expectativa de retorno.

Al principio pensé que era solo un número grande; luego me di cuenta de que con apuestas mal medidas puedes convertir un “bonus” en una trampa de capital. Por un lado, el bono amplía tu saldo; por otro, limita retiros y exige disciplina.

Cómo leer un requisito de apuesta: pasos prácticos

¡Aquí va lo útil!

  1. Lee el tipo de bono y la contribución por juego (ej. slots 100%, ruleta 10%).
  2. Anota WR (ej. 30×, 35×) y plazo para cumplirlo (ej. 5 días, 30 días).
  3. Calcula el volumen total necesario: Volumen = (Depósito + Bono) × WR.
  4. Imponte un tamaño de apuesta razonable: no más del 1–2% del bankroll total destinado al bono.
  5. Comprueba límites máximos de apuesta con bono activo (p. ej. $2 por giro): superarlo puede invalidar ganancias.

Ejemplo práctico (mini-caso)

Supón: depositas $100 y aceptas un bono 100% con WR 40× aplicable a D+B.

Volumen necesario = (100 + 100) × 40 = 200 × 40 = $8,000 en apuestas.

Si apuestas en promedio $2 por giro, necesitas 4,000 giros — matemáticamente inviable en 5 días. Esa es la trampa.

Comparativa breve: dónde jugar bonos (opciones y costos)

Método Velocidad retiro Comodidad Riesgo KYC / Verificación
Monederos electrónicos (Skrill, Neteller) Muy rápido Alta Moderado
Transferencia SPEI / OXXO Pay Media-lenta Alta (MX friendly) Moderado-alto (pruebas de origen)
Tarjeta bancaria (Visa/Mastercard) Media Alta Alto (verificación)
Criptomonedas Rápido Variable Bajo (pero depende del operador)

Reglas prácticas para maximizar el valor real del bono

¡Cuidado con la emoción! El sistema 1 te empuja a apostar rápido; el sistema 2 te pide cálculos y límites.

  • Prioriza juegos que contribuyen 100% al WR (normalmente slots).
  • Evita juegos con alta varianza si el plazo es corto; necesitas más rondas, no solo un gran golpe.
  • Define un plan: porcentaje fijo por sesión (ej. 2% del saldo objetivo) y horario límite.
  • Prueba retiros pequeños primero para verificar KYC y tiempos de pago.

La parte regulatoria (MX) y seguridad

Espera… información clave: muchos operadores internacionales aceptan jugadores mexicanos, pero no siempre tienen licencia local. Eso cambia tu ruta de resolución en caso de disputa.

Por ejemplo, algunos casinos operan bajo licencia de Curazao en vez de una licencia de la SEGOB. Si eres de México, verifica si el operador muestra licencia local o internacional y qué implica eso para reclamos y protección al consumidor.

Consejo práctico: antes de jugar con un bono grande, verifica la política de privacidad y AML/KYC; guarda capturas de pantalla de las promociones y de tu balance. Si algo sale mal, esos registros te ayudan en cualquier mediación externa.

Una recomendación de verificación (prueba pequeña)

Mi práctica: abro cuenta, hago un depósito mínimo (p. ej. $20 MXN si está disponible), completo KYC y solicito un retiro pequeño. Si el proceso fue claro y rápido, entonces considero bonos mayores.

Si buscas probar el proceso de verificación y tiempos de retiro sin perder la trazabilidad, revisa opciones reconocidas de operadores y lee los T&C con enfoque en límites y plazos — por ejemplo, algunos operadores ofrecen depósitos vía OXXO o SPEI pensando en usuarios MX; verificar eso es clave para no quedar atrapado por métodos que no sirven para retiros.

Si quieres explorar una plataforma internacional que acepta jugadores MX y ofrece variedad de métodos, también puedes evaluar ggbet como parte de ese chequeo; hazlo con un depósito inicial pequeño para probar tiempos de verificación y retiro.

Quick Checklist — antes de aceptar un bono

  • ¿WR especificado? (ej. 30×, 40×) — Anotar número y plazo.
  • ¿Contribución por juego? (slots 100% vs mesa 0–10%).
  • ¿Apuesta máxima permitida con bono activo?
  • ¿Límites de retiro por periodo y conversión máxima de bono?
  • ¿Requisitos KYC antes de retirar?
  • ¿Tiempo hábil para completar rollover compatible con tu ritmo de juego?

Common mistakes and how to avoid them

  • Tomar el bono sin calcular el volumen: siempre haz la cuenta. Evita sorpresas.
  • Jugar con apuesta demasiado grande: puedes romper la regla de apuesta máxima y perder ganancias; usa 0.5–2% del bankroll.
  • Ignorar la contribución por juego: jugar mesas de baja contribución al WR es perder tiempo.
  • No verificar métodos de retiro: algunos depósitos no sirven para retiro; comprueba antes.
  • Subestimar KYC: prepara INE/pasaporte y comprobante de domicilio con antelación.

Mini-casos (dos ejemplos reales/hypotéticos)

1) Ana aceptó 200% hasta $100 con WR 35× en D+B. Calculó: (100 + 100) × 35 = $7,000. Apuestas de $5 = 1,400 giros; plazo 7 días. Resultado: no alcanzó, perdió tiempo y bonos expiraron. Lección: si el WR requiere >1000 rondas, no es práctico.

2) Jorge recibió 50 giros gratis con WR 30× aplicable solo a ganancias de giros. Ganó $50 en giros; WR aplicado: 50 × 30 = $1,500. Apuestas pequeñas y sesiones largas; cumplió en 10 días. Lección: los giros pueden ser útiles si sabes cuánto efectivo generan y si el plazo es realista.

Cómo controlar sesgos cognitivos al jugar con bonos

Mi experiencia me muestra dos trampas mentales frecuentes: la falacia del jugador y el sesgo de confirmación. Por un lado, creer que “ya llevo tantas rondas que la racha viene” es arriesgado. Por otro, aferrarte a una estrategia porque viste una victoria aislada te nublará el cálculo del WR.

Regla simple: cuantifica cada sesión y registra resultados. Si llevas más del 20% del volumen necesario sin progreso, replantea estrategia o abandona el bono si el costo de oportunidad es alto.

Mini-FAQ

¿Qué es exactamente “contribución por juego”?

Es el porcentaje que un juego aporta al cumplimiento del WR. Las slots suelen contribuir 100%; blackjack y ruleta, mucho menos. Lee T&C para saber los porcentajes por categoría.

Si pierdo con el bono, ¿puedo retirar el saldo restante?

Sí, siempre que hayas cumplido los requisitos de apuesta y las condiciones de retiro (KYC, límites) se hayan respetado. Si no cumples WR, el bono y ganancias derivadas pueden ser anulados.

¿Cuál es una apuesta segura por giro al perseguir un WR?

No existe una apuesta 100% segura, pero usar 0.5–2% del saldo destinado al bono por giro reduce el riesgo de volatilidad y evita violar límites máximos.

Herramientas y enfoques recomendados

Usa hojas de cálculo simples para simular: filas con número de sesiones, apuesta media, saldo restante y porcentaje de WR cumplido. Si quieres una ruta práctica: registra 10–20 sesiones y calcula la tasa de conversión real antes de comprometer más dinero.

Últimos consejos y toma de decisiones

Al principio pensé que cualquier bono era ganancia neta; luego comprobé que muchos son ofertas de marketing con condiciones pesadas. Por otro lado, con disciplina, algunos bonos tienen valor real para practicar estrategias o ampliar tiempo de juego sin gastar más capital.

Haz esto: 1) calcula volumen; 2) prueba proceso de verificación con depósito mínimo; 3) si lo pruebas, documenta tiempos de retiro; 4) decide si el coste-beneficio vale la pena.

Recomendaciones prácticas sobre operadores y verificación

Si decides probar un operador nuevo, haz la prueba completa: depósito mínimo, KYC y un retiro pequeño. Eso te dará evidencia real sobre rapidez de pagos y trato del soporte. Para explorar plataformas que aceptan jugadores mexicanos y ofrecen métodos locales (SPEI/OXXO), evalúa cada paso con cautela; la transparencia en T&C y tiempos de retiro es clave. Una plataforma internacional popular entre jugadores MX que podrías evaluar en esa prueba inicial es ggbet, usándola como banco de pruebas para entender plazos y políticas antes de escalar apuestas.

18+. Juega responsablemente. Si el juego deja de ser un entretenimiento, busca ayuda profesional y considera límites, autoexclusión o apoyo en línea. Las leyes locales y los recursos de protección al consumidor aplican según jurisdicción.

Sources

  • https://www.gob.mx/segob
  • https://www.ecogra.org
  • https://www.curacao-egaming.com
  • https://www.gamblingtherapy.org

About the Author

Alejandro Méndez, iGaming expert. Trabajo en la industria desde 2014, he auditado procesos de verificación y promociones para operadores que aceptan jugadores mexicanos. Escribo guías prácticas para que jugadores novatos tomen decisiones informadas y seguras.