¡Espera un segundo!

Si acabas de ver un bono “demasiado bueno para ser verdad”, esto te interesa: aquí tienes pasos concretos para evaluar, controlar y, en su caso, rechazar promociones que terminan dañando tu saldo y tu salud mental.

En los siguientes minutos vas a aprender: cómo detectar señales de abuso en las promociones, qué herramientas prácticas usar para autocontrolar tu juego y un plan paso a paso para manejar bonos sin quemar tu bankroll.

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¿Qué significa “abuso de bonos” y por qué importa?

Mi instinto dice que muchos jugadores confunden “gratis” con “sin riesgo”.

Un bono puede inflar tu tiempo de juego y obligarte a apostar mucho más de lo razonable por condiciones (rollover) que no comprendes.

Esto no es teoría: cuando un bono exige, por ejemplo, 35× (D+B) y limita contribuciones de juegos, el costo real en apuestas puede superar varias veces el depósito inicial.

Resultado: pérdidas aceleradas, tentación a perseguir pérdidas y posible dependencia.

Por otro lado, algunas promociones sí tienen valor si sabes calcular su coste real y gestionar el riesgo.

Cómo ocurre el abuso — señales prácticas

Algo no cuadra cuando:

  • El rollover se aplica a D+B en lugar de solo al bono.
  • Hay exclusiones no obvias (slots sí, mesas no) o contribuciones parciales por juego.
  • El período para completar requisitos es corto (3–7 días).
  • Las ganancias máximas retirables del bono están limitadas muy por debajo del potencial del premio.

Atento a esas cláusulas. Y otra cosa: si el operador cambia términos tras tu registro, es una bandera roja.

Herramientas y enfoques para juego responsable (comparación)

¡Buena noticia! No todo es prevención reactiva; hay soluciones técnicas y de proceso que reducen el riesgo de abuso de bonos.

Herramienta / Enfoque Qué hace Ventajas Limitaciones
Límites de depósito (diario/semanal/mensual) Control automático del flujo de dinero Previene escaladas impulsivas Requiere activación y disciplina
Límites de apuesta por sesión Evita martingalas y subidas rápidas de stake Reduce pérdidas grandes en ráfagas Puede no aplicarse a todos los juegos
Autoexclusión temporal/permanente Bloqueo total de acceso Solución efectiva para crisis Medida extrema; debe usarse con soporte
Bloqueos por proveedor o tipo de juego Limita participación en juegos con alta contribución al rollover Control granular Menos común en operadores pequeños
Herramientas externas (apps de presupuesto) Monitorean gastos y envían alertas Independencia del operador Requieren sincronización manual

Procedimiento práctico: cómo evaluar un bono en 6 pasos

¡Aquí va la parte útil!

  1. Lee la regla del rollover: ¿se aplica a D+B o solo al bono? Anota el número (p. ej. 35×).
  2. Revisa la contribución por juego (slots 100%, ruleta 10%, blackjack 0%).
  3. Calcula el volumen real: Volumen = (Depósito + Bono) × Rollover. Ejemplo: depósito $200, bono $200, rollover 35× → volumen = $400 × 35 = $14,000 en apuestas.
  4. Comprueba el plazo para cumplir (días). Divide el volumen entre días para ver el ritmo de juego exigido.
  5. Busca límites máximos de retiro de ganancias del bono y condiciones de retiro (KYC obligatorio antes).
  6. Decide: si el volumen o el ritmo son incompatibles con tu bankroll y tiempo, rechaza el bono.

Mini-caso 1: ¿Cuánto cuesta realmente un bono del 100% con WR 35×?

Observa esto: un jugador deposita $500 con un bono 100% y WR 35× (D+B).

Expande: suma D+B = $1,000. Volumen requerido = $1,000 × 35 = $35,000 en apuestas.

Reflexiona: si apuesta $50 por tirada, necesitaría 700 apuestas. Eso puede tomar semanas y aumenta el desgaste mental, empujando a tomar decisiones impulsivas.

Mini-caso 2: Bono sin depósito de $400 con WR 55×

¡Ojo!

Con WR 55×, el volumen = $400 × 55 = $22,000 en apuestas. Además suele haber límite de retirada de ganancias (p. ej. $700) y exigencia de depósito posterior para liberar fondos.

Conclusión: el valor real es más de marketing que financiero.

Recomendaciones tecnológicas para operadores y jugadores

Para operadores: incorporar límites nativos de depósito y verificación previa al bono evita abusos y quejas.

Para jugadores: usa apps de presupuesto (ej.: control de cuentas y alertas push) y activa límites en la cuenta desde el primer día.

¿Dónde encaja la elección de plataforma? (evaluación práctica)

Si estás comparando operadores, usa estos criterios: licencia local (p. ej. SEGOB en MX), transparencia sobre RNG/auditorías, tiempos de retiro, métodos de pago y claridad en términos de bonos.

Después de checar todo lo anterior y si ya decidiste probar una oferta razonable, regístrate y verifica tu cuenta con antelación; eso evita demoras en retiros y reduce el riesgo de fricción cuando necesitas retirar ganancias. Una plataforma puede facilitar esto: register now

Quick Checklist — herramientas y acciones inmediatas

  • Activa límites de depósito diarios/semanales.
  • No aceptes bonos sin leer la parte de “contribuciones por juego”.
  • Verifica cuenta (KYC) antes de depositar grandes sumas.
  • Usa un presupuesto independiente (tarjeta separada o app).
  • Programa sesiones: 30–60 minutos máximo con pausas obligatorias.
  • Ten un límite de pérdida por sesión (por ejemplo, 10% de tu bankroll dedicado a entretenimiento).

Common mistakes and how to avoid them

¡Aquí lo que veo seguido en la práctica!

  • Creer que bono = dinero gratis. Evitalo. Calcula volumen y tiempo antes de aceptar.
  • No leer exclusiones. Un juego popular puede no contribuir al rollover; revisa la letra chica.
  • Depositar para “cumplir” rápidamente. Esa estrategia suele aumentar pérdidas. Mejor rechaza bonos agresivos.
  • No activar límites. Pequeños frenos automáticos detienen la escalada.
  • Esperar retiros rápidos sin KYC. Verifica documentos desde el inicio.

Mini-FAQ

¿Puedo reclamar cuando un bono cambia sus términos?

Observa: guarda capturas y condiciones al momento del registro. Expande: si el operador modifica clausulas retroactivamente, solicita soporte con pruebas y, si es necesario, eleva la queja a la autoridad reguladora (en MX, SEGOB). Refleja: mantener evidencia es clave en disputas.

¿Qué es una “contribución por juego”?

Breve: es el porcentaje del importe apostado que cuenta para el rollover. Por ejemplo, si la ruleta contribuye 10%, tendrás que apostar 10 veces más para cumplir el mismo volumen que en slots (100%).

¿Es mejor no tomar bonos nunca?

No necesariamente. La decisión depende de tu bankroll, tiempo disponible y tolerancia al riesgo. Si te obligan a apostar un volumen que destruye tu presupuesto, recházalo; si el bono tiene rollover razonable y contribución clara, puede aportar valor.

18+. Juega con responsabilidad. Si sientes que el juego deja de ser entretenimiento, busca ayuda profesional. En México, consulta recursos de la Comisión Nacional contra las Adicciones (CONADIC) y servicios de salud mental locales. Este artículo no garantiza ganancias ni sustituye asesoría clínica.

Fuentes

  • https://icd.who.int/
  • https://www.ecogra.org/
  • https://www.gob.mx/segob

Sobre el autor

Carlos Méndez, experto en iGaming con experiencia operativa y en cumplimiento regulatorio en México. Combina análisis técnico de bonos con prácticas de juego responsable y asesoría a jugadores.