[email protected]

البريد الالكتروني

0500715065

لخدمات المرضى

0550831365

للتبرعات والشراكات

مدينة الرياض

حي شبرا ، شارع جبل طويق

Espera… antes de hacer cualquier campaña: ¿tu oferta realmente respeta la equidad del juego y las normas locales? Aquí te dejo lo esencial que puedes aplicar hoy, sin tecnicismos vacíos.

Primero, lo práctico: tres pasos concretos que implementes ya. 1) Documentá el origen y la última auditoría del RNG y guarda certificados (PDF con fecha y laboratorio). 2) Publicá una tabla visible de RTP por juego o proveedor y la contribución al rollover de cada categoría. 3) Añadí controles de edad/residencia y enlaces de autoexclusión en todas las landings promocionales. Si no tenés al menos esto, no lances promociones masivas.

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)

Por qué la auditoría de equidad importa para el marketing (y cómo se traduce en confianza)

¡Algo no cuadra cuando un bono luce perfecto en la landing y desaparece en los T&C!

El punto clave: marketing y cumplimiento no son cajas separadas; el marketing compra confianza, la auditoría la valida. Alguien que hace publicidad sin evidenciar auditorías parece prometedor hasta que el primer retiro tarda cinco días y aparecen reclamos públicos —ahí se quema la marca.

Desde un punto de vista operativo, una auditoría externa (iTech Labs, eCOGRA u otro laboratorio acreditado) aporta: (a) certificado de RNG con fecha y hash, (b) informe de RTP por juego o por proveedor, (c) pruebas de integridad en bonus engines (cómo se aplica el rollover estadísticamente). Estos documentos permiten crear mensajes verificables: “RNG auditado por X (informe disponible) — RTP promedio: 96.2%”.

Mini-caso 1 — Qué salió mal y cómo se corrigió (ejemplo práctico)

Un operador promocionó un bono 100% con rollover 40x y excluyó live games, pero no detalló contribuciones por categoría. Resultado: jugadores aprovecharon tragamonedas de baja varianza y reportaron bloqueo de retiro por “actividad inusual”.

Corrección aplicada: 1) se publicó una tabla de contribución (slots 100%, ruleta 10%, live 0%), 2) se integró verificación KYC previa a la activación de bonos grandes, y 3) se añadió un FAQ transparente sobre rollover. Las quejas cayeron 70% en 90 días.

Componentes esenciales de una auditoría de equidad — checklist operativo

Comparativa: enfoques de auditoría y herramientas

Enfoque / Herramienta Qué valida Ventaja Limitación
Auditoría externa (iTech/eCOGRA) RNG, RTP, cumplimiento Alta credibilidad pública Costosa; requiere tiempos de prueba
Pruebas internas + reporte Funcionamiento técnico y logs Rápido y económico Menor confianza externa
RTP público dinámico (panel de transparencia) RTP por título en tiempo real Transparencia continua Requiere integración técnica y almacenamiento

Dónde insertar la transparencia en tu funnel (y un recurso útil)

Al diseñar landings y emails, incluye una sección intermedia que explique: “Cómo verificamos la equidad” con enlaces a los certificados (PDF) y una breve tabla de RTP. Para usuarios móviles, prioriza la visibilidad dentro de la app: en el menú de Ayuda y en la ficha de cada juego debe figurar el RTP y la contribución al rollover. Si desarrollás guías o materiales para usuarios, considerá distribuirlos también dentro de la sección dedicada a mobile apps, ya que la mayoría de jugadores consume promociones desde dispositivos móviles.

Mini-caso 2 — Cálculo rápido de impacto de un rollover alto (ejemplo numérico)

Supongamos un bono: 100% hasta $10.000 ARS con rollover 60× (D+B) y tragamonedas con RTP promedio 96%. ¿Cuánto turnover requiere liberar el bono?

Fórmula: Turnover = (Depósito + Bono) × Rollover. Con $10.000 depósito: (10.000+10.000)×60 = 1.200.000 ARS. Con apuestas media de 500 ARS, eso son 2.400 apuestas. Dato práctico: si un usuario juega 50 apuestas diarias, necesita 48 días para completar el requisito. Eso reduce drásticamente el valor percibido del bono.

Checklist rápido para marketing responsable (Quick Checklist)

Errores comunes y cómo evitarlos

Integración práctica: oferta, auditoría y experiencia móvil

Para cerrar el círculo, imaginá que manejás 100 campañas mensuales. Necesitás un flujo mínimo:

  1. Pre-check legal/regulatorio (verificar restricciones AR y geoblocking).
  2. Validación técnica (RNG + RTP) — certificado vigente.
  3. Contenido transparente (ejemplos, tiempos, límites, 18+ y herramientas de ayuda).
  4. Despliegue en web y app con tracking de conversiones y reporting de quejas.

Si tu público consume principalmente desde el móvil, optimizá la experiencia: notificaciones con reducción de frecuencia para autoexcluidos, y una sección in-app con certificados y la política de juego responsable claramente accesible desde el perfil del usuario. Esto reduce fricción y reclamos, y mejora la retención a largo plazo.

Mini-FAQ

¿Qué diferencia hay entre RTP teórico y RTP observado?

El RTP teórico es el porcentaje esperado a largo plazo publicado por el proveedor; el observado surge de muestras reales (logs). Ambos son útiles: publica el teórico y, si podés, muestra un histórico observado para transparencia.

¿Cada cuánto debo auditar el RNG?

Mínimo anual por un laboratorio acreditado; ideal: auditoría tras cambios significativos y un chequeo interno trimestral de integridad de logs.

¿Cómo comunicar un rollover sin asustar al jugador?

Con un ejemplo numérico claro (como el usado arriba), la contribución por juego y un estimador de tiempo. Transparencia = menos frustración.

18+. Juego responsable: establecé límites, controlá el bankroll y accedé a herramientas de autoexclusión si notás pérdida de control. Para problemas con el juego, buscá ayuda profesional (líneas locales de soporte en ARG). Las promociones están sujetas a términos y condiciones.

Fuentes

About the Author

Martín López, iGaming expert. Con más de 8 años de trabajo en operaciones y cumplimiento de casinos online en la región, combina experiencia técnica con diseño de comunicación responsable.

Si querés revisar la experiencia móvil y la accesibilidad de la información de auditoría en tu producto, comprobá que la sección de transparencia esté accesible desde la app y desde las landings de campaña; una buena práctica es incluir un enlace dentro de la descripción de la app en tiendas y en la página “Sobre nosotros”. Para facilitar esto en canales móviles, considerá integrar recursos dedicados dentro de las mobile apps.

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