IA en las apuestas: ética práctica para jugadores y operadores

¡Espera… esto cambia todo! La inteligencia artificial ya no es sólo una palabra de moda: afecta cómo se fijan cuotas, cómo se detecta fraude y cómo los usuarios reciben ofertas personalizadas.

En dos párrafos útiles: primero, si vas a apostar, aprende a identificar cuándo una decisión está guiada por IA y cómo eso puede influir en tu riesgo. Segundo, si gestionas una plataforma o trabajas en marketing, existe una línea ética clara: no explotar vulnerabilidades humanas con microsegmentación agresiva.

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Observación rápida: ¿qué hace exactamente la IA hoy en apuestas deportivas?

¡Vaya, es mucha data! Los modelos actuales usan históricos, telemetría en directo y señales sociales para ajustar cuotas en tiempo real. Eso permite a operadores y a traders reaccionar en segundos a eventos (lesiones, clima, cambios tácticos) que antes tardaban minutos u horas en reflejarse.

Al principio pensé que la IA solo optimizaba márgenes, pero luego me di cuenta de que también personaliza ofertas a cada jugador: desde límites de apuesta hasta bonos personalizados. Por un lado mejora la eficiencia; por otro lado crea riesgos éticos si se usa para “empujar” a usuarios vulnerables.

Tres áreas donde la ética debe ser práctica

Primero: transparencia en la fijación de cuotas. Si una cuota se ajusta por IA, el usuario merece saber que la velocidad de ajuste puede afectar su ventaja. Segundo: protección contra microtargeting—no usar modelos para identificar y explotar patrones de juego compulsivo. Tercero: equidad en la verificación y en la gestión de reclamaciones; los sistemas automatizados deben permitir apelaciones humanas.

Mini-cálculo: cómo la IA puede cambiar tu expectativa (EV)

Supongamos una apuesta de ARS 1.000 con cuota 2.0 (probabilidad implícita 50%). EV básico = (probabilidad real × ganancia) − (probabilidad complementaria × pérdida). Si la IA detecta movimiento de apuestas y ajusta cuota a 1.95, tu EV baja. Si creías que la probabilidad real era 52%: EV_original = 0.52×1000 − 0.48×1000 = ARS 40; EV_ajustado = 0.52×950 − 0.48×1000 = −ARS 14. Pequeñas variaciones de cuota borran el valor.

Comparación práctica: enfoques de IA y su impacto en jugadores

Enfoque IA Qué hace Riesgo para el usuario Medida ética recomendada
Modelos de precio en tiempo real Ajustan cuotas por información instantánea Pérdida rápida de valor; arbitraje más difícil Logs públicos de cambios y ventanas de transparencia
Microsegmentación comercial Ofertas personalizadas por perfil Explotación de vulnerables Excluir penalizaciones a usuarios con señales de riesgo
Detección automatizada de fraude Bloquea patrones sospechosos Falsos positivos sin apelación humana Proceso claro de revisión humana y tiempos máximos

Casos breves (prácticos)

Caso 1 — El “pico de cuota”: un operador con IA reduce la cuota de un underdog en 30 segundos tras una noticia de alineación. Dos apostadores con móvil a mano capturan dos precios distintos. Moraleja: la latencia importa; usar APIs y timestamps para reclamar si hay error.

Caso 2 — Microtargeting excesivo: una campaña usa modelos para identificar jugadores con pérdidas recurrentes y les lanza bonos “recuperadores”. Resultado: empeora la conducta compulsiva. Solución: reglas internas que prohíban ofertas a perfiles con señales de riesgo y activar la intervención de Juego Responsable.

¿Qué pueden hacer los jugadores? Checklist rápido

  • 18+ y control: confirma que el servicio respeta límites de edad y ofrece herramientas de autoexclusión.
  • Verifica licencias y KYC antes de depositar; guarda capturas del proceso.
  • No aceptar ofertas inmediatas sin leer el rollover y la apuesta máxima—la IA busca convertir bonos en pérdidas.
  • Usa métodos con registro temporal (timestamps) para documentar cambios de cuota en apuestas en vivo.
  • Establece límites personales de sesión y pérdidas, y activa alertas (si la plataforma las ofrece).

Errores comunes y cómo evitarlos

  • Creer que la AI da ventaja: pensar “si hay IA en mi favor” es sesgo de confirmación; siempre calcular EV.
  • Perseguir cuotas: cambiar de una apuesta por una cuota ligeramente mejor suele costar en liquidez y tiempo; prioriza gestión de bankroll.
  • Aceptar bonos sin entender WR: un rollover (por ejemplo x35 en D+B) puede consumir rápidamente tu bankroll; simula escenarios antes de aceptar.
  • No verificar operador: la falta de comprobación de licencias complica reclamos; comprueba autoridad regulatoria y proceso de resolución de disputas.

Herramientas y enfoques responsables para operadores

Mi instinto dice: hay margen para integrar IA responsablemente. Diseño de IA responsable —por ejemplo usando fairness constraints— evita prácticas predatorias. Implementar un “corte humano” para todas las decisiones de bloqueo o sanción evitará errores operativos y ayudará a la confianza del jugador.

Además, documentar las políticas de pricing dinámico y ofrecer registros de eventos (audit logs) mejora la transparencia. Y por último, verificar y publicar auditorías de terceros sobre RNG y modelos de precios reduce desconfianza.

Regulación y KYC/AML — notas para Argentina

En Argentina la regulación del juego online opera por provincias; muchos operadores trabajan con licencias offshore. Por eso es clave verificar: quién procesa pagos, bajo qué entidad fiscaliza la plataforma y cómo se gestionan reclamos. Si juegas desde AR, exige claridad sobre KYC (DNI, comprobante de domicilio) y tiempos de respuesta para retiros; esto reduce el riesgo operacional.

Si buscas una plataforma localizada para Argentina con opción de ARS y catálogo amplio, revisa cuidadosamente la política de verificación y la sección de Juego Responsable; por ejemplo, plataformas que indican claramente su licencia y procesos demuestran mayor compromiso. Una referencia práctica para comparar opciones es 1xslot-argentina, que muestra localización para AR y opciones de pago adaptadas al mercado.

Mini-FAQ

¿La IA me quita la posibilidad de “sacar ventaja” como apostador?

En general sí reduce oportunidades por la velocidad de ajuste. Pero los apostadores que usan análisis propio y velocidad (APIs, bots legítimos) pueden competir; siempre respetando los términos del operador. La clave es calcular EV y tener disciplina de bankroll.

¿Es ilegal que me lleguen ofertas personalizadas por IA?

No es ilegal per se, pero puede ser poco ético si se dirigen a personas vulnerables. Las buenas prácticas implican exclusión de campañas a perfiles con señales de riesgo y proporcionar mecanismos de rechazo y autoexclusión.

¿Qué hago si un sistema automatizado me bloquea o rechaza un retiro?

Solicita documentación del caso, pide revisión humana y guarda toda la comunicación. Si la plataforma opera offshore, documenta con timestamps y contacta al regulador de la licencia indicada en la web.

Checklist técnico para evaluar una plataforma que usa IA

  • ¿Publica la empresa su política de privacidad y uso de modelos (cómo usa datos para personalización)?
  • ¿Ofrece logs o comprobantes de cambios de cuotas en apuestas en vivo?
  • ¿Tiene mecanismos claros de apelación y revisión humana para bloqueos/retenciones?
  • ¿Brinda herramientas de Juego Responsable (límites, autoexclusión, test de riesgo)?
  • ¿Muestra la licencia y datos del procesador de pagos (útil para AR: aceptación ARS y tiempos estimados de retiro)?

Recomendaciones finales y éticas para jugadores novatos

Algo no cuadra si te prometen ventajas basadas en IA: ten cuidado. Aprende a leer términos, envía tu KYC antes de acumular saldo y mantén apuestas bajas hasta comprender el comportamiento de la plataforma en vivo.

Si eres operador: por un lado la IA optimiza, por otro tienes responsabilidad moral. Evita microtargeting que empuje a la compulsión y diseña vías de salida para usuarios con señales de riesgo.

18+. Juega responsablemente. Si sientes que pierdes el control, contacta servicios de ayuda locales y utiliza herramientas de autoexclusión. En Argentina consulta recursos provinciales o líneas de apoyo en la web del operador.

Fuentes

  • https://www.gaming-curacao.com/
  • https://www.egba.eu/
  • https://www.ecommercefrance.com/

Sobre el autor

{author_name}, experto en iGaming. Trabajo con operadores y jugadores en América Latina desde 2016 y combino experiencia práctica en operaciones, pagos y juego responsable para ofrecer guías accionables y éticas.

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