Ética en las apuestas deportivas y juegos de casino social: guía práctica para empezar con criterio

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¡Espera…! Antes de abrir la primera cuenta, hay decisiones éticas y prácticas que conviene resolver.
Mi recomendación rápida: define tu presupuesto, entiende el producto y revisa la regulación local —esas tres cosas disminuyen la probabilidad de un problema serio.

Aquí tienes lo esencial en dos frases útiles: 1) No apuestes más de lo que estés dispuesto a perder; 2) verifica la licencia y la fiabilidad del operador antes de depositar.
Ahora voy a desmenuzar por qué esas dos reglas importan, con ejemplos numéricos, mini-casos y una lista accionable para un novato.

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)

¿Qué entendemos por “ética” en apuestas y juegos sociales?

¡Bien visto! La ética aquí no es sólo moralidad; es también protección del dinero y del tiempo.
En la práctica significa transparencia del operador, mecanismos verificados de protección al jugador (autoexclusión, límites), y procesos claros de pago y resolución de disputas.
Más aún: una política ética evita prácticas predatorias en la captación (bonos imposibles de cumplir, plazos irrazonables, o falta de información sobre RTP y rollover).

Problemas reales que ves a diario — mini-casos

¡Uf! Casos frecuentes: depósitos debitados pero no acreditados; retiros aprobados que no llegan; bonos con letra chica que eliminan ganancias.
Caso A (hipotético): Marta deposita 10.000 ARS, recibe un bono que duplica su saldo; debe cumplir rollover 30× en 7 días. Calcula: (10.000 bono) × 30 = 300.000 ARS de apuestas obligatorias —impracticable para un jugador casual. Resultado: frustración y riesgo de sobreapuestas.
Caso B (realista): un usuario reporta que una transferencia fue debitable por su banco pero el intermediario de pago no informó al casino; el soporte sólo «escaló» y tardó semanas en resolver. Consecuencia: pérdida temporal de acceso a fondos y desgaste emocional.

Principios prácticos: cómo juzgar la ética de un operador

¡Atento! Hay indicadores directos y verificables.

  • Licencia visible y validable en el sitio (enlaces al registro del regulador).
  • Política de retiro clara: tiempos, métodos aceptados y ejemplos numéricos.
  • Transparencia en bonos: RTP por juego o referencia al proveedor del RNG, rollovers y contribuciones por tipo de juego.
  • Canales de resolución de conflictos y datos de contacto verificables (no sólo un formulario).
  • Herramientas de juego responsable: límites ajustables, historial de sesión, y opciones de autoexclusión.

Por un lado, la presencia de sellos de auditoría (eCOGRA, iTech Labs) es tranquilizadora; por otro lado, el mero logo sin enlace verificable no basta.

Comparación rápida: enfoques de protección del jugador

Elemento Operador con buena práctica Operador poco ético / opaco
Licencia Visible, linkable a registro público Mencionada sin número o sin verificación
Retiros Tiempos <72h y ejemplos reales Plazos vagos, quejas recurrentes
Bonos Rollovers claros, contribuciones por juego Plazos cortos, límites de ganancia ocultos
Juego responsable Herramientas ajustables y autoexclusión Mensajes genéricos sin controles reales

Checklist rápido antes de registrarte (acción inmediata)

¡Haz esto ahora, en 5 minutos!

  1. Verifica que el sitio muestre su licencia y que el enlace funcione.
  2. Lee la sección de retiros: ¿mínimos, máximos, tiempos expresos?
  3. Comprueba las condiciones del bono y calcula el rollover en números reales.
  4. Busca sellos de auditoría RNG y páginala de soporte con opción de chat en vivo.
  5. Activa límites de depósito/tiempo desde el primer día.

Herramientas y opciones: comparación de enfoques

Si estás eligiendo entre: A) casas de apuestas con licencia local; B) operadores internacionales con licencia en Curazao; C) apps sociales sin dinero real —aquí va una mirada pragmática.

Opción Protección legal Facilidad de pago en ARS Bonos / Riesgos
Licencia local (ej. LOTBA/IPLyC) Alta (recurso local) Buena Bonos moderados, mayor regulación
Licencia Curazao / internacional Media-baja (recurso remoto) Variable, a veces mejor aceptación de métodos Bonos grandes, más riesgo en pagos
Juegos sociales (sin dinero) N/A (entretenimiento) No aplica Sin riesgo financiero, menos emoción real

Recomendación práctica y ejemplo de selección

Mi enfoque: si aceptas jugar con dinero real en AR, prioriza operadores que combinen: licencia verificable, historial de pagos transparente y herramientas de RG.
Si necesitas ver una plataforma con gran catálogo pero quieres chequear credenciales antes de apostar, revisa su política de pagos y pruebas de auditoría —por ejemplo, la página del operador y sus certificados en secciones públicas. Una referencia que puedes consultar para ver oferta en la región es jugabet-argentina, usada aquí como ejemplo de un operador que apunta a mercado local; úsalo como punto de comparación, no como aval automático.

Mini-casos: cómo aplicar la matemática del bono

¡Pera un segundo! Muchas personas se quedan con la cifra del bono y olvidan el rollover. Mira esto:

  • Depositas 5.000 ARS; bono 100% hasta 50.000 ARS; rollover 30× del bono.
  • Si aceptas los 5.000 ARS de bono, deberás apostar 5.000 × 30 = 150.000 ARS antes de poder retirar ganancias derivadas del bono.

Consejo: calcula cuánto tiempo y cuánto juego diario necesitas para cumplirlo. Si juegas 2 horas diarias y apuestas promedia 1.000 ARS/hora, en 75 horas cumples el requisito —lo que normalmente no es realista en 7 días.

Common mistakes and how to avoid them

¡Alerta de errores comunes!

  • Aceptar bonos sin leer la contribución por tipo de juego → evita juegos de mesa si contribuyen solo 10%.
  • No verificar la procedencia del procesador de pagos → usa métodos con historial (bancos, billeteras reconocidas).
  • Jugar sin límites de pérdida o tiempo → configura límites diarios/semana desde el registro.
  • Confundir entretenimiento con inversión → apuesta solo dinero destinado a ocio.

Mini-FAQ

¿Cómo sé si un sitio es seguro para retirar mis ganancias?

Observa: busca ejemplos de tiempos de pago publicados y revisa foros/reseñas recientes. Expande: si hay muchas quejas sobre retiros, eso es una señal de alarma; verifica los métodos de pago disponibles y la política KYC. Reflexiona: recuerda que procesos KYC incompletos son la causa número uno de demoras, así que prepara documentos claros antes del primer retiro.

¿Son los juegos sociales una opción ética para practicar?

Observa: sí, para aprender mecánicas sin riesgo. Expande: te permiten entender volatilidad y gestionar sesiones; no reflejan la presión financiera real. Reflexiona: transición a dinero real solo cuando controles tu emocionalidad y límites.

¿Qué hago si un depósito fue debitado pero no acreditado?

Observa: pídele al soporte comprobantes y tiempos. Expande: guarda recibos bancarios, contacta al procesador y exige número de ticket. Reflexiona: si la respuesta tarda y el operador no asume responsabilidad, documenta y presenta reclamo en Defensa del Consumidor (local) y en el registro del regulador de la licencia si corresponde.

18+. Juego responsable: establece límites, respeta tu presupuesto y utiliza autoexclusión si notas signos de pérdida de control. En Argentina, las licencias locales (por ejemplo LOTBA/IPLyC) y canales oficiales de defensa del consumidor ofrecen recursos; busca ayuda profesional si lo necesitas.

Fuentes y referencias

1. Instituto Provincial de Lotería y Casinos (IPLyC) — políticas y registro de operadores.
2. Curacao eGaming — listados y advertencias sobre licencias internacionales.
3. Research on gambling harm minimization (ej. Gambling Commission / estudios académicos).

About the Author

Martín López, iGaming expert. Profesional con experiencia operando y auditando plataformas en LATAM, especializado en evaluación de riesgos de pago y políticas de juego responsable. Ofrece consultoría para proyectos que buscan equilibrar crecimiento comercial con protección del jugador.

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