Impacto económico de los casinos y por qué la verificación de edad importa

¡Espera… esto no es sólo sobre cuántos billetes entran al bote!
Los casinos generan empleo, impuestos y actividad económica local, pero también crean externalidades: costos sociales, presión en servicios públicos y riesgos para poblaciones vulnerables.

Al principio pensé en cifras brutas —empleos temporales, ingreso por impuesto—; luego me di cuenta de que lo esencial es cómo se distribuye ese ingreso y quién asume los costos.
En pocas palabras: un proyecto de casino puede mejorar un municipio, pero también puede transferir riesgos a quienes menos pueden pagarlos.

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Observación rápida: ¿qué mide el impacto económico?

¡Algo no cuadra cuando sólo vemos ganancias!
La medición correcta incluye: empleo directo e indirecto, recaudación fiscal, efecto multiplicador en la economía local y —muy importante— costos sociales (salud, seguridad, reducción de productividad).

Expandiendo: el impacto bruto es relativamente sencillo de cuantificar (ventas, nómina, impuestos), pero el neto exige restar externalidades: atención médica adicional, programas de apoyo, pérdida de ingresos familiares, y el coste administrativo de regularidad y controles de edades.

Reflexión: por un lado tenemos incentivos fiscales y turismo; por otro, el aumento en demanda de servicios sociales que pueden neutralizar la ganancia fiscal si no se planifica. La verificación de edad funciona como mitigador de riesgo —no es sólo cumplimiento, es prevención económica.

¿Cómo afectan los casinos a la economía local? Un desglose práctico

¡Wow! Las cifras pueden engañar.
Primera capa: ingresos inmediatos y empleo directo (recepcionistas, seguridad, baristas, crupieres, técnicos). Segunda capa: empleo indirecto (hoteles, transporte, restauración). Tercera capa: efecto multiplicador —cada peso gastado en el casino puede generar entre 0.8 y 1.6 pesos adicionales en la economía local, según estudios de caso.

Ahora, lo técnico: si un casino genera ventas anuales de $500 millones MXN, y asumimos un multiplicador conservador de 1.2, el efecto total sería $600 millones MXN en actividad económica local. Pero si los costos sociales suman $80 millones (programas de prevención, salud, seguridad), el neto cae significativamente.

Conclusión: evaluar proyectos sólo por ventas proyectadas es una falacia de confirmación; hay que incluir escenarios conservadores y sensibilidad a costos sociales.

Verificación de edad: un control con impacto económico tangible

Mi instinto dice: la verificación de edad no es una formalidad.
Es una barrera que reduce el acceso de menores y reduce la probabilidad de que los hogares más vulnerables sufran consecuencias económicas por juego problemático.

Ejemplo numérico sencillo: supongamos una población local de 100,000 habitantes, con 20% en rango de 15–24 años. Si la apertura del casino incrementara la tasa de participación juvenil no regulada en 1 punto porcentual, eso puede traducirse en cientos de jóvenes con pérdidas regulares; multiplicado por un ticket promedio mensual, se traduce en pérdidas familiares y presión social que la autoridad tendrá que abordar.

Reflexión: medir la eficacia de sistemas KYC y controles de edad debería formar parte del análisis costo-beneficio; inversiones en KYC que reducen la incidencia juvenil pueden ahorrar gasto público futuro en salud y seguridad.

Comparativa de enfoques de verificación (rápida)

Enfoque Precisión Costo operativo Impacto económico (prevención)
Control manual en puerta (ID físico) Media Bajo Moderado
Verificación digital (bases públicas/INE) Alta Medio Alto
KYC completo online (documentos + biometría) Muy alta Alto Muy alto
Sistemas híbridos con monitoreo de gasto Muy alta Alto Muy alto

Ahora, después de comparar opciones y entender trade-offs de costo y efectividad, conviene ver cómo las plataformas serias integran promociones con controles responsables. En el mercado existen promociones que combinan ofertas con requisitos de verificación robustos para minimizar riesgos y maximizar el valor social —por ejemplo, operadores que exigen KYC antes de otorgar bonos y giros promocionales pueden reducir la entrada de menores y fraude. Un recurso para entender las ofertas y sus requisitos de verificación puede consultarse en betwaymexico promotions, donde las condiciones de bonificación y los procesos KYC aparecen descritos junto a herramientas de juego responsable.

Mini-casos prácticos

Caso A — Municipio costero: un pequeño casino generó 250 empleos directos y 400 indirectos; tras dos años, la recaudación fiscal cubrió infraestructura, pero el municipio tuvo que crear un programa de prevención de adicciones con presupuesto recurrente del 3% de la recaudación. Resultado neto: beneficio fiscal positivo, pero dependencia presupuestaria.

Caso B — Ciudad industrial: un operador con pobre KYC registró aumento en fraudes y reclamaciones; la mala prensa redujo turismo y provocó sanciones administrativas. Resultado: pérdidas temporales y una caída del 10% en la actividad esperada.

Quick checklist: antes de aprobar o regular un casino

  • Revisar el plan de KYC y verificación de edad (documentos, biometría, bases públicas).
  • Evaluar el multiplicador económico local con escenarios conservadores (p. ej. 0.8, 1.2, 1.6).
  • Estimar costos sociales y asignar presupuesto a programas preventivos y atención temprana.
  • Exigir cláusulas contractuales que garanticen transparencia en reportes de impuestos y métricas sociales.
  • Implementar límites de publicidad orientados a adultos (18+) y revisar contenido promocional.

Errores comunes y cómo evitarlos

Observa esto: muchos proyectos caen en la trampa de sobreestimar turismo y subestimar costos sociales.

  • Error: Calcular impacto sólo por ventas proyectadas.
    Evitar: incorporar escenarios pesimistas y análisis de sensibilidad.
  • Error: Implementar KYC superficial para acelerar apertura.
    Evitar: invertir en verificación digital robusta desde el inicio.
  • Error: No destinar recursos a prevención y tratamiento.
    Evitar: crear un fondo obligatorio con porcentaje de ingresos para programas sociales.
  • Error: Ignorar la opinión pública y stakeholders locales.
    Evitar: consultar comunidades y crear mesas de trabajo antes de la aprobación.

Mini-FAQ

¿Por qué la verificación de edad reduce costes económicos?

Porque previene que menores consuman recursos económicos que luego generan demanda de servicios sociales, y reduce el riesgo de fraude y reclamos, lo que protege la imagen del operador y reduce sanciones regulatorias.

¿Qué indicadores seguir para medir el impacto neto?

Empleo neto (directo e indirecto), recaudación fiscal real, gasto en programas sociales vinculados, número de casos de juego problemático atendidos y cambios en indicadores de seguridad pública.

¿Cuál es la mejor práctica de verificación en línea?

Combinar verificación de identidad (datos oficiales), validación biométrica opcional, y monitoreo de patrones de gasto que activan revisiones manuales.

18+ | Juego responsable: si sientes que el juego afecta tu vida, busca ayuda. En México existen servicios especializados y líneas de apoyo; además, las plataformas responsables ofrecen límites de depósito, temporizadores de sesión y autoexclusión.

Reflexión final: equilibrio entre beneficio económico y responsabilidad

Mi corazonada inicial era optimista: “los casinos traen progreso”. Luego me topé con la realidad operativa y social; por eso ahora digo: sí, pueden traer progreso, pero sólo cuando la regulación obliga a verificación sólida de edad, transparencia en impuestos y financiación de programas preventivos.
La verificación de edad no es una formalidad administrativa; es una política económica preventiva que, correctamente implementada, reduce costos futuros y protege a los más vulnerables.

Si eres regulador, operador o líder comunitario, la recomendación es clara: exigir estándares KYC, medir impacto neto con escenarios realistas y destinar recursos a mitigación de externalidades. Esa es la única manera de que la actividad sea verdaderamente sostenible.

Sources

  • Secretaría de Gobernación (México) — Normativa y permisos sobre juegos y sorteos: https://www.gob.mx/segob
  • eCOGRA — Auditoría y prácticas de juego justo: https://www.ecogra.org
  • OECD — Policy responses to problem gambling (resúmenes y análisis comparativos): https://www.oecd.org

About the Author

Autor: {author_name}, experto en iGaming con experiencia analítica en regulación y operación de plataformas. Ha trabajado en evaluación de impacto económico y en diseño de políticas de juego responsable a nivel regional.

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