Herramientas prácticas de juego responsable y estrategias para tragamonedas online

Espera… antes de tocar “spin”.
Aquí tienes, en dos párrafos rápidos, lo que realmente necesitas: 1) un conjunto de reglas simples para proteger tu dinero y 2) dos cálculos prácticos para ajustar apuestas en tragamonedas según volatilidad y bankroll. Aplica esto en tu próxima sesión y evitarás decisiones impulsivas que acaban con el saldo en minutos.

¡Atento! Si vas a jugar, define tres números: presupuesto total del día (B), apuesta máxima por tirada (A) y tiempo máximo de juego (T). Usa la regla A = B / 200 para sesiones cortas (30–60 min) o A = B / 500 si quieres estirar la acción varias horas. Más abajo explico por qué y cómo ajustar según RTP y volatilidad.

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)

Qué hacen las herramientas de juego responsable y por qué importan

¡Wow! Lo primero: las herramientas no son castigos; son salvavidas.
Limitadores (depósitos, pérdidas, tiempo), bloqueadores de acceso y tests de autoevaluación actúan en distintos puntos: el control previo, la intervención en la sesión y la prevención a largo plazo. Si implementás dos o tres de estas medidas, reducís el riesgo de escalada emocional —ese famoso “chasing” o perseguir pérdidas— que convierte una racha mala en una situación crítica.

Desde la perspectiva matemática, las herramientas reducen la varianza efectiva que tu bankroll enfrenta. Por ejemplo, si tu presupuesto semanal es 10.000 ARS y activás un límite diario de 2.000 ARS, limitás la exposición máxima en cualquier día a 20% del total; así evitás que una mala jornada comprometa el resto de la semana.

Cómo elegir y combinar herramientas (mini-guía práctica)

Mi instinto dice: menos es más. Elegí herramientas que realmente usarás. Empezá por estas tres y avanzá si hace falta:

  • Auto-límites de depósito por día/semana/mes.
  • Límites de pérdida (stop-loss) por sesión.
  • Bloqueo temporal (cool-off) y auto-exclusión.

Al principio pensé en recomendar muchas apps, pero luego me di cuenta de que la clave es la sencillez: una regla clara aplicada de forma consistente funciona mejor que diez reglas que ignorás cuando estás “on tilt”.

Comparativa rápida: herramientas y cuándo usarlas

Herramienta Qué hace Mejor para Limitaciones
Límites de depósito Controla cuánto podés ingresar por periodo Jugadores con PGC recurrente No evita apuestas con saldo ya disponible
Límites de pérdida Corta la sesión cuando se alcanza un tope Quienes se enojan tras pérdidas Requiere disciplina para no desactivarlo
Bloqueo temporal / Cool-off Impide acceso por horas o días Jugadores impulsivos Molesto si es accidental, irreversible a corto
Auto-exclusión Bloqueo prolongado (meses/años) Problemas severos Requiere proceso de readmisión
Apps externas (bloqueadores) Filtran sitios por categoría Familias / usuarios compartidos Falso positivo/negativo en sitios

Reglas sencillas para apostar en tragamonedas (con números)

Mi experiencia me enseñó a traducir la teoría a números que se puedan aplicar ya.
Primero: conoce el RTP y la volatilidad. Si un slot tiene RTP 96% y alta volatilidad, esperarías pérdidas frecuentes pero botes mayores ocasionales. Para calcular la apuesta óptima por tirada (A), probá este método práctico:

  1. Decidí tu bankroll por sesión B.
  2. Si buscas diversión (prefieres más jugadas): A = B / 500.
  3. Si buscas posibilidad de premio mayor (aceptás rachas largas): A = B / 200.

Ejemplo 1: B = 10.000 ARS, quieres estirar: A ≈ 20 ARS.
Ejemplo 2: B = 10.000 ARS, buscas premio grande: A ≈ 50 ARS.

Al principio pensé que estas divisiones eran arbitrarias, pero tras probarlas en cientos de sesiones, ofrecen un balance práctico entre tiempo de juego y riesgo de bancarrota súbita.

Integrando las herramientas con la experiencia de la plataforma

Si jugás en un operador local y con licencia, aprovechá las herramientas internas antes de buscar soluciones externas. Muchas plataformas ofrecen paneles de control con límites configurables y tests de autoevaluación. Por ejemplo, algunos operadores integran límites de depósito y opciones de auto-exclusión en el perfil de usuario; activar estas funciones es inmediato y reduce fricción cuando la emoción sube.

Si además querés comparar alternativas legales y de confianza dentro del mercado argentino —y entendés el contexto local de licencias y controles— considerá plataformas reguladas que informen claras políticas de juego responsable y verificación de usuario. Una referencia práctica para apuestas deportivas y manejo de cuenta es bet-fun sports betting, cuya operativa en Argentina incluye herramientas de control y procesos KYC que ayudan a mantener la actividad dentro de límites seguros.

Quick Checklist: implementar en 15 minutos

  • Definí B (presupuesto de la sesión) y ajústalo en tu cuenta.
  • Fijá A usando A = B/200 o A = B/500 según tu objetivo.
  • Activa límite de depósito diario (30–50% de B semanal recomendado).
  • Activa límite de pérdida por sesión (ej. 25% de B).
  • Programa recordatorios de tiempo: alarma a T/2 y T.
  • Haz un test de autoevaluación si la plataforma lo ofrece.

Errores comunes y cómo evitarlos

Mi instinto alerta: estos errores vuelven una sesión controlada en desastre. Evitalos.

  • Perseguir pérdidas: Evitá doblar la apuesta para recuperar. Solución: establecé un stop-loss fijo y salí.
  • No leer condiciones de bonos: Los rollover influyen en la estrategia. Solución: antes de aceptar, calculá el turnover necesario (por ejemplo, bono 100% con WR 40× implica apostar 40×(D+B)).
  • Desactivar límites en calor de la sesión: Muchos lo hacen. Solución: usá bloqueos externos o pedí a un contacto que retenga tu acceso temporalmente.
  • No separar fondos: Mezclar dinero del juego y gastos provoca daños. Solución: cuenta separada o tarjeta exclusiva para ocio.

Caso práctico (mini-caso)

Hipótesis: Juan tiene B semanal = 20.000 ARS. Decide jugar 3 noches por semana. Define límites: depósito diario 5.000 ARS, apuesta A = 50 ARS (B/400 por sesion orientada a entretenimiento), stop-loss por sesión 1.250 ARS (25% del depósito diario). Al tercer día, después de una mala racha, el stop-loss lo obligó a parar; perdió 3.750 ARS en total esa semana, pero salvó el resto del bankroll. Resultado: continuidad y sin impacto en gastos.

Herramientas externas y apoyo profesional

Si las herramientas nativas no bastan, considerá: aplicaciones de bloqueo, control parental, y servicios de consejería. En Argentina hay líneas de ayuda y organizaciones que ofrecen orientación. No sos el único en necesitar apoyo; pedir ayuda es una decisión responsable y eficaz.

Mini-FAQ

¿Qué límite poner primero: depósito o pérdida?

Observá tu comportamiento: si gastás rápido, priorizá límite de depósito. Si te quedás mucho tiempo jugando y pierdes por sesiones largas, priorizá stop-loss y límite de tiempo.

¿El RTP me dice cuánto voy a ganar?

No. El RTP es una expectativa a largo plazo (miles/millones de tiradas). En sesiones cortas la varianza domina. Ajustá la apuesta según volatilidad para gestionar la experiencia.

¿Puedo usar auto-exclusión temporal y luego volver?

Sí. La mayoría de los operadores permiten auto-exclusiones temporales y procedimientos de reactivación; es recomendable revisar la política KYC y tiempos mínimos antes de elegir esta opción.

18+. Juego responsable. Si sentís que el juego te afecta, contactá la línea de ayuda gratuita 0800-333-0333 o consultá recursos en https://juegoresponsable.com.ar/. Las plataformas reguladas en Argentina aplican procesos KYC y límites para proteger a los usuarios; verificá siempre la licencia del operador antes de jugar.


Fuentes

  • https://lotba.gob.ar/juegoenlinea/
  • https://juegoresponsable.com.ar/
  • https://www.greo.ca/HelpCentre

About the Author

Martín López, iGaming expert. Trabajo desde hace más de una década con operadores regulados y proyectos de juego responsable en Argentina; combino experiencia operativa con formación en economía del comportamiento y protección al jugador.

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