Sistemas de apuestas en ruleta y la UX que realmente importa para jugadores novatos

¡Espera… esto va directo al punto.

Antes de que te lances a probar sistemas populares (Martingale, Fibonacci, Paroli), aquí tienes dos cosas útiles ahora: 1) cómo estimar cuánto dinero necesitas para resistir una mala racha; 2) qué elementos de interfaz te protegen de errores costosos en un sitio de apuestas. Si guardas estas dos guías prácticas, ahorrarás tiempo y evitarás decisiones impulsivas.

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¿Qué hace que un sistema de apuestas funcione en la práctica (y qué no)?

¡Wow! Muchos sistemas parecen elegantes sobre el papel.

Al expandir la idea: la ruleta tiene una ventaja de la casa fija (ej. 2.7% en europea, 5.26% en americana). Eso significa que, a largo plazo, cualquier sistema produce esperanza matemática negativa: la expectativa por apuesta sigue siendo el RTP inverso. Pero la práctica es otra cosa: los sistemas alteran la varianza, no el EV. Si lo que buscas es gestionar la volatilidad (y tu comportamiento frente a pérdidas), algunos sistemas ayudan psicológicamente; otros te llevan a bancarrota más rápido.

Reflexiono: por un lado, multiplicar la apuesta tras cada pérdida (Martingale) parece “seguro” hasta que aparece la racha que rompe la banca. Por otro lado, sistemas moderados como D’Alembert reducen la velocidad de escalada, pero siguen sin cambiar el borde de la casa ni garantizar ganancias.

Mini-cálculo práctico: ¿cuánto necesitas para un Martingale básico?

Observa: base = 10 unidades; límite de mesa = 640 unidades.

Expande: la secuencia de apuestas sería 10, 20, 40, 80, 160, 320, 640. Si empiezas con 10 y duplicas hasta el límite, necesitas bankroll ≥ 10+20+40+80+160+320+640 = 1,270 unidades para aguantar 6 pérdidas consecutivas y cubrir la séptima apuesta. En otras palabras, con límite algo alto la estrategia puede sobrevivir a 6 pérdidas, pero la séptima te liquida.

Reflejo la lección larga: calcular estos números antes de jugar te evita la sensación de “me sorprendió la racha” que todos creemos que no nos pasará, pero pasa—y de forma más frecuente de lo intuitivo—cuando juegas cientos de rondas.

Comparación rápida de sistemas (riesgo, bankroll y utilidad)

Sistema Cómo funciona Riesgo (varianza) Bankroll típico requerido Uso recomendado
Martingale Duplicar tras pérdida para recuperar +1 unidad Muy alto Alto (crece exponencialmente) Sesiones cortas, bankroll grande, aceptar límites de mesa
Fibonacci Seguir la sucesión tras pérdida Alto-moderado Medio Jugadores que prefieren subir menos agresivo que Martingale
D’Alembert Sumar/restar unidad tras pérdida/ganancia Moderado Bajo-medio Control emocional, gestión conservadora
Paroli (invertido) Aumentar tras victoria (buscar rachas) Medio Bajo Buscadores de rachas, sesiones cortas

UX en sitios de apuestas: qué elementos evitan errores, pérdidas por accidente y frustración

Espera un segundo: la interfaz puede costarte dinero.

En la expansión: botones mal ubicados, confirmaciones pobres, tiempo de desconexión y repeticiones automáticas son causas frecuentes de apuestas accidentales o de “chasing” impulsivo después de una pérdida. La UX buena reduce fricción cuando necesitas pausar, aumenta la transparencia en reglas de bonos y hace claro el impacto de cada apuesta en tu saldo.

Reflexión larga: un buen diseño no solo vende actividad; protege al jugador. En mercados regulados como México, esto es especialmente importante porque las herramientas de depósito/retiro (SPEI, OXXO) y el proceso de KYC condicionan la experiencia financiera; una mala UX en estos procesos genera quejas, retrasos y fallas en verificación que acaban en disputas.

Checklist UX esencial para ruleta en sitio de apuestas

  • Confirmación clara de apuesta (modal con importe, cuota y aceptación explícita).
  • Historial de rondas visible y exportable — útil para control y reclamos.
  • Botón de anular/undo para último giro (si la plataforma lo permite) o “modo simulación”.
  • Indicador de tiempo restante para la ronda y bloqueo claro cuando la mesa está en giro.
  • Controles de accesibilidad: contraste, tamaño de botones y etiquetas claras para evitar toques erróneos en móvil.
  • Herramientas de juego responsable integradas: límites de depósito/tiempo, pausa rápida y autoexclusión.

Integración Regulatoria y Transparencia técnica (por qué importa en México)

¡Alto! No juegues sin verificar la licencia.

Amplío: un operador con permiso SEGOB y procesos KYC/AML claros te brinda rutas formales de resolución. Además, la auditoría por terceros (p. ej. eCOGRA o laboratorios similares) y la publicación del RTP y del RNG aumentan la confianza. Si la plataforma publica certificados de auditoría y muestra la política de bonos con ejemplos numéricos, eso reduce riesgos de disputa.

Conclusión: prioriza plataformas transparentes y con opciones de retiro confiables (SPEI en México es un plus). Para ver una experiencia local y ejemplos de interfaz y métodos de pago adaptados a México, puedes visitar visit site — revisa su sección de términos y la política de juego responsable antes de apostar.

Errores comunes y cómo evitarlos

  • Creer que un sistema cambia el EV. Evita: calcula el EV y acepta que el sistema solo modifica varianza.
  • No tener límites predefinidos. Evita: usa límites diarios/semanales y nunca aumentes el stake tras pérdidas emocionales.
  • Ignorar límites de mesa. Evita: antes de aplicar sistemas progresivos, calcula el máximo de pasos que soporta la mesa y tu bankroll.
  • Confundir saldo con monto disponible (bonos). Evita: lee la contribución de juegos al rollover; muchas mesas aportan poco.
  • Depositar sin verificar KYC. Evita: completa verificación cuando te registres para agilizar retiros.

Mini-casos (breves ejemplos reales/hypotéticos)

Caso A — Jugador A (Martingale, mesa con límite bajo): empezó con 20 unidades. Tras 5 pérdidas, la séptima apuesta no pudo efectuarse por límite de mesa: perdió 620 unidades acumuladas. Lección: doblar funciona solo si el límite y bankroll soportan la racha.

Caso B — Jugador B (D’Alembert + control de tiempo): fijó límite diario, subió una unidad tras pérdida y bajó tras ganancia; terminó la sesión con -15 unidades pero sin estrés, lo que le permitió retomar en otra ocasión con claridad.

Quick Checklist — antes de jugar ruleta en línea

  1. Verifica licencia y auditorías públicas (SEGOB, eCOGRA u otros).
  2. Revisa límites de mesa y mín/max por apuesta.
  3. Define bankroll y límite de pérdida por sesión; apégate a ello.
  4. Comprueba tiempo de retiro y métodos locales (SPEI/OXXO).
  5. Activa herramientas de juego responsable en la cuenta.

Mini-FAQ

¿Existe un sistema “seguro” para ganar en ruleta?

No. Todos los sistemas afrontan la ventaja de la casa. Lo que sí puedes controlar es la gestión de varianza y tu riesgo emocional con límites y sistemas conservadores.

¿Qué sistema recomiendan para principiantes?

Para empezar, métodos que reduzcan escaladas (D’Alembert, Flat Betting) combinados con límites claros; evita Martingale si tu bankroll y la mesa no son grandes.

¿Cómo afecta el diseño móvil a mis apuestas?

Interfaz pobre puede causar clics erróneos y apuestas repetidas. Busca alta legibilidad, confirmaciones y modo “apuesta rápida” opcional bien explicado.

18+. Juega con responsabilidad. Establece límites, utiliza herramientas de autoexclusión si lo necesitas y si sientes que el juego deja de ser entretenimiento, busca ayuda profesional.

Fuentes

  • https://www.gob.mx/segob
  • https://www.ecogra.org
  • https://www.gamblingcommission.gov.uk

About the Author

Eduardo Ramírez, iGaming expert. Trabajo en producto UX para juegos en línea desde 2016 y asesoro a operadores en Latinoamérica sobre diseño responsable y experiencia de usuario.

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