¡Espera… esto puede parecer simple, pero no lo es! La forma en que se presentan las cuotas en una casa de apuestas puede cambiar por completo tu experiencia: desde decidir una apuesta hasta entender el posible retorno. Aquí tienes, de entrada, lo práctico: cómo leer una cuota, cómo calcular probabilidad implícita y margen de la casa en 30 segundos, y qué tres elementos de UX exigen atención inmediata si eres principiante.

Primero lo primero: una cuota decimal (por ejemplo 2.50) → probabilidad implícita = 1 / 2.50 = 0.40 → 40%. Si apuestas $100 y la cuota es 2.50, retorno bruto = $100 × 2.50 = $250, ganancia neta = $150. Así de directo. Pero ojo: si ves muchas cuotas parecidas con pequeñas diferencias en la misma pantalla, puede que estés frente a un problema de usabilidad que te haga cometer errores.

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)

¿Por qué importan las cuotas desde la UX? (observación rápida)

¡Aquí está la cosa:! Las cuotas no son sólo números; son señales de confianza, fricción y transparencia. Cuando un sitio muestra cuotas claras y consistentes, el usuario entiende el riesgo. Cuando las cuotas cambian sin contexto (especialmente en vivo), el usuario se siente perdido y tiende a abandonar o a apostar mal.

Elementos críticos de la experiencia con cuotas (expandir)

Piensa en esto como el menú de un restaurante: el diseño, la legibilidad y la acción asociada a cada plato determinan si vuelves o no. En una casa de apuestas, los elementos críticos son:

  • Formato de cuotas (decimal preferido en MX): coherencia y elección rápida.
  • Claridad del ticket de apuesta: importe, posible retorno, comisiones (si aplica).
  • Feedback en tiempo real: actualización de cuotas, latencia y advertencias sobre cambios.
  • Accesibilidad móvil: botones de tamaño correcto para evitar errores al tocar.
  • Contexto informativo: probabilidades implícitas, estadísticas y explicación breve junto a la cuota.

Mini-casos prácticos (ejemplos reales y sencillos)

Ejemplo A — Conversión simple: Si ves cuota 1.80 y otra casa ofrece 1.95, ¿qué significa? Probabilidades implícitas: 1/1.80=55.56% vs 1/1.95=51.28%. Si apuestas $500 en la segunda casa ganarías $500×1.95=$975 (neto $475) vs $400 neto en la primera. A largo plazo, pequeñas diferencias marcan la diferencia.

Ejemplo B — Un caso de UX malo: un usuario selecciona una cuota en vivo, pero antes de confirmar la apuesta la cuota cambia y no hay una confirmación clara del nuevo valor. Resultado: frustración, tickets abandonados, reclamaciones al soporte.

Tabla comparativa: formatos y herramientas útiles

Elemento Ventaja para el novato Riesgo UX
Cuota decimal Fácil conversión a retorno Confusión si se mezclan con otros formatos
Conversor de cuotas integrado Reduce errores mentales Si está escondido, nadie lo usa
Ticket con previsualización de retorno Transparencia inmediata Si no actualiza con latencia, engaña al jugador
Highlight de cambios de cuota Ayuda a tomar decisiones rápidas Si es intrusivo, genera ansiedad

¿Qué debería ofrecer una buena casa de apuestas para principiantes? (solución práctica)

Por un lado, quiero claridad: filas de cuotas ordenadas, convertidor de probabilidad implícita integrado y ayuda contextual en 2-3 frases. Por otro lado, el producto técnico debe asegurar baja latencia y mensajes claros cuando una cuota cambie. Para un usuario mexicano que valora simplicidad, una app o web que ofrezca estas tres cosas ya está ganando puntos.

Si necesitas ver un ejemplo práctico de una interfaz con amplias opciones de apuestas y claridad en cuotas, visita 22bet-mx.com official — su estructura muestra variedad de mercados y widgets que ayudan a comparar cuotas, aunque recuerda verificar licencias y condiciones (ver sección de riesgos).

Checklist rápido para evaluar la UX de cuotas (Quick Checklist)

  • ¿Las cuotas están en formato decimal por defecto? (sí = plus para MX)
  • ¿El ticket muestra retorno neto antes de confirmar? (imprescindible)
  • ¿Hay advertencias claras cuando la cuota cambia entre la selección y la confirmación?
  • ¿El sitio permite convertir formatos (decimal ↔ americano ↔ fraccional)?
  • ¿Las actualizaciones en vivo indican latencia o “tiempo estimado”?
  • ¿Existen límites de apuesta visibles cuando aplican a promociones/bonos?

Errores comunes y cómo evitarlos (Common Mistakes and How to Avoid Them)

¡Mi instinto dice que muchos cometen estos fallos!:

  1. No verificar el formato de cuota al cambiar de sitio → soluciona activando convertidor.
  2. Ignorar la probabilidad implícita → soluciona aprendiendo la fórmula simple: 1 / cuota.
  3. Apostar con un ticket que no actualizó la cuota → soluciona exigiendo confirmación final del sistema.
  4. Aceptar bonos sin leer la contribución de cada juego al rollover → soluciona leyendo T&C antes de jugar.
  5. No revisar límites de apuesta máximos cuando usas bonos → soluciona consultando las reglas del bono antes.

Diseño del ticket de apuesta: recomendaciones prácticas

Un ticket eficiente para novatos debería incluir, sin ambigüedad: importe apostado, cuota seleccionada, retorno potencial (bruto y neto), tiempo de validez, y un pequeño icono donde se explique la “probabilidad implícita” con un ejemplo. Además, el botón de confirmar debe requerir un segundo paso si la cuota cambió más de X% (configurable por el usuario).

Técnica y cumplimiento: qué saber sobre KYC, licencias y transparencia en cuotas

Para jugadores en México: verifica la licencia del operador. Muchos sitios operan bajo licencia de Curazao; eso es legal, pero implica procesos de resolución de disputas distintos a los de una licencia emitida por la SEGOB. También, ten en cuenta que la verificación KYC es un requisito para retiros y puede ser solicitada al alcanzar ciertos límites o al detectar actividad inusual. Esto no está relacionado con la presentación de cuotas, pero sí con la confianza en la plataforma.

Mini-FAQ

¿Qué significa “margen de la casa” en las cuotas?

El margen o vig es la diferencia entre la suma de probabilidades implícitas y 100%. Por ejemplo, si dos equipos tienen cuotas 1.90 y 1.90: probabilidades implícitas = 52.63% + 52.63% = 105.26% → margen = 5.26%. Cuanto mayor el margen, menor el valor para el apostador.

¿Cómo comparo cuotas entre casas rápidamente?

Convierte las cuotas a probabilidad implícita (1/cuota) y compáralas. Para apuestas múltiples, calcula el retorno total multiplicando cuotas decimales; ten cuidado con límites y redondeos del ticket.

¿La presentación visual afecta mis decisiones?

Sí. Colores, tamaño de fuente y orden influyen en la percepción de valor. Un diseño que resalta cuotas “populares” puede sesgarte a elegir mercaderías con menor valor real.

Pequeños tests UX que puedes hacer como usuario

Prueba estos dos mini-experimentos:

  • Selecciona dos cuotas similares en dos sitios distintos, anota retorno potencial para $100 y la contribución al rollover si aplicas un bono (si aplica). Esto revela diferencias ocultas además de la cuota.
  • En vivo, selecciona una apuesta y espera a que cambie la cuota: mide cuánto tiempo necesitas para confirmar. Si tarda >7s y la app no muestra actualización transparente, es mala señal.

Consideraciones éticas y de juego responsable

Recuerda: 18+. El diseño de UX también tiene una responsabilidad ética: no usar flashes, animaciones o botones agresivos para empujar apuestas impulsivas. Debe haber herramientas de autocontrol: límites de depósito, límites de pérdidas, temporizadores de sesión y opción de autoexclusión. Si notas que un sitio carece de estas opciones, evita depositar sumas importantes hasta verificar.

Resumen práctico final (reflexión)

Por un lado, las cuotas son la información clave que convierte intención en acción. Por otro lado, la forma en que se presentan —con claridad, coherencia y control— determina si esa acción será responsable y entendible. Para el jugador novato: aprende a convertir cuota→probabilidad y revisa el ticket antes de confirmar. Para los diseñadores de producto: prioricen un ticket transparente, convertidores integrados y mensajes claros sobre cambios de cuota y límites.

Juego responsable: 18+. Si sientes que el juego se está volviendo un problema, busca ayuda en organizaciones locales o internacionales de apoyo. Completa tu KYC antes de apostar grandes sumas y consulta la regulación aplicable: muchos operadores en MX operan con licencia en Curazao (lo que implica distintos procesos de reclamación frente a licencias locales).

Sources

  • Curacao eGaming — regulador y requisitos de licencia (https://www.curacao-egaming.com/)
  • Pinnacle — Guías sobre cuotas y margen en apuestas deportivas (https://www.pinnacle.com/)
  • GamCare — recursos de juego responsable (https://www.gamcare.org.uk/)

About the Author

{author_name}, iGaming expert. Experto en experiencia de usuario para productos de apuestas en línea con años de trabajo en diseño de tickets de apuesta, pruebas de latencia y formación de equipos de atención al cliente. Combina análisis cuantitativo con tests de usabilidad orientados a jugadores novatos.