Cuotas en apuestas deportivas y la ética detrás de cada línea

¡Espera… esto no es solo sobre números!
Aquí está la cosa. Si apuestas sin entender cómo se forman las cuotas, estás jugando a ciegas y pagando la lección con dinero. En las próximas páginas verás, paso a paso, cómo leer, comparar y juzgar una cuota desde el punto de vista técnico y ético —con ejemplos prácticos y herramientas que puedes aplicar hoy.

Algo me llamó la atención hace tiempo: muchas “ofertas irresistibles” esconden condiciones que nadie lee. Así que vamos directo a lo útil: primero, aprende a calcular el valor implícito de una cuota; segundo, verifica el origen y la transparencia del operador; tercero, decide con reglas de gestión de banca claras. Más abajo tienes una checklist rápida y casos cortos que muestran rendimiento real.

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)

¿Qué representan las cuotas (sin tecnicismos innecesarios)?

¡Wow! La cuota refleja la probabilidad implícita que asigna el mercado o la casa a un resultado.
Si ves 2.00 en una apuesta simple, eso dice: “este resultado tiene una probabilidad implícita del 50% (1/2.00)”. Pero ojo, la casa añade margen.
En la práctica, la fórmula básica es simple: Probabilidad implícita = 1 / cuota (decimal).

Al principio pensé que comparar cuotas era suficiente; luego me di cuenta que hay que descontar la comisión implícita (overround). Por un lado, dos casas pueden mostrar la misma cuota en un evento; por otro, una puede ofrecer mejores condiciones en mercados vinculados (ej. hándicap o cash-out). Por eso conviene mirar mercados correlacionados, no solo la cuota aislada.

Cómo calcular el margen de la casa (overround) — mini método práctico

Espera… esto es útil y rápido. Toma las cuotas para todos los resultados mutuamente excluyentes (ej. 1X2). Convierte a probabilidades y suma. Si el total >100% hay margen de casa.

Ejemplo real: cuotas 1: 2.50, X: 3.20, 2: 2.80 → probabilidades: 0.40, 0.3125, 0.3571 → suma = 1.0696 → margen ≈ 6.96%. Eso significa que el mercado retiene ~6.96% sobre ese evento.

Consejo práctico: busca casas con overround bajo en mercados que sueles jugar; en ligas menos líquidas el margen suele subir.

Comparación rápida de enfoques de cuotas

Enfoque Cómo funciona Ventaja Riesgo/Limitación
Cuotas fijas Casa publica precio; se mantiene hasta aceptar la apuesta Predecible; fácil de comparar Menor valor en mercados líquidos si la casa ajusta rápido
Mercado intercambiable (betting exchange) Jugadores fijan precio; la plataforma cobra comisión Posibilidad de mejores cuotas y trading Requiere conocimientos; comisiones variables
Hándicap asiático Reduce opción de empate; reparte riesgo Menor varianza; opciones tácticas Puede confundir a principiantes

Ética en las apuestas: principios prácticos

Mi instinto dice que la ética no es solo “no hacer trampa”; es diseñar decisiones que protejan a los jugadores y garanticen transparencia.
Por un lado está la obligación legal (licencias, KYC, AML). Por otro, la obligación moral: informar condiciones, riesgos y ofrecer herramientas de protección. Un operador ético publica RTP o estadísticas, tiene límites de sesgo y facilita la autoexclusión.

Si quieres un ejemplo concreto: comparar promociones. Un bono 100% suena bien, pero si el WR (requisito de apuesta) es 35× sobre depósito + bono, el valor práctico se desploma. Con números: deposito $100 + bono $100 → WR 35× → volumen = 35 × ($200) = $7,000. Con un juego de slots de RTP 96%, la expectativa se ve erosionada por la contribución y límites de apuesta.

Herramientas y señales para evaluar la ética de una casa

Aquí están las señales que miro siempre:

  • Licencia clara y verificable (ej. Malta Gaming Authority). Verificación pública: transparencia.
  • Política de KYC/AML visible y tiempos estimados de verificación.
  • Información comprensible sobre contribución de juegos al rollover.
  • Opciones de límites de depósito y autoexclusión fáciles de activar.
  • Testimonios/quejas y cómo se responden (tiempos y resolución).

Cómo seleccionar una casa con ética y buenas cuotas (pasos accionables)

Espera… no lo complique. Haz esto en orden:

  1. Verifica licencia en el registro oficial del regulador.
  2. Compara overrounds en 3-5 casas para los mercados que juegas.
  3. Lee términos del bono: WR, contribución de juegos y plazos.
  4. Prueba depósitos y retiros con montos bajos para evaluar tiempos.
  5. Activa límites y verifica el proceso de KYC antes de apostar fuerte.

Recomendación práctica (contexto local EC)

En Ecuador existe una zona regulatoria híbrida y, mientras evolucionan las licencias locales, conviene preferir operadores que publiquen licencia MGA y procesos KYC claros. Para comparar experiencias y ofertas locales, visita recursos especializados que analizan operadores y condiciones específicas; por ejemplo, betano-dar-palo.com ofrece comparativas focalizadas en mercado EC y transparencia sobre cuotas y promociones.

Checklist rápida — ¿Estás listo para apostar?

  • 18+ (verifica documentos): sí / no
  • Tengo bankroll separado (no dinero esencial): sí / no
  • He verificado la licencia del operador: sí / no
  • He calculado overround en los mercados de interés: sí / no
  • Comprendí requisitos de bono y contribuciones de juego: sí / no
  • He activado límites de depósito y pérdida: sí / no

Errores comunes y cómo evitarlos

¡Aquí hay tres que veo todo el tiempo!

  1. Seguir rachas sin sentido (falacia del jugador): Evita subir la apuesta tras pérdida pensando que “toca recuperar”. Solución: regla de porcentaje fijo por apuesta (p. ej. 1–2% del bankroll).
  2. Ignorar el overround: No comparar cuotas equivale a regalar porcentaje de valor. Solución: calcula la suma de probabilidades; si es >105% estás en mercados con alto margen.
  3. Aceptar bonos sin leer WR: Un bono con WR 40× puede ser peor que no tener bono. Solución: convierte WR en volumen real y compara con tu ritmo de apuestas habitual.

Mini-casos prácticos (originales)

Caso A — Partido local con overround alto. Apostador A ve cuota 2.10 en victoria local; otra casa ofrece 2.30. Calculando overround descubre diferencia de margen de 4 puntos que, en el largo plazo, reduce su retorno. Lección: migrar apuestas a casas con menor overround en ese mercado.

Caso B — Bono de bienvenida tentador. Apostador B acepta bono 150% con WR 30× sobre depósito + bono. Tras hacer los cálculos, descubre que para su patrón de apuesta (5 apuestas/semana) no alcanzará el volumen en 30 días. Decide no tomar el bono y apostar saldo propio con mejores cuotas. Resultado: menor presión y control.

Preguntas frecuentes (Mini-FAQ)

FAQ rápido

¿Cómo detectar cuotas con “valor”?

Observa la probabilidad que asignas tú vs la cuota del mercado. Si tu estimación objetiva (basada en datos o modelo sencillo) indica probabilidad mayor que la implícita por la cuota, existe valor. No confíes solo en intuición: cuantifica con ejemplos y pequeñas simulaciones.

¿Pueden las casas manipular cuotas?

Las casas ajustan cuotas según exposición y flujos de apuestas; eso no es manipulación por defecto. Sin embargo, prácticas opacas o cambios repentinos pueden indicar problemas. Revisa historial de cambios y la reputación del operador ante reguladores.

¿Qué significa “contribución al rollover”?

Es el porcentaje que un juego aporta para cumplir el requisito de apuesta (WR). Slots suelen contribuir 100%, ruleta/blackjack mucho menos. Esto afecta el valor de un bono en la práctica.

¿Cómo influyen los retiros en mi evaluación del operador?

Los tiempos y límites de retiro revelan la seriedad del operador. Si la verificación (KYC) demora o existen bloqueos recurrentes sin explicación, es una señal de alerta ética y operativa.

18+ | Juega con responsabilidad. Si sientes que el juego se te escapa de las manos, busca ayuda profesional y utiliza herramientas de auto-límite o autoexclusión. En Ecuador, consulta recursos locales y las medidas de protección que ofrece tu operador antes de apostar.

Fuentes y verificación

  • https://www.mga.org.mt
  • https://www.sri.gob.ec
  • https://www.responsiblegambling.org

Sobre el autor

María López, iGaming expert. Trabajo desde hace 8 años analizando mercados de apuestas en Latinoamérica, con foco en transparencia de cuotas y protección al jugador. Ofrezco consultoría a operadores y programas de educación para jugadores.

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