Celebrar las victorias con cabeza: cómo leer las líneas de apuesta

¡Ey, presta atención!

Antes de festejar, calcula el valor real de tu apuesta. Si ganas, protege ese dinero con reglas claras: saca una parte para ahorros y otra para seguir jugando con control. Mucha gente olvida este paso y acaba “regalando” la ganancia en la siguiente jugada impulsiva; aquí verás cómo evitarlo con ejemplos concretos y fórmulas sencillas que funcionan en la práctica.

¡Buen comienzo!

Espera un segundo.

Lee la línea como un mapa: identifica el tipo de cuota, la probabilidad implícita y la comisión del operador. Analiza el tamaño de tu banca y el tope emocional antes de apostar; un método útil es apostar entre 1% y 3% del bankroll por apuesta para principiantes. Estas reglas no garantizan ganancias, pero reducen la volatilidad en el camino y te permiten celebrar sin arriesgar el fondo de emergencia.

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)

Cómo leer las líneas de apuesta: pasos prácticos

¡Veamos lo básico!

Identifica si la cuota está en decimal, fraccional o americana; convierte a probabilidad implícita con una fórmula simple. Para cuotas decimales: Probabilidad implícita (%) = 100 / cuota decimal. Para cuotas americanas positivas: Probabilidad (%) = 100 / (cuota + 100) × 100; para negativas: Probabilidad (%) = (-cuota) / ((-cuota) + 100) × 100.

En la práctica, esto te permite comparar rápidamente si una cuota ofrece “valor” respecto a tu estimación propia de probabilidad; si tu probabilidad estimada supera la implícita por una diferencia que cubre la comisión del bookie, entonces hay valor a considerar.

Ejemplo numérico: detectar la comisión (vig) en la línea

¡Ojo con el margen!

Supongamos un partido con solo dos resultados (A o B) y cuotas decimales 1.80 y 2.05. Convierte: 100/1.80 = 55.56% y 100/2.05 = 48.78%; suma = 104.34%. La diferencia (4.34%) es la comisión aproximada del operador. Para estimar tu probabilidad “sin vig”, normaliza: Prob(A) = 55.56 / 104.34 = 53.3% y Prob(B) = 46.7%.

Así, si tú crees que A tiene 58% de probabilidad real, hay una pequeña ventaja esperada; pero recuerda ajustar por la gestión de bankroll y la varianza.

Reglas para celebrar responsablemente después de una ganancia

¡Frena el impulso!

Aplica estas tres reglas simples: 1) Retira inmediatamente un porcentaje fijo (por ejemplo, 30%) del beneficio; 2) Reserva otro porcentaje para reinversión controlada (ej. 20%); 3) El resto puede quedarse como balance disponible, pero con límites de apuesta claros. Si sigues eso, reduces la probabilidad de “perder lo ganado” en una racha emocional.

En términos prácticos, si tu apuesta de $50 a cuota 2.50 te da $125, retira $37.5 (30%), reinvierte $25 (20%) y deja $62.5 para uso controlado; estos números son ejemplos operativos que puedes ajustar a tu tolerancia al riesgo.

Mini-caso 1: victoria y disciplina

¡Buena jugada!

María apostó $20 en una cuota 3.00 y ganó $60. Aplicó la regla 30/20: retiró $18, reinvirtió $12 y dejó $30. Tres semanas después, con más disciplina, su bankroll creció un 15% sin picos emocionales extremos. Esa práctica concreta le permitió disfrutar sin dañar su economía personal.

Comparación rápida: formatos de cuotas y herramientas prácticas

¡Rápido y útil!

Formato Fórmula de conversión Ventaja Desventaja
Decimal Prob (%) = 100 / cuota Fácil cálculo; ideal para EV Menos intuitiva para usuarios de EE. UU.
Fraccional Ej. 5/1 → decimal 6.00 → Prob = 100/6 Común en UK; claro para ganancias Requiere conversión para EV
Americana Positiva/Negativa: ver fórmulas arriba Popular en mercados americanos Convierte mal a probabilidad sin práctica

¡Aquí el truco práctico!

Compara varias casas y usa la probabilidad implícita para hallar discrepancias; si tu modelo estima 52% y la línea normalizada ofrece 48%, podrías tener valor. Como referencia operativa, muchos jugadores novatos usan una calculadora de cuotas (herramienta gratuita) para acelerar esta tarea; valora también la reputación y tiempos de retiro del operador.

Herramientas y enfoques para gestionar la emoción tras ganar

¡Respira hondo!

Usa límites automáticos: tanto límites de depósito como límites de pérdida diarios. Otra herramienta útil es programar una transferencia bancaria inmediata para la porción retirada, lo que evita la tentación de “recuperar” con la ganancia. Finalmente, anotarlo todo: llevar un diario de apuestas (monto, cuota, emoción) te aporta datos objetivos para mejorar tu disciplina.

¿Dónde encaja DoradoBet en tu rutina — un ejemplo práctico?

¡Para que no sea abstracto!

Compara odds, verifica tiempos de retiro y lee los términos del bono antes de aceptar promociones; al registrarte, haz la verificación KYC cuanto antes para evitar retrasos en retiros. Si quieres probar la plataforma tras revisar condiciones y límites, considera abrir una cuenta y validar tu primer retiro con una cantidad pequeña; ese ensayo te muestra la fiabilidad real del operador.

Si ya decidiste investigar, puedes considerarlo y register now después de haber contrastado cuotas y tiempos —hazlo solo si has seguido tu plan de bankroll y tu control emocional está en regla.

Mini-caso 2: cuándo no celebrar todavía

¡Un segundo!

Juan ganó una apuesta grande pero tenía el depósito original todavía en juego con otras apuestas abiertas; celebró temprano y reabrió posiciones altas impulsivamente, perdiendo la ganancia inicial. La lección: prioriza el cierre de operaciones y respeta la regla de retirada antes de reinvertir en apuestas nuevas con alta emoción.

Quick Checklist — antes y después de celebrar

  • Antes: verifica tipo de cuota y convierte a probabilidad implícita.
  • Antes: calcula vig y normaliza probabilidades si corresponde.
  • Antes: define tamaño de apuesta (1–3% banca para novatos).
  • Después: retirar al menos 20–30% de la ganancia inmediata.
  • Después: anotar la jugada en tu registro y fijar un periodo de espera (24–72 h) antes de reinvertir.

Common mistakes and how to avoid them

¡Esto pasa mucho!

  • Perseguir pérdidas inmediatamente tras una victoria: evita apostar más del 3% del bankroll por impulso.
  • No ajustar por vig: siempre normaliza probabilidades antes de decidir valor.
  • Aceptar bonos sin leer rollover: calcula el valor efectivo del bono antes de tomarlo.
  • No verificar KYC: anticipa la verificación para no bloquear retiros futuros.

Mini-FAQ

¿Cómo calculo la probabilidad “sin vig” en una línea con tres resultados?

Convierte cada cuota a probabilidad implícita (100/cuota), suma las probabilidades y divide cada probabilidad individual por esa suma total. Esto normaliza las probabilidades y elimina la comisión aproximada del operador.

¿Qué porcentaje retirar tras una victoria grande?

Recomendación práctica: retirar 25–40% según tu aversión al riesgo; reserva 15–25% para reinversión controlada y mantén el resto como saldo sujeto a límites.

¿Usar Kelly es buena idea para principiantes?

Kelly maximiza crecimiento a largo plazo pero exige estimaciones fiables de probabilidad. Para novatos, aconsejo una fracción de Kelly (p. ej. 25% Kelly) o la regla fija del 1–3% del bankroll.

18+. Juega con responsabilidad. Verifica siempre requisitos KYC/AML, límites y términos de bonos. Si sientes que el juego te afecta, busca ayuda local y considera herramientas de autoexclusión y límites de depósito.

Fuentes

  • https://www.gamingcuracao.com
  • https://www.gamcare.org.uk
  • https://www.gamblingresearch.org

Sobre el autor

Carlos Méndez, iGaming expert. Experto en análisis de líneas y gestión de riesgos en apuestas deportivas, con experiencia práctica y trabajo con jugadores de la región EC.

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