Cómo leer las líneas de apuesta y por qué los bonos pueden engañarte

Espera… algo no cuadra.
Las cuotas no son sólo números; son decisiones comerciales.
Aquí tienes lo útil: cómo interpretar una línea, medir su valor real y detectar cuando un bono es trampa disfrazada de regalo.
Al principio esto parece técnico y árido, pero con ejemplos prácticos y una regla simple podrás evitar errores costosos.
Antes de apostar, respira y chequea estos elementos —te ahorrarás tiempo y dinero—.

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Observación rápida: ¿qué es la línea y qué representa?

¡Atención! una cuota expresa probabilidad implícita.
Si ves 1.80, eso quiere decir 55,56% de probabilidad implícita (1 ÷ 1.80).
Los operadores añaden su margen (overround), así que la suma de probabilidades supera el 100%.
Saber convertir cuotas a probabilidad es la base para evaluar si una línea ofrece valor.

Cómo leer líneas en 5 pasos prácticos

Primero, convierte la cuota en probabilidad implícita.
Segundo, identifica el margen del mercado comparando con otras casas.
Tercero, revisa la línea en movimiento: ¿se desplaza por noticias o por acción de dinero?
Cuarto, analiza contexto: lesiones, clima, sanciones, rotaciones.
Quinto, decide tamaño de apuesta según edge estimado y bankroll.

Mini-cálculo útil

Fácil. Si cuota = 2.50 → probabilidad implícita = 1 ÷ 2.50 = 40%.
Si tu evaluación del evento es 45%, edge = 45% – 40% = 5% (valor positivo).
Apuesta sólo cuando tu probabilidad estimada supere la implícita después de ajustar por margen.

Lectura práctica: seguimiento de líneas y señales de valor

Mi instinto dice: observa los movimientos.
Líneas que suben por acción de apostadores grandes pueden indicar “smart money”.
Pero ojo: a veces grandes cambios vienen por noticia pública (lesión de último minuto) o por manipulación de mercado.
Contrasta con al menos dos casas.
Si un mercado tiene una cuota consistentemente mejor que la media, puede valer la pena investigarla.

Herramientas y fuentes rápidas

Usa conversores de cuotas, trackers de línea y foros especializados.
Compara cuotas entre operadores locales e internacionales.
Registra cambios en una hoja simple: hora, cuota antes, cuota ahora, motivo conocido.
Con esos datos, detectas patrones repetidos y evitas entrar en líneas que “ya subieron demasiado”.

Bonos: matemática básica y la trampa común

¡Cuidado! ese bono se ve tentador.
Un bono de 100% hasta X suena generoso, pero el rollover (WR) es la trampa oculta.
Si WR = 35× del bono, calcula cuánto debes apostar para liberarlo.
Ejemplo rápido: depósito $50 → bono $50 → rollover 35× sobre bono = $1.750 de volumen.
Con slots al 96% RTP, la pérdida esperada es 4% × $1.750 = $70, por lo que el bono puede ser -EV para el jugador promedio.

Regla práctica para evaluar bonos

Calcula EV simple: EV_bono ≈ Bono – (Rollover × Volumen × (1 – RTP)).
Si EV_bono negativo, el bono es probable que no compense el tiempo y riesgo.
Además, revisa contribuciones por tipo de juego: mesas suelen contribuir mucho menos al rollover que tragamonedas.

Comparación de enfoques: cuándo usar cada herramienta

Herramienta/Enfoque Uso ideal Ventaja Limitación
Trackers de línea Seguir movimiento e identificar smart money Visualiza presión de mercado Puede retrasarse en mercados poco líquidos
Conversor de cuotas Comparar probabilidades implícitas Rápido cálculo de edge No muestra contexto (lesiones, noticias)
Análisis de proveedor (RTP/volatilidad) Evaluar bonos para casino Permite calcular EV del bono Requiere datos fiables sobre RTP

Por qué revisar el operador y los métodos locales importa

Espera. No es lo mismo operar en cualquier sitio.
Verifica licencia, tiempos de retiro y opciones locales.
Para jugadores en Chile es especialmente útil confirmar métodos como WebPay, límites y tiempos de verificación.
En ocasiones, la velocidad del retiro o la claridad de los términos hacen que una oferta te convenga más incluso si el bono parece menor.

Si quieres comparar opciones y métodos adaptados a Chile, revisa detalles operativos y de pago en betsson-chile para confirmar límites, procesamiento y requisitos de verificación antes de aceptar cualquier promoción.

Quick Checklist — antes de apostar o aceptar un bono

  • Convierte la cuota a probabilidad implícita.
  • Compara la línea con al menos 2 casas rivales.
  • Identifica el motivo del movimiento de la línea.
  • Calcula rollover y EV del bono cuando aplique.
  • Revisa contribuciones por tipo de juego y límites de apuesta.
  • Confirma métodos de depósito/retiro y tiempos de KYC.
  • Aplica gestión de bankroll: apuesta ≤1–2% de banca si no hay edge claro.

Common mistakes and how to avoid them

Mi experiencia muestra que muchos repiten los mismos errores.
A continuación, los más comunes y cómo corregirlos.

  • Seguir la masa: apostar donde “todo el mundo apuesta”. Solución: haz tu propio análisis y define un criterio de entrada.
  • Ignorar la contribución del juego al rollover: jugar blackjack al 10% de contribución no libera el bono como crees. Solución: prioriza tragamonedas si las contribuciones son 100%.
  • No revisar la apuesta máxima con bono activo: superar el límite anula el bono. Solución: lee T&C y marca el máximo permisible.
  • Subestimar el margen del bookie: pequeñas diferencias destruyen valor largo plazo. Solución: compara márgenes antes de apostar regularmente.
  • No planificar tamaño de apuesta: usar Martingale o escaladas sin límites. Solución: establece límites estrictos y respétalos.

Mini-FAQ

¿Qué es el overround y por qué me afecta?

El overround es el margen agregado por la casa sobre un mercado; es la diferencia entre la suma de probabilidades implícitas y 100%. Te afecta porque reduce tu edge real: incluso si tu evaluación es correcta, el overround te deja menos ganancia esperada.

¿Cómo calculo rápidamente si un bono vale la pena?

Calcula el volumen necesario por rollover, estima la pérdida esperada según RTP y compara con el valor bruto del bono. Si el resultado (EV) es negativo, prioriza tiempo y bankroll en otro lugar. Ten en cuenta restricciones de juego y plazos.

¿Puedo usar la misma estrategia para apuestas deportivas y casinos?

Parcialmente. La lectura de líneas y comparación de cuotas aplican a deportes; la evaluación del bono y el cálculo de EV aplican al casino. Pero la gestión de bankroll y control emocional son comunes a ambas.

Dos mini-casos prácticos

Caso A — Apuesta deportiva: ves 2.10 en tu bookie y 2.30 en otro.
Tu evaluación subjetiva del evento es 48% de probabilidad.
2.10 → 47,62% implícita; 2.30 → 43,48% implícita.
Si confías en tu 48%, la cuota 2.30 ofrece mayor edge; tradeo hacia esa casa.

Caso B — Bono de bienvenida: bono $100 con WR x30 y slots al 96% RTP.
Volumen = $100 × 30 = $3.000.
Pérdida esperada ≈ 4% × $3.000 = $120.
EV_bono = $100 – $120 = -$20 → no recomendable si tu objetivo es generar valor.

Señales de abuso de bonos y cómo detectarlas

Algo no cuadra cuando las condiciones son confusas.
Señales de alerta: contribuciones bajas para juegos relevantes, límites de apuesta bajos, exclusión de juegos con RTP alto, periodos de validez muy cortos.
Si te obligan a apostar cantidades inusuales o a usar juegos muy específicos para liberar el bono, desconfía.
Documenta todo: captura pantallas de T&C y tiempos; si hay discrepancias, contacta soporte y guarda comunicación.

Mayores de 18+. Juega con responsabilidad: establece límites de depósito y tiempo, usa herramientas de autoexclusión si lo necesitas y verifica siempre identidad y términos antes de depositar. Para temas regulatorios en Chile, recuerda que la protección local aún está en evolución y que los procesos de verificación KYC son estándar en operadores con licencia internacional.

Fuentes

  • https://www.mga.org.mt
  • https://www.ecogra.org
  • https://www.bcn.cl

Sobre el autor

{author_name}, iGaming expert. Trabajo con análisis de líneas, valoración de bonos y educación en gestión de bankroll; tengo años de experiencia práctica en mercados latinoamericanos. Escribo para que jugadores novatos y casuales tomen decisiones informadas y eviten pérdidas por errores evitables.