El futuro de las apuestas en línea: análisis práctico sobre las apuestas en fútbol

¡Espera…! Antes de nada: si piensas empezar a apostar en fútbol, guarda esto como una hoja de ruta rápida que puedas consultar en tu primera semana de juego. Aquí no hay promesas mágicas; hay herramientas, números y una forma práctica de minimizar errores comunes.

Mi instinto me dice que la mayoría de los novatos cometen dos pecados: 1) apuestan por afinidad (mi equipo favorito) y 2) no gestionan el bankroll. Vamos a arreglar esas dos fallas con pasos concretos, ejemplos y una tabla comparativa para que elijas la vía que más se ajusta a tu perfil.

![image](data:image/webp;base64,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)

Qué necesitas saber hoy, ya — reglas prácticas y ejemplos

¡Aquí está la cosa! Si tienes 1,000 MXN para empezar, no lo pongas todo en una sola apuesta. Una regla simple: fija una unidad de apuesta entre 1% y 5% del bankroll. Para 1,000 MXN, eso son 10–50 MXN por apuesta. Esto te protege de rachas malas y te permite experimentar sin arriesgar demasiado.

Ejemplo numérico: encuentras una cuota decimal 2.20 por una apuesta valorada (implicada ~45.45%). Si tu estimación real de probabilidad es 55%, entonces el valor esperado (EV) por apuesta = (cuota × prob_real) – 1 = (2.20×0.55)-1 = 0.21 → EV positivo de 21% por unidad. Con una unidad de 20 MXN, EV monetario esperado = 4.2 MXN por apuesta a largo plazo.

Por un lado, esto suena atractivo; por otro lado, la varianza en fútbol es alta. Acepta que en el corto plazo puedes perder 10–20 unidades seguidas. Por eso la gestión del riesgo importa más que “tener razón” en una sola apuesta.

Modelos simples que sí sirven para principiantes (y cómo probarlos)

¡Algo no cuadra si tu “sistema” depende solo de rachas recientes! Los modelos útiles combinan estadísticas y sentido común: forma reciente, lesiones clave, ventaja de localía, calendario (juegos seguidos) y motivación (descenso/ligas europeas). No necesitas ser matemático; necesitas disciplina para registrar resultados.

Mini-método práctico:

  • Recoge 6 variables por partido (local/visitante, goles por partido, xG, lesiones, clima, descanso).
  • Asigna una puntuación (0–10) a cada variable según impacto.
  • Suma y convierte la puntuación total en una probabilidad implícita mediante calibración (por ejemplo, puntaje máximo 60 = 90% probable).
  • Compara tu probabilidad con la implicada por la cuota: si tu probabilidad > cuota implicada por al menos 5 puntos porcentuales, marca como “value”.

Prueba esto durante 100 partidos como experimento: registra unidades apostadas, retornos y tasa de acierto. Si después de 100 apuestas bien justificadas no ves EV positivo, revisa tu calibración—suele estar mal estimada.

Comparativa rápida: enfoques para apostar en fútbol

Enfoque Control de bankroll Volatilidad Requiere skill Recomendado para
Apuestas pre-partido simples Alto (fácil unitizar) Media Bajo Principiantes
Apuestas en vivo Medio (más temptación) Alta Medio-Alto Jugadores con reflejos y datos en tiempo real
Value betting con modelado Alto (si sigues unidades) Media-Alta Alto Players analíticos
Arbitraje / Surebets Alto (riesgo operativo) Baja (pero dependiente de límites) Medio Usuarios con múltiples cuentas y herramientas

Cómo elegir una plataforma hoy (criterios prácticos)

Mi experiencia me ha enseñado a priorizar: 1) métodos de depósito/retiro locales (SPEI, OXXO), 2) tiempos de retiro realistas, 3) claridad en T&C de bonos y 4) soporte en español. Si un operador cumple esas cuatro cosas, es más fácil empezar con confianza.

Para el público mexicano, verifica la licencia (Curazao suele ser común) y confirma que el sitio ofrezca KYC/AML claros y opciones de pago que tú usas. Una opción tecnológica, con app móvil estable y filtros de apuesta, ayuda a reducir errores por prisa. Si quieres ver un ejemplo real de interfaz y opciones para México, revisa ggbet-mx.com como referencia de producto y métodos de pago; no es una recomendación absoluta, pero sirve para comparar experiencias y comprobar procesos de verificación.

Quick Checklist — antes de hacer tu primera apuesta

  • 18+ y conocimiento local: revisa regulaciones y límites en México.
  • Define bankroll y unidad (1–5% del bankroll).
  • Haz 10 apuestas de prueba con unidades pequeñas.
  • Registra: cuota, stake, motivo, resultado, nota (por qué apostaste).
  • Revisa términos de bonos si piensas usar promociones.
  • Activa límites de depósito y autoexclusión si notas impulsividad.

Errores comunes y cómo evitarlos

¡Mi instinto dice que vas a querer doblar la apuesta después de perder! No lo hagas. Aquí los fallos más habituales:

  1. Perseguir pérdidas: evita doblar stakes. Vuelve a unidad base y reevalúa.
  2. No verificar T&C: lee los requisitos de apuesta y límites máximos.
  3. Apostar por afinidad: usa una regla: si tu sesgo emocional influye, reduce stake a 50% unidad o evita apostar.
  4. No contabilizar comisiones o diferencias de odds entre casas: compara antes de apostar.

Mini-casos prácticos

Caso A — Apuesta simple con valor

Estimación propia: 60% de probabilidad (0.60). Cuota ofrecida: 1.75 (implicada 57.14%). Diferencia = 2.86 p.p. Si apuestas 30 MXN (unidad), EV ≈ (1.75×0.60 – 1) × 30 = (1.05 -1) ×30 = 0.05×30 = 1.5 MXN esperado por apuesta. A largo plazo puede ser rentable, pero espera drawdowns.

Caso B — Apuesta en vivo mal gestionada

Ves un gol tempranero; te emocionas y subes stake a 5×. Resultado: pierdes 5 unidades en la racha. Solución: establece regla de autoexclusión de 10 minutos tras pérdida grande y no subas stake por impulso.

Mini-FAQ

¿Cuál es la mejor estrategia para un novato?

Empieza con apuestas pre-partido, unidad fija de 1–2% del bankroll y registros. Evita en vivo hasta que domines la gestión del bankroll.

¿Cómo calculo la probabilidad implícita de una cuota?

Probabilidad implícita = 1 / cuota decimal. Ejemplo: cuota 2.50 → 1/2.5 = 0.40 = 40%.

¿Qué es el “value betting”?

Buscar apuestas donde tu estimación de probabilidad sea mayor que la implícita por la cuota. Se basa en tomar ventaja de diferencias entre mercado y tu modelo.

¿Cómo influyen las comisiones/retenciones?

Las comisiones reducen tu EV; siempre descuenta la comisión o diferencia en el cálculo del beneficio esperado. Revisa también límites y tiempos de retiro.

18+. Juega con responsabilidad. En México no todas las plataformas tienen licencia local (SEGOB); muchos operadores funcionan con licencias internacionales (ej. Curazao). Completa KYC/AML antes de retirar y usa límites de depósito si estás en riesgo. Si sientes que el juego te afecta, busca ayuda profesional y herramientas de autoexclusión.

Fuentes y lectura recomendada

  • https://www.pinnacle.com
  • https://www.curacao-egaming.com
  • https://www.gob.mx/segob

About the Author

Carlos Méndez, iGaming expert. Trabajo en el ecosistema de apuestas en línea desde hace más de ocho años, diseñando evaluaciones de riesgo, herramientas de bankroll y capacitación para nuevos jugadores. Su enfoque: práctica, transparencia y gestión disciplinada del juego.

Leave a Reply