Estrategias de Apuestas de Valor en Fútbol Americano (NFL): guía práctica para empezar

Espera… esto no es otra lista de clichés sobre “apuesta con la cabeza”.

¡Vamos al punto! Si apostás en la NFL y querés ser rentable a largo plazo, lo primero es entender qué es una apuesta de valor (value bet) y cómo distinguirla del ruido del mercado. En dos frases útiles: una value bet aparece cuando tu estimación de probabilidad de un resultado es mayor que la implícita en las cuotas. Después, viene la disciplina para explotarla con tamaño de apuesta correcto y gestión de bankroll.

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)

Observación rápida: por qué la NFL es terreno fértil para value bets

¡Ojo! Los mercados de la NFL se mueven por más que lesiones y titulares. Hay sesgos estacionales, sobre-reacción a noticias y diferencias entre casas. Muchos apostadores novatos siguen la agenda mediática; ahí surge la oportunidad.

La NFL tiene variables predecibles: normas fijas de calendario, reportes de lesiones frecuentes y patrones de juego por coach. Esto permite construir estimadores —incluso simples— que a menudo superan las cuotas públicas. Por un lado, las casas ajustan rápido; por otro, no siempre ajustan de forma óptima frente a información local o métricas avanzadas (por ejemplo, DVOA, EPA/play).

Cómo detectar una value bet: método paso a paso

Primer paso: convertir cuotas a probabilidad implícita.

Fórmula rápida: Probabilidad (%) = 100 / (Cuota decimal). Ejemplo: cuota 2.50 → 100/2.50 = 40% implicado.

Segundo paso: estimar tu probabilidad real. No hace falta un modelo sofisticado para empezar; podés usar una mezcla de estadísticas públicas (yards/play, eficiencia en red zone, turnovers), ajuste por lesiones y condiciones de partido (clima, localía).

Tercer paso: comparar. Si tu estimador da 48% y la cuota implica 40%, hay value: EV positivo. Pero cuidado: tamaño del edge importa.

Mini-cálculo práctico

Supongamos que estimás que un equipo gana con probabilidad 48% y la cuota decimal es 2.50 (40% implícito). Edge = 0.48 − 0.40 = 0.08 (8% de ventaja).

Valor esperado por unidad apostada = Edge × (cuota − 1) − (1 − Edge) × 1. Más simple: EV ≈ (0.48×1.50) − (0.52×1) = 0.72 − 0.52 = 0.20 → +0.20 unidades por apuesta (en promedio).

Gestión del tamaño: Kelly simplificado y alternativas prudentes

Mi instinto dice: no uses Kelly completo de entrada; te quema el bankroll con la varianza. Pero conviene entenderlo.

Fórmula Kelly básica para apuestas de cuotas f (decimal): f* = (bp − q) / b, donde b = cuota − 1, p = tu probabilidad, q = 1 − p.

Ejemplo con p=0.48 y cuota 2.50: b=1.5 → f* = (1.5×0.48 − 0.52)/1.5 = (0.72 − 0.52)/1.5 = 0.20/1.5 ≈ 0.133 → 13.3% del bankroll (Kelly completo).

REFLEXIÓN larga: eso es demasiado agresivo para la mayoría. Una regla práctica para principiantes: usar Kelly fraccional (1/4 o 1/8). Con 1/4 Kelly, apostarías ~3.3% del bankroll en el ejemplo. Alternativas más simples: apuesta plana por unidades (1–2% por apuesta) o porcentual fijo según la confianza.

Herramientas y enfoques: comparación rápida

Método Ventaja Riesgo/Limitación Recomendado para
Kelly fraccional Maximiza crecimiento a largo plazo Alta volatilidad si se usa completo Apostadores con disciplina y modelos confiables
Apuesta por unidades (flat) Simple y protege el bankroll No optimiza crecimiento Principiantes y apostadores recreativos
Modelos estadísticos (Elo/EPA) Escalable y reproducible Requiere datos y calibración Quienes quieran profesionalizarse
Betting exchanges / arbitrage Reduce riesgo con trades Comisiones y liquidez limitada Apostadores avanzados

Herramientas prácticas y recursos locales

Para empezar, armá una hoja de cálculo con: cuotas ofrecidas, cuota media del mercado, tu probabilidad estimada, edge y tamaño recomendado por unidad. También registrá resultados: unidad apostada, resultado, ROI acumulado. Sin registro no hay aprendizaje.

Si necesitás una plataforma con métodos de pago locales y catálogo amplio para practicar tus estrategias con seguridad, buscá casas con licencia en la jurisdicción correspondiente y opciones de depósito que conozcas (Mercado Pago, transferencias locales). Un recurso práctico para verificar disponibilidad y ofertas es official site, útil cuando querés comparar cuotas y promociones en ligas internacionales adaptadas al público argentino.

Checklist rápido antes de cada apuesta (Quick Checklist)

  • Convertí la cuota a probabilidad implícita.
  • Tené a mano tu estimador (modelo simple o juicioso): % de ganar.
  • Calculá el edge (tu p − p_implícita).
  • Decidí el tamaño de apuesta: unidad fija o Kelly fraccional.
  • Registrá la apuesta y el rationale (por qué creés que hay value).
  • Verificá límites y condiciones KYC/KYC locales antes de depositar (especialmente en AR).

Casos prácticos (mini-casos)

Caso A — Upset con lesión clave: Pensás que el equipo visitante tiene 44% de probabilidad pero la cuota paga 2.75 (36.36%). Edge = 7.64%. Con un bankroll de 1000 unidades y 1% por unidad, apostás 10 unidades. Resultado a largo plazo: varias pequeñas ganancias que suman si el modelo retiene su edge.

Caso B — Mercado sobrevalora al favorito por narrativas: Publicidad y prensa lo endiosan; cuota baja a 1.50 (66.7%). Tu análisis muestra solo 60% real. Edge negativo → evitá. Aquí la disciplina salva capital.

Errores comunes y cómo evitarlos

  • Confundir volumen con edge: muchas apuestas con poco edge no sustituyen una ventaja real.
  • Seguir el “hype” de medios: el público es reactivo; eso crea oportunidades, no certezas.
  • Usar Kelly completo sin pruebas: te puede dejar fuera de juego tras una mala racha.
  • No registrar apuestas: sin datos, no sabés si tu método funciona.
  • Ignorar comisiones o límites de apuestas: afectan la rentabilidad real.

Mini-FAQ

¿Qué diferencia hay entre value betting y apostar “a ganador”?

OBSERVE: Muchos creen que ganar una apuesta es lo mismo que tener value. EXPAND: Ganar es aleatorio; value es una expectativa positiva a largo plazo. REFLEJA: Podés perder 10 apuestas seguidas con una ventaja real y seguir siendo rentable en el tiempo.

¿Cuánto debería ser mi unidad inicial?

OBSERVE: No hay un número mágico. EXPAND: Si sos principiante, 1% del bankroll es prudente. Si tenés mayor confianza en tu modelo, 2–3% con Kelly fraccional puede considerarse. REFLEJA: Ajustá según varianza personal y tolerancia al drawdown.

¿Las casas limitan a los apostadores con edge?

Sí. Muchas casas restringen cuentas que consistentemente ganan. Por eso diversificá casas, evitá patrones mecánicos y mantené perfiles normales de juego. Respetá KYC: usar métodos de pago a tu nombre y cumplir verificaciones evita bloqueos por sospecha.

Comparativa de fuentes de información

Fuente Qué aporta Limitación
Estadísticas oficiales NFL / PFF Datos por play, eficiencia Acceso premium posible
Projections públicas (FiveThirtyEight) Modelos agregados y probabilidades Menos sensibilidad a lesiones locales
Foros y reportes locales Información de último minuto (lesiones, clima) Ruido y rumores

Gestión emocional: tilt y control

Algo no cuadra cuando apostás impulsivamente tras una pérdida. Mi experiencia: el tilt te hace doblar apuestas y destruir meses de trabajo. Implementá reglas simples: pausa de 24 horas después de 3 pérdidas seguidas, límites de sesión y autoexclusión si hace falta.

18+. Juego responsable. El juego puede causar adicción. Verificá requisitos de edad y KYC en tu jurisdicción (en Argentina las plataformas deben cumplir con LOTBA/IPLyC y ofrecer herramientas de autoexclusión). Si necesitás ayuda, contactá a Jugadores Anónimos u organizaciones locales.

Fuentes

  • https://www.pinnacle.com/en/betting-resources
  • https://en.wikipedia.org/wiki/Kelly_criterion
  • https://www.americangaming.org/

About the Author

Juan Pérez, iGaming expert. Trabajo en la industria desde 2015, con experiencia en análisis cuantitativo y gestión de riesgos en mercados latinoamericanos. Combino modelos sencillos con disciplina de bankroll para ayudar a jugadores a tomar decisiones más informadas.

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