Gamificación en las apuestas: estrategias prácticas para apostar en golf

Espera… esto no es solo pegarle a la bola.
Aquí está la cosa: apostar en golf combina estadística, psicología y gestión de banca.
Si eres novato, necesitas reglas claras y una hoja de ruta práctica desde el primer día.

Empiezo con lo útil: dos acciones inmediatas que te dan ventaja.
Primero, limita tus apuestas al 1–2% de la banca por mercado individual.
Segundo, evita apostar por ganador absoluto en torneos grandes hasta que domines lectura de campo y forma.
Al principio, apuesta match‑ups (1vs1) y props simples: consistencia y control de riesgo.

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×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)

¿Por qué el golf requiere una aproximación gamificada?

¡Vaya, qué pregunta!
El golf tiene muchos microeventos (hoyos, rondas, golpes) que permiten fragmentar la experiencia y convertir la toma de decisiones en pequeñas “misiones” con feedback inmediato.
Eso facilita aplicar técnicas de gamificación: metas, niveles, streaks y métricas simples (green en regulación, fairways hit).
Al estructurar la experiencia así, reduces el tilt y haces que la disciplina sea más entretenida y repetible —crucial para principiantes.

Principios básicos (rápido)

Observa: el golf es ruido.
Expande: un buen stake se basa en probabilidad estimada vs cuota ofrecida; no en corazonadas.
Reflexiona: la ventaja real viene de reducir la varianza mediante selección de mercados y tamaño de apuesta consistente.

Reglas prácticas inmediatas

  • Presupuesto inicial: define una banca dedicada y no mezcles con dinero de uso cotidiano.
  • Unidad base: 1 unidad = 1% de la banca (ajusta si eres conservador: 0,5%).
  • mercados a preferir: match‑ups, top‑20/top‑10, strokes gained props, hoyo a hoyo para torneos cortos.
  • Evita: ganador absoluto en Majors si no tienes modelos cuantitativos o edge claro.

Mini‑caso 1: uso de Kelly simplificado en un match‑up

OBSERVA: te dan una cuota decimal 1.80 por jugador A en head‑to‑head.
EXPANDE: estimas la probabilidad real de A en 58% (0.58). Fórmula Kelly (fracción): f* = (bp − q)/b, donde b = decimal−1, p = probabilidad estimada, q = 1−p.
Calcula: b = 0.80; p = 0.58; q = 0.42 → f* = (0.80×0.58 − 0.42)/0.80 = (0.464 − 0.42)/0.80 = 0.044/0.80 = 0.055 → 5.5% de la banca.
REFLEXIONA: para principiantes reduce Kelly al 10–25% (fractional Kelly) → 0.55%–1.4% por apuesta; eso encaja con la regla 1–2%.

Comparativa práctica: herramientas y enfoques

Enfoque / Herramienta Mejor uso Ventaja Riesgo principal
Match‑ups (1vs1) Rondas y torneos regulares Baja varianza, fácil modelar Edge pequeño necesita volumen
Top‑10 / Top‑20 Jugadores consistentes en vueltas largas Buena relación cuota‑probabilidad Impacto de condiciones locales
Props por hoyo / Strokes gained Apuestas cortas, alta frecuencia Permite micro‑gestión y gamificación Datos complejos, necesita fuente fiable
Ganador del torneo Solo con modelo estadístico o ventaja informada Alta recompensa Muy alta varianza

Después de comparar, conviene empezar por match‑ups y props. Para seleccionar casas y cuotas, revisa oferta local y método de depósito, y evalúa términos y condiciones del bono antes de usarlo. Un recurso que agrupa catálogos y métodos de pago útiles para jugadores en Chile es win-chile —práctico para comprobar qué mercados y promociones locales están disponibles sin dispersar tu atención.

Mini‑caso 2: evaluación de valor (EV) en un prop simple

OBSERVA: te ofrecen cuota 2.50 a que un jugador hará birdie en el hoyo 18.
EXPANDE: estimas que la probabilidad real es 45% (0.45). EV por unidad = p×(b) − (1−p) = 0.45×1.5 − 0.55 = 0.675 − 0.55 = +0.125 unidades → EV positivo.
REFLEXIONA: aunque EV positivo es atractivo, controla stake; un +EV pequeño requiere volumen y paciencia. Si no confías en tu estimación, reduce stake hasta construir un track record.

Gamificación aplicada: rutinas y métricas

Convierte tu plan en ritual: cada evento tiene tres objetivos: (1) pre‑check (condiciones del campo, viento), (2) métrica clave (fairways/fairways gained), (3) post‑review (registro de resultados).
Hazlo con streaks: 3 aciertos consecutivos en match‑ups → aumenta u.1 → falla → retrocede. Esto mantiene disciplina y añade recompensa psicológica.

Quick Checklist: antes de apostar

  • ¿Cuál es mi stake (unidades)?
  • ¿He verificado condiciones del campo y clima (viento, humedad)?
  • ¿La apuesta es match‑up/prop/top‑X? ¿Entiendo la unidad de medida?
  • ¿La cuota ofrece EV positivo según mi estimación? (hacer cálculo rápido)
  • ¿He registrado la apuesta en mi diario de juego?

Common mistakes y cómo evitarlos

  • Perseguir pérdidas: establece límites diarios/por torneo y detente cuando los superes.
  • Subestimar el impacto del clima: revisa previsiones 24 y 3 horas antes del tee‑off.
  • No ajustar por versiones del campo: algunos recorridos penalizan drives largos; adapta selección de jugadores.
  • Apostar ganador absoluto sin edge: evita si no tienes modelo o información adicional.
  • Usar todos los bonos sin leer T&C: los requisitos de apuesta pueden invalidar el valor real.

Mini‑FAQ (rápido)

¿Cuál es el mejor mercado para principiantes?

Match‑ups. Tienen baja varianza, son fáciles de modelar y permiten aprender a estimar probabilidades con feedback frecuente.

¿Cómo calculo mi edge sin software avanzado?

Combina historial de forma (últimas 8–12 rondas), adaptación al campo (ceder o ganar strokes) y condiciones climáticas. Compara tu probabilidad estimada con la cuota para decidir si existe valor.

¿Debo usar Kelly al 100%?

No. Para novatos es recomendable fractional Kelly (10–25% de f*), o bien limitar a 1–2% de banca por apuesta para reducir riesgo de ruina.

Herramientas recomendadas y cómo integrarlas

Usa tablas de resultados y un diario de apuestas (puede ser una hoja de cálculo simple) para registrar: fecha, torneo, mercado, cuota, stake, resultado, comentario.
Integrar datos de “strokes gained” y fairways/greens te dará ventaja; si no tienes suscripción a plataformas de estadística, prioriza fuentes oficiales o resúmenes de torneo para tomar decisiones fundamentadas.

Notas regulatorias y juego responsable

18+. Juega con responsabilidad: define límites de depósito, apuesta solo lo que estés dispuesto a perder y activa herramientas de autoexclusión si notas pérdida de control. En Chile, respeta KYC y políticas de verificación de identidad de cada operador; guarda copia de tus documentos y completa la verificación antes de solicitar retiros para evitar demoras. Si sientes que el juego te supera, busca ayuda profesional y servicios de salud mental locales.

Ejemplo final: plan de 8 semanas para aprender

  1. Semana 1–2: solo match‑ups con stake 0.5%–1% por apuesta; foco en registro y disciplina.
  2. Semana 3–4: introduce props de hoyo y top‑20; aplica fractional Kelly en apuestas con EV positivo.
  3. Semana 5–6: añade análisis climático y selección por recorrido; revisa resultados y ajusta prob.
  4. Semana 7–8: prueba una pequeña exposición en ganador absoluto solo si tu ROI simulado es positivo.

Al final del periodo, revisa: número de apuestas, ROI, número de aciertos y desviación estándar. Si tu edge persiste, aumenta volumen gradualmente; si no, vuelve a match‑ups y reduce stakes.

Para terminar: mi instinto dice que muchos principiantes se lanzan a buscar el gran premio demasiado pronto. Por un lado, la emoción empuja; por otro, la matemática y la disciplina pagan en el tiempo. Mantén la curiosidad y controla la banca. Juego responsable: 18+.

Sources

  • PGA Tour — Estadísticas oficiales y métricas de juego (strokes gained).
  • Kelly, J. L. — Fórmula de Kelly (aplicaciones en gestión de apuestas).
  • Análisis de probabilidades deportivas y gestión de bankroll — literatura aplicada en iGaming.

About the Author

Autor: {author_name}, experto en iGaming con experiencia práctica en estrategias de apuestas deportivas y gestión de banca. Combina análisis estadístico con enfoque práctico para jugadores novatos.

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