Apuestas de arbitraje en golf: guía práctica y paso a paso para empezar

¡Espera… esto sí funciona en teoría!

Si vas directo al grano: con una apuesta de arbitraje (surebet) cubres todos los resultados relevantes de un mercado para asegurar una ganancia independiente del resultado. En golf eso suele ser más práctico en mercados “head-to-head” (1v1) y pequeños outrights donde las cuotas difieren entre casas. Aquí tienes una guía práctica, con fórmulas, ejemplos y checklist para empezar sin perder la camisa.

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Observación rápida: por qué el golf es terreno fértil (y peligroso)

¡Ojo! El golf tiene muchos mercados y participantes. Eso genera discrepancias de precio entre casas. Por un lado, hay oportunidades frecuentes; por otro, hay particularidades que complican el arbitraje: cortes (cut), retiradas (WD), empates y mercados con muchos participantes.

Mi instinto dice que los head-to-head y los matchups de torneo son donde vas a encontrar el ratio riesgo/recompensa más claro para un principiante. Son mercados sencillos: A gana o B gana, a menudo con reglas definidas que reducen sorpresas.

Al principio pensé en perseguir outrights masivos. Luego me di cuenta: demasiadas variables y demasiadas comisiones. Por eso cambio el enfoque hacia mercados simples y comprobables.

Las matemáticas básicas (fórmulas que usarás)

Breve y directo. Para detectar una oportunidad de arbitraje necesitas calcular el porcentaje de arbitraje (AR):

AR = Σ (1/odds_i) para todos los resultados i del mercado.

Si AR < 1 → hay arbitraje. La ganancia bruta (%) aproximada es (1 − AR) / AR × 100 sobre la inversión total proporcional.

Cómo repartir el stake (apuesta) para garantizar ganancias:

stake_i = (bankroll_total × (1 / odds_i)) / AR

Ejemplo mínimo (caso real hipotético):

  • Mercado: Head-to-head entre Jugador A y Jugador B.
  • Bookie 1 ofrece A a 2.10; Bookie 2 ofrece B a 2.05.

AR = 1/2.10 + 1/2.05 = 0.47619 + 0.48780 = 0.96399 → AR < 1 → Oportunidad.

Si quieres invertir $1,000 MXN total:

stake_A = (1000 × 1/2.10) / 0.96399 ≈ $494.5

stake_B = (1000 × 1/2.05) / 0.96399 ≈ $505.5

Si gana A: cobras 494.5 × 2.10 = 1,038.45 → beneficio neto ≈ 38.45 MXN. Si gana B: 505.5 × 2.05 = 1,036.28 → beneficio neto similar. Pequeñas ganancias, pero garantizadas antes de comisiones y errores.

¿Dónde buscar cuotas y cómo contrastarlas?

¡Aquí viene lo práctico!

Herramientas y enfoques:

  • Comparadores manuales (OddsPortal): gratis y útiles para empezar.
  • Escáneres automáticos (BetBurger, RebelBetting): detectan surebets en tiempo real, pero tienen coste.
  • Intercambios (Betfair/Betdaq) + casas tradicionales: combinaciones que a veces generan arbs mayores.

Antes de recomendar un nombre quiero ser honesto: estas herramientas te ahorran tiempo, pero no te protegen de límites, errores humanos o cambios rápidos de cuota.

Comparativa rápida de métodos (tabla)

Opción Ventajas Desventajas Recomendado para
Comparador manual Gratis, sencillo Lento; exige vigilancia Principiantes que aprenden la mecánica
Escáner de surebets (servicio pago) Detección en tiempo real; alertas Costo mensual; false positives Operadores con bankroll medio/alto
Intercambio + casa (mixed) Alta liquidez en intercambios; buenas odds Comisiones en intercambios; rollover de cuentas Usuarios con experiencia en exchanges
Bookmakers locales regulados Facilidad de pago en MX; soporte en español Límites y restricciones de mercado Jugadores que priorizan seguridad y KYC

Reglas y trampas específicas en golf

Atento a estas condiciones que suelen fastidiar a los arbers:

  • Cut (corte): algunos mercados liquidan apuestas si un jugador no supera el corte; otras casas lo tratan diferente.
  • Retiradas (WD): si un jugador abandona, la mayoría devuelven stake en outrights, pero hay excepciones.
  • Empates (ties): payout y reglas pueden variar; evita mercados con reglas ambiguas.
  • Mercados acumulados: en torneos con muchos participantes, la liquidación automática puede tardar o discrepar.

Verifica siempre las reglas de cada casa antes de colocar stakes grandes. Un detalle en las reglas puede convertir una surebet en pérdida.

Flujo operativo recomendado para un principiante

1) Selecciona 6–10 casas con buena reputación y métodos de depósito/retiro claros. 2) Vincula al menos una cuenta en un intercambio (ej. Betfair) si planeas usar lay bets. 3) Usa comparador + alerta rápida (o un escáner gratis durante pruebas). 4) Antes de apostar: comprobar reglas del mercado, límites y tiempo de conservación de la cuota.

Si operas desde México, revisa plataformas con soporte local y procesos KYC transparentes; por ejemplo, en el mercado mexicano conviene operar con casas reguladas y con opciones de depósito locales para evitar fricciones al retirar. Un operador local que cumple con requisitos claros y métodos de pago MX puede facilitar la gestión de tu bankroll, por ejemplo codere.

Mini-casos prácticos

Caso A — Head-to-head en un PGA: encontraste A a 1.95 en Bookie X y B a 2.05 en Bookie Y. AR = 1/1.95 + 1/2.05 = 0.5128 + 0.4878 = 1.0006 → No arb (muy cerca). Resultado: no apostar.

Caso B — Match card (2 jugadores): A 2.30 vs B 1.76 → AR = 0.4348 + 0.5682 = 1.003 → de nuevo, no arb. Estas cifras muestran que pequeñas diferencias cambian todo y que la velocidad es clave.

Gestión del bankroll y sizing

Regla práctica: no pongas más del 1–2% de tu bankroll total en un surebet individual si eres principiante. Las ganancias se ven pequeñas, pero el objetivo es escalar con replicación y control de riesgo (límites de cuenta, errors de liquidación, voids).

Ejemplo de sizing conservador: bankroll $50,000 MXN → stake total por arb ≈ $500–$1,000 MXN. Si operas con stakes mayores, prepárate a justificar la documentación KYC y a lidiar con límites.

Common Mistakes y cómo evitarlos

  • No leer reglas del mercado → Resultado: apuesta anulada o devolución parcial. Evitar: leer la sección “Reglas del mercado” antes de apostar.
  • Ignorar comisiones del exchange → Resultado: margen mermado. Evitar: calcular comisiones y restarlas al ROI.
  • Errores de redondeo y stake allocation mal calculado → Evitar: usar hoja de cálculo o calculadora de arbitrage.
  • Usar casas con límites bajos → Evitar: abrir cuentas con bookmakers más abiertos; diversifica.
  • Pensar que las herramientas son infalibles → Evitar: siempre comprobar manualmente antes de colocar apuestas.

Quick checklist — antes de apretar “apostar”

  • ¿AR < 1? (efectivamente una oportunidad)
  • ¿Reglas del mercado verificadas (cut, WD, ties)?
  • ¿Stake allocation calculada y validada?
  • ¿Fondos disponibles en las cuentas implicadas?
  • ¿Comisiones incluidas en el cálculo?
  • ¿Posible límite de la cuenta o rechazo por actividad sospechosa?

Mini-FAQ (preguntas frecuentes)

¿Es legal el arbitraje en México?

Sí. Apostar tal cual no es ilegal, pero debes utilizar operadores con licencia aplicable y cumplir KYC/AML. Evita casas offshore si quieres respaldo regulatorio y protección local.

¿Cuál es la diferencia entre surebet y trading en el intercambio?

Surebet es cubrir todos los resultados en distintos bookmakers para un beneficio garantizado. Trading en un exchange implica comprar y vender posiciones (lay/back) tratando de capturar movimientos de cuota, lo que no garantiza beneficio y requiere gestión activa.

¿Qué herramientas recomiendas para empezar?

Comienza con comparadores como OddsPortal para aprender, y prueba un escáner con periodo de prueba (RebelBetting o BetBurger) antes de suscribirte. Usa hojas de cálculo propias para entender la asignación de stakes.

¿Puedo usar tarjetas y SPEI para financiar cuentas en MX?

Sí, las casas reguladas en México ofrecen tarjetas y transferencias SPEI. Guarda comprobantes de depósito y prepara documentos KYC para agilizar retiros.

18+. Juego responsable. El arbitraje reduce riesgo pero no lo elimina por completo: errores de liquidación, reglas discrepantes y límites pueden causar pérdidas. En México, cumple KYC/AML y consulta recursos de ayuda si sientes pérdida de control.

Últimas recomendaciones y pasos siguientes

Para terminar, un par de verdades prácticas: el arbitraje en golf es posible y ofrece rentabilidades pequeñas pero recurrentes si tienes disciplina. Sin embargo, la escalabilidad está limitada por las políticas de los operadores y por tus propias operaciones KYC. Si quieres operar con seguridad desde México, prioriza casas reguladas y métodos de pago locales para evitar fricciones al retirar. Empieza en pequeño, documenta cada operación y crea plantillas de cálculo para no fracasar por simple error de aritmética.

Fuentes

  • https://www.pinnacle.com/en/betting-resources
  • https://www.betfair.com
  • https://www.gob.mx/segob

About the Author

Carlos Méndez, iGaming expert. Con años de experiencia operando mercados deportivos y creando procesos de gestión de riesgo para bettors recreativos, escribe guías prácticas orientadas a la seguridad, cumplimiento y escalabilidad.

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