¡Espera… esto no es lo típico que lees en foros! Aquí te doy pasos accionables para apostar en torneos de golf y, al mismo tiempo, aprovechar programas de lealtad de un casino regulado en México —sin humo, con números y ejemplos.

Mi instinto dice que primero necesitas reglas simples: gestionar bankroll, elegir mercados con valor y entender cómo los programas de lealtad alteran el valor real de tus apuestas. Al principio suena obvio, pero pocos aplican ambas cosas juntas. Luego, con disciplina, verás la diferencia en tu saldo y en las oportunidades que te dan las recompensas.

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)

Por qué el golf es distinto y qué mercados convienen

¡Wow! El golf no es fútbol ni boxeo. Es un deporte con alta varianza por evento y fuertes efectos de campo (links/pin placements, clima). Esto crea mercados donde la información local (condiciones del campo, historial del jugador en ese tipo de recorrido) vale más que los momios fríos. Antes de poner dinero, checa: tee times, condiciones previstas y rendimiento en sub-etapas (tee-to-green, putting).

Expande: apuesta a mercados que reduzcan varianza innecesaria. Ejemplos prácticos:

Reflexiona: por un lado, un outsider con buena racha puede pagar 20/1; por otro, apostar a favoritos con momios pequeños es una forma de proteger tu bankroll en semanas con condiciones adversas. Combina ambos según tu tolerancia a la volatilidad y el tamaño del evento.

Modelos sencillos y manera práctica de calcular valor

¡Aquí viene la parte matemática — sin psicoficción! Si ves un momio de 8.0 (7/1) a un jugador que estimas tiene 18% de probabilidad (0.18) de ganar, el EV por unidad es: EV = (8 × 0.18) – 1 = 0.44. Es positivo: +0.44 unidades por apuesta a largo plazo.

Amplía: más útil que estimar probabilidades absolutas es comparar modelos. Haz dos estimaciones: una conservadora (histórico 2 años) y otra agresiva (últimas 10 rondas). Si ambas coinciden en que la probabilidad implícita del bookie está por debajo de tu estimación, hay valor.

Reflexión larga: no te engañes con una sola apuesta ganadora. Con muestras pequeñas, la varianza gana. Lleva registro (spreadsheet) con columnas: evento, mercado, stake, momio, probabilidad estimada, EV, resultado. Revisa cada 50 apuestas para ajustar tu modelo de evaluación.

Staking: cómo no quemar tu bankroll

¡Algo no cuadra si apuestas el 10% por pick! Mi consejo: usa sistemas simples y comprobados.

Ejemplo: bankroll $10,000 MXN. Con flat stake de 1 unidad = $200 (2% del bankroll). Con Kelly fraccional al 25% y una apuesta cuyo edge estimado es 10% con probabilidad 0.15 y momio 6.66, la fórmula sugiere un stake similar pero más dinámico según tu edge.

Cómo integrar programas de lealtad del casino en tu estrategia de apuestas

¡Espera—no todo es momios! Los programas de lealtad pueden transformar el ROI real de tu actividad. Puntos, cashback y bonos reducen el coste efectivo por apuesta y te dan ventajas para reinvertir en más valor.

Expande: compara siempre la recompensa en valor real (MXN) vs. el requisito de rollover o restricciones. Por ejemplo, un 1% de cashback en apuestas deportivas con rollover 5× puede ser más valioso que un bono de 1000 MXN con rollover 40× para slots.

En México, operar con un casino que tenga licencia local (SEGOB) y métodos de pago SPEI/OXXO facilita la gestión de retiros y la transparencia de puntos. Si buscas una opción que combine apuestas y catálogo de casino con sistema de lealtad claro, considera plataformas con respaldo local, que publiquen T&C de manera accesible —por ejemplo, revisa la oferta y condiciones de playdoit official y cómo creditan puntos y cashback—. Esto ayuda cuando eliges entre conservar valor en apuestas o redimir recompensas en juego y cashouts.

Tabla comparativa: enfoques de staking vs. beneficios de lealtad

Enfoque Riesgo Beneficio esperado Ideal para
Flat stake Bajo-moderado Consistencia y control Novatos
Kelly fraccional Moderado Maximiza crecimiento a largo plazo Modelos con edge
% del bankroll Escalable Protege contra drawdowns Jugadores conservadores
Uso de cashback y puntos Depende de T&C Reduce coste real por apuesta Usuarios que apuestan frecuentemente

Quick Checklist — antes de apostar en golf

Common mistakes and how to avoid them

Mini-casos prácticos

Caso A — Head-to-head con valor: apuestas $200 (1 unidad) al jugador X en match con momio 1.95; modelo estima 55% de probabilidad. EV ≈ (1.95×0.55)-1 = 0.0725 unidades → positivo y con baja varianza. Resultado: tras 200 apuestas con ese edge pequeño, el ROI puede ser real y estable.

Caso B — Toma de bono vs cashback: casino A ofrece bono 1500 MXN con rollover 40×; casino B ofrece 0.8% cashback sin rollover. Si apuestas 50,000 MXN/mes, cashback = 400 MXN; el bono sólo es útil si puedes cumplir rollover con juegos de alta contribución (apostas deportivas suelen contribuir más), pero el coste de oportunidad puede ser mayor. Haz números antes de aceptar.

Mini-FAQ

¿Cuál es el mercado más rentable para principiantes en golf?

Top-20 o head-to-head en rivales directos. Reducen la varianza absoluta y permiten aplicar staking plano con más serenidad.

¿Cómo valoro un programa de lealtad?

Calcula MXN efectivos por punto o por nivel, resta restricciones (rollover o límites) y compara con cashback directo. La transparencia en las reglas es clave.

¿Qué hacer si el casino requiere KYC antes del retiro?

Envía documentos claros (INE, comprobante de domicilio). Evita depositar sumas grandes sin verificar la cuenta; así no quedas con fondos inmovilizados.

18+. Juega con responsabilidad. En México, verifica que la plataforma opere bajo licencia SEGOB y cumpla KYC/AML. Si sientes pérdida de control, busca ayuda en líneas de apoyo locales y usa límites de depósito y autoexclusión.

Fuentes

About the Author

Carlos Méndez, iGaming expert. Experiencia práctica en apuestas deportivas y gestión de producto para mercados LATAM; combina análisis cuantitativo con gestión responsable de bankroll.

Nota: antes de elegir casa/operador, revisa Términos y Condiciones y las condiciones del programa de lealtad; la transparencia marca la diferencia entre una ventaja real y una trampa de promoción.

Si te interesa una casa con integración de apuestas deportivas y programas de lealtad claros, revisa cómo operan y acreditan puntos en plataformas reguladas como playdoit official para comparar condiciones antes de aceptar promociones.

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