Espera… esto no es magia.

Si estás empezando y quieres apostar en carreras de caballos sin fundirte la chequera, aquí tienes pasos claros y accionables que puedes aplicar hoy mismo. Primero: define presupuesto, segundo: aprende tres tipos de apuestas que realmente importan, y tercero: usa programas de lealtad del casino para alargar tus sesiones con menos riesgo.

Al principio suena sencillo; después te das cuenta de que la varianza y las reglas del mercado pueden devorar a cualquiera que no planifique. En las siguientes secciones encontrarás ejemplos numéricos, mini-casos y una tabla comparativa para elegir tácticas según tu perfil.

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)

Primeros pasos prácticos (para no perder dinero por inexperiencia)

¡Vamos al grano! Aquí tienes tres acciones inmediatas:

  • Establece un bankroll de sesión: dinero que puedes permitirte perder hoy. Recomiendo 1–2% de tu bankroll total por apuesta como regla inicial.
  • Aprende las apuestas básicas: ganador (win), colocado (place), y cada-way. No te lances a las combinadas hasta dominar lo básico.
  • Consulta las condiciones del operador y verifica KYC antes de depositar: te evitarás retrasos en retiros.

Tipos de apuesta útiles y cómo evaluarlas

Mi instinto dice: empieza simple. Luego afinas.

Ganador (Win): apuestas al caballo que llegue primero. Alto riesgo, mayor recompensa.

Colocado (Place): pagas menos pero aumentas la probabilidad de retorno; útil cuando no estás seguro entre dos o tres favoritos.

Each-way: es una combinación Win + Place; paga si el caballo gana o queda entre los primeros (depende del número de participantes y condiciones de la carrera).

Mini-ejemplo numérico: tienes $100 de bankroll de sesión y sigues la regla del 1% por apuesta (base conservadora), apuestes $1 por carrera. Si decides ser más agresivo y usas 2% por apuesta, serían $2. Ajusta según cuánto quieres proteger tu capital y cuánto buscas crecer.

Modelo básico de staking (con ejemplo)

Observa cómo manejar el riesgo.

Regla recomendada para principiantes: Flat Betting (apuestas fijas). Ejemplo: bankroll $500, apuesta fija 1% = $5 por carrera. Ventaja: control de pérdidas; desventaja: crecimiento lento.

Alternativa intermedia: Unidad dinámica. Define 100 unidades = bankroll; apuesta 0.5–2 unidades según probabilidad percibida.

Comparativa rápida: enfoques de apuesta

Enfoque Riesgo Recompensa Cuándo usar
Flat Betting Bajo Moderada Principiantes; protección del bankroll
Unidad dinámica Medio Variable Cuando tengas edge informativo o confianza
Progresiones (p. ej. leve positiva) Alto Alta (pero volátil) Jugadores experimentados con límites altos

Programa de lealtad: qué esperar y cómo aprovecharlo

¡Buena noticia! Los programas de lealtad no son solo promesas bonitas: bien usados pueden reducir la volatilidad efectiva de tu juego.

Cómo funcionan en la práctica: acumulas puntos por volumen de juego (no por ganancia), y esos puntos se canjean por bonos, giros gratis o cashback. Importante: el valor real depende del rollover (WR) y de las contribuciones de cada juego al requisito de apuesta.

Ejemplo práctico: recibes 500 puntos por jugar $2,500 en apuestas de carreras. Esos 500 puntos equivalen a $5 de bono, sujeto a rollover x5. Si el bono tiene contribución 100% en slots pero 50% en apuestas de carreras, la utilidad real baja si sigues apostando solo en carreras.

Elegir un operador: criterios técnicos y de seguridad

Por un lado, buscas variedad de mercados, cuotas competitivas, y tiempos rápidos de retiro. Por otro lado, necesitas claridad en T&C y soporte en español para México.

Aquí está la cosa: verifica la licencia (p. ej. Curazao u otra), lee límites de retiro y políticas KYC. Completa la verificación al registrarte para evitar demoras en un eventual retiro grande.

Si quieres una opción que combine apuestas deportivas y casino (útil para aprovechar promociones cruzadas y programas de lealtad integrados), considera operadores con amplia oferta y métodos locales de pago.

Para facilitar el inicio, algunos operadores ofrecen bonos de bienvenida y promociones continuas que puedes comparar. Una recomendación práctica en ese sentido es consultar el apartado de promociones y la letra pequeña antes de aceptar cualquier oferta: algunos bonos requieren rollover alto o excluyen apuestas en mercados de carreras.

Si ya tienes claro lo anterior y buscas una plataforma con múltiples opciones tanto en apuestas hípicas como en programas de fidelidad, puedes revisar una plataforma que integra estas funciones y promociones integradas como parte de su oferta — por ejemplo, get bonus — siempre verificando términos y condiciones y sin apostar más de lo que tu plan permite.

Checklist rápido antes de apostar

  • 18+ y verificación de identidad completada (KYC).
  • Bankroll definido y porcentaje por apuesta establecido (1–2% recomendado para principiantes).
  • Revisa condiciones del bono y contribuciones al rollover si vas a usar promociones.
  • Comprueba límites de retiro y tiempos medios (monederos vs. transferencias bancarias).
  • Lleva registro de tus apuestas: mercado, cuota, stake, resultado y nota rápida (por qué apostaste).

Errores comunes y cómo evitarlos

Mi instinto falló muchas veces al inicio; aquí lo que aprendí.

  • Perseguir pérdidas: evita doblar apuestas para recuperar pérdidas. Solución: corta la sesión y vuelve con un plan nuevo.
  • Usar bonos sin leer T&C: muchos jugadores aceptan bonos que restringen mercados de carreras o imponen rollover alto. Solución: leer la sección “Términos de la promoción”.
  • No verificar la cuenta: provoca retrasos en retiros. Solución: subir documentos (ID, comprobante de domicilio) al registrarte.
  • Apostar sin registro de operación: conduce a malas decisiones repetidas. Solución: lleva una hoja simple con fecha, carrera, stake, cuota y resultado.

Mini-FAQ

¿Cuál es la mejor apuesta para empezar en carreras de caballos?

Empieza por apuestas pequeñas a ganador o colocado mientras construyes experiencia en lectura de form, condiciones de pista y jockeys. Evita combinadas hasta dominar la gestión de bankroll.

¿Cómo afecta el programa de lealtad a mis apuestas?

Reduce el coste neto del juego si canjeas puntos por cashback o bonos con rollover razonable. Ojo: si los bonos no aplican a carreras, el beneficio real será menor.

¿Debo confiar en cuotas ofrecidas por un solo operador?

No. Compara cuotas entre 2–3 operadores; diferencias pequeñas repetidas en tu favor pueden mejorar tu ROI a mediano plazo.

Juego responsable: este contenido es informativo y no garantiza ganancias. Juega solo si eres mayor de edad (18+) y establece límites de depósito, pérdida y tiempo. Si sientes pérdida de control, utiliza herramientas de autoexclusión y busca ayuda profesional.

Casos prácticos (pequeños)

Caso A — Perfil conservador: Ana tiene bankroll $300. Decide flat betting 1% = $3 por apuesta. Juega 10 carreras al mes; en tres meses revisa resultados y ajustes. Resultado: menor volatilidad y aprendizaje sin grandes pérdidas.

Caso B — Perfil explorador: Luis quiere probar combinadas. Usa 0.5% del bankroll por ficha y apuesta acumulada con límites estrictos (no más de 5 combinadas al mes). Resultado: descubre que la volatilidad le hace perder más que ganar; regresa a flat betting con mejor disciplina.

Recapitulación práctica

En resumen: protege tu bankroll, aprende las apuestas básicas, verifica tu cuenta y usa programas de lealtad para amortiguar la experiencia. No gastes tiempo persiguiendo “sistemas infalibles”; en cambio, perfecciona tu registro de apuestas y la selección de cuotas.

Fuentes

  • https://www.cga-curacao.com
  • https://www.sportinglife.com/racing
  • https://www.gob.mx/segob

About the Author

Sergio Duarte, experto iGaming. Con años de experiencia en apuestas deportivas y análisis de operadores para el mercado latino, combina práctica de campo con revisión técnica de términos y políticas de casino.