Juego limpio y transparencia: estrategias prácticas para apostar en carreras de caballos

Espera un segundo.
Las primeras dos cosas que debes controlar son tus límites y la fuente de información.
No apuestes sin saber el historial del caballo y el estado de la pista del día.
Si no tienes esos datos, las decisiones se vuelven ruido y la varianza te come rápido.
Aquí vas a encontrar pasos accionables, ejemplos numéricos y una checklist para empezar con seguridad y claridad.

¡Vaya mezcla de emociones!
La adrenalina te empuja a apostar en vivo, pero la disciplina marca la diferencia entre jugar y perder.
Aprender a separar intuición de evidencia cambia tu EV a mediano plazo.
No es magia: es metodología aplicada a las carreras (registro, filtros y gestión del bankroll).
Te explico cómo hacerlo con casos concretos y una comparación práctica de herramientas.

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¿Qué significa juego limpio en las carreras de caballos?

Aquí está la cosa.
Juego limpio implica que las carreras estén reguladas, transparentes y auditables por terceros.
Significa acceso público a datos como DNFs, lesiones registradas y sanciones de jockeys.
Sin esos elementos, cualquier estrategia de valor se basa en suposiciones y la ventaja real puede residir del lado del corredor de apuestas o del insider.
Por eso priorizamos fuentes verificables y mecanismos que reduzcan el riesgo de información sesgada.

Qué mirar antes de apostar: checklist inicial

¡Atento ahora!
Revisa al menos cinco variables antes de poner dinero: forma reciente, distancia, tipo de pista, condiciones meteorológicas y jockey.
Añade la variable de “cambio de lote” (si baja o sube de categoría), porque altera la probabilidad de manera notable.
Si cualquiera de estas variables falta, baja la apuesta y espera otra oportunidad más clara que ofrezca mejor relación riesgo/recompensa.
La checklist práctica está abajo para que la imprimas y la lleves al hipódromo o al operador online.

  • Confirmar licencia y transparencia del operador (archivo público de carreras y pagos).
  • Consultar historial del caballo (últimos 6–12 meses) y tiempos de carrera por distancia.
  • Verificar cambios de jockey, equipo o entrenadores y buscar patrones de mejora o declive.
  • Comprobar condiciones de la pista y pronóstico meteorológico para la jornada.
  • Fijar límite de pérdida por sesión (por ejemplo, 1–2% del bankroll total).

Métodos sencillos para estimar valor (mini-cálculos)

¡Ok, vamos con números!
Si una cuota ofrece 4.0 (3/1), la implied probability es 25% (1/4).
Si tus registros y análisis indican que la probabilidad real está más cerca del 33%, entonces ese mercado tiene valor.
La fórmula básica: EV% ≈ (prob_real × cuota) − 1; si es positiva, la apuesta es rentable en expectativa.
Usa muestras amplias; en menos de 100 observaciones la varianza puede disfrazar cualquier edge real, así que actúa con paciencia.

Comparación práctica: enfoques y herramientas

Espera un dato rápido.
A continuación verás un cuadro con las opciones más usadas por apostadores novatos y avanzados.
La tabla compara facilidad de uso, coste, rapidez de integración de datos y transparencia de resultados.
Elige según tu tiempo disponible para analizar y tu apetito de riesgo; no todas las herramientas valen para cada estrategia.
La transparencia y la posibilidad de auditar tus apuestas debe ser criterio número uno.

Herramienta / Enfoque Facilidad Coste Transparencia de datos Ideal para
Análisis manual (hojas de cálculo) Media Gratis–Bajo Alta si usas fuentes públicas Principiantes que quieren aprender
Servicios de datos (pagos por API) Media Medio–Alto Alta Apostadores semi-pro y modeladores
Modelos ML / Autómatas Baja Alto Variable (depende del proveedor) Operadores con volumen y recursos
Tipsters y comunidades Alta Variable Baja–Media Quienes buscan señales rápidas

Mini-caso 1: apuesta pequeña con edge claro

¡Mirá esto!
Supongamos que detectas una cuota 5.0 en una carrera y tus datos estiman 28% de probabilidad real.
Implied prob = 20% y EV% ≈ (0.28×5) − 1 = 0.4 o 40% de EV positivo teórico; en teoría vale la pena.
Si tu bankroll es ARS 10.000 y tu unidad de apuesta es 1% (ARS 100), ese stake es coherente con gestión de riesgo.
Si repites estrategias con criterios idénticos y verificables, mide los resultados cada 50 apuestas; allí sabrás si tu edge persiste.

Mini-caso 2: cuándo evitar una “oportunidad” aparente

¡Alto!
Un caballo con cuota 2.5 sube mucho si cambió de jockey esa semana.
Las razones pueden ir desde lesión oculta hasta estrategia de grabar resultados; sin transparencia no apuestes fuerte.
Mejor esperar a mercados con información pública y verificable que respalden la cuota ofertada por el corredor.
Recuerda: a veces la mejor jugada es no jugar y preservar el bankroll para oportunidades legítimas.

Plataformas y transparencia: cómo elegir un operador

Espera un momento.
Priorizá operadores que publiquen resultados, tiempos y pagos con historial público accesible.
Busca licencias claras y políticas KYC/AML transparentes; la posibilidad de verificar auditorías externas es clave.
En el espectro de opciones, algunos operadores líderes combinan velocidad y claridad, pero siempre verifica T&C antes de depositar.
Si quieres probar un servicio con perfiles de cripto y opciones ágiles, considera registrarte en plataformas que muestran historial de mercado y pagos verificables.

Una recomendación práctica.
Si el operador ofrece APIs o descargas CSV de carreras pasadas, eso facilita backtesting y auditoría.
Para novatos, una buena práctica es registrar cada apuesta en una hoja de cálculo con: fecha, carrera, cuota, stake y resultado.
Con ese registro podrás calcular ROI, hit-rate y desviación estándar de retornos por sesión.
Si necesitas un punto de partida técnico y una interfaz accesible, puedes register now en una plataforma que permite exportar datos y probar estrategias en demo antes de arriesgar fondos reales.

Quick Checklist: antes de apostar en una carrera

¡Chequeá esto ahora!
1) Verifica datos del caballo y jockey en las últimas 6 carreras.
2) Confirma estado de la pista y pronóstico meteorológico.
3) Establece stake fijo y límite de pérdida por sesión.
4) Comprueba términos de retención y retiro del operador antes de depositar.
5) Lleva un registro detallado y revisa cada 50 apuestas.

Errores comunes y cómo evitarlos

¡Esto me fastidia mucho!
El error número uno es perseguir pérdidas tras una mala racha; la varianza existe.
No aumentes stakes sin revisiones estadísticas y sin ajustar la probabilidad real esperada.
Otro error frecuente es confiar exclusivamente en tipsters sin auditar su historial; pídeles pruebas descargables.
La solución es simple: disciplina, trazabilidad y reglas predefinidas para subir o bajar stakes.

  • Perseguir pérdidas: fija stop-loss por sesión y cúmplelo.
  • Apostar sin datos: si falta información, reduce el stake o abstente.
  • Sobreaplicar modelos: valida en out-of-sample antes de usar capital real.
  • No verificar el operador: confirma licencias y políticas KYC/AML.

Mini-FAQ: preguntas rápidas

¿Cuánto del bankroll debo arriesgar por apuesta?

Usualmente 0.5–2% por apuesta según tu tolerancia.
Menos para principiantes, más para confianza probada; escalá sólo si el ROI se mantiene positivo y has validado la estrategia en al menos 200 apuestas.

¿Cómo detecto mercados manipulados o poco transparentes?

Busca cambios bruscos de cuotas sin noticias públicas, coincidencias entre operadores y falta de datos sobre los participantes.
Si observás patrones persistentes de movimiento de cuotas sin justificación, evita esos mercados y reportá al regulador correspondiente.

¿Debo usar criptomonedas para apostar en carreras?

Las cripto ofrecen rapidez en depósitos y retiros, pero añaden riesgo de volatilidad y custodia.
Si las usás, separá el fondo operativo (para apuestas) del fondo de inversión en cripto y usa billeteras seguras.

Herramientas de registro y auditoría casera

¡No subestimes esto!
Un CSV con columnas: fecha, hipódromo, número de carrera, caballo, cuota, stake, resultado, notas te da mucho poder analítico.
Calcula ROI, hit-rate y varianza por cada tipo de pista y distancia; así verás patrones que nadie más ve.
Si no querés programar, usa plantillas disponibles en hojas de cálculo y añade filtros para segmentar por entrenador o jockey.
La trazabilidad te protege y te da evidencias si necesitas reclamar con soporte o ante un regulador.

Regulación y juego responsable (AR)

Atención: 18+.
En Argentina la regulación es provincial; informate sobre la normativa de tu provincia antes de apostar.
Completa siempre los procesos de KYC y usa herramientas de autoexclusión si detectás pérdida de control.
Limita el tiempo y el dinero invertido por sesión; define un porcentaje fijo del bankroll para apuestas semanales.
Si sentís que el juego te afecta, buscá ayuda en líneas y organizaciones especializadas y detén la actividad.

Juego responsable: este contenido es informativo y no garantiza ganancias. Tené 18+ años para participar. Si necesitás ayuda, consultá a organizaciones como Gambling Therapy o recursos locales en Argentina.

Fuentes y lectura recomendada

Consulta estas referencias para ampliar tu comprensión y verificar políticas y datos:

  • https://www.ifhaonline.org
  • https://www.racingpost.com
  • https://www.gamblingtherapy.org

Sobre el autor

{author_name}, iGaming expert.
Trabajo con análisis de mercados de apuestas y desarrollo de estrategias basadas en datos desde 2014.
Mi enfoque combina auditoría de transparencia, modelos sencillos y prácticas de gestión de riesgo aplicables a novatos.

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