Aprender de las pérdidas sin “perseguir”: cómo manejar props y no quemar el bankroll

¡Espera… esto es importante para tu próximo ticket de props! Si vas a jugar apuestas de proposición (props), aprende a transformar pérdidas en lecciones prácticas y limita las reacciones impulsivas que generan peores resultados. Aquí tienes, ya de entrada, tres acciones concretas que puedes aplicar ahora mismo: 1) define una pérdida aceptable por sesión; 2) fija una regla de parada por tres pérdidas seguidas; 3) registra cada apuesta de props en una hoja simple (monto, cuota, lógica).

Mi instinto dice que muchos pasan por alto el paso de registrar. Hazlo: te obliga a racionalizar y corta la espiral emocional. A continuación explico por qué funciona, con ejemplos numéricos, una tabla comparativa de enfoques, una checklist rápida, casos prácticos y una mini-FAQ para principiantes.

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)

Por qué las props son trampas emocionales (y qué aprender de cada pérdida)

¡Aquí está la cosa! Las apuestas de proposición son atractivas por la narrativa: una jugada, un resultado específico, la sensación de “saber algo que otros no saben”. Pero por otro lado la matemática es clara: muchas props tienen ventaja de la casa alta y varianza desproporcionada.

Expande: ejemplifiquemos. Si pagas una cuota de 5.00 por una prop (equivale a 20% implied prob.), el valor verdadero depende de tu edge real. Si tu estimación es pobre en 5 puntos porcentuales, tu expectativa es negativa. Reflexiona: varias pérdidas pequeñas en fila erosionan el bankroll más rápido de lo que piensas, y la necesidad de recuperar te empuja a aumentar la apuesta —esa es la falacia del jugador en acción.

Al principio pensé que controlar el impulso era todo. Luego me di cuenta de que sin reglas concretas (números) la teoría sirve de poco: necesitas límites, tamaños de apuesta y un registro objetivo.

Mini-caso: aprendizaje práctico tras tres pérdidas seguidas

Observa: apostaste $5 en tres props distintas y perdiste $15 en total. ¿Qué hacer?

Expande: paso 1 — registra: fecha, evento, stake, cuota, razonamiento (datos que sustentaban la apuesta). Paso 2 — analiza: ¿fue mala la estimación de probabilidad o simplemente varianza? Paso 3 — decide la acción: 0) detener sesión si alcanzaste el límite predefinido; 1) revisar metodología si el patrón se repite; 2) reducir stake si la confianza proviene solo de “corazonadas”.

Reflexiona: en mi experiencia, la mayoría de los jugadores confunde mala racha con señal de que “algo cambió en el mercado”; en realidad suele ser una mezcla de mala estimación y ruido. Regla útil: si repites el mismo error tres veces en una semana, cambia la metodología.

Comparación de enfoques: cómo enfrentar pérdidas en props

Enfoque Descripción Ventajas Riesgos
Stop-loss por sesión Fijas un tope de pérdida diaria/semanal (ej. 2% del bankroll) Protege capital; reduce chasing Puedes perder oportunidades si el límite es muy conservador
Gestión por unidades Apostar en unidades fijas (1 u = 1% del bankroll) Consistencia; fácil de calcular Requiere disciplina; no elimina malas estimaciones
Revisión post-muestra Analizar cada 30 apuestas y ajustar modelo Mejora a largo plazo; identifica sesgos Necesita paciencia y datos
Apuesta proporcional al edge estimado Tamaño según Kelly fraccional o reglas propias Optimiza crecimiento teórico Puede ser volátil y requiere edge confiable

Recomendación práctica: ruta mixta (simple y aplicable)

Mi recomendación para principiantes es combinar “gestión por unidades” + “stop-loss” + “revisión post-muestra”. Por ejemplo: bankroll $100, unidad = $1 (1%), stop-loss diario = $5 (5% del bankroll), revisión cada 30 props. Si después de 30 apuestas el ROI es negativo y los errores son de modelado, reduce exposure hasta corregir la metodología.

En la práctica, plataformas locales que facilitan registros y ofrecen filtros por tipo de prop pueden ayudarte a ordenar el historial; revisa operadores que publiquen información clara sobre métodos de pago y procesos de verificación. Un ejemplo de referencia local es winchile-casinos.com cuando buscas promociones o pruebas iniciales con bonos sin depósito para practicar sin riesgo financiero directo; úsalo solo para familiarizarte con el formato, no como garantía de ganancias.

Quick Checklist — acciones que aplicas ahora mismo

  • Define bankroll y unidad (% del bankroll).
  • Establece stop-loss diario/semanal (en CLP o %) y cúmplelo.
  • Registra cada prop: evento, stake, cuota, lógica, resultado.
  • Revisa serie de 30 apuestas: tasa de acierto, cuota promedio, EV estimado.
  • Si hay 3 pérdidas consecutivas, detén sesión y revisa datos.
  • Activa limites en la cuenta (depósitos, pérdidas, tiempo) y verifica KYC.

Common Mistakes and How to Avoid Them

  • Perseguir pérdidas: error típico. Evítalo aplicando stop-loss automático y desconectando después de 3 pérdidas.
  • No registrar apuestas: sin datos no hay mejora. Lleva una hoja simple —nota que en Excel o Google Sheets puedes automatizar cálculos de ROI y varianza.
  • Sobreestimar tu edge: sé conservador: aplica Kelly fraccional si tienes estimaciones robustas; si no, usa reglas simples de unidades.
  • Ignorar comisiones y límites KYC: cuenta con retiros y tiempos de verificación antes de apostar dinero real.
  • Apostar con emoción tras racha corta: la racha no valida una estrategia; confía en tu protocolo de revisión.

Mini-casos prácticos (ejemplos)

Ejemplo 1 — Hipótesis fallida: estimaste 30% de prob. para una prop con cuota 3.00. Resultado: varias pérdidas. Análisis: tu modelo subestimó la dificultad; solución: restringe props a mercados donde puedas cuantificar mejor la probabilidad (p. ej. estadísticas básicas, lesiones, condiciones de juego).

Ejemplo 2 — Mala racha de varianza: 4 pérdidas seguidas con stakes bajos. Análisis: si el EV era positivo, mantén disciplina y revisa la muestra más amplia; si no, reduce stakes y mejora el edge.

Mini-FAQ

¿Cuánto del bankroll debo arriesgar en props?

Observa: una unidad entre 0.5% y 2% del bankroll es razonable para principiantes. Expande: si usas Kelly fraccional, 0.5–0.75 Kelly reduce la varianza; reflexiona: nunca arriesgues más si tu edge es incierto.

¿Puedo usar bonos para practicar props?

Sí, con cautela. Muchos bonos limitan tipos de apuestas y tienen rollover. Úsalos para familiarizarte con la mecánica de props, pero lee términos sobre contribución de juegos y requisitos de apuesta.

¿Cómo sé si estoy persiguiendo pérdidas?

Si aumentas consistentemente el stake tras pérdidas y tus decisiones se basan en emociones más que en registros, estás persiguiendo. Detén sesión, respira y consulta tu checklist antes de volver.

Herramientas y recursos recomendados

Usa hojas de cálculo con columnas mínimas: fecha, evento, stake, cuota, prob. estimada, EV estimado, resultado. Revisa también recursos de juego responsable y establece límites en tu cuenta. Si sparkeas con sitios locales para probar promociones o bonos sin depósito, hazlo con cautela y leyendo T&C; la transparencia de procesos KYC/RTP es clave para evitar problemas con retiros.

Indicadores para saber que vas por buen camino

  • Registro coherente de 30+ apuestas con análisis periódico.
  • Disciplina en stop-loss y no más de 2 violaciones al mes.
  • Reducción de stake si la tasa de error es sistemática.
  • Capacidad de reconocer sesgos: confirmación y anclaje.

18+ | Juego responsable: define límites, utiliza herramientas de autoexclusión y busca ayuda si sientes que el juego te está afectando (en Chile puedes contactar líneas locales de apoyo y servicios de salud mental). Evita apostar dinero que necesites para gastos esenciales.

Fuentes

  • https://www.who.int/news-room/fact-sheets/detail/gambling-disorders
  • https://www.gamcare.org.uk/
  • https://www.academia.edu/sections/645333/Betting_and_Sports_Betting_Research

Si quieres practicar sin poner en riesgo tu capital desde el inicio, revisa ofertas de prueba o bonos sin depósito en operadores locales con transparencia en métodos de pago y verificación, como se discute en algunos sitios del mercado chileno; úsalo exclusivamente para familiarizarte con el formato y los tiempos de verificación.

About the Author: Miguel Torres, iGaming expert. Trabajo con operadores y jugadores desde 2016, especializado en gestión de riesgo, análisis de props y educación en juego responsable. Suele combinar análisis cuantitativo con la experiencia de la cancha para convertir pérdidas en aprendizaje.

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