Espera… esto no es solo intuición.
Cuando ves una cuota baja en un candidato o en el favorito a un premio, tu cerebro celebra una “certeza” que casi nunca existe.
Aquí tienes tres cosas prácticas ya: 1) define un objetivo claro antes de apostar; 2) fija un tamaño de apuesta (porcentaje de bankroll) y respétalo; 3) anota la razón detrás de cada apuesta. Estos tres pasos reducen el impulso y mejoran tu aprendizaje.

¡Wow! La primera reacción suele ser emocional: “todos están apostando por X, yo me subo”. Luego viene la justificación racional cortísima: “es buena cuota”. Pero por un lado la información agregada puede ser útil; por otro lado, la presión de la multitud distorsiona el juicio (sesgo de confirmación + efecto manada). En apuestas políticas y de entretenimiento la mezcla de emoción, narrativa mediática y baja liquidez puede amplificar errores.

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)

Cómo piensa la gente (y por qué falla) — breve mapa mental

Espera… la mayoría apuesta por narrativa, no por probabilidad.
La narrativa vende: cobertura mediática, encuestas virales, trending topics. Son motores emocionales. Pero estadísticamente esas señales no siempre convierten en valor esperado positivo (EV).

Observa: en eventos políticos, la volatilidad suele ser alta cerca a debates, filtraciones o sondeos contradictorios. En entretenimiento (premios, reality shows) la volatilidad viene por información interna, votaciones controladas o intervenciones de productores. Entender la fuente de información te permite calibrar cuánto ruido hay.

Mini-caso 1: elecciones locales — una apuesta basada en juicio vs datos

Un apostador novato ve a “Candidato A” con cuota 1.60 (implied prob. ≈ 62.5%). Decide apostar 1% de bankroll. Después aparece una encuesta que favorece a Candidato B y la cuota se mueve a 2.10. ¿Qué hacer?

Expande: si tu información original era superficial (noticias, titulares) y la nueva encuesta es robusta (muestra representativa, metodología clara), la actualización racional es reducir exposición o pedir cash out si está disponible. Si tu información era profunda (trabajo de campo, sources locales), quizá convenga aumentar la apuesta pero solo con una regla previa de sizing. Refleja: no cambies la posición por pánico: define reglas antes de la apuesta.

Elementos concretos a evaluar antes de apostar

  • Liquidez del mercado: ¿qué tamaño máximo puedes apostar sin mover la cuota?
  • Fuente y calidad de la información: ¿es oficial, filtrada, rumor?
  • Tiempo hasta el resultado: ¿hay eventos intermedios que afecten el outcome?
  • Comisión o vig: resta esto del EV esperado.
  • Legalidad y KYC: verifica que la casa opere en MX y respete SEGOB; confirma procesos KYC/AML.

Comparación práctica: dónde apostar un evento político o de entretenimiento

Plataforma Liquidez Costos / Comisión Transparencia de mercado Recomendado para
Bookmakers tradicionales Media Incluyen vig ~5–10% Moderada (cambios según volumen) Jugadores casuales y apuestas rápidas
Prediction markets / Exchanges Variable (alta en eventos grandes) Comisión por ganador (1–5%) Alta (precios reflejan información agregada) Apostadores que buscan valor y trading
Mercados informales / pools Baja Puede no medirse Baja (opacidad) Eventos de nicho o apuestas sociales

Mini-caso 2: Oscar o premiación — ¿apuesta o no?

Observa: una película favorita tiene cuota 4.50 (implied ≈ 22%). En escenarios de premios, factores ocultos (lobbying, jurado, criterios artísticos) pueden pesar tanto como los datos. Si tu ventaja viene de una fuente interna (critics’ screeners, encuestas entre académicos de la industria), puedes asignar una fracción del bankroll — por ejemplo 0.5–1% — y tratarlo como trade de información.

Expandir: calcula EV simple: EV = (probabilidad estimada * payout) – (1 – prob_est) * stake. Si tu prob_est es 30% (mayor que 22%), con stake $100 EV = (0.30*350) – (0.70*100) = $105 – $70 = $35 positivo. Si no tienes base sólida para 30%, no apuestes.

Reglas prácticas y método paso a paso

  1. Regla 1 — Tamaño: fija un porcentaje del bankroll (0.25–2% según confianza y liquidez).
  2. Regla 2 — Registro: antes de la apuesta escribe la tesis (fuente, prob_est, horizonte temporal).
  3. Regla 3 — Gestión: establece stop-loss mental y fecha de revisión.
  4. Regla 4 — Revisión: tras el resultado, documenta qué salió bien/mal.

¡Atento! Si apuestas seguido en mercados poco líquidos, utiliza órdenes limitadas y vigila slippage. Un error común es pensar que una cuota “se ve bien” sin entender el tamaño máximo que puedes ejecutar.

Herramientas y enfoques: comparación rápida

  • Estimadores bayesianos simples: actualiza tu probabilidad con nueva información (fórmula de Bayes para eventos secuenciales).
  • Modelos de consenso: usa promedio ponderado de fuentes (encuestas+expertos+mercado).
  • Backtesting: registra 30 apuestas con tesis para evaluar acierto y calibrar sizing.

Recomendación práctica para empezar (con cuidado)

Si eres novato y quieres probar mercados regulados en México con opciones locales, verifica siempre licencia SEGOB y procesos KYC/AML. Para la mayoría, una casa regulada que permita depósitos locales y ofrezca variedad de mercados es suficiente para aprender de forma responsable; por ejemplo puedes revisar una plataforma que ofrezca mercados para política y entretenimiento, bonos claros y soporte en español como parte del onboarding (get bonus).

Quick Checklist — antes de apostar

  • ¿Cuál es mi objetivo? (ganancia, aprendizaje, diversión)
  • ¿Cuánto puedo perder sin afectar mi vida diaria? (define límite)
  • ¿Mi probabilidad estimada está documentada?
  • ¿He considerado comisión/vig y liquidez?
  • ¿Conozco el marco legal y los tiempos de retiro en MX (KYC requerido)?

Common mistakes and how to avoid them

  • Perseguir pérdidas: evita doblar apuestas para recuperar; fija un stop emocional y financiero.
  • Overconfidence: separa intuición de información; haz backtests de tus pronósticos.
  • Apostar por narrativa: cuantifica la narrativa en probabilidades antes de apostar.
  • No considerar vig/comisiones: resta estos costos al EV proyectado.
  • No verificar regulación: apuesta solo en operadores con licencia local o reconocida y con KYC claro.

Mini-FAQ

¿Las encuestas garantizan el resultado electoral?

Observa: no. Las encuestas son una instantánea con error muestral y sesgos. Expande: úsalas como inputs, no como verdad absoluta; ajusta por tendencia y margen de error. Refleja: en mercados con baja liquidez, una encuesta puede mover precios demasiado, creando oportunidades o trampas.

¿Puedo usar datos sociales (trending, menciones) para apostar en entretenimiento?

Sí, pero con cautela. Las señales sociales capturan popularidad inmediata, no necesariamente votos de jurado o votación electrónica. Combina métricas sociales con señales tradicionales (críticas, historial de premios) y pondera según el proceso de selección del evento.

¿Cómo manejo la volatilidad emocional?

Técnica simple: respira, espera 30 minutos antes de reaccionar a un cambio de cuota, y revisa tu checklist. Implementa límites de sesión y autoexclusión si detectas pérdidas compulsivas.

Notas regulatorias y juego responsable (MX)

18+ — Juega con responsabilidad. En México, verifica que la casa opere bajo permiso SEGOB/autoridad local y que cumpla KYC/AML para retiros. Herramientas recomendadas: límites de depósito, límites de pérdida, time-out y autoexclusión. Si sientes pérdida de control busca ayuda profesional.

Resumen práctico final

Espera… no apuestes por intuición solamente. Aprende a estimar probabilidades, documenta tesis, controla el tamaño de la apuesta y revisa resultados. El mercado puede ayudarte a corregir errores pero solo si manejas disciplina y una hoja de registro. Para comenzar, prioriza plataformas reguladas, comprende vig/comisiones y usa herramientas de gestión de riesgo.

Juego responsable: si el juego deja de ser diversión, solicita ayuda. En México, consulta recursos de salud pública y líneas de apoyo locales. KYC y AML son pasos normales para protegerte y proteger la plataforma.

Sources

  • https://www.gob.mx/segob
  • https://www.ncbi.nlm.nih.gov/pmc/articles/PMC2760967/
  • https://www.aeaweb.org/articles?id=10.1257/0895330042371423

About the Author

Andrés Molina, iGaming expert. Con más de 8 años en análisis de mercados de apuestas y consultoría en gestión de riesgo para operadores en LATAM, escribe para ayudar a jugadores novatos a tomar decisiones informadas y responsables.