Comunidades de apuestas en redes sociales: cómo distinguir valor real de ruido y proteger tu bankroll

¡Espera…! Hay mucha charla en grupos sobre “sistemas infalibles” y hot streaks.
Aquí tienes lo que realmente sirve: criterios prácticos para evaluar comunidades, señales de alerta y una hoja de ruta paso a paso para participar sin quemar tu saldo.
Lo quiero directo porque perder tiempo leyendo rumores es casi tan caro como perder dinero en mala apuesta; por eso, las primeras dos secciones ya te dan acciones concretas.

Primera ventaja práctica: antes de seguir un grupo, verifica si sus miembros comparten evidencia verificable (capturas con timestamps, enlaces a historiales, o logs de intercambio que coincidan con los movimientos públicos).
Segunda ventaja: usa pequeñas apuestas de prueba (1–2% de tu bankroll) durante 7–10 señales para medir la tasa de aciertos real, la varianza y si las recomendaciones respetan gestión de riesgo.
Si no hay trazabilidad y disciplina, no hay valor — solo ruido.

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)

¿Por qué emergen comunidades y qué valor real pueden aportar?

¡Vaya que atraen! Las comunidades funcionan porque ofrecen experiencia social y rapidez de información.
En contraste con foros largos, en Telegram o Discord la respuesta es instantánea y se comparten atajos: líneas de juego, promociones temporales y rastreo de bonificaciones.
Sin embargo, la señal útil es rara: por cada aportación buena hay cinco especulaciones o “sugerencias” sin base estadística.
Reflexión larga: esto ocurre porque la percepción de control es alta en grupo y el sesgo de confirmación hace que los éxitos se amplifiquen mientras los fracasos se silencian; por eso el grupo puede parecer ganador hasta que la muestra se agranda y la realidad estadística vuelve a su sitio.

Tipos de comunidades y su utilidad práctica

Espera… no todos los espacios son iguales. Aquí una clasificación funcional:

  • Grupos de señales (Telegram/WhatsApp): velocidad, riesgo de spam y pocas garantías.
  • Servidores de Discord: moderación posible, canales por tema, mejores historiales.
  • Subreddits y foros: trazabilidad pública, discusiones más largas, menos inmediatez.
  • Páginas de Facebook/Grupos privados: mezcla, muchas opiniones no verificadas.
  • Canales de Twitter/X: rápidos para noticias, ruidosos para apuestas específicas.

En la práctica, combina dos fuentes: una rápida (para promos/alertas) y una lenta (para análisis histórico). Así minimizas decisiones impulsivas y aumentas la calidad de información.

Comparativa rápida: Plataformas y herramientas (tabla práctica)

Plataforma Velocidad Traza pública Moderación Uso recomendado
Telegram Alta Baja (capturas privadas) Baja Alertas rápidas, probar con bet small
Discord Alta Media (logs visibles) Media–Alta Comunidades con reglas y historiales
Reddit/Foros Media Alta (post público) Alta (votos/mods) Análisis y verificación a largo plazo
Twitter/X Muy alta Baja–Media Baja Noticias y cambios en cuotas
Facebook Media Media Variable Grupos locales y eventos sociales

Cómo evaluar una comunidad en 7 pasos (lista accionable)

¡Atención! Sigue este checklist cada vez que te unes a un grupo:

  • 1) Prueba de rastreabilidad: pide 20 señales con prueba (captura + comprobante) o rechaza el grupo.
  • 2) Transparencia de pérdidas: ningún grupo serio oculta sus pérdidas; un historial solo de victorias es bandera roja.
  • 3) Moderación y reglas: existencia de reglas claras sobre tamaños de apuesta, límites y sanciones por spam.
  • 4) Frecuencia de señales: demasiadas señales suelen significar overtrading; ideal: 1–3/día para apuestas de valor.
  • 5) Términos de promoción: si recomiendan bonos, exige que indiquen rollover y contribución de juegos.
  • 6) Política de afiliados: saber si obtienen comisión por referencias ayuda a calibrar motivaciones.
  • 7) Prueba financiera: arranca con 1–2% del bankroll y registra resultados por 30 sesiones antes de aumentar exposición.

Mini-caso: “Un romance con señales” (ejemplo práctico)

¡Vaya! Me pasó a mí y a varios conocidos. Entré a un canal que publicaba picks de ruleta con supuesta “estrategia martingala mejorada”.
Primera semana: cinco posts, dos ganancias, tres pérdidas; el canal mostraba solo las dos ganancias.
Segunda semana: después de duplicar la apuesta cuatro veces, un usuario llegó al límite de mesa y perdió $420 en una sola racha.
Lección: sistemas con alta exposición al drawdown son inviables sin gestión de stop-loss y sin capital profundo; el marketing del grupo ocultaba ese riesgo.

Herramientas y prácticas para medir la calidad del grupo

Espera… no te fíes de la narrativa. Usa estas herramientas:

  • Hoja de cálculo compartida (Google Sheets) para registrar señales, stakes y resultados.
  • Bot de Discord que registre timestamps y resultado final (win/loss) por señal.
  • Calculadora de EV (valor esperado) para apuestas sugeridas: EV = (probabilidad de ganar × ganancia) − (probabilidad de perder × apuesta).
  • Simulador de varianza: corre 10,000 simulaciones Monte Carlo si la estrategia lo justifica.

Dónde encontrar comunidades confiables y por qué elegir operadores con licencia local

¡Claro que hay buenas prácticas! Un aspecto que rara vez se discute es el valor añadido de seguir comunidades que enlazan ofertas verificadas de operadores con licencia nacional: esto reduce riesgo de promociones falsas y facilita retiros.
Por ejemplo, cuando un operador publica una promoción para México, la documentación (T&C) y los métodos de pago locales suelen estar alineados con regulaciones de la SEGOB; así evitas sorpresas en verificaciones KYC o retenciones fiscales.
Si buscas ofertas y seguridad dentro de un ecosistema regulado, revisa siempre la procedencia de la promoción: un buen punto de partida son operadores claros sobre su licencia, métodos de pago y política de verificación, como luckydays, cuya presencia en el mercado mexicano incluye opciones de pago locales y atención en español.

Checklist rápido antes de seguir una señal

  • ¿La señal tiene evidencia verificable? (sí/no)
  • ¿Cuánto capital arriesgas en % del bankroll? (recomendado 1–2%)
  • ¿Existe stop-loss/stop-win definido? (sí/no)
  • ¿La comunidad declara sus afiliaciones o comisiones?
  • ¿Estás dispuesto a aceptar la pérdida como cost of doing business?

Errores comunes y cómo evitarlos

¡Toma nota! Aquí los fallos que veo todo el tiempo:

  • Seguir señales sin prueba — exige logs antes de poner dinero.
  • Subir stake tras una racha, sin ajustar expectativa ni varianza — define reglas automáticas.
  • No considerar rollover en bonos promocionados por la comunidad — revisa T&C antes de jugar.
  • Creer en sistemas “infalibles” — si suena demasiado bueno, revisa la muestra estadística.
  • Ignorar impuestos y restricciones locales — en MX verifica cómo aplica la plataforma y guarda comprobantes.

Mini-FAQ

¿Cómo pruebo la veracidad de una comunidad?

Pide historiales con timestamps y prueba con apuestas pequeñas que puedas permitirte perder; compara resultados públicos (bookmakers) con los reportados por el grupo.

¿Es legal seguir comunidades de apuestas en México?

Sí, siempre que estés interactuando y apostando con operadores autorizados por la SEGOB; evita promover o usar plataformas no reguladas.

¿Debo pagar por un servicio de señales?

Solo si hay transparencia histórico y política de reembolso; mejor probar con señales gratuitas o periodo de prueba antes de pagar una suscripción.

¿Cómo manejar el tilt al seguir un grupo?

Implementa límites: tiempo de sesión, límite diario de pérdidas y regla de 24 horas antes de aumentar apuesta tras una pérdida grande.

Recursos y prácticas recomendadas — cierre práctico

Para cerrar con un recurso útil: cuando busques promociones locales, métodos de pago y soporte en español, prioriza operadores que especifican licencia, KYC y opciones de pago locales (SPEI, OXXO, etc.). Esto reduce fricción y protege tu dinero al retirar. Evita caer en la trampa de duplicar apuestas por impulso: estadísticamente, la gestión de bankroll y la disciplina producen resultados sostenibles, no las rachas heroicas.
Si quieres confirmar promociones y métodos de pago con claridad, revisa la documentación del operador y compara en foros moderados antes de hacer depósitos; muchas comunidades serias enlazan fuentes oficiales y políticas, lo que te ahorra problemas más adelante.

18+ | Juega con responsabilidad. Si sientes que el control se te escapa, busca ayuda: Línea Nacional contra la Ludopatía (o plataformas locales de apoyo). Completa procesos KYC y verifica la licencia del operador antes de depositar.

Fuentes

  • Dirección General de Juegos y Sorteos (SEGOB) — normativa y oficios públicos.
  • Guías de buenas prácticas para operadores y KYC/AML — informes regulatorios públicos.
  • Artículos de análisis sobre comunidades de apuestas y conducta del jugador (revistas especializadas y foros moderados).

Sobre el autor

Alejandro Díaz, iGaming expert. Con más de 8 años escribiendo sobre casinos online y comunidades de apuestas en Latinoamérica, combino experiencia operativa con prácticas responsables para ayudar a jugadores a tomar decisiones informadas.

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