Transmisión en vivo de apuestas deportivas y tragamonedas de alto RTP: guía práctica para novatos

Observa esto: la transmisión en vivo cambia todo.
Aquí va lo práctico desde el inicio: cómo seguir apuestas en vivo, qué buscar en una sala y cuáles tragamonedas ofrecen mejor expectativa de retorno.
Sí, suena técnico; pero en realidad son pasos simples que puedes aplicar ahora mismo para jugar con más cabeza y menos impulsos, y así aumentar tus probabilidades de disfrutar sin arriesgar de más.

Espera... antes de ponerte a apostar, un par de datos útiles.
Primero, la transmisión en vivo (live betting) exige velocidad de reacción y disciplina en el bankroll.
Segundo, las tragamonedas con alto RTP (Return To Player) ofrecen mejores expectativas a largo plazo, pero la varianza puede hacer que todo lo anterior se pierda en pocas jugadas.
Por un lado, el RTP te dice la media teórica; por otro lado, la volatilidad dicta si esa media llegará pronto o nunca.

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)

Qué es realmente útil al ver una transmisión en vivo

Atento!
No todo lo que brilla es oro: hay señales en la transmisión que te dicen si una apuesta vale la pena.
Mira el ritmo del juego, la condición física de los jugadores, y las estadísticas en tiempo real: córners, faltas, posesión y, sobre todo, el momentum.
Si un equipo baja el ritmo y los tiros a puerta caen, las cuotas se ajustarán; eso puede abrir oportunidades para apuestas de valor si actúas rápido.
Ten en cuenta que las comisiones de la casa y los límites de apuesta rápidos reducen tu margen; por eso es esencial controlar el tamaño de cada apuesta según tu bankroll.

Cómo elegir tragamonedas con mejor RTP (pasos prácticos)

¡Vamos al grano!
Busca RTP publicado: muchos proveedores listan RTP teóricos.
Compara variantes: dos tragamonedas con 96% RTP pueden comportarse distinto por su volatilidad.
Analiza la contribución al bono: si jugas con bono, verifica qué porcentaje de la apuesta contribuye al rollover.

Ejemplo sencillo (mini-caso):
Depositaste $200 con un bono 100% y rollover 35× (D+B).
Cálculo: D+B = $200 + $200 = $400 → 35× = $14,000 de volumen exigido.
Si apuestas $2 por jugada, necesitas 7,000 apuestas para liberar el bono: eso es impracticable para la mayoría.
Conclusión: bonos grandes suelen esconder rollovers pesados; prioriza juegos con 100% de contribución y apuesta tamaños coherentes con tu ritmo de juego.

Tabla comparativa: enfoques para apuestas en vivo y slots RTP

Enfoque / Herramienta Ventaja clave Cuando usarlo Riesgo principal
Live cash-out rápido Control del riesgo en tiempo real Partidos volátiles o cuotas muy cambiantes Comisión y menor ganancia esperada
Apuestas pre-partido (value bets) Mejor análisis estadístico Antes del inicio, cuando hay info de lesiones Menor posibilidad de cambios repentinos
Tragamonedas alto RTP (≥96%) Mayor expectativa a largo plazo Jugadores que buscan menor desgaste del saldo Puede tener alta varianza
Tragamonedas baja volatilidad Pagos frecuentes, menos swings Gestionar bankroll corto plazo Premios menores

Recomendación práctica y recurso local

Si buscas una plataforma local y con métodos de pago adaptados a México, revisa opciones de operadores regulados y su oferta de juegos y transmisiones en vivo; por ejemplo, en bigbola-mx.com encontrarás información sobre su catálogo y opciones de apuestas en vivo, además de métodos de depósito populares en MX.
Es una referencia útil para comparar tiempos de retiro, variedad de proveedores y disponibilidad de transmisiones en vivo, sin que eso signifique recomendación de apuesta indiscriminada.

Checklist rápido antes de apostar en vivo o jugar una tragamonedas alta RTP

  • Verifica licencia y regulaciones (por ejemplo, SEGOB en México).
  • Confirma RTP publicado y, si es posible, auditorías de terceros.
  • Define bankroll y apuesta máxima por sesión (ej. 1–2% del bankroll total).
  • Revisa términos del bono: rollover, contribución por juego y límites de retiro.
  • Ten claros los métodos de retiro y tiempos estimados (SPEI, OXXO, transferencia).
  • Activa límites de depósito/autoexclusión si sientes pérdida de control.

Errores comunes y cómo evitarlos

¡Ojo con esto!
Los novatos cometen siempre los mismos errores: perseguir pérdidas, apostar con emociones y no verificar términos de bono.
Aquí van los más frecuentes y la solución práctica para cada uno.

  • Perseguir pérdidas: solución: establecer stop-loss diario y respetarlo.
  • Ignorar la varianza: solución: ajustar tamaño de apuesta a la volatilidad del juego.
  • Depender de bonos sin leer letras pequeñas: solución: calcular el volumen real necesario para liberar el bono.
  • No verificar límites de retiro: solución: preguntar soporte y revisar T&C antes de depositar.

Mini-casos prácticos (originales)

Caso A — Apuesta en vivo inteligente:
Un usuario vio un partido con dominio territorial pero sin finalizaciones claras. Apostó en vivo a “próximo córner >0.5” a cuota alta y cobró rápido con cash-out cuando las estadísticas mostraron que el rival recuperó posesión. Resultado: ganancia pequeña pero consistente y riesgo controlado.

Caso B — Slot de alto RTP y varianza alta:
Jugador eligió una tragamonedas con RTP 97% pero volatilidad alta. Tras una racha de pérdidas largas decidió bajar el bet y prolongar la sesión. A la larga obtuvo ganancias modestísimas, demostrando que adaptar el stake a la volatilidad es clave para sobrevivir a swings.

Preguntas frecuentes (Mini-FAQ)

¿Qu RTP debo buscar en una tragamonedas?

Para jugadores que quieren mejor expectativa a largo plazo, busca RTP ≥96%.
Pero recuerda: RTP es promedio teórico; la varianza puede hacer que no lo veas en sesiones cortas.

¿Es mejor apostar en vivo o antes del partido?

Depende de tu estrategia: apuestas pre-partido permiten análisis profundo; apuestas en vivo dan oportunidades de valor por cambios de momentum, pero requieren rapidez y disciplina.

¿Los bonos valen la pena?

Algunos sí, si el rollover y la contribución por juego son razonables. Siempre calcula D+B y el volumen requerido. Evita bonos con rollovers mayores a 30× sin una estrategia clara.

¿Cómo protege mi dinero una licencia en México?

Una licencia SEGOB implica cumplimiento de normas KYC/AML y supervisión local, lo cual reduce riesgo de fraude y ofrece vías de reclamación en caso de disputa.

18+. Juega con responsabilidad. Si sientes que el juego deja de ser diversión, usa límites, autoexclusión o busca ayuda profesional. En México puedes consultar recursos locales para la ludopatía y líneas de ayuda según tu estado.

Fuentes y recursos para profundizar

  • https://www.gob.mx/segob
  • https://www.itechlabs.com
  • bigbola-mx.com (referencia para catálogo y métodos en México)

Sobre el autor

Carlos Méndez, iGaming expert.
Trabajo en la industria de apuestas y casinos online desde hace más de 8 años, con experiencia práctica en operaciones en vivo, análisis de bonos y gestión de riesgos para jugadores recreativos. Mentorizo a nuevos jugadores para que integren disciplina y números en sus decisiones.

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