Guía práctica: Estrategia básica para jugar blackjack en vivo (para novatos)

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¡Espera… no te pongas nervioso! Aquí tienes lo esencial que sirve en mesas reales y en crupier en vivo: decisiones claras, gestión de banca y un par de trucos para evitar errores comunes desde la primera sesión.

En dos frases útiles: aprende a qué manos pedir carta, cuándo plantarte y cómo gestionar apuestas para que las sesiones duren más y sean menos costosas. Si quieres ganar confianza rápido, sigue los pasos y los ejemplos numéricos que vienen a continuación —sin teoría innecesaria— y pruébalos en mesas con límites bajos.

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Observación rápida: ¿Qué aporta el blackjack en vivo frente al virtual?

Suena obvio, pero no lo es: la presencia del crupier y el ritmo real cambian la experiencia. ¡Aquí está la cosa! En vivo la velocidad es moderada, hay interacción y reglas estándar visibles (no sorpresas del RNG), lo que facilita aprender patrones de apuesta y costumbres de la mesa.

Mi instinto dice que los novatos aprenden más rápido en crupier en vivo porque el flujo obliga a pensar menos en la interfaz y más en la jugada. Además, la contribución de cada mano al cumplimiento de requisitos de bono suele ser clara —importante si estás usando ofertas promocionales— aunque ojo con letras pequeñas.

Reflexión: si vienes del mundo online de tragamonedas, prepárate a desacelerar; el blackjack en vivo recompensa decisiones repetidas y consistentes más que golpes de suerte.

Reglas prácticas y decisión básica (resumen para llevar)

Observa: no memorizas todo; memorizas lo que importa. Aquí tienes una versión resumida, útil en mesa con límite bajo.

  • Si tienes 8 o menos: pide siempre.
  • Si tienes 12–16 y el crupier muestra 7 o más: pide. Si el crupier muestra 2–6: planta (el crupier tiene probabilidad de pasarse).
  • Si tienes 17 o más: planta siempre (salvo una suave 17; para novatos planta también).
  • Doble (double down) con 10 u 11 salvo si el crupier muestra carta alta que penalice (ej. as o 10 para 11/10 respectivamente — en mesas con reglas comunes, dobla en 10 si el crupier ≤9, en 11 siempre).
  • Separar pares: siempre separa ases y ochos; nunca separes dieces o cincos.

Expande: estas reglas condensadas se basan en la estrategia básica que minimiza la ventaja de la casa. En mesas en vivo, respeta además las reglas del local: número de barajas, si el crupier planta en soft 17 (S17) o pide (H17), porque eso cambia pequeñas decisiones laterales.

Ejemplo práctico 1 — Mano típica (números concretos)

OBSERVA: tienes 11 (5+6). Expande: crupier muestra 6. ¿Qué hacer? Muchos novatos piden por miedo. Mi recomendación: dobla. Matemáticas rápidas: doblar en 11 frente a 6 maximiza EV porque el crupier tiene alta probabilidad de pasarse. Refleja: en una sesión con apuesta base $100, doblar correctamente una vez puede incrementar tu EV esperado respecto a solo pedir, y reduce la varianza cuando se aplica correctamente.

Ejemplo práctico 2 — Caso de bankroll

Observa: llegas con $500 para jugar tres sesiones cortas. Expande: divide tu bankroll en unidades de apuestas de 1–2% ($5–$10). Esto te permite 50–100 rondas con varianza controlada. Reflexión larga: si apuestas 10% por mano, una mala racha de 6–8 manos te deja fuera; si apuestas 1–2% puedes soportar swings y aplicar la estrategia básica sin tiltearte.

Comparación rápida: enfoques de apuesta

Enfoque Ventaja Riesgo Recomendado para
Apuesta fija (1–2% bankroll) Control y longevidad Baja ganancia por sesión Principiantes
Escalada progresiva (tipo paroli limitado) Puede aumentar ganancias en rachas Riesgo moderado si no se detiene Jugadores con control emocional
Sistemas martingale Promesa de recuperar pérdidas a corto plazo Alto: límites y banca lo cortan No recomendado para novatos
Conteo de cartas (básico) Mejora EV en juegos con pocas barajas y penetración alta Difícil en mesas en vivo con barajado frecuente; requiere práctica Jugadores avanzados

Espera… si quieres practicar sin arriesgar mucho, busca mesas con límites bajos y función de estadística de la sala; practicar manos reales es la mejor escuela. Para ello, plataformas con crupier en vivo y buena sección educativa ayudan —por ejemplo, si buscas una experiencia sólida y mesas en vivo fáciles de usar, prueba mesas en mrgreen donde la interfaz es limpia y las reglas están claras—esto facilita aplicar la estrategia básica y entender cómo cambian las reglas según la mesa.

Quick Checklist — antes de sentarte a la mesa

  • Tamaño de apuesta: 1–2% del bankroll por mano.
  • Verifica reglas de la mesa: número de barajas, S17/H17, double after split (DAS).
  • Ten claro el límite de pérdida por sesión y respétalo.
  • Evita alcohol o decisiones impulsivas; el tilt mata sesiones.
  • Si usas bonos, lee requisitos de apuesta y contribuciones de blackjack (normalmente baja o nula).

Common Mistakes and How to Avoid Them

¡Aquí lo que más veo romper sesiones! Observa rápido: muchos novatos doblan por impulso o separan parejas erróneas. Expande: mantén la hoja de estrategia básica cerca (en móvil o memoria). Reflexión: la consistencia vence a “corazonadas” en 9 de cada 10 sesiones.

  1. No evaluar reglas de la mesa — solución: revisa antes de sentarte.
  2. Apostar demasiado tras una pérdida (chasing) — solución: define límite y pausa automática.
  3. No completar verificación KYC antes de pedir retiro de ganancias — solución: sube documentos al registrarte.
  4. Fiarse de mitos (ej. “calor/frío” de la mesa) — solución: céntrate en las matemáticas y en la estrategia básica.

Mini-casos breves (originales)

Caso A: Mariana llega con $200, apuesta $4 (2%) y usa estrategia básica durante 2 horas; sale con $260. ¿Por qué? Buena gestión y no se dejó llevar por rachas —jugó 60 manos con variación controlada.

Caso B: Luis usa martingale con $100 banca y apuesta inicial $5; tras 6 pérdidas consecutivas llega al máximo de la mesa y se queda sin juego, pérdida total. Lección: límites y banca imponen la realidad.

Mini-FAQ — dudas comunes

¿Puedo usar bonos para jugar blackjack en vivo?

Respuesta: Depende del bono. Muchos bonos excluyen juegos de mesa o les dan baja contribución para el rollover. Lee términos. Si un bono permite el juego en vivo, controla tu apuesta para no violar límite máximo por mano que anule el bono.

¿El conteo de cartas funciona en mesas en vivo online?

Respuesta: En teoría sí, pero en mesas con barajado frecuente o barajas continuas la ventaja se reduce. Además, la mayoría de operadores detectan patrones. Para novatos no es necesario; enfócate en estrategia básica.

¿Qué hago si me piden documentos para verificar mi cuenta?

Respuesta: Envía identificación y comprobante de domicilio tal como piden (KYC). Hazlo al registrarte para evitar demoras en retiros. Mantén archivos claros y coincidencia de datos entre métodos de pago.

Juego responsable: Este contenido es para mayores de 18 años. Juega con moderación, fija límites y usa herramientas de autoexclusión si lo necesitas. En México verifica condiciones locales; considera que plataformas internacionales requieren KYC y pueden operar bajo licencias extranjeras.

Fuentes y lectura adicional

  • https://www.gamcare.org.uk
  • https://www.mga.org.mt
  • https://wizardofodds.com/games/blackjack/

About the Author

Juan Pérez, iGaming expert. Trabajo en la industria desde 2012, con experiencia en operaciones de casino en vivo y formación de jugadores principiantes en mesas reales y online. Comparto técnicas prácticas basadas en sesiones reales, sin promesas de ganancias.

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