Juegos de casino para principiantes: cómo empezar sin quemar tu bankroll

¡Espera… esto no es otro manual aburrido!

Si acabas de abrir tu primera cuenta o solo quieres entender por dónde empezar, aquí tienes pasos prácticos, números claros y trucos probados —sin jerga vacía— para que tu primeras sesiones en casino en línea sean más controladas y, sobre todo, menos costosas en aprendizaje.

Mi instinto me dice que lo primero que vas a hacer es buscar el juego “que paga más”.

Al principio parece lógico: entras a una tragamonedas con 96% RTP, pones $20 y esperas. Pero enseguida te das cuenta de que el RTP es una expectativa a largo plazo; en sesiones cortas la varianza manda.

![image](data:image/webp;base64,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)

Primeros pasos prácticos (2 minutos que realmente cambian tu experiencia)

¡Ahí va una regla simple y útil!

Antes de hacer cualquier depósito: decide cuánto puedes permitirte perder en un mes y divide esa cifra en sesiones. Si tu presupuesto es $100 al mes, trabaja con sesiones de $10–$20. Esto evita decisiones impulsivas y te obliga a probar estrategias pequeñas.

Haz esto: abre la configuración del juego y busca RTP, volatilidad y límites de apuesta. Si no aparece, es una señal para ser cauteloso y preguntar al soporte. No todas las versiones del mismo juego ofrecen el mismo RTP.

Una observación importante: si aceptas un bono, calcula el “peso real” del mismo antes de tomarlo —no asumas que un bono grande es automáticamente más valioso.

Cómo leer un bono sin llevarte sorpresas

¡Cuidado con los números grandes que suenan bien!

Ejemplo práctico: te ofrecen un bono 100% hasta $100 con rollover 35× (D+B). Si depositas $50 y obtienes $50 de bono, la suma D+B = $100; con rollover 35× necesitas apostar $3,500 antes de poder retirar.

Haz la cuenta: si tus apuestas medias son $2, eso son 1,750 jugadas. Ahora pregúntate si eso es razonable para tu tiempo y diversión. Si no, mejor declinar o negociar otro tipo de oferta.

Un error común es ignorar las contribuciones por juego: las slots suelen contribuir 100% y el blackjack tal vez 5% o 0%. Esa diferencia cambia completamente el costo real del bono.

Breve comparación de opciones para principiantes

Opción Riesgo (volatilidad típica) Mejor para Recomendación práctica
Tragamonedas de alta RTP (95–97%) Media–alta Jugadores casuales que buscan diversión y botes ocasionales Juega con apuestas pequeñas y tiempos de sesión limitados
Blackjack (estrategia básica) Baja–media Jugadores que quieren control y expectativa matemática favorable Aprende la estrategia básica; evita apuestas laterales
Ruleta europea Media Quienes buscan ritmo de juego y sencillez Evita sistemas de martingala agresiva; usa límites
Apuestas deportivas pequeñas Variable Interesados en combinar conocimiento deportivo y control de unidades Apuesta unidades fijas y evita “todo a uno”

Dónde probar primero y por qué

Espera un momento: no todas las plataformas son iguales en transparencia.

Si vas a probar un operador, verifica su licencia, opciones de pago y procesos de retiro. En el mercado latino hay plataformas que operan con licencias de Curazao y entes similares; eso es legal, pero exige leer cómo manejan disputas y retiros. Para una experiencia práctica y con atención local, puedes revisar la plataforma dorado-bet-ecuador official, donde la oferta incluye casino, deportes y métodos móviles.

Pregunta clave: ¿cuál es el tiempo de retiro real? Un operador que anuncia 72 horas pero que acumula quejas en foros merece pruebas con montos pequeños antes de confiarle sumas mayores.

Consejo rápido: realiza un primer retiro pequeño ($10–$20) para testear tiempos y necesidad de KYC.

Checklist rápido antes de apostar (imprime o guarda esto)

  • ¿He decidido mi sesión y límite mensual? (sí/no)
  • ¿Conozco el RTP y la volatilidad del juego? (sí/no)
  • Si acepto un bono, ¿calculo el rollover real y las contribuciones por juego? (sí/no)
  • ¿Mi cuenta está verificada (KYC) para evitar retrasos en retiros? (sí/no)
  • ¿Tengo activados límites de depósito y opción de autoexclusión si hace falta? (sí/no)

Gestión de bankroll: método simple y eficaz

¡No lo compliques!

Método sugerido para principiantes: regla del 1–2%. Divide tu bankroll de sesión en 50–100 unidades; apuesta siempre entre 1 y 2 unidades por jugada. Si tu sesión es de $20 y eliges 40 unidades, cada unidad = $0.5. Esto extiende la experiencia y reduce riesgo de ruina rápida.

Si juegas con apuestas deportivas, usa el método de unidades fijas: define 1 unidad = 1% de tu bankroll y apuesta entre 0.5 y 2 unidades según confianza.

Reflexión larga: mantener apuestas pequeñas obliga a aprender patrones y a no confundir una mala racha con “mala suerte eterna”.

Errores comunes y cómo evitarlos

¡Aquí vienen las trampas más frecuentes!

  • Perseguir pérdidas (chasing): detente si pierdes X sesiones seguidas; no aumentes apuesta para recuperar.
  • Aceptar bonos sin calcular el rollover: lleva tiempo y dinero; si no encaja con tu estilo, mejor no.
  • No verificar KYC temprano: deja esta tarea para cuando quieras retirar —resultado: retrasos.
  • Usar martingala en mesas con límites bajos: funciona teóricamente hasta que golpea el límite o el bankroll.
  • Jugar sin pausas: el cansancio reduce disciplina y aumenta errores.

Mini-casos prácticos (hipotéticos pero realistas)

Caso A — Tragamonedas con bono:

María acepta un bono de $30 con rollover 25×. D+B = $60 → requiere $1,500 en apuestas. Apuestas medias de $0.5 → 3,000 tiradas. Resultado: tiempo excesivo para una jugadora con poco tiempo; perdió más valor del que esperaba. Lección: eligió mal la oferta para su bankroll.

Case B — Blackjack y estrategia básica:

Juan juega blackjack con estrategia básica y apuestas conservadoras. En 200 manos su varianza fue moderada y logró mantener una pérdida limitando sesiones. Lección: juegos de habilidad reducen la ventaja del casino cuando se juega correctamente.

Herramientas y recursos útiles

Usa estas herramientas para medir y planificar:

  • Calculadora de rollover (online) — para medir coste real del bono.
  • Tablas de estrategia básica de blackjack — imprimibles y fáciles de consultar.
  • Registros de sesión (hoja de cálculo) — pausa y anota apuestas, resultados y duración.

Preguntas frecuentes — Mini-FAQ

¿Puedo confiar en el RTP que publica un juego?

Generalmente sí, si el juego proviene de un proveedor reconocido y auditado. Pero recuerda: RTP es una medida a largo plazo y depende del número de rondas jugadas.

¿Apostar en vivo reduce la ventaja de la casa?

No necesariamente; algunos mercados en vivo ofrecen mejores oportunidades si entiendes el deporte o la dinámica. Para casino en vivo, la ventaja suele ser similar a la versión RNG, salvo ciertas reglas de mesa.

¿Cómo funciona KYC en Ecuador?

La mayoría de operadores piden documento de identidad, comprobante de domicilio y, a veces, comprobante de método de pago. Verifica y sube los documentos tan pronto abras cuenta para evitar retrasos en retiros.

Reglas éticas y seguridad: lo que debes saber siendo jugador en Ecuador

¡Importante y no negociable!

Tienes que ser mayor de 18 años para jugar. Protege tus datos: utiliza solo sitios con SSL y revisa las políticas de privacidad. Si notas retrasos anormales en retiros o problemas con bonos, guarda capturas y contacta soporte; si no hay solución, el paso siguiente es contactar al regulador o titular de licencia según corresponda.

Recuerda: plataformas con licencias en Curazao operan legalmente, pero la protección al jugador suele ser distinta a la de jurisdicciones más estrictas. Esto significa que la resolución de disputas puede ser más lenta o menos favorable.

Juego responsable: 18+. Establece límites, usa herramientas de autoexclusión si es necesario y busca ayuda profesional si sientes pérdida de control. En Ecuador, si necesitas ayuda con un problema de juego, contacta a líneas de apoyo locales y considera organizaciones internacionales de ayuda.

Fuentes y lectura recomendada

Documentos y recursos consultados (enlaces para verificación):

  • Gaming Curacao — información sobre licencias (sitio oficial).
  • Laboratorios de pruebas de RNG y auditorías (ej. iTech Labs, GLI).
  • Recursos de juego responsable y prácticas de KYC (documentos de la industria).

About the Author

Carlos Peña, iGaming expert. Profesional con experiencia en operaciones de casino en línea y gestión de pagos en Latinoamérica; combina experiencia práctica en plataformas regionales con formación en matemática aplicada a juegos de azar.

Leave a Reply