Cómo establecer metas realistas de ganancias en el juego online: guía práctica para novatos

¡Espera! Esto no es una lista de deseos ni una promesa de dinero fácil.

Si apuestas por primera vez o vuelves después de una racha perdedora, necesitas metas concretas y medidas que puedas comprobar. Aquí tienes, desde el inicio, dos beneficios prácticos: una regla simple para fijar objetivos de corto plazo (beneficio objetivo = 5–10% del bankroll mensual) y una fórmula rápida para calcular la apuesta máxima por sesión (ApuestaMáx = Bankroll × 0.5%–2%).

Mi instinto dice que muchos empiezan con metas demasiado ambiciosas. Por un lado, la emoción empuja; por otro lado, la matemática frena. Enseguida veremos ejemplos numéricos y mini-casos reales que te ayudarán a aterrizar expectativas y a diseñar un plan que puedes seguir con disciplina.

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)

1. Observa la situación: ¿qué es realista para ti?

¡Wow! Empezar con cifras vagas es el error más común.

Primero pregunta: ¿cuánto dinero puedes perder sin que afecte tus gastos esenciales? Ese es tu bankroll inicial para jugar, no para “invertir”. Segundo, define horizonte temporal: diario, semanal, mensual. Tercero, decide el tipo de juego (slots, apuestas deportivas, poker) porque la volatilidad cambia todo.

Ejemplo práctico 1: Tienes 50.000 CLP disponibles para ocio mensual. Si sigues la regla conservadora (objetivo = 5% por mes), tu meta de ganancia sería 2.500 CLP. Si aplicas una regla agresiva (10%), sube a 5.000 CLP, pero también aumenta el riesgo de perder el bankroll.

2. Métodos simples para fijar metas

Aquí vienen tres métodos prácticos y probados, ordenados de conservador a agresivo:

  • Método del porcentaje fijo: Meta = Bankroll × 5% mensual. Fácil de seguir y protege el capital.
  • Método del objetivo escalonado: Divide el mes en semanas. Objetivo semanal = Bankroll × 1.25%–2.5%. Ideal para controlar impulso y evitar chase bets.
  • Método basado en sesiones: Apuesta por sesión un % fijo del bankroll (0.5%–2%), y fija meta por sesión (por ejemplo, +1% del bankroll). Si la alcanzas, sales.

Al principio pensé que el método de sesiones sería demasiado restrictivo; luego comprobé que reduce pérdidas por tilt y facilita retiros constantes.

3. Cálculo rápido: cuánto apostar y cuándo retirarte

¡Aquí va la matemática útil!

Fórmula para apuesta por unidad (flat betting): Unidad = Bankroll × 1% (conservador) o 2% (moderado).

Ejemplo práctico 2 — Apuestas deportivas: Bankroll = 100.000 CLP. Unidad conservadora = 1.000 CLP. Si apuestas 1.000 CLP por pick con expectativa de valor positiva y haces 30 picks al mes, controlas varianza y evitas ruinas rápidas.

Regla de salida: cuando alcanzas la meta mensual (por ejemplo +5%), retira al menos la mitad de la ganancia. Así mantienes disciplina y lock-in de beneficios.

4. Bonos y su impacto en metas: cómo evaluarlos

¡Cuidado con el brillo del bono!

Un bono grande suele venir con requisitos de apuesta (WR). Fórmula rápida para valor real: ValorReal ≈ Bono × (1 − (WR × %decontribución_restringida / 100)). Pero más práctico: calcula cuánto necesitas apostar para liberar y si eso vale la pena respecto al tiempo y riesgo.

Mini-caso: Recibes 100% hasta 50.000 CLP con WR 30× y contribución de slots 100%. Para liberar el bono necesitas apostar 50.000 × 30 = 1.500.000 CLP. Si tu stake medio es 2.000 CLP, eso son 750 apuestas: evalúa si dedicarás ese volumen o prefieres depositar sin bono y aplicar tu plan.

5. Herramientas y enfoques para medir progreso

Usa un registro sencillo: hoja de cálculo con columnas: fecha, saldo inicial sesión, stakes, resultado sesión, saldo final, % cambio. Revisa semanalmente.

Comparación rápida de enfoques (tabla):

Enfoque Ventaja Riesgo Ideal para
Flat betting (1%–2%) Gestión simple, baja varianza Progresos lentos Novatos, bankroll pequeños
Kelly fraccional (0.25–0.5 Kelly) Optimiza crecimiento a largo plazo Requiere edge estimado; volátil Jugadores con edge verificable
Stake fijo por evento Fácil de aplicar No ajusta a cambios de saldo Apuestas deportivas con volumen

Después de comparar, muchos principiantes prefieren el flat betting hasta dominar la gestión emocional.

6. Medio: herramientas y plataformas recomendadas

Para practicar con seguridad, busca plataformas que faciliten retiros rápidos, transparencia de términos y herramientas de control de pérdidas. Si necesitas crear una cuenta para probar una plataforma localizable en CL, considera registrarte con precaución y comenzar con depósitos pequeños; por ejemplo, puedes register now para valorar métodos de pago locales y opciones de retiro antes de comprometer cantidades grandes.

Mi recomendación honesta: prueba el proceso de verificación (KYC) y un retiro pequeño primero; la experiencia te dirá si respetan tiempos y límites. Si algo falla, documenta todo y contacta al soporte antes de escalarlo a la Superintendencia o vías legales.

7. Quick Checklist — antes de jugar hoy

  • ¿Bankroll separado del dinero necesario para gastos? (sí/no)
  • Objetivo para la sesión establecido (% del bankroll)?
  • Límite de pérdidas por sesión definido y respetado?
  • Registro de apuestas activo (hoja o app)?
  • Verificación de cuenta (KYC) completada para retiros futuros?

8. Errores comunes y cómo evitarlos

  • Perseguir pérdidas (chasing): stop-loss rígido por sesión; si lo superas, cierra sesión y vuelve otro día.
  • Ignorar la varianza: acepta rachas negativas y reduce stakes, no aumentes.
  • Depender de bonos sin leer T&C: calcula WR y contribuciones antes de aceptar.
  • No retirar ganancias pequeñas: fija reglas de cashout parcial (ej. retirar 50% de ganancias mensuales).
  • Apostar demasiado por overconfidence: usa % del bankroll, no intuición.

9. Mini-FAQ (preguntas breves para principiantes)

¿Cuánto debo depositar la primera vez?

Depende de tu ocio: nunca deposites más de lo que estés dispuesto a perder. Una cifra práctica en CL para empezar: 10.000–50.000 CLP, con reglas de apuesta al 1%–2%.

¿Cómo sé si un bono vale la pena?

Calcula el volumen de apuestas requerido (Bono × WR) y compáralo con tu ritmo de juego. Si necesitas 1.5M CLP de turnover y no jugarás tanto, probablemente no valga la pena.

¿Qué hago si gané y me limitan la cuenta?

Documenta las comunicaciones, revisa T&C y contacta soporte. Si no responden, reúne pruebas y reclama ante la Superintendencia de Casinos (si aplica) o consulta asesoría legal.

10. Señales de alarma y aspectos regulatorios en Chile

¡Algo no cuadra si los retiros tardan demasiado!

En Chile no existe una licencia local unificada para casinos online; muchos operadores funcionan bajo licencias internacionales (Curazao, Malta). Si operas desde CL, guarda evidencias: capturas de pantalla de depósitos, correos de soporte y tiempos. Si observas bloqueo de retirada injustificado, puedes elevar la queja ante la Superintendencia de Casinos de Juego.

Recuerda: verificación KYC y medidas AML son estándar. Tener documentación lista acelera retiros y reduce fricciones.

11. Plan de 30 días para convertir metas en hábito

  1. Día 1–3: Define bankroll y regla de unidad (1%–2%).
  2. Día 4–10: Registra todas las sesiones; aplica stop-loss y objetivo de salida.
  3. Día 11–20: Revisa rendimiento semanal; ajusta unidades si el bankroll sube/baja >10%.
  4. Día 21–30: Retira al menos 50% de la ganancia mensual si se alcanzó la meta; documenta lecciones.

Mi experiencia muestra que la constancia y el retiro parcial de ganancias son mejores para la salud financiera y mental del jugador que intentar multiplicar el bankroll rápidamente.

12. Recursos y ayuda para juego responsable

18+. Si identificas señales de juego perjudicial contacta líneas de ayuda y usa herramientas de autoexclusión en la plataforma. En Chile, además de organizaciones internacionales, puedes revisar recomendaciones oficiales y recursos de tratamiento para la ludopatía. Para información regulatoria y cómo elevar quejas, visita la Superintendencia de Casinos de Juego: https://www.scj.gob.cl. Para apoyo en conducta de juego problemático, consulta a organizaciones como GamCare: https://www.gamcare.org.uk.

Mi instinto —y la práctica— me dicen que poner barreras proactivas (límites de depósito, temporizadores, avisos) es más efectivo que confiar solo en la fuerza de voluntad.

Fuentes

  • https://www.scj.gob.cl
  • https://www.gamcare.org.uk

Juego responsable. 18+. No hay garantías de ganancias. Completa KYC para retiros; revisa términos y condiciones antes de jugar.

Sobre el autor: {author_name}, iGaming expert. Con años de experiencia analizando bonos, procesos de retiro y comportamiento del jugador, comparte aquí prácticas concretas para novatos que quieren jugar con cabeza sin renunciar al disfrute.

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