Cómo empezar en Ecuabet: guía práctica y realista para principiantes (18+)

2030

¡Espera… esto no es otro texto lleno de promesas vacías!

Si vas a abrir una cuenta en Ecuabet, lo primero es saber exactamente qué esperar: licencia de Curazao, KYC obligatorio y un bono de bienvenida con condiciones que conviene calcular antes de aceptar. Aquí te doy pasos concretos, números reales y errores que debes evitar para no gastar más de la cuenta.

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)

Observación rápida: ¿por qué revisar todo antes de jugar?

Mi instinto dice: si no verificas ahora, pagarás después en tiempo y dinero.

Al principio pensé que los bonos eran siempre favorables; luego me di cuenta de que el requisito de apuesta (rollover) puede convertir un “100% hasta $300” en una trampa para tu bankroll. Aquí te muestro cómo leer la letra pequeña y tomar decisiones con cifras.

Para un principiante, el objetivo no es ganar el primer día sino entender mecanismos: depósitos, retiros, contribuciones de juegos al rollover y tiempos de verificación KYC.

Lo esencial en 3 pasos (haz esto antes de depositar)

¡Wow! Tres acciones que te protegen más que cualquier “ganar fácil” que veas en banners.

  1. Verifica la licencia y el operador: Ecuabet opera con licencia principal tipo Curazao (GLH / JAZ). Confirma nombre legal y número de licencia en sus Términos y Condiciones.
  2. Completa KYC antes del primer retiro: sube cédula y comprobante de domicilio para evitar que tu retiro tarde días por verificación.
  3. Calcula el valor real del bono antes de aceptarlo: usa la fórmula del rollover que explico más abajo.

Cómo entender un bono: ejemplo práctico

Algo no cuadra si aceptas un bono sin hacer números.

Supongamos el bono que Ecuabet suele ofrecer: 100% hasta $300 con rollover 7× y cuota mínima 1.70. Si depositas $100 y recibes $100 de bono, el rollover se aplica sobre el bono (según T&C típicos): 7 × $100 = $700 de apuesta total.

Si juegas tragamonedas (contribución 100%), con apuestas promedio de $1 por tirada necesitarás 700 tiradas. Con una RTP teórica del 96% la expectativa matemática es de pérdida gradual; la volatilidad puede darte picos y valles grandes en el corto plazo.

Reflexión larga: en vez de perseguir el bono por impulso, pregúntate si puedes sostener el bankroll necesario para completar el rollover sin descuidar tus finanzas personales.

Calculadora rápida del bono (fórmula y ejemplo)

Observa la fórmula básica.

  • Rollover total = R × B (R = requisito de apuesta, B = monto del bono).
  • Apuestas necesarias = Rollover total ÷ A (A = apuesta promedio por jugada).

Ejemplo realista: R=7, B=$100 → Rollover $700. Con apuesta promedio A=$2 → 350 apuestas. Si tu sesión promedio es de 50 apuestas, necesitas 7 sesiones completas. Considera tiempo, fatiga y control del bankroll.

Comparación de métodos de depósito y retiro

Espera — elegir mal el método te puede costar días en recibir tu dinero.

Método Tiempo típico retiro Comisiones (posible) Ventajas Riesgos
Transferencia bancaria (Banco Pichincha) 1–3 días hábiles Baja o nula (según banco) Directo, seguro Requiere datos exactos: errores causan demoras
Tarjeta (Visa/Mastercard) 15–72 horas Posible retención por emisor Rápido para depósitos Reversos y límites
Puntos en efectivo (Tía, farmacias, Mi Vecino) Inmediato para depósito Pequeña comisión por servicio Útil para no bancarizados Retiros no aplican; solo depósitos
Criptomonedas (BTC/USDT) Horas (según confirmaciones) Tarifas de red Anonimidad relativa, velocidad Volatilidad y complejidad técnica

Si buscas un bono práctico y métodos amigables para Ecuador —teniendo en cuenta tiempos de retiro y verificación— considera las opciones con soporte local y puntos en efectivo; también valora la velocidad de retiro de transferencias bancarias si verificas tu cuenta con antelación. Para comparar promociones y activar bonos que te convienen, revisa bien las condiciones: aporte de juegos al rollover, cuotas mínimas y plazos.

Recomendación útil (medio de la guía)

Por experiencia, si realmente quieres probar una promoción sin complicaciones, crea la cuenta, verifica identidad y luego consulta la promo activa: muchos usuarios activan el bono tras la verificación para evitar retrasos en retiros. Una forma natural de comparar la oferta y recibir un impulso inicial es revisar el bono de bienvenida en sitios reputados antes de tomar la decisión. Si quieres ver una oferta concreta y comprobar requisitos actuales, prueba con este enlace para ver la promoción directamente: get bonus.

Gestión de bankroll para principiantes

¡Aquí es donde fallan la mayoría!

Regla simple: no arriesgues más del 2% de tu bankroll total en una sesión si buscas longevidad. Si tu bankroll inicial es $100, limita pérdidas por sesión a $20.

Ejemplo práctico: con $100 y apuestas promedio $1, si aplicas la regla del 2% estricto, deberías dividir el juego en micro-sesiones y ajustar tamaño de apuesta y número de sesiones.

Reflexión extendida: el objetivo es aprender la volatilidad del juego que eliges (slots altos RTP vs. baja volatilidad) y ajustar la apuesta a tu tolerancia emocional para evitar decisiones erráticas “on tilt”.

Errores comunes y cómo evitarlos

Mi instinto me dice que los errores son repetitivos y evitables.

  • No verificar la cuenta antes del primer retiro — evita esto subiendo documentos apenas te registres.
  • Aceptar el bono sin calcular el rollover — haz la cuenta con la fórmula que di.
  • Jugar juegos excluidos del rollover (blackjack, ruleta con baja contribución) creyendo que ayudan — revisa la contribución por juego.
  • No usar límites de depósito/tiempo — activa controles en la plataforma para jugar responsablemente.

Quick Checklist: antes de jugar

¡Espera! Repite esto en voz alta:

  1. Verificar licencia y T&C (licencia Curazao: confirma número y operador).
  2. Completar KYC (cédula y comprobante de domicilio).
  3. Calcular rollover y apuestas necesarias.
  4. Elegir método de depósito con tiempos de retiro conocidos.
  5. Configurar límites (depósito, apuesta, sesión) y saber cómo autoexcluirse.

Mini-casos reales (hipotéticos pero prácticos)

Caso A — Mariana: depositó $150, activó bono 100% con rollover 7×, no verificó cédula y demoró 5 días en retiro. Le hubieran ahorrado tiempo subir documentos antes del retiro.

Caso B — José: usó puntos en efectivo para depositar $50, jugó tragamonedas que contribuyen 100% al rollover y completó el requisito en 4 sesiones pequeñas sin agotar su bankroll.

Mini-FAQ

Preguntas frecuentes

¿Cuánto tarda un retiro a Banco Pichincha?

Normalmente 1–3 días hábiles si la cuenta está verificada; si hay discrepancias en los datos, puede demorar más. Asegúrate de que el nombre en Ecuabet coincida exactamente con la cuenta bancaria.

¿Todos los juegos contribuyen igual al rollover?

No. Las tragamonedas suelen contribuir 100%, pero los juegos de mesa y en vivo pueden contribuir menos (ej. 10% o 0%). Lee los T&C del bono antes de jugar.

¿Qué hago si mi retiro es rechazado?

Contacta al chat en vivo y revisa los documentos KYC. Si la disputa persiste, la licencia de Curazao ofrece un mecanismo, pero es más práctico resolverlo vía soporte y documentación clara.

18+. Juega con responsabilidad. Si notas señales de juego problemático (perseguir pérdidas, estrés por apuestas), utiliza las herramientas de límites o autoexclusión en la plataforma y busca ayuda profesional. En Ecuador, prioriza la verificación de identidad y cumple con KYC/AML para evitar contratiempos.

Fuentes y lecturas recomendadas

Para profundizar en licencias, KYC y prácticas de la industria visita estas referencias:

  • https://www.curacao-egaming.com
  • https://www.itl-labs.com
  • https://www.eurogambling.org

Sobre el autor

Juan Pérez, iGaming expert — asesor en operaciones y experiencia de usuario para plataformas en Latinoamérica. Trabajo con jugadores y operadores para mejorar procesos de verificación, tiempos de retirada y transparencia de bonos.

Nota final: por un lado, la promesa de ganar rápido seduce; por otro, la realidad matemática y los términos te ponen límite. Infórmate, verifica y juega solo lo que estés dispuesto a perder.

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Según normativa actual de Protección de Datos de Carácter Personal, se informa que el Responsable del Tratamiento de sus datos es CONFEDERACIÓN DE EMPRESARIOS DE CANTABRIA (CEOE-CEPYME CANTABRIA). Sus datos serán tratados con la finalidad de enviarle el boletín emitido por nuestra entidad o las noticias y servicios que puedan ser interesantes para su entidad. La legitimación está basada en el consentimiento por parte del interesado. No se cederán datos a terceros, salvo obligación legal. Los datos serán destruidos una vez que comunique usted su baja o finalizados los períodos legales de conservación.

Los interesados podrán ejercitar sus derechos de acceso, rectificación, supresión, oposición, portabilidad o limitación del tratamiento, dirigiéndose a  CONFEDERACIÓN DE EMPRESARIOS DE CANTABRIA (CEOE-CEPYME CANTABRIA) en la siguiente dirección: Calle Rualasal nº 8, 6º 39001, Santander.  Igualmente, puede presentar una reclamación ante la Agencia Española de Protección de datos si considera que sus derechos han sido vulnerados.