Aplicaciones de Apuestas Móviles: cómo comparar bonos de casino y elegir con cabeza

¡Espera un segundo!
Aquí tienes lo que necesitas saber para no caer en la trampa del brillo publicitario.
Primero, un beneficio práctico: calcula el coste real de un bono con esta fórmula básica y útil que usarás todo el tiempo — Volumen exigido = (Depósito + Bono) × WR (requisito de apuesta).
Segundo, una regla rápida: fija tamaño de apuesta = (Saldo objetivo) / (Número estimado de giros/apuestas para cumplir WR).
Si aplicas esto desde el primer minuto, entenderás si un bono vale la pena o solo es ruido comercial.

¡Aquí está la cosa!
Los bonos se ven bonitos en la pantalla, pero el valor real viene de los números.
Voy a mostrarte ejemplos concretos, errores comunes que debes evitar y una tabla comparativa que puedes usar como checklist al instalar una app.
Traigo casos prácticos (uno realista y uno hipotético) y al final una mini-FAQ para resolver dudas rápidas.
Todo con foco en jugadores nuevos desde México: KYC, moneda, y riesgos legales incluidos.

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Cómo leer un bono en 90 segundos (guía práctica)

¡Rápido!
Busca tres datos: porcentaje del match, WR (rollover) y contribución por tipo de juego.
Si ves “100% hasta 150€ con WR 40× (D+B)” ya tienes la clave.
Ejemplo numérico: depositas 50€ y recibes otros 50€; total 100€. Con WR 40× necesitas apostar 4,000€ antes de poder retirar ganancias.
Eso significa que con apuestas de 1€ por giro harías 4,000 giros; con apuestas de 2€ serían 2,000 giros — plantea si tu bankroll y tiempo lo permiten.

Tipos de bonos y su matemática esencial

¡No te dejes llevar por los colores!
Hay cinco tipos comunes: bono por depósito (match), giros gratis, bono sin depósito, cashback y bonos por reload/recarga.
Cada uno tiene una estructura matemática distinta: el match demanda volumen, los giros dependen del RTP efectivo en la selección del juego, y el cashback mitiga pérdidas pero con límites.
Observa la contribución de cada juego — slots 100%, ruleta 10% o menos, blackjack casi 0% — porque eso cambia radicalmente la estrategia para cumplir el WR.
Si no ajustas la selección de juegos, un bono del 100% con WR 35× puede convertirse en una pérdida encubierta.

Tabla comparativa rápida

Tipo de bono WR típico Contribución típica Mejor para
Bono de bienvenida (match) 20×–50× (D+B) Slots 100%; Mesa 0–10% Jugadores que apuestan slots a bajo-medio riesgo
Giros gratis 0–60× sobre ganancias de giros Slots seleccionadas 100% Quienes buscan pruebas sin inflar bankroll
Bono sin depósito 30×–60× (solo ganancias) Slots 100% Probar app sin dinero propio
Cashback Sin WR o bajo WR Generalmente aplica al neto Jugadores regulares que toleran pérdidas
Reload/Recarga 10×–30× Varía según promo Usuarios que ya confían en la app

Mini-casos: ejemplos prácticos

Caso A — Práctico y simple.
Depositaste 200 MXN, bono 100% hasta 150 EUR (o equivalente), WR 35× en (D+B).
Volumen = (200 + 200) × 35 = 14,000 MXN en apuestas.
Si tu apuesta media es de 20 MXN, necesitas 700 apuestas.
¿Te suena viable? Para muchos novatos, no; el coste en tiempo y la posibilidad de pérdida neta suelen superar el supuesto “valor”.

Caso B — Estrategia con giros gratis.
Recibes 50 giros con juego X cuyo RTP es 96.5%.
Valor teórico = 50 × apuesta por giro × RTP.
Si apuesta por giro = 2 MXN → valor esperado ≈ 50 × 2 × 0.965 = 96.5 MXN.
No es gran cosa, pero sirve para probar la app sin comprometer capital propio.
La clave: revisa si las ganancias de giros tienen WR adicional y cuál es el máximo retirable.

Checklist rápido antes de instalar una aplicación

  • Verifica licencia y país de regulación — ¿opera bajo SEGOB o está offshore?
  • Lee Términos de Bono: localiza WR, contribuciones y expiración.
  • Confirma métodos de pago desde MX (SPEI, OXXO) y comisiones por conversión.
  • Pregunta por procesos KYC: ¿qué documentos piden y cuánto tardan?
  • Define tu stake: apuesta máxima permitida con bono activo.
  • Revisa límites de retiro y cláusulas sobre abuso de bono.

¿Dónde encaja el enlace útil en esta investigación?

Buena pregunta.
Si quieres comparar bonos y ver términos concretos con un catálogo amplio y fichas técnicas de juegos para comprobar contribuciones y WR, puedes revisar una plataforma de referencia y comparar condiciones desde tu móvil.
Para facilitar esa comprobación rápida y ver cómo se presentan los términos en la práctica, consulta esta página de referencia: click here.
Usa esa URL solo para ver cómo se muestran los bonos y sus condiciones; no es una recomendación para jugar desde México sin verificar licencias locales ni KYC.

Errores comunes y cómo evitarlos

  • No calcular el volumen real: muchos aceptan bonos sin hacer la multiplicación (D+B)×WR. Hazla siempre.
  • Jugar juegos con baja contribución: ruleta y blackjack suelen aportar poco; prioriza slots si buscas cumplir WR.
  • Ignorar límites de apuesta: apostar por encima del límite con bono puede invalidarlo.
  • Confundir moneda y conversión: comprobar la moneda del bono evita sorpresas por comisiones y tipos de cambio.
  • Olvidar KYC: prepara INE/pasaporte y comprobante de domicilio para evitar retrasos en retiros.

Mini-FAQ

¿Un bono con WR alto es siempre mala opción?

No siempre, pero suele ser menos rentable para jugadores casuales. Si tienes bankroll y estrategia para jugar slots con alto RTP y apuestas pequeñas, podrías exprimir valor; de lo contrario, el WR alto suele consumir tiempo y dinero por encima del beneficio teórico.

¿Puedo usar bonos y luego reclamar retiro inmediato?

Generalmente no. La mayoría impone WR y límites de apuesta máxima. Además, si intentas retirar sin completar KYC, el retiro será bloqueado hasta que envíes documentos.

¿Qué juegos debo evitar con bono activo?

Avoidar juegos con contribución 0% a la apuesta del bono (muchos blackjacks, baccarat en ciertas plataformas) y juegos con house edge bajo que presenten conteos de contribución reducida; consulta siempre la sección de “Contribuciones a requisitos” en los Términos.

Regulación, KYC y consideraciones para jugadores en México

¡Atención!
Si estás en México, verifica si la app tiene licencia local ante la SEGOB; si no la tiene, estarás jugando en una jurisdicción extranjera con menos protección.
Preparación práctica: ten INE o pasaporte y un comprobante de domicilio listos; las apps legítimas piden KYC antes del primer retiro por obligaciones AML.
No olvides fijar límites personales: depósito semanal, pérdida máxima, y tiempo de sesión. Si notas signos de pérdida de control, busca ayuda profesional o autoexclúyete.

18+. Juego responsable. No promociones ni recomendaciones de juego compulsivo. Si crees tener un problema con el juego, busca ayuda con servicios locales de apoyo en México y utiliza herramientas de autoexclusión en la app.

Fuentes

  • https://www.ordenacionjuego.es
  • https://www.gob.mx/segob
  • https://www.ecogra.org

Sobre el autor

Carlos Martínez, iGaming expert. Trabajo desde hace años analizando bonos, términos y experiencias en apps de casino, con foco en jugadores de América Latina. Comparto procedimientos prácticos y casos reales para que tomes decisiones informadas y seguras.

Category: Tin nhà hát

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