Espera… no todas las tragamonedas son iguales.
Aquí la cosa. Si estás empezando, necesitas criterios prácticos para distinguir juegos con sentido de aquellos que son puro ruido visual.
Voy al grano: en las primeras dos secciones te daré herramientas inmediatas para evaluar un slot y decidir si vale la pena jugarlo o incluirlo en una selección de catálogo.

Primeros filtros útiles: volatilidad, RTP declarado y mecánica de pago (líneas vs clusters).
Un consejo directo: busca RTP mostrado y verifica el proveedor; si no aparece, desconfía.
Reflexión más amplia: aunque un RTP alto suena bien, en sesiones cortas la varianza puede arruinar la experiencia; en otras palabras, RTP importa a gran escala, no en la sesión de hoy.

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

Qué evaluar primero: lista rápida de comprobación práctica

¡Wow! Un slot con bonos vistosos puede esconder un rollover brutal.
Usa esta Quick Checklist para no tragarte promesas vacías:

  • RTP público y versión (ej. 96.20% — ¿es media teórica o la versión live?)
  • Volatilidad (baja/mediana/alta) y contexto de bankroll
  • Mecánicas clave (free spins, tumbling reels, respins, jackpots progresivos)
  • Tamaño de apuesta mínimo/máximo y límites por sesión
  • Proveedor y auditoría independiente (eCOGRA, GLI u otros)
  • Contribución al rollover si el juego se juega con bono

Expande un poco: si el RTP declarado es 96.5% pero el juego es alta volatilidad con jackpots, deberías planear para largas sequías.
Reflexión larga: por eso conviene combinar slots de diferente volatilidad en tu sesión — si solo juegas alta volatilidad necesitas una banca más grande y una aceptación psicológica de pérdidas temporales.

Tendencias actuales entre proveedores (qué están impulsando)

Espera… cambios rápidos en la industria.
En los últimos 2–3 años los proveedores han acelerado tres líneas: mecánicas combinadas, sesiones cortas y gamificación social.
Al principio pensé que todo sería solo estética; luego vi cómo mecánicas como “tumbling reels + megaways” cambian la expectativa de premio por giro.

  • Mecánicas híbridas: Megaways, tumbling y multiplicadores en cascada se combinan para crear reuniones frecuentes de wins pequeños y ocasionales botes grandes.
  • Sesiones micro: formatos pensados en jugadores de móvil que buscan partidas de 1–5 minutos con recompensas inmediatas.
  • Gamificación y progresión: misiones, ruedas diarias y niveles que conectan con programas VIP y retención.

Un ejemplo realista: un proveedor lanza un slot con 117,649 líneas (megaways) y añade una rueda de bonificación diaria.
Cálculo práctico: con un RTP teórico del 96% y alta varianza, para acercarte a la expectativa necesitas un sample de decenas de miles de giros; en un bankroll estándar eso no es viable.
Reflexión: la gamificación puede engañar la percepción de valor; no confundir engagement con expectativa matemática.

Cómo leer un RTP y aplicarlo a tu presupuesto

¡Aquí la cosa! RTP = retorno teórico a largo plazo.
En la práctica, para evaluar valor necesitas tres números: RTP, volatilidad y bankroll disponible.

Mini-método rápido (práctico):
1) Identifica RTP y volatilidad.
2) Calcula expectativa por sesión: EV_sesión ≈ (RTP – 1) × apuesta media × giros previstos.
3) Ajusta por varianza: si volatilidad es alta, multiplica bankroll recomendado por 3–5.

Ejemplo: RTP 96% (0.96), apuesta media $10 MXN, 200 giros previstos → EV ≈ (0.96-1)×10×200 = -$80 MXN.
Eso no es una promesa de pérdida segura cada sesión — es la expectativa estadística en el largo plazo.
Reflexión larga: aceptar varianza es clave; si te frustra perder 80 pesos en una sesión, ajusta la apuesta o el tipo de juego.

Comparación práctica: tres enfoques de proveedor

Tipo Fortaleza Riesgo clave Ejemplo de uso
Innovador (indies grandes) Ideas nuevas, mecánicas originales Menos auditoría histórica, menor liquidez de jackpot Explorar con bankroll pequeño; diversión experimental
Clase A (NetEnt, Microgaming) Transparencia, auditorías, RTP público Menos sorpresa; pueden resultar repetitivos Base fiable para catálogo y bonos
Proveedores de Game Shows (Evolution, Pragmatic Live) Experiencia en vivo, interacción Mayor coste por sesión; mecánicas centradas en entretenimiento Jugadores sociales o en vivo

Espera… antes de elegir proveedor, piensa en tu público.
Si manejas una cuenta con apuestas pequeñas, los indies pueden dar engagement sin romper la banca.
Reflexión: distribuir el portafolio entre proveedores confiables y novedades equilibra riesgo y retención.

Dónde buscar pruebas de equidad y certificaciones

¡Atención! Auditar es tu derecho como jugador.
Los proveedores responsables publican certificados de auditoría (eCOGRA, GLI, iTech Labs).
Si no encuentras esa info en la ficha del juego o del operador, pregunta al soporte y guarda la respuesta.

Consejo práctico: guarda capturas de pantalla con la fecha de consulta.
Reflexión larga: la regulación local también importa; en México busca operadores autorizados por la SEGOB y valora que el operador tenga KYC/AML claros.

Recomendación práctica para elegir juegos si usas bonos

Espera… los bonos cambian las matemáticas.
Regla rápida: evita jugar slots que contribuyan <50% al rollover si tu objetivo es liberar el bono; prioriza juegos con contribución 100% si quieres acelerar el requisito.

  • Lee términos: ¿qué juegos contribuyen al x35 rollover?
  • No subestimes la apuesta máxima permitida durante bono.
  • Si el bono es de casino con WR 35×, haz números: depósito $200 + bono $200 → volumen requerido = 35×400 = $14,000 en apuestas.

Al principio pensé que los bonos eran siempre “ganancias fáciles”; luego me di cuenta que el trabajo real es comprobar contribuciones y límites.
Reflexión: las experiencias con bonos son más satisfactorias cuando planificas la selección de juegos con antelación.

Herramientas y recursos (y una recomendación práctica)

¿Dónde verificar proveedores, RTP y noticias? Páginas de auditoría, foros de reputación y los reportes regulatorios locales son esenciales.
Para comparar catálogos y disponibilidad en México, muchos jugadores confían en reseñas locales que listan métodos de pago y tiempos de retiro.

Si quieres ver un ejemplo operativo de plataforma adaptada al mercado mexicano —métodos de pago locales, app móvil y catálogo amplio— revisa el sitio oficial de un operador con licencia local: official site.
Esto te ayuda a ver cómo los proveedores se integran en un producto real, cómo se muestran los RTP y qué métodos de depósito/retiro son admitidos.

Common mistakes y cómo evitarlos

  • No revisar la contribución al rollover: solución → consulta términos antes de aceptar un bono.
  • Ignorar la volatilidad: solución → ajustar apuesta y expectativas de sesión.
  • Confiar solo en estética y trailers: solución → comprobar RTP y auditoría del proveedor.
  • No verificar regulaciones locales: solución → confirmar licencia SEGOB y políticas KYC/AML.

Mini-FAQ

¿Qué es mejor: RTP alto o volatilidad baja?

Observa la situación. Si prefieres sesiones largas con pequeñas ganancias, volatilidad baja.
Expande: para volver a la expectativa del RTP necesitas más giros; si juegas poco, prioriza volatilidad baja.
Refleja: no hay “mejor” universal; depende de tu bankroll y objetivo de entretenimiento.

¿Puedo confiar en proveedores nuevos?

Espera… algunos indies son brillantes.
Expande: verifica auditorías y reseñas de otros operadores.
Refleja: prueba con apuestas pequeñas y monitorea la frecuencia de pagos antes de escalar.

¿Cómo afectan los bonus a la elección de slots?

Observa los términos del bono.
Expande: calcula el volumen necesario para liberar el bono y selecciona juegos que contribuyan alto al rollover.
Refleja: a veces es preferible renunciar al bono si las condiciones son peores que jugar sin él.

18+ | Juega con responsabilidad. Si crees que tu juego está fuera de control, busca ayuda en líneas locales de apoyo y utiliza las herramientas de límites, autoexclusión y control de bankroll que proporciona todo operador regulado en México. Las verificaciones KYC/AML son obligatorias y sirven para protegerte a ti y a la comunidad.

Fuentes

  • Dirección General de Juegos y Sorteos (SEGOB) — Regulación y licencias (consultas públicas y oficios).
  • eCOGRA — Normas de auditoría y certificación de juegos.
  • Gaming Laboratories International (GLI) — Pruebas RNG y cumplimiento técnico.

About the Author

Carlos Méndez, iGaming expert. Con experiencia operativa en catálogos de casino y evaluación de proveedores, trabajo con operadores en Latinoamérica para mejorar selección de juegos, cumplimiento y experiencia de usuario.