20% dcto en linio

Buenaaaa, cuanto es el mínimo de compra para que sea lo más conveniente posible ?
Gracias!

El maximo dcto es de 25.000. si compras 100.000 le sacas el mayor provecho

Enviado desde mi BLA-L09 mediante Tapatalk

Se ve buena... alguien sabe cual es la vigencia de estas promos?

Alguien ha tenido dramas con Fpay? vi que tiene puros reclamos en Google Play.

Excelente. Ahora... Alguna idea que comprar XD

Enviado desde mi S21 Ultra mediante Tapatalk

Es hora de buscar algo interesante en Linio . Gracias por la oferta

la raja, buen cupon!

A mi me ha cagado dos veces el fpay. Cuidado a los que lo usen, nadie responde.

Se podrá mezclar pago con giftcard linio + fpay?

Muchisimas gracias!!, lo ocupe y reocupe !
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

WENZEL' pid='102400' dateline='1618456546 dijo:

Se podrá mezclar pago con giftcard linio + fpay?

Hacer clic para expandir...

si, se puede, porque no te ocupa el espacio de cupon donde se ponen las gitfcards
yo compré y tambien usé el cupon 'linioand' para un 10% adicional

Gracias, me compré la Xiaomi Mi Band 6 en $27.440 https://www.linio.cl/p/pulsera-inteligente-xiaomi-band-6-bluetooth-smartwatch-multilenguaje-opddk8

Estimados gracias hice una compra pero ya no me agarra el FPAY, será que ya se agotó probe con otra cuenta y tampoco.
Saludos,

Ya no toma, por suerte alcancé con un juego pero iba a probar con otro.

ah oka gracias,

Quizas son una cuota por dia.

No me funcionó ni ayer ni hoy...

ayer si funciono pero se acabaron como a las 19:00hrs

Está funcionando nuevamente, acabo de usarlo

Buena!