💎How to become a gem seller / How to buy gems cheaper FOREVER. The method💎 menu

User Tag List

Results 1 to 1 of 1
  1. #1
    HappyTree's Avatar Member
    Reputation
    1
    Join Date
    Nov 2020
    Posts
    3
    Thanks G/R
    0/0
    Trade Feedback
    1 (100%)
    Mentioned
    0 Post(s)
    Tagged
    0 Thread(s)

    💎How to become a gem seller / How to buy gems cheaper FOREVER. The method💎



    HAVE YOU EVER WONDERED HOW PEOPLE ARE SELLING GEMS?

    WELL, THERE IS A WAY TO DO IT YOURSELF AND I AM WILLING TO SHARE IT WITH YOU!



    This method is for people who:

    Buy a lot of gems
    Want to start a gem selling business
    Want to know the principles on how to buy games cheaper on the internet



    PRICE: 250$ LIMITED TIME OFFER

    Works on all platforms( PC, XBOX, NINTENDO ) except PS4



    How many gems can you buy with 250$?


    130k gems with the method > 19.5k gems normally


    How many gems can you buy with 250$ on sales?

    190k gems




    CONTACT ME ON DISCORD: HappyTree#9213






    What do you get exactly by buying the method?
    • All ways to buy SMITE gems cheaper
    • Explanation on how everything works
    • Why the method is safe
    • How to buy gems for other people
    • Support for life ( you can ask me anything )



    BONUS
    You get:

    • How to buy ANY game the cheapest possible on market ( ex: FIFA, Cyberpunk 2077, etc )
    • How to buy cheaper currency on other games ( ex: Fortnite etc )



    What if the price is too high for me?
    You can:

    • Split it with your friends ( example: 5 friends make it 50$ each )
    • Just buy gems cheaper from me as your seller ( contact me to find how to get gems free )



    CONTACT ME ON DISCORD: HappyTree#9213



All times are GMT -5. The time now is 02:30 AM. Powered by vBulletin® Version 4.2.3
Copyright © 2021 vBulletin Solutions, Inc. All rights reserved. User Alert System provided by Advanced User Tagging (Pro) - vBulletin Mods & Addons Copyright © 2021 DragonByte Technologies Ltd.
Digital Point modules: Sphinx-based search