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my next payment

Started by Mustang Oct 05th, 2021 at 18:54
Mustang
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Posts: 25
Oct 05th, 2021 at 18:54
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SDiana
Moderator
Ultimate $500
Posts: 5553
Oct 05th, 2021 at 20:40
[b][/b] Hello, Congratulations! Thank you for posting your payment proof in our forum.(handshake) [b][color=blue]Best regards,[/color][img]https://www.gab.ag/images/Stanica-bar.png[/img][url=https://www.gab.ag]Moderator - Stanica[/url][/b] [color=red][b]Security Reminder:[url=https://www.gab.ag/forum.php?topic=17874][code]Please always ensure that your GAB password is strong and unique and that you are NOT using it on any other websites. Enable the 2FA authentication by clicking here.[/code][/b][/color][/url]
GAB
Admin
Posts: 16257
Oct 06th, 2021 at 06:39
Thanks for the proof