WARNING: We have detected your browser is out of date. For both performance, security and a better web experience you should keep up to date to avoid viruses, malware, hijacking and stay on top of compatibility features.
 
RSS Feed

 

WNS Home

Home âš¡ DISCORD âš¡ Podcast âš¡ X

 

Seth Rollins And Roman Reigns Advertised For Tuesday Night's WWE SmackDown Live

Posted By: Kenny Williams on Jul 25, 2016

Seth Rollins And Roman Reigns Advertised For Tuesday Night's WWE SmackDown Live

The official website of the First Niagara Center in Buffalo, New York, the site of Tuesday night's WWE SmackDown Live, is advertising that Seth Rollins and Roman Reigns will be at the show; however, it appears that the two may be part of a dark match that will likely take place once the show goes off the air.

Below is the official posting from the website:

"WWE announced that for the first time ever, SmackDown will air LIVE and move to Tuesdays every week beginning July 19. Experience one of the very first WWE Smackdown LIVE broadcasts from right here at First Niagara Center!

The WWE landscape dramatically changed on Tuesday night, following the 2016 WWE Draft. As a result WWE Superstars John Cena and Randy Orton were drafted to Smackdown Live and have officially been added to Smackdown Live in Buffalo here at First Niagara Center THIS TUESDAY July 26th!

See John Cena, Dean Ambrose & Roman Reigns vs Seth Rollins, Bray Wyatt & AJ Styles! Plus see Randy Orton live!"


Tags: #wwe #smackdown live #seth rollins #roman reigns

âš¡ Explore WNS


Jump To Comments

Popular Tags

Popular Articles

Share Article

Follow WNS

 

 Follow us on X @WNSource 

 Follow us on Instagram & THREADS

 LIKE us on Facebook 

 

âš¡ News tip? Email ben@wrestlingnewssource.com 

 

https://wrestlr.me/43068/  
Adding comments is disabled due to age of article.
 

© 2006-2024 wrestlingnewssource.com

All rights reserved. All other trademarks, logos, video, likeness and copyrights are the property of their respective owners.
Terms of Service · Privacy Policy · Π