![Randy Orton & Kevin Owens (Credit: ESPN)](https://seamanga.com/wp-content/uploads/2024/05/Kevin-Owens-and-Randy-Ortons-Historic-Team-Up-at-WWE-Backlash.jpg)
Kevin Owens and Randy Orton have been turning heads on WWE tv recently, teaming as much as tackle opponents.
It began on the March 8 episode of SmackDown, the place they joined forces and scored a victory towards Austin Principle and Grayson Waller. Since then, their partnership has induced unrest within the WWE Universe.
Their subsequent tag staff outing will happen at at the moment’s WWE Backlash France premium reside occasion, going down on the LDLC Enviornment in Lyon-Decines.
![Kevin Owens (credit: ESPN)](https://otakukart.com/wp-content/uploads/2024/05/Untitled-design-2024-05-05T024525.382.jpg)
![Kevin Owens (credit: ESPN)](https://otakukart.com/wp-content/uploads/2024/05/Untitled-design-2024-05-05T024525.382.jpg)
Dynamic duo
The duo will face off towards Solo Sikoa and Tama Tonga, marking a giant second for Tonga as he makes his WWE PLE in-ring debut. Nonetheless, all eyes can be on Owens at this occasion as he’s about to make historical past.
WWE Stats took to Twitter to spotlight Owens’ upcoming historic efficiency. In line with their tweet, Owens will turn out to be the primary Celebrity to staff with Orton in a daily tag staff match and face him in one other common tag staff match at a PLE/PPV occasion.
This excludes multi-man tag staff matches akin to six-man tags and Eliminator Sequence Elimination matches.
![Randy Orton (credit: ESPN)](https://otakukart.com/wp-content/uploads/2024/05/Untitled-design-2024-05-05T024544.583.jpg)
![Randy Orton (credit: ESPN)](https://otakukart.com/wp-content/uploads/2024/05/Untitled-design-2024-05-05T024544.583.jpg)
This competitors not solely guarantees an thrilling conflict of abilities, but in addition provides a layer of historic significance to the occasion. As expectations develop amongst followers, they eagerly await Owens’ groundbreaking efficiency and anticipate the action-packed showdown between these dynamic groups.