All Elite Wrestling (AEW) prides itself on being a premier destination for professional wrestling, with weekly shows like "AEW Dynamite" and "AEW Collision" frequently showcasing top-tier matches. Every feud in AEW is expected to deliver in-ring excitement, and when rivals face off multiple times, each encounter should escalate in intensity and quality.
The rivalry between Swerve Strickland and Hangman Page includes four singles matches in total. Their first confrontation occurred on October 1, 2023, at AEW WrestleDream, where it was clear Swerve had more at stake. He needed to back up his bold statements on TV by securing a win, while Hangman had to rely on his experience to maintain his status. Swerve emerged victorious, establishing himself as a future main event star, while Hangman’s rank fell.
Following a storyline involving Hangman’s home, the two clashed again in a Texas Death match at Full Gear in November. This bout was about proving who truly deserved to be AEW’s top dog, a brutal contest to see who could inflict more damage and show greater resolve. Supported by the elite Embassy, Hangman channeled his frustration to claim a hard-fought win, turning Swerve into a major rival.
Their third encounter took place on the February 7, 2024 episode of "AEW Dynamite," ending in a 30-minute time-limit draw. Though less prominent than their pay-per-view matches, this bout revealed shifting dynamics — Swerve was singularly focused on winning the AEW World Championship, while Hangman aimed to prevent Swerve from triumphing. The stalemate underscored a new face/heel tension, highlighting the evolving nature of their feud.
Seven months later, the rivalry reignited with greater intensity, setting the stage for even more compelling showdowns.
Fan Take: This feud is a masterclass in storytelling through wrestling, blending physicality with deep character development. For AEW fans, it’s not just about the matches but the emotional stakes, which could redefine the future landscape of the company and elevate the sport’s dramatic potential.
