Analysis: 5 Unbelievable WWE Stats from 2025
Examining the WWE Stats from 2025 reveals a landscape where physical durability and tactical efficiency separated the elite from the merely active. At ProWrestlingSports.com, we prioritize data-driven scouting, and the previous season provided a wealth of anomalous metrics that fundamentally shifted the power balance heading into 2026. While storylines often dominate the conversation, these audited WWE Stats from 2025 tell the true story of who dominated the squared circle and who was merely keeping pace.
Tiffany Stratton posted the highest win percentage of 2025 against the league’s toughest schedule. (Image: Wikimedia Commons)1. WWE Stats from 2025: LA Knight’s 48-Match Grind
No superstar in the modern era embodied the “workhorse” archetype more than LA Knight. Knight closed the year as the most active wrestler on the roster, competing in 48 televised contests. This equates to a staggering average of over four matches per month, a volume that provided a significant lift to the RPI (Rating Performance Index) of the SmackDown brand.
However, reliability does not always equate to marquee success. While Knight was a respectable 23-17 on weekly television, a glaring anomaly appears in his WWE Stats from 2025: he went 0-5 on Premium Live Events (PLEs). This 0% success rate in high-pressure environments suggests that while Knight can handle the heavy “Total Load” of a seasonal schedule, his tactical game plan often faltered when the stakes were highest. For Knight to climb the official standings this year, he must reverse this “big match” attrition.
2. Stephanie Vaquer’s Record-Breaking 30-Win Season
If Knight was the workhorse, Stephanie Vaquer was the clinical finisher. Her WWE Stats from 2025 show a dominant 30-6 overall record, securing more individual victories than any other superstar in the promotion. Her efficiency was most evident in championship scenarios; Vaquer maintained an 87% win rate (14-2) in title matches, proving she is statistically the most resilient defender in the women’s division.
3. Tiffany Stratton’s Elite Strength of Schedule
Efficiency metrics often hide the “Quality of Opposition,” but Tiffany Stratton silenced her critics through math. Stratton finished the season with a 90% Win Rate (18-2), the highest among any wrestler with more than 20 appearances. What makes these WWE Stats from 2025 truly unbelievable is her **Strength of Schedule (SoS)**. Stratton faced opponents with an average win percentage of .746—the most difficult path to victory in the company. Surmounting a 9-match winning streak against that caliber of opposition marks her as a generational outlier.
Strategic Scouting Takeaways:
- Resilience King: Roman Reigns’ 27:52 match average is the highest endurance floor in the league.
- Clutch Performance: Tiffany Stratton’s .900 Win % came against the company’s hardest schedule.
- The Attrition Factor: LA Knight’s high volume resulted in a drop in PLE efficiency.
4. The CM Punk RPI Paradox: Overwhelmed by Quality
CM Punk finished 2025 with the league’s highest **RPI at 0.621**. In our Advanced Analytics Matrix, RPI measures performance weighted against the strength of opponents. Punk exclusively faced top-tier threats (averaging 68.9% win rates), but the physical toll was evident. He managed only a 45% win rate (9-11), resulting in a “Performance vs. Schedule” gap of -23.9%. These WWE Stats from 2025 suggest that while Punk remains a “Legitimacy King,” his physical recovery metrics may be struggling to match his elite booking.
5. The Roman Reigns Endurance Siege: 27:52
Finally, we look at the marathon pace of Roman Reigns. Reigns averaged 27 minutes and 52 seconds per match—the longest duration in the industry. As documented in the official WWE database, Reigns utilizes a “high-duration attrition” strategy. By forcing opponents into half-hour psychological and physical sieges, he systematically lowers their **FSR (Finisher Survival Rate)**. Entering 2026, any challenger must prepare for a match that statistically lasts 40% longer than the league average.
