Bellator light heavyweight champion Ryan Bader has been on a roll for nearly the past five years, winning 10 of 11 fights.

During his eight years in the UFC, which kicked off with winning “The Ultimate Fighter 8,” Bader never held a belt but defeated some big names (Rashad Evans, “Rampage” Jackson and Ilir Latifi come to mind) while also losing to some big names (Jon Jones, Lyoto Machida and Tito Ortiz among them). Since signing with Bellator last year, Bader (25-5 MMA, 3-0 BMMA) claimed the 205-pound title in his first fight against Phil Davis, defended it once vs. Linton Vassell, and starched Muhammed Lawal in 15 seconds in the first round of the Bellator heavyweight grand prix.

Bader is going for history, trying to become potentially – unless Rory MacDonald does it before him – the first simultaneous two-division champ in Bellator history. To accomplish that, Bader will have to beat Matt Mitrione in the tournament semifinals next month at Bellator 207, and then either Fedor Emelianenko or Chael Sonnen in the finals.

Considering all of that, for our latest Daily Debate, we asked MMAjunkie readers and MMAjunkie Radio listeners: Where should Bader be ranked pound for pound if he wins the grand prix to become a Bellator champ-champ?

The results, via Twitter (and they were close):

Today's #DailyDebate question for @MMAjunkieRadio: Where should Ryan Bader be ranked pound for pound if he wins the heavyweight grand prix to become a @BellatorMMA champ-champ? — MMAjunkie (@MMAjunkie) September 11, 2018

To hear MMAjunkie Radio hosts “Gorgeous” George and “Goze,” as well as UFC middleweight Julian Marquez and Jon Orlando, weigh in on the topic, watch the video above.

For more on Bellator 207, check out the MMA Rumors section of the site.

MMAjunkie Radio broadcasts Monday-Friday at 1 p.m. ET (10 a.m. PT) live from Mandalay Bay Resort & Casino’s Race & Sports Book. The show is hosted by “Gorgeous” George Garcia, Brian “Goze” Garcia and Dan Tom. For more information or to download past episodes, go to www.mmajunkie.com/radio.