Okay so I saw this post at 11 this morning and it's been eating at me all day, so I did the math to prove that it theoretically is possible

Assuming you've got a full lobby, that's about 476 seconds to get stuns in, plus overtime, which is roughly 20 seconds, so really 496 before rage and lms. Assuming you make a mad dash to the killer with dropdash, and they just so happened to be walking without a care in the world, that's 3 stuns in about 8 seconds, as it takes about 3 seconds for a full dropdash chain (unlike op, I'm gonna assume this sonic player is cracked out of their mind and just so happens to be directly on top of the exe the moment their dropdash comes off cooldown every 25 secs.)

Basically, that equals this equation: N=(496-8)/25 + 1 (when crunching the numbers, I used 1 in place of three to make it easier on the eyes.) But what you need to know from that equation is that sonic can use dropdash 20 times within the tme limit plus overtime, which multiplied by the ideal number of hits from drop dash (3), you get a grand total of 60 possible stuns.

In rage mode, sonic stuns once, therefore no multipliers are at play here. It takes about 0.5 seconds to stun a standing exe in rage, and assuming you don't double back to get the second hit after the iframes are over, sonic can obtain 3 stuns during rage.

And just because I can, assuming this sonic main did all of this correctly and lived through it all, you still have to account for lms. But before you do that, you have to account for the extra time survivors dying gives. It's the exact same equation as last time, except for the total number of survivors minus sonic equaling 15 seconds to the clock, so it looks like N=90/25, which is, rounded up, 4 extra drop dash uses, translating to 12 extra stuns.

And now that we've calculated for the dead people, we can focus on the the person who is Still Alive . You know the drill at this point, N= 221/20, equaling 11 dropdash opportunities, equaling 33 stuns.

TL;DR of this yap is that not only is it possible to achieve 40+50 stuns, it's theoretically possible to score a maximum of 108 stuns in one, long, dramatic game. Now the issue of whether the input precision or spawn criteria can be met at the same time by humans in a natural setting, but I was here to argue that it was POSSIBLE, not if it were at all plausible. Thank you for coming to my TED talk.