In this scenario five villains from manga and anime are unleashed in the Marvel Cinematic Universe and DC Extended Universe respectively. The villains will rampage and destroy as much as possible until the heroes can stop them. If they can be stopped that is.
The villains are:
- Tomura Shigaraki from My Hero Academia.
- Lucius Zogratis from Black Clover.
- Muzan Kibutsuji from Demon Slayer: Kimetsu no Yaiba.
- Ryomen Sukuna from Jujutsu Kaisen.
- The Gun Devil from Chainsaw Man.
And the rules are:
- In the MCU the villains show up in New York. In the DCEU they show up in Metropolis.
- In each universe they're spread around so that they're at least 1 mile away from each other. So they don't get in the way of each others' AOEs.
- They won't actively try to hurt one another. Nor will they actively try to back up one another. They're just messing shit up.
- Everybody is as they are in the current manga chapters with two exceptions. Muzan isn't poisoned like he was in the final battle. And the Gun Devil is here in its 20% manifestation.
- It is midnight, so Muzan has several hours before he needs to worry about sunlight.
- All currently active heroes and anti-heroes will show up around their respective city about half a minute after the villains. No villains though.
- The villains have to be defeated on the planet. So no dimension dumping, time dumping or space toss.
Can either world defeat the dangerous quintet, or will the day not be saved?