I will say though fellas
Round 2 of Kizaru vs Luffy will show us what he's truly capable of as he will be able to completely focus on Luffy this time with no distractions or clouded thoughts
The tide is rolling back for the tsunami that's on it's way
Yeah I definitely can see that happening. Maybe even a Supernova equivalent of the Cross Guild? 2 of them were able to take down a Yonko before by themselves too, so if they can reunite and gather whoever is left of their crews and some allies, then they can get some truly serious, karmic, poetic revenge and success as they deserve then!
I need to see them become Yonkos too eventually! Would be dope for them to gain some territories too.
I could see Kidd teaming up with Blackbeard to take out Shanks and Law teaming up with Shanks to take out Blackbeard.That way we get a Law vs Kidd and we get to see Shanks getting taken out the same arc.Kidd and BlackBeard win.Kidd becomes his own captain again and Luffy has a reason to go after him once he takes out Blackbeard.
The hax cope is kinda funny, Saturn is by all means the Blueno of the Gorosei so his performance doesn't mean shit for the other Gorosei, specially for whoever is the strongest one.
It's not like the Admirals are winning fights without their fruits.
If Kizaru comes back and goes after Luffy who is busy with Saturn, somebody else will intervene to stop Kizaru and that may be Zoro if he handles Lucci meanwhile or leaves Lucci to Sanji
It depends on Zoro beating Lucci by the time the both get up, he's far from the fight below right now so he will put his focus on what's in front of him
That goes for anyone else up top in punk records, they're focused on preparing the escape route and even then it would take too long to reach down where Saturn is at
The ones who are down there are being held up by Saturns abilities, they'll probably be freed by the time Luffy and Kuma attack Saturn but they won't be able to interviene by the time Kizaru gets Luffy away from the fight
Much like how Luffy was able to hold up Kizaru the inverse will also be true
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