Is this the face of a man who can win a rematch?

cigano

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I don't think so.

An even faster McGregor, with better striking, stamina and of course not forgetting two actual legs.

Max has improved too but I see him getting finished within two rounds. The only one who can survive against McGregor's elite striking is Nate and that's because he has a big thick empty concrete head.

Conor-McGregor-Instagram-Max-Holloway-slam.jpg
 
wow, theres a picture of a fighter in a fight looking uncomfortable

i guess its an open & shut case, he can never win again
 
Max never gets that rematch unless he goes up and wins the lightweight title. But i agree that Conor would beat him again.
 
No one has improved more than Max over the last several years.


He finishes McDolly this time around.
 
Conor hasn't fought in years, he could come back looking like shit... or like Rashad lol.
 
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
0e6d67da4e7232edb2a1c3df6589a4f2.jpg


Does that look like the face of a man who can win a rematch? Because he did.

Newsflash, fighters don't tend to look happy when they're losing
 
Youre gonna get a lot of hate for this TS but I agree.

HURRRDURRR MAX HAS LIKE IMPROVED SO MUCH HE WAS ONLY 8 YEARS OLD THEN!!!!!


yea...and Conor has improved just as much, actually likely even more than Max

Conors leg was also badly compromised in that fight.


edit: ^^lol yup, there it is. people acting like Max was just a child. These people dont get it. Once you dominate another man like that, they are yours. Max would go into the rematch shook as fuck and catch another beatdown.
 
Unless Max waits for Conor to start declining I don’t think Max wins in a rematch. So no win for Max any time in the next 5-7 years against Conor, imo. Unless Conor stops training and fighting smart as he has been for the last decade.
 
I don't think so.

An even faster McGregor, with better striking, stamina and of course not forgetting two actual legs.

Max has improved too but I see him getting finished within two rounds. The only one who can survive against McGregor's elite striking is Nate and that's because he has a big thick empty concrete head.

Conor-McGregor-Instagram-Max-Holloway-slam.jpg

The question is why is the joker on the right afraid to fight him again ? Should be quick work for $millions.

Or Tony, or Khabib. Shouldn’t a “ fighter “ in his prime be begging for that easy money ?

Convict McGregor is a coward. You know it, and so does everybody else. The false bravado on display here is a joke.

lame-gif-3.gif
 
Conor needs to work on his cardio and he'll likely win again.
Max is great though!

First Round Conor is a Beast. If he can somehow get that Diaz stamina i Don't know who can win a fight on the feet inside a cage against him. Only a few very good wrestlers could win via top Control.
 
I don't think so.

An even faster McGregor, with better striking, stamina and of course not forgetting two actual legs.

Max has improved too but I see him getting finished within two rounds. The only one who can survive against McGregor's elite striking is Nate and that's because he has a big thick empty concrete head.

Conor-McGregor-Instagram-Max-Holloway-slam.jpg
You know what would be cool? If Conor actually took relevant fights so we could find out.
 
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