Prediction: Nate Diaz will carry Conor to a controversial close decision to set up the trilogy fight

Lol there are easier ways to set up a trilogy then killing each other for 5 rounds.

Dumb thread is dumb. No work here.
 
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TS was right... wasn't that hard to predict though.. these guys have to keep working and a 3rd fight means big money
 
Nate had some moments where he was looking like he could have ended it.

Some shady business going on.

Yeah, he spammed that Stockton slap when he had all the time in the world to land clean shots.
 
Lol there are easier ways to set up a trilogy then killing each other for 5 rounds.

Dumb thread is dumb. No work here.

You think Nate has a problem with getting hit a bit, especially if it warrants him millions of dollars and star status?

We're talking about a guy who was a willing punching bag for Andre Ward.
 
Solid prediction here. Good job. You had the foresight of almost a month, I only started to piece together the puzzle after 3 rounds.
 
Not bad prediction.

FOR THE LOVE OF GOD NO REMATCH FOR A LONG FUCKING TIME
 
Good job on writing the script for this fight and sending it over. They liked it.
 
Just like Mayweather carried De La Hoya to cash in on the rematch (which never happened though but that's a different story). Once Nate is in full control of the fight he won't look for the finish but will carry Conor and the judges will probably gift some rounds to Conor, resulting in some split decision and controversy which will pretty much warrant the trilogy fight.

Nate is not stupid, he knows that the fight with Conor is the big money fight but he also knows that the biggest money fight is the potential third fight with Conor, the epic trilogy fight.

He doesn't need to take a dive like some people here suggested. I think Conor will win the first round like in the first fight, 2nd round will be close then Conor will gas in the 3rd and started getting tagged left and right again but this time Nate lets him survive. Nate wins the 4th round but doesn't do much in the 5th round resulting with a close last round which will likely be gifted to Conor.
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
 
Watching the fight, I felt the same way. He let off on some of his strikes, when he clearly could have hurt him.

Pretty lame but understandable, going for as much money as possible.
 
It was like in some cheesy movie:

"Just remember I could have finished you right here and right now but fuck you, you're worth more alive."

3o6ZthxTc0zDDRGrKg.gif
 
Watching the fight, I felt the same way. He let off on some of his strikes, when he clearly could have hurt him.

Pretty lame but understandable, going for as much money as possible.

It was also the best possible outcome for the sport/UFC. IMO there was some sort of subtle pressure on Nate for this fight
 
It was uncontroversial as it could have been. Conor basically beat his ass for 3 rounds and lost the last one due to a takedown, almost 4-1 with 10-8 in the first.
 
TS is really OutsideHammer...
 
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