Frankie wins rematches

[Rebel_LioN]

As he tends to do as the rounds progress. I think he might be able to get the split with Aldo this time around.

When he first faced Aldo, it was his FW debut. After spending his entire career fighting hulking LWs, he's always had to keep his feet moving and stay light. He's paid his dues to the division and he seems to have acclimated himself to the weight class. He planted his feet against Mendes and bombed him with the KO as a result.

I don't know but I feel Edgar may do better in the rematch, whether he wins the fight or not I expect him to have improved from the last time they met.

Thoughts ?

 

[Dart Feld]

As long as the judges aren't braindead.

 

[ExitLUPin]

>Drew in the Gray hematch
>Lost in the Benson hematch
>Frankie wins hematches

 

[McgreGOATsLeft]

Aldo whoops his ass again then he cries like a little girl and throws his hat on the ground.

 

[Mr Wings]

Title suggests you are gonna list the rematches he had won.

 

[Agent Mulder's Hair]

http://data:image/jpeg;base64,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 http://data:image/jpeg;base64,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 http://data:image/jpeg;base64,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

 

[Mr Wings]

As long as the judges aren't braindead.

A guy with amazing cardio like Frankie should leave a little more in the ring if he really wants to guarantee a win. He was fighting to win, not to finish.

 

[fortheo]

I have Edgar winning this, but the first round is the danger round. If it goes past the first round, then my confidence in Edgar will double.

 

[Dart Feld]

A guy with amazing cardio like Frankie should leave a little more in the ring if he really wants to guarantee a win. He was fighting to win, not to finish.

In their first fight that was true. It wasn't true for Edgar/Bendo II. Round 1 he thought for some reason he should eat as many leg kicks as possbile. The other 4 rounds he was aggressive and went after it. He knocked Bendo down once or twice during the fight and had a couple close choke attempts.

 

[Mr Wings]

In their first fight that was true. It wasn't true for Edgar/Bendo II. Round 1 he thought for some reason he should eat as many leg kicks as possbile. The other 4 rounds he was aggressive and went after it. He knocked Bendo down once or twice during the fight and had a couple close choke attempts.

I watched their second fight recently and remember thinking "dude, don't throw a temper tantrum, don't act entitled. It was a close ass fight." Now I feel the need to watch it again, but I'm pretty sure I'll come up with the same conclusion.

Do you really think it wasn't close, and that he was robbed?

 

[Mixedfights]

He lost the title rematch. Then lost the title fight in a division lower.

Yeah. Not up a class....he went down and lost.

 

[mjfan23]

He may very well win but:
1!) saying you expect him to win a split decision is very stupid on many fronts unless you are implying it is factual knowledge that one in three judges is programmed to see and score the fight wrong every time.
2) he shouldn't d lose the first match in the first place, being a rematch winner is nothing to be proud of.

 

[rjmbrd]

He went to a draw in his rematch with Maynard, and he was nearly murdered in the first round. Arguably the only 10-7 round we've seen in the UFC.

Obviously lost the rematch to Benson

 

[Jorge Luis Borges]

It would be more precise to say Frankie wins rematches against BJ Penn.

 

[McgreGOATsLeft]

I watched their second fight recently and remember thinking "dude, don't throw a temper tantrum, don't act entitled. It was a close ass fight." Now I feel the need to watch it again, but I'm pretty sure I'll come up with the same conclusion.

Do you really think it wasn't close, and that he was robbed?

That temper tantrum was one of the most ridiculous things I've ever witnessed happen in the octogan.

 

[Death By Samson]

one in three judges is programmed to see and score the fight wrong every time.

That doesn't sound too far off.

 

[Rebel_LioN]

He may very well win but:
1!) saying you expect him to win a split decision is very stupid on many fronts unless you are implying it is factual knowledge that one in three judges is programmed to see and score the fight wrong every time.
2) he shouldn't d lose the first match in the first place, being a rematch winner is nothing to be proud of.

Split the victory over one another, not the decision. Aldo has 1 on him?

 

[Bend NvR Break]

49-46, 48-47, 47-48

Aldo via split decision

 

[Dart Feld]

I watched their second fight recently and remember thinking "dude, don't throw a temper tantrum, don't act entitled. It was a close ass fight." Now I feel the need to watch it again, but I'm pretty sure I'll come up with the same conclusion.

Do you really think it wasn't close, and that he was robbed?

http://mmadecisions.com/decision/3645/Benson-Henderson-vs-Frankie-Edgar

It's been a while but I remember being unable to see how Bendo took 3 rounds for the win. On my scorecard he got the first which was his only definitive round. Edgar clearly won rounds 2, 4, and 5. Round 3 seemed close, could've gone to either.

49-46 or 48-47 Edgar was what I was expecting from the judges scorecards, I was shocked when Bendo was awarded the fight by one judge. I stood out of my seat in disbelief when the winner was decided.

It wasn't a fight that was a blowout, it was just round by round there's no sense in him retaining imo.

 

[mjfan23]

Split the victory over one another, not the decision. Aldo has 1 on him?

Ok makes sense now