Is Conor really not that talented or is the LW division too talented for him?

[AliBagaooteenov]

Dude, RDA made Cowboy his bitch twice at lightweight. Look at the havoc Cowboy is now causing at WW and you are telling me RDA cant go through Turmenov, Saffiedine and Nelson. Be real here.

Just because Cowyboy can do it doesnt mean it applies to everyone. I can easily see Nelson controlling zRDA and possibly subbing him. I can see Tumenov KOing RDA worse than Stephens and Alvarez did

 

[AliBagaooteenov]

Nobody can move up a weight class and clean out a division. NOBODY. I don't care who it is. I know you were talking about bottom 15 guys but moving up in weight means so much more in MMA than it does in say, boxing.

You would think after BJ tried it that no fighter would even consider it. Anyone who does it is either deluded and/or just asking for an ass whipping...and Conor isn't even close to BJ's level skill wise

Th only guys i think can move up in weigh and clean ou a division are
Rumble and Jones.

 

[Antimony]

Th only guys i think can move up in weigh and clean ou a division are
Rumble and Jones.

No way Rumble can clean the HW division. He can't even clean the LHW division.

 

[AliBagaooteenov]

No way Rumble can clean the HW division. He can't even clean the LHW division.

Yes he can, he can easily beat most of top 10 HWs.

 

[AliBagaooteenov]

No way Rumble can clean the HW division. He can't even clean the LHW division.

Rumble just needs to beat DC this time and he pretty much cleaned LHW

 

[xMaxPower]

LW has always been stacked

 

[JsinLegacy]

Conor is talented. To think otherwise is foolish. No matter what you think of him. How is does at LW is yet to be seen. I think there is a lot of guys who could and would give him trouble. Especially some of the stronger wrestlers. Still, its possible that he beats a lot of these guys as well. Only time will tell.

 

[Meathead Jock]

Pettis should help show that some with his drop fron 155. If he cleans up than 145 is probably being shown as a weaker weightclass. If he struggles then it doeant say a lot about 155.

 

[Arqueto]

LOL at Diaz being Conors worst match up.

Bitches please..........

 

[Bradillac]

What LW has Conor kod lol ? How is he right ?

He's right because Conor has the ability to KO every LW. His striking is on a completely different level than everyone esle.

 

[Bradillac]

LOL at Diaz being Conors worst match up.

Bitches please..........

Yea, a guy who probably has the worst striking in the division... He'll get KOd trying to close the distance.

 

[JollyRants]

He's right because Conor has the ability to KO every LW. His striking is on a completely different level than everyone esle.

Has the ability to ko everyone at LW but couldnt ko basically the number 7 LW ?

 

[Bradillac]

Has the ability to ko everyone at LW but couldnt ko basically the number 7 LW ?

Couldn't KO the guy with one of the best chins in the UFC? Do you seriously think Conor couldn't KO every guy at 155?....

 

[JollyRants]

Couldn't KO the guy with one of the best chins in the UFC? Do you seriously think Conor couldn't KO every guy at 155?....

How does Nate have the best chin in the UFC HAHAHAHAHAHAHA lol ? He got dropped by fucking Ben Henderson and Josh Thompson lol ?

Umm why would i believe he can ko every LW LOL ? One he hasnt ko any at LW lol, and 2 he would get slaughter by the top 5 lol. Your a delusional fanboy. Couldnt ko a top 7 LW but he can ko every single LW lol ?

 

[Arqueto]

Yea, a guy who probably has the worst striking in the division... He'll get KOd trying to close the distance.

He isn't Rumble bro. Conor has one KO in the UFC.

All Conor would have is a punchers chance.

The second Khabib gets his hands on him it's over.

 

[UJustGotChaeld]

So back to the question. Is LW stacked with a lot of talented fighters or is Conor not that really talented?

Last I checked he has no losses at LW. So I guess he's that talented.

 

[lockjaw211]

When both competitors have a good grip on mma skills and are evenly matched somewhat extra weight becomes a factor.

 

[theheater]

moving up in weight is even harder when your weakness is grappling

its true

look at the two division champs or almost 2 division champs. DC, BJ, Edgar, Randy, machida. Guys like conor, holloway, condit, diaz, anderson, etc are going to have much more problems going up in weight. but but anderson... was matched up vs guys that couldnt wrestle on purpose

conor has a chance at LW because he's one of the best mma punchers of all time, huge for FW, and the gap between divisions is only 10lbs vs 15-20 in other divisions. and even still, conor is going to have his hands more than full with the grapplers. his best chance is vs guys like cowboy and formerly pettis. the better the wrestling the more problems conor will have

 

[Melas Chasma]

I look at the current LHW Champion, Daniel Comier and can say with confidence that he can easily coast through some of the bottom 15 guys in the heavyweight like Roy Nelson, Ruslan Magomedov and Big Foot Silva. Hell, he actually coasted through 2 of these fighters with ease and also coasted through Josh Barnett who is currently ranked no. 10 in HW.

I also look at former MW Champion, Luke Rockhold (not using Bisping for obvious reasons) and can say also with confidence that he can easily coast through some of the bottom 15 guys in the LHW division like Patrick Cummins, Misha Cirkunov and Gian Villante.

Same with potential UFC WelterWeight Champion, Stephen Thompson (using him for obvious reasons). I see him cruising through some of the bottom 15 guys at MW like Tim Kennedy, Rafael Natal and Thiago Santos.

Former UFC LW Champ, Dos Anjos can cruise through bottom 15 guys at WW like Albert Tumenov, Tarec Saffiedine and Gunnar Nelson. RDA destroyed Cowboy twice who is now destroying some decent guys at WW. Cowboy decided to move to WW after being wrecked by RDA during their last fight.

However when it come to Conor, the story becomes a little dicey. I have a hard time believing Conor can walk through currently ranked no.14 LW guy, Gilbert Melendez. It's going to be a tough fight for him and he might lose. The same with guys like Will Brooks, Al laquinta and Rashid Magomedov. These are all very tough fights for Conor and there is a likely possibility he might lose.

So back to the question. Is LW stacked with a lot of talented fighters or is Conor not that really talented?

LW is the most stacked division there is, AND, Conor is not a big LW. And he might still easily beat all of those guys you mentioned.

 

[The Beast Within]

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

lol the way alvarez swings.... i can swing like that too, there's no technique, #conorbless next lw champ