Is Edgar/McGregor a squash match?

[Epicness]

For either guy?

My friend and i are currently debating this, he thinks Conor would sleep Frankie easily, i think Frankie would be able to eat a clean punch from him, take him down and TKO or sub him easy. Only X factors IMO are Edgars durability (chin has to crack at some point) and reach disparity.

Thoughts?

 

[AC1D1K]

if he can put mendes to bed i dont see why he couldnt do the same to conor

 

[wilKO]

Edgar could not eat Conors power. Gray Maynard had him spinning countless times about a decade ago. Edgar would be just another midget that Conor ruined. Or Conor would get wrestled to a loss. Either way someone would get owned.

 

[cambo78]

Edgar won and defended championships and even ko'd Mendes. Edgar/Conor should be a much better matchup.

 

[Starkist]

Honestly I think it be a good match and could go either way. Conor by ko/tko edgar by decision. Edgar has good cardio so he wouldn't get tired like mendes. Conor has more power speed snd accuracy than Benson or maynard.

 

[Egészségére!]

Frankie is a top tier fighter, but this matchup favors McGregor

again

 

[Codpiece]

Conor's accurate and (at least early on) very fast. That combined with his reach advantage has me thinking he's a bad matchup for Frankie.

Frankie chain his striking and wrestling in a very effective manner, but I just cannot see his footwork and head movement confusing Conor. Add to that if Conor does hit Frankie clean (and I think he would) and hurts him then Conor is very likely to finish Frankie.

The size disparity is marked, and Conor is as good or better than any of the fighters Frankie has faced in the past.

 

[SeaLevelMizugaki]

Only way i see Frankie taking it is by decision. He cant sub or KO him.

 

[Substance Abuse]

Only way i see Frankie taking it is by decision. He cant sub or KO him.

Frankie couldn't sub Conor? Lol

 

[det_regnar_på_vår_kärlek]

if he can put mendes to bed i dont see why he couldnt do the same to conor

*** On short notice

 

[Robbie Corleone]

I think McGregor wins this fairly comfortably within the first 2 rounds via ko

 

[Stevanchez]

Is it a squash match? No, it's an imaginary one.

 

[Killroy]

This isn't an easy matchup for either fighter, definitely not a squash match. I can see McGregor hitting Frankie often enough and stuffing his takedowns and eventually landing the KO or TKO in the third round but I could also easily see Frankie taking Conor down, landing some ground and pound and just tiring him out and sub or TKO him in the fourth or fifth round.
Would be an interesting fight.

 

[SeaLevelMizugaki]

Frankie couldn't sub Conor? Lol

 

[The Witcher]

Yes edgar gets beaten mercilessly and finished, quickly.

 

[gunlok]

Imaginary fight for both guys

 

[Johnnny]

Is Edgar/McGregor a squash match?

 

[Obsidian Fracture]

I'm pretty sure that Conor asshole is retired.

 

[PEDS Help me Post]

I dunno.... Frankie is pretty one-dimensional compared to his opponent in this one.

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

 

[12ga.]

Conor is overrated at LW but FW he handles most. He's too big for frankie and has been given 6 years by Dana to work on TDD. I think Conor would beat Frankie in a 3 rd fight. 5 rounds it's a pick em.