Ok, I don't mean to do a fight, but I'm interested to find out what people think. Right now, based on stats alone, basically grandslam titles, weeks at no.1, consistancy, etc. Federer is without a doubt the GOAT.
Now here's the senario. Let's say Federer's rivalry against another all-time great Nadal ends 7-20 including 2-9 in grandslams (it's maybe extreme, but it's just a senario), would that be a valid reason to reconsider Federer's claim of GOAT status? The fact that he was owned by his biggest rival and never found a way to stop him? Or would the stats & titles alone, and consistency over the years, be enough?
Personally, I think if he's truly the GOAT, he would be able to find a way to do something about Nadal. So far he trails 7-14, and most importantly 2-6 in grandslams. I know that Federer fans will talk about surfaces & clay, but the fact remains that Nadal has beaten Federer in grandslams on hardcourt, grass and clay, while Federer has done it only on grass. So it's no excuse why Federer can't beat Nadal at the French Open, in 4 tries! Nadal did find a way to beat him at Wimbledon!
But back to the senario, what do you think?
Now here's the senario. Let's say Federer's rivalry against another all-time great Nadal ends 7-20 including 2-9 in grandslams (it's maybe extreme, but it's just a senario), would that be a valid reason to reconsider Federer's claim of GOAT status? The fact that he was owned by his biggest rival and never found a way to stop him? Or would the stats & titles alone, and consistency over the years, be enough?
Personally, I think if he's truly the GOAT, he would be able to find a way to do something about Nadal. So far he trails 7-14, and most importantly 2-6 in grandslams. I know that Federer fans will talk about surfaces & clay, but the fact remains that Nadal has beaten Federer in grandslams on hardcourt, grass and clay, while Federer has done it only on grass. So it's no excuse why Federer can't beat Nadal at the French Open, in 4 tries! Nadal did find a way to beat him at Wimbledon!
But back to the senario, what do you think?
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