Is there any chance that a 1300 rated player can beat a 2700 rated player?

Only in mathematical terms. In practical chess terms there is no difference.

Not to mention, our universe might be just on of a countless number of em.

possible i am rated 389 JCL but i defeated a 800~ player in an OTB tournament today (not to mention that my rating is now probably above 400

Ultimately though, if a 1300 player beats a 2700 player, has he really 'beaten' him? Really it would just be probability and incredible luck, the 1300 player certainly wouldn't appreciate the actual depth of the moves he made by chance.

Perhaps that 'multiverse' is only one of a countless number of 'multiverses'

Might be the case. :)

And perhaps that... oh never mind

Could be a hacker just like you, making that same statement in another universe far FAR away.

By your hypothesis, in a countless number of far away universes.

If there are other universes, would they be theoretically accessible through the conventional dimensions of X Y Z and T? Or would they exist on some mysterious 'other plane'?

Weird stuff - I don't know a lot about physics but it's interesting and sort of makes your head explode trying to think about it.

Weird is right. It's not my hypothesis, and I know little about it, but other universes would never be accessible to us.

NO.

A 1300 player can beat a 2700 player only if the 2700 intentionally loses.  It is virtually impossible.  It is even more ulikely than a 6 year old beating a competitively trained Nigerian Marathon runner in a 26 mile marathon. Those guys are really good. I believe they can run the whole marathon runnng an average of less than 4 minutes a mile. Same concept.

Not quite....... 120 minutes has never been broken

You're insane. Nobody has done that for 3 miles, let alone 26.

They average about 5 miles per hour, but that's still damn good. Update. I meant 5 minute mile. About 12 miles per hour.

actually, they do 12+ mph. An it's the Kenyans and Ethiopians, not so much Nigerians.

I think he meant 5 minute miles, but they are normally around 4:50 I believe.

I wonder some times if our imagination is wider then the Univers?  But,  wait a minute;   Don't you see!  The answer is wright here in this words I just Wrote. what do you think?     O, O,  IM pfren the monkeys may need some time to learn the game, more importantly the consept of the word [ GAME ]  itself.

His name is Aryan Chopra. You can check out.

Yeah sure!

He can just smack a punch on his face!