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I'm just going to have to straight up disagree with this. Being trained in Philosophy I have learnt that if an argument can't stand up to any hypothetical situation (as unreasonable as that situation may be) then the argument needs to be re-evaluated. This, of course, makes things extremely difficult. Welcome to Philosophy!
I can't agree with you there. That only applies to generalized statements that are supposed to apply to all theoretical situations. For example if you say "all cats are white" and I show you a black cat, or imagine one without creating some kind of logical contradiction, you're proven wrong. But if you say "all cats in my house are white" and I imagine bringing a black cat into your house... well, no, you're not disproven at all. See this is not a problem in science or theoretical philosophy but in sociology. Only allowing arguments that take into account all theoretically possible scenarios would be foolish because the more improbable ones will not actually happen in real life or may even be contradictory (in which case you wouldn't have to consider it). For example your idea of some country with 10^8 cubers but nobody under a minute - I'd say this is effectively impossible since enough people are competitive that they would want to put in the effort to break the national record, and getting under a minute is not at all difficult. Of course perhaps you could choose some kind of set of people like "elderly people with finger/hand arthritis" or "blind people" or "people who refuse to touch a Rubik's cube with anything but their feet" but that is simply not how countries are made sociologically, even if it might be theoretically or mathematically possible to create a country designation for one of these groups.
By the way, I think the cubing community is still really a very small sample space. From Arnaud's argument we can clearly see there are groups of cubers who live close enough or are good enough friends to motivate each other to get faster. We saw this too with Matyas, Milan, and Mate all getting sub-2 master magic solves together. But a lot of these very fast people got in early and perhaps taught their friends early on too, and so I'd say most of these communities started when the community was smaller still. The thing is that there are not too many of these "minicommunities" of very fast friends in the world, so it's unbalanced because of small sample size. This means that when the top ranks are dominated by a particular country it's often because of these people encouraging each other. I think in a few more years we will see more of these minicommunities spring up, and maybe when there are a few hundred groups of fast people we may see the larger countries having more of them.
The US already has at least two separate communities, in fact. There are the east coast cubers and the west coast cubers, and, although they are entirely friendly and people from one group go to the other group's competitions every now and again, many competitions in the US are dominated by the group they are closer to, and people often feel more loyal to their coast than to the country as a whole. Isn't the situation of two neighboring European countries something like this?