You can define any space as "not crowded" if you narrow it down enough. That was the point really, they entered a crowded space & re-defined it with their offering.
> You can define any space as "not crowded" if you narrow it down enough.
I mean, you’re technically correct¹ but that’s not exactly helpful because the inverse is also true: You can define any space as “crowded” if you widen it enough.
That is to say it is perfectly plausible I am wrong and the space was crowded, but that argument doesn’t really prove or disprove it.
> That was the point really, they entered a crowded space & re-defined it with their offering.
Especially if you allow someone in the space to redefine it. At that point all bets are off and anyone can claim anything.
