I show you elsewhere how to lie with statistics. Here I'm going to show you how to lie with logic.
Maths is really interesting. In fact, all positive whole numbers are interesting. It's not hard to see that's the case for small numbers. For example, one is the only number that you can multiply something by and get the same something back. Two is the only even prime number. Three is the DVD region code for many East Asian countries. OK, I was struggling a bit with that last one, but you get the idea.
Listing examples doesn't constitute a proof, of course. But in fact it's easy to prove that every single positive whole number is interesting, from one upwards.
Suppose that not all positive whole numbers are interesting. (Yes, here comes another proof by contradiction). Then there must be some uninteresting ones, and one of them must be the smallest. But that is a very interesting property, isn't it? (Most people look puzzled at this point, but if you're a true mathematician, you will immediately answer "Yes!"). So the smallest uninteresting number is both uninteresting and interesting. There's our contradiction, and so there can't be any uninteresting numbers.
Onward to infinity.