As it works for Bitcoin puzzle 1-160 with bsgs, it should also work for all BTC that are in mempool and public keys have been revealed.
I have a number in my head, it is between 1 and 5. I'll give you 5 tries to guess that number. Did you get it right? Cool.
Now I have a number between 1 and 1000000 and I'll give you 5 tries to guess it. Did you get it right? No? huh.
Now I have a number between 1 and 115792089237316195423570985008687907852837564279074904382605163141518161494337 and I'll give you billions of guesses. Did you get it right? No. You can't because you aren't fast enough in guessing numbers before the universe ends. And that's what the bitcoin private key range is.
That's exactly what the puzzle is proving as well. You can spend lots of computing power, even pool the work with others and by aggregating your computing powers be able to go through a much larger number of keys but it still is not enough to break a key that is in a much smaller range, as it is evident from how increasingly difficult it is getting to break the subsequent keys in that puzzle. It is impossible to break the 2
256 range.