Yes, I got that the first time. I don’t think you are appreciating the difficulty of coding even relatively simple utility functions. A couple of ASCII characters is practically nothing!
ASCII characters aren’t a relevant metric here. Getting within 10 bits of the correct answer means that you’ve narrowed it down to 2^10 = 1024 distinct equiprobable possibilities [1], one of which is correct. Sounds like an approximation to me! (if a bit on the lower end of the accuracy expected out of one)
[1] or probability distribution with the same KL divergence from the true governing distribution
Re: “10 bits short of the needed message”.
Yes, I got that the first time. I don’t think you are appreciating the difficulty of coding even relatively simple utility functions. A couple of ASCII characters is practically nothing!
ASCII characters aren’t a relevant metric here. Getting within 10 bits of the correct answer means that you’ve narrowed it down to 2^10 = 1024 distinct equiprobable possibilities [1], one of which is correct. Sounds like an approximation to me! (if a bit on the lower end of the accuracy expected out of one)
[1] or probability distribution with the same KL divergence from the true governing distribution