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Cake day: July 22nd, 2023

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  • But by that definition passing the Turing test might be the same as super human intelligence. There are things that humans can do, but computers can’t. But there is nothing a computer can do but still be slower than humans. That’s actually because our biological brains are insanely slow compared to computers. So once a computer is better or as accurate as a human it’s almost instantly superhuman at that task because of its speed. So if we have something that’s as smart as humans (which is practically implied because it’s indistinguishable) we would have super human intelligence, because it’s as smart as humans but (numbers made up) can do 10 days of cognitive human work in just 10 minutes.














  • “Linux is ready” - which distro? Fractional (sometimes even non-fractional) scaling is a mess. Most things that go beyond changing the wallpaper image need some command line stuff. Linux Desktop is for nerds and definitely not ready.

    Yes it works fine if you know what you are doing but most people don’t. There is often not one thing of doing stuff, but hundreds. It already starts with the selection of a distro how would a “non-computer-person” decide on a distro. Just try them out? Install twenty different distros because reasons?

    Unless resources are pooled into a single distro to polish it and make a defacto standard for ordinary people, homes and offices, Linux is not ready. If I need the freaking terminal because I want to see the day of the week next to the date it’s not ready.


  • That’s not really true and it depends on what you mean. If your decimal datatype has the same number of bits it’s not more accurate than base 2 floats. This is often hidden because many decimal implementations aren’t 64 bit but 128 bit or more. But what it can do is exactly represent base 10 numbers which is not a requirement for a lot of applications.

    You can use floats everywhere where you don’t need numbers to be base 10. With base 2 floats the operations couldn’t be more accurate given the limit of 64 bits. But if you write f64 x = 0.1; and one assumes that the computer somehow stored 0.1 inside x they already made a wrong assumption. 0.1 can’t be converted into a float because it’s a periodic in base 2. A very very pedantic compiler wouldn’t even let you compile that and force you to pick a value that actually can be represented.

    Down the rabbit hole: https://zeta.one/floats-are-not-inaccurate/