• 0 Posts
  • 171 Comments
Joined 7 months ago
cake
Cake day: October 16th, 2025

help-circle

  • I believe that, but… why should that be the case? It’s a convention without a reference or motivation. I remember when they were new and I really had nothing to refer to and just having no idea whether they were on or off. The fact that I’ve got used to them now isn’t really that forgivable. In contrast, checkboxes not only have convention behind them, but mimicked filling in paper forms which many people were and are familiar with anyway. The idea that “filled” is on and “empty” is off seems inherently more intuitive even if you’ve never filled in a form if you just know that the concept of forms that you fill in exists.


  • GNOME settings pages don’t have “apply” buttons. When do you think a selection from a drop-down or numerical selector takes effect?

    Yes, most settings now take effect immediately, and that’s great. (I think KDE still prefers a separate “apply” step though). That is (still) separate from the decision of how to style something which turns something on and off, which is what I’m complaining about. I don’t take any issue with having things apply immediately.

    You raise visual impairment, which is exactly why I’m complaining. Look at the image and tell me, which of the controls is on, and which is off?

    image


  • Taking effect instantly is not really indicated by the control shape; it’s indicated by whether or not the form has a button equivalent to “apply”. Settings pages with checkboxes that applied immediately have been common for years; this distinction is not nearly as clear cut as you make out. I suspect what is going on is that both toggle switches and the removal of a separate apply step has gone on gradually at the same time.

    But a good thing to think about is all the other controls: drop downs, text entry boxes, date pickers - these have no second version which might apply instantly or not! So it’s a mistake to think that information is conveyed by the look of the control.














  • FishFace@piefed.socialtoScience Memes@mander.xyzafter you pi
    link
    fedilink
    English
    arrow-up
    4
    ·
    2 months ago

    Thanks for the correction - misremembered that.

    A slight clarification in return: the constructible numbers are a strict subset of the algebraic (i.e. non-transcendental) real numbers.

    (The constructible numbers are those numbers resulting from the closure of the rational numbers under square roots.)

    This means that although the proof of pi’s transcendentality proved that squaring the circle is impossible, it could have been the case that pi was neither transcendental nor constructible. A simple example of such a number is the cube root of 2.