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Cake day: June 27th, 2023

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  • The UN doesn’t have any particular claim to the word “international”, except insofar as anything they do is international because the UN itself is international.

    Other organisations, or even loosely affiliated groups of nations, can do international things because the word just means something like “between nations”.


  • Given that we’re discussing the behaviour of phones, I’m quite certain that there was never a time when they generally had line out ports. Also, I can’t imagine people are connecting their Bluetooth speakers to the wrong interface.

    What you’re describing is still wishful thinking, because there’s no world where every consumer device is going to have accurately calibrated volume regardless of whether there’s a protocol which specifies it.








  • Those two things aren’t being claimed by the same people.

    There are people with functioning brains, who are aware that AI is shit at programming, and there are managers who have been sold a sales pitch and believe that they can replace half of their software engineers.

    AI doesn’t actually need to be effective to cost a bunch of jobs, it just needs to have good salespeople. Those jobs will come back when the businesses which decided to rely on AI discover the hole they’ve dug for themselves. That might not be quick though, because there’s no rule saying that major businesses will have competent leaders with good foresight.





  • MartianSands@sh.itjust.workstoScience Memes@mander.xyzblursed
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    7 months ago

    Sure, but there are far more things which will kill the entire person at the same dose they’ll kill the cancer than things which can be carefully controlled by choosing the right dose.

    These studies which claim to kill cancer in a petri dish usually turn out to be the former, because not killing the host is the difficult part








  • X^0 and 0! aren’t actually special cases though, you can reach them logically from things which are obvious.

    For X^0: you can get from X^(n) to X^(n-1) by dividing by X. That works for all n, so we can say for example that 2³ is 2⁴/2, which is 16/2 which is 8. Similarly, 2¹/2 is 2⁰, but it’s also obviously 1.

    The argument for 0! is basically the same. 3! is 1x2x3, and to go to 2! you divide it by 3. You can go from 1! to 0! by dividing 1 by 1.

    In both cases the only thing which is special about 1 is that any number divided by itself is 1, just like any number subtracted from itself is 0