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Joined 1 year ago
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Cake day: July 4th, 2023

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  • Meds worked wonders for me, exercise also helps have a bit more energy.

    The most important thing i wish i knew is that you’ll find something that works for you and it’ll be great, but it will eventually stop working for you. Thats ok, it’s a constant cycle where you’ll have to change your approach multiple times. Don’t get discouraged though, expect it and embrace it.










  • Well, yes, we all benefit. Most often than not, improvements on steamdeck directly translate everywhere else, but not always. I believe the steam client HW acceleration has been broken for nvidia gpus for a while now(?).

    Don’t get me wrong, gaming on linux is better than its ever been. But i wish it would take into account linux as a whole and not just one specific piece of hardware.








  • If someone didn’t bother to use 3rd party apps, they probably wouldn’t bother to switch to a whole new platform. Also federated sites are not intuitive and lemmy is scary of you go in without understanding that.

    I mean, google lemmy and you don’t get much, its not a .com but rather there’s tons of instances which would just look like fake sites. And the design of the official site doesn’t exactly scream trustworthy. Im pretty tech literate and i had to find a tutorial to join the fediverse.

    Im assuming there’s a bunch of folks who just don’t care to put that effort in so they’ll just stick around until it fails to meet their low standards.



  • nachom97@lemmy.worldtoMemes@lemmy.mlMind=Blown
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    1 year ago

    Yes, thats what we’re saying. No one said it’s an infinitesimally small difference as in hyperbolically its there but really small. Like literally, if you start with 0.9 = 1-0.1, 0.99 = 1-0.01, 0.9… n nines …9 = 1-0.1^n. You’ll start to approach one, and the difference with one would be 0.1^n correct? So if you make that difference infinitely small (infinite: to an infinite extent or amount): lim n -> inf of 0.1^n = 0. And therefore 0.999… = lim n -> inf of 1-0.1^n = 1-0 = 1.

    I think it’s a good way to rationalize, why 0.999… is THE SAME as 1. The more 9s you add, the smaller the difference, at infinite nines, you’ll have an infinitely small difference which is the same as no difference at all. It’s the literal proof, idk how to make it more clear. I think you’re confusing infinitely and infinitesimally which are not at all the same.