Never heard of Jdownloader, does it offer any benefits over yt-dlp?
Never heard of Jdownloader, does it offer any benefits over yt-dlp?
Windows is just not quite there yet for desktop use. Give them a few years to clean up their sharp edges and clunky UX and add some long overdue features, then maybe it’ll be a real alternative.
With the 10G NIC upgrade, I would see some use in this if it ran Linux
I have also encountered games that needed tweaking (like changing settings in an .ini file that weren’t visible in the game’s menu) to run in an acceptable way on windows. Does this mean that Windows is ‘not quite there yet’, or is the game to blame?
I hate Microsoft as much as the next guy, but which drivers do you have in mind? You can install Linux on almost any machine, and if there are driver issues the culprits are usually nvidia, realtek, etc. for which Microsoft is hardly responsible.
The big Windows 10 problem is that it is Windows.
Ok, I’ll bite. How can a corporation not be capitalist?
What do you mean? I remove all vendor keys and enroll my own secure boot keys. This way only my install with my bootloader signed by my keys will boot.
Not FOSS as far as I can tell. Maybe it’s no concern to folks running MS stuff already, but IMO closed-source is a red flag for trustworthiness.
Not familiar with iphones, can’t you just use plain wireguard?
Not related to the refund at all, but: Why would you turn off the monitor and not the computer? Even when idling it eats way more power than a monitor in standby.
Seems like something you would think about while, you know, designign a product? And not after its release?
The natural representation would be the transient solution u(t) or i(t). Harmonic solutions are merely a special case, for which it turned out complex numbers were useful (because of the way they can represent rotation). They certainly serve a purpose there, but imo this is not an instance of ‘complex numbers appearing in nature’.
But that is hardly a ‘natural occurence’ of complex numbers - it just turned out that they were useful to represent the special case of harmonic solutions because of their relationship with trig functions.
On Calyx you can choose the time (between 1h and 72h)