enriquto
Besides linking to bookshop and amazon (weird choices in my opinion), you could also link to bookfinder, anna's archive, libgen. That would be really useful.
I feel safer, as a user, enjoying the freedoms that the AGPL provides me. (No evil middleman will be able to give me non-free versions of this program.)
Meanwhile no high speed rail between València and Barcelona, because that would somehow erode the power of the central elites.
Does it mean that it's only viable to use the zig programming language if you can have "their team" on speed dial?
Why is that? It reminds me of the XFree86 times when building from source was some unstable, fancy thing that was severely frowned upon.
Why choose to break user boundaries? Why can't docker images be files in the possession of each user?
Why doesn't docker respect unix filesystem permissions? I use docker on a shared server, i can delete docker images of other users. This is bonkers.
Is it a defect of a particular docker setup (following standard instructions on ubuntu), or it's an intrinsic feature of docker itself?
everyone is running different managers... I use evilwm on linux and cwm on openbsd. They are very similar (keyboard-driven, floating windows with no frames) with different default keybindings.
# Debian/Ubuntu
$ sudo apt update && sudo apt upgrade -y
But this is equivalent to syspatch && pkg_add -u , this does not upgrade the computer from one version of the OS to the next.They are purposefully iconoclast with whatever aesthetics are "socially acceptable" for mainstream nerds. For example, their use of comic-sans in official presentations. Here they use ridiculous slop in front of an audience of conservative unix hackers. You can find it funny with the right mindset.
The upgrade mechanism from 7.9 to 8.0 is still gloriously simple, and exactly the same as it has been for many years :
ssh myopenbsdbox # log-in to your machine
doas sysupgrade # will log you out, go drink some coffee
ssh myopenbsdbox # log-in to the upgraded machine
doas sysmerge # (optional) solve merge conflicts of your cfg files
doas pkg_add -u # (optional) upgrade local packagesAre you talking about your phone here?
Maybe this is a question of point of view? I find github's stance on slop extremely radical (and totally contrary to my own values). At the same time, github is obviously enshittified, so I don's see the point in using it anymore.
You still have gitlab, which is some kind of middle ground. And if you only need to store private config files, you can host a private instance of forgejo--or a bare git repo--for much less than a sourcehut subscription. I hope you find your place! (still, I'm curious why your config files are AI slop, but that is another subject)
It would not not necessarily be practical, even if it ran in polynomial time. It may have cost O(n^c), with a totally out of order exponent like c=A(5,5) or whatever.
I'd guess the technically correct answer to this question is "yes". But sourcehut has very good mailing list support, that is essentially equivalent to github pull requests.
Still, I find the wording of your question a bit prejudiced... as if I asked "does github still require pull requests via a proprietary interface instead of just sending the patches?"
[0] sr.ht
[1] codeberg.org
This post, and particularly the two quoted sentences, has activated anger pathways in my brain that I didn't know existed... An extremely visceral, primary, response. I find it unbelievably jarring to read.
I'm already on it, man, don't need to convince me!
what's the problem with xeyes? it reads data on your computer and displays it. Just like vim or cat.
If, for some reason, you want to run a program that you don't trust, you should sandbox it from the outside. But granting full rights to distro-provided programs like vim or xeyes is perfectly sane. Just like you trust your kernel.
in common parlance, theft
<tr>
<td> first
<td> second
<tr>
<td> what
<td> ever
I find it simpler and cleaner than any of the markdown table markupsthe discrete version is much clearer to me. Suppose you have a function f(n) defined at integer positions n. Its "derivative" is just the difference of consecutive values
f'(n) = f(n+1) - f(n)
Then the fundamental theorem is just a telescopic sum: f(b) - f(a) = \sum_a^b f'(n)One of the few bitmap fonts (with terminus) having somewhat complete unicode support and going to very large pixel sizes, so that they are visible on modern screens with tiny pixels.