Void Linux, is arguably one of the most underrated Linux distributions with incredible scripting potential. The article delves deep into some of my favorite features of it.
Is void different? Does it have a user repository that provides binaries directly?
My familiarity is with AUR, which does not provide the binaries directly. I suppose you can write a PKGBUILD that only installs a binary, but you could do the same with ebuild.
On binary support, I imagine you’re right. Binary support in gentoo is new. I imagine it will only get better.
well my point was that obscure software is “often” (in my experience) packaged only in GURU, while void has official packages. My guess is that it is because GURU is official-ish while void has no such thing so there is bigger “pressure” to build binaries.
I didn’t look much into void, but when I did, gentoo’s repository is much larger and there are many packages that I’d call obscure that happen to be in the main repos.
The situations I’ve had to reach to guru are rare. I bet that gentoo has more obscure stuff in its main repo, though I don’t have the numbers to prove it.
Is void different? Does it have a user repository that provides binaries directly?
My familiarity is with AUR, which does not provide the binaries directly. I suppose you can write a PKGBUILD that only installs a binary, but you could do the same with ebuild.
On binary support, I imagine you’re right. Binary support in gentoo is new. I imagine it will only get better.
well my point was that obscure software is “often” (in my experience) packaged only in GURU, while void has official packages. My guess is that it is because GURU is official-ish while void has no such thing so there is bigger “pressure” to build binaries.
I didn’t look much into void, but when I did, gentoo’s repository is much larger and there are many packages that I’d call obscure that happen to be in the main repos.
The situations I’ve had to reach to guru are rare. I bet that gentoo has more obscure stuff in its main repo, though I don’t have the numbers to prove it.