> We need robustness in the global economy more than some megajillionaire needs another half cent per customer in profit.
Exactly this.
Economies follow the same general principles of our distributed products. There’s good reasons you pay extra and lower efficiency (a bit) to have redundancy and resilience. We saw that we need more of it during COVID lockdown chaos.
Generally lowering tariffs has been a good thing overall, but there’s a point where it stops being beneficial.
> Getting macOS code signing and notarization working in CI was honestly the hardest part of this project. If anyone is distributing a macOS app outside the App Store via GitHub Actions, I'm happy to answer questions — the workflow is fully open source.
You're not kidding! That's actually the first thing I looked at in your Github Repo. It's annoying as I made a neovim gui and downloaded it from GH and couldn't run my own app until I dug into some hidden place in the Settings App. Definitely super helpful to see how it's done.
I'm digging the app too! As another commenter said it'd be cool to see the comments as native SwiftUI elements as well. :)
> Getting macOS code signing and notarization working in CI was honestly the hardest part of this project. If anyone is distributing a macOS app outside the App Store via GitHub Actions, I'm happy to answer questions — the workflow is fully open source.
I'm thankful that it's largely a "once it's working, it rarely breaks". If it does break, it's usually because I have to sign in to the developer portal and accept some contract somewhere. Error messages in CI rarely indicate this is the case sadly.
The byzantine and overly complex nature of FreeIPA is a feature not a bug. It lends itself to consulting money for RedHat et al in those legacy markets. Sure, the server might be free but good luck getting it running.
For more complex projects I find this pattern very helpful. The last two gens of SOTA models have become rather good at following existing code patterns.
If you have a solid architecture they can be almost prescient in their ability to modify things. However they're a bit like Taylor series expansions. They only accurate out so far from the known basis. Hmm, or control theory where you have stable and unstable regimes.
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