Wondering if anyone here has changed their opinion on open sourcing their projects or contributing to open source now that LLM's are a thing...
I don't know yet what I think, but my latest side project I decided to create privately on github.
Comments URL: https://news.ycombinator.com/item?id=44864291
Points: 11
# Comments: 6
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11 авг. 2025 г., 15:40:16
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Article URL: https://susam.net/primegrid.html
Comments URL: https://news.ycombinator.c
Article URL: https://linch.substack.com/p/ted-chiang-review
![A general Fortran code for solutions of problems in space mechanics [pdf]](data:image/png;base64,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 "A general Fortran code for solutions of problems in space mechanics [pdf]")
Article URL: https://github.com/ClemensElflein/OpenMower
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