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kylebebak

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kylebebak
·w zeszłym miesiącu·discuss
npm supports this now as well, with e.g. `min-release-age=7` in `.npmrc`
kylebebak
·4 miesiące temu·discuss
There's no such thing (parent likely borrowed this term from the video game industry)
kylebebak
·5 miesięcy temu·discuss
"For my friends, everything; for my enemies, the law"
kylebebak
·6 miesięcy temu·discuss
> You think it’s a good idea for foreign countries to overturn domestic elections?

I certainly don't, and I don't speak for the person you replied to but I figure most people commenting here don't think that either

> The Bolivarian regime came to power in a free and fair election

Hugo Chavez was elected president legitimately in 1998, so it's true that the Bolivarian regime came to power fairly. But just about nobody that's paying attention thinks Maduro won the presidential election in 2024. Elections were held, Maduro lost (by a huge margin), and he continued being president anyway

https://en.wikipedia.org/wiki/2024_Venezuelan_presidential_e...
kylebebak
·8 miesięcy temu·discuss
There are terms for the combined effects of drinking alcohol and smoking weed. Cross-faded in English, pachipedo in Spanish. I find these terms and the effects they refer to enjoyable.
kylebebak
·w zeszłym roku·discuss
Adiós Brian, thanks for the music

https://www.youtube.com/watch?v=3wWBV3QCbGE&list=PLhinduWcIK...
kylebebak
·w zeszłym roku·discuss
Everybody is a star

https://www.youtube.com/watch?v=3-1s2gqDs_U
kylebebak
·w zeszłym roku·discuss
In each frame of the simulation there's a small random chance that a fox dies (of starvation), and that a rabbit reproduces. The start positions and velocities of the rabbits and foxes are also random

The foxes and rabbits code is the same code in the simulation, I just recently put it on GitHub so I wouldn't lose it
kylebebak
·w zeszłym roku·discuss
A long time ago I wrote code to run a visual simulation that combines flocking behavior with Lotka-Volterra dynamics

https://www.youtube.com/watch?v=-_JWAh0lP8Q

It's a stochastic simulation (no differential equations), but it produces predator-prey population swings that are pretty close to the Lotka-Volterra model