That does look a lot like eternit https://upload.wikimedia.org/wikipedia/commons/f/f1/Eternit_2.jpg

What would be better though?
I have my problems with mozilla, but between apple, google and mozilla, they absolutely win in my book.

While I’m completely disinterested in football, and I do think the craze is often more than a bit much, this is just overly reductionist. Does everything one cares about and finds fun/interesting necessarily need to have intrinsic value? I’d say no.

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Of course bad designs overheating the leds do lead to some cars models (and brands) burning out their LED’s, but as a general statement its still true.

LED’s generally outlast the car

a real life example? you mean like a photo of a person next to a router?

depends a lot, but yes some lights are like that.

“Your password doesnt meet the required 64 bits of entropy”

they never specified it to be scientific or rigorous.

This could have been amazing if integrated into a district heating network.

♫ Voulez-Vous Coucher Avec Moi Ce Soir ♫

Yes, I can imagine. It’s done literally all the time, in every genre.

alternate caption:
“has feet”

this sends a clear message though. No the old “just hook them, then we have guaranteed income forever” isn’t actually working. That’s great.

Thats why I’m saying borders on. I know it’s not technically plagiarizing, but they really did just lift the video into text form and call it their own article.

Yes they credit her, but what did they actually add themselves?

The article is essentially a text version of that video.

Huh, this borders on plagiarism.

This article is essentially a transcription of this video https://youtu.be/WnzR5aOElvw

shoelaces can be a tangled mess yet not properly knotted

this is why I love it!

Entropy always increases.

There’s one way for a cable to be untangled, and an incalculable amount of ways for it to be tangled. When letting it randomly change state it is very improbable for it to randomly end up in the untangled state.

Same for shoelaces, there is but a few ways for the shoes to be properly knot, and a comparatively essentially infinite ways for them not to be.

I know it’s a joke, but I find this perspective fascinating.