ns1

joined 2 years ago
[–] ns1@feddit.uk 2 points 3 days ago* (last edited 3 days ago)
[–] ns1@feddit.uk 36 points 3 days ago (10 children)

Who else is thinking of that one scene near the start of Star Trek VI: The Undiscovered Country?

[–] ns1@feddit.uk 1 points 4 days ago

Golden lobsters are exceptionally rare, with some estimates suggesting they occur in as few as one in 30 million individuals

I had no idea these existed or that they're so unusual. The picture just looks like a lobster but yellowish, I had to force myself to remember that they're meant to be blue.

[–] ns1@feddit.uk 2 points 6 days ago (1 children)

Thanks very much for this response! Good information for people like me who are interested to read more.

I think the point I was trying to make is that there are multiple reasons instead of one, and none of them are simple or easy. Understanding how those six things happen is subtly different to asking why they happen, which might be why we've got such a range of comments here and why the scientists in the article couldn't agree on their answer.

[–] ns1@feddit.uk 2 points 6 days ago

In the informal sense that everything breaks eventually then yes. If you're talking strictly in terms of physics, humans increase entropy just by existing, by eating calories and generating body heat, and that would still be true if we didn't age.

[–] ns1@feddit.uk 2 points 6 days ago (1 children)

Yes, I've heard similar things before and that's probably the closest thing to a true explanation. It's a purely genetic line of reasoning which raises a lot of questions though: What's the biological clock that controls the timing of when genes activate? Which/how many genes are responsible for aging and does everyone have all of them? Could animals be selectively bred for longevity indefinitely? Some of these questions might have partial answers already but I don't know them.

Thanks for the paper, it's interesting and I definitely couldn't follow the whole thing. It says at one point that the findings are consistent with the theory that organisms age to make way for their offspring. I've heard of the slightly different version where it's just random genes that don't have any benefit but the downside isn't bad enough for them to be selected against.

[–] ns1@feddit.uk 16 points 1 week ago* (last edited 6 days ago) (10 children)

It's funny how everyone tends to assume that there is a very obvious and well-known reason why we age, and people are usually shocked to find out that, like the article demonstrates, ~~science kind of doesn't really know~~. We know a lot of the mechanisms of course and I'm sure any doctors here can explain them, but it's not like there's one simple and universal explanation.

Edit: some commenters have pointed out that aging is very well studied so I'm crossing out the part that could be misleading and will add only: it's complicated

[–] ns1@feddit.uk 6 points 1 week ago (3 children)
[–] ns1@feddit.uk 2 points 1 week ago (1 children)
[–] ns1@feddit.uk 6 points 1 week ago* (last edited 1 week ago) (1 children)

Here is the joke for anyone wondering:

https://en.wikipedia.org/wiki/Bar_joke#First_recorded_example

A dog entered into a tavern and said, 'I cannot see anything. I shall open this'

Tl;dr of the video:

spoilerthe bar is so lame that the dog plans to open his own bar

[–] ns1@feddit.uk 19 points 1 week ago (1 children)

Some people here can remember a time when most computers had just a keyboard and no mouse!

[–] ns1@feddit.uk 3 points 1 week ago

It exists! https://github.com/michelcrypt4d4mus/fedialgo_demo_app_foryoufeed

Not sure if this is what you found already, you should be able to log in to your usual instance then use it in the same browser without sending anyone your credentials. Or self host if you prefer.

 

Credit: Rasmus Direct link: https://mathstodon.xyz/@rasjor/115924337017307626

Excerpt of a monohedral 11-gon tiling of a non-compact surface embedded in 𝑅³. (3 11-gons at every vertex)

The surface splits 𝑅³ in two, so that the space within the dodecagonal tunnels is on one side and the space in the hexagonal tunnels on the other.

The labeled dual edges of the tiling form a partial Cayley surface complex of the group:

G = ⟨ f₁, f₂, f₃, t₁, t₂, t₃, t₄ ∣ f₂², t₃², f₁², t₂², f₃², t₄³, t₁³, (t₁t₄)², f₁t₃t₄⁻¹, f₃t₁⁻¹t₂⁻¹, (f₁f₃)², f₂t₂t₃⁻¹⟩

 

Some random defenses from my vanilla game

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