its-octopeople

its-octopeople t1_j1ja27h wrote

I've been keeping an eye out for bot accounts using ChatGPT here on Reddit. I caught one the other day confidently claiming there were 'aluminum lounge bars' where you could be served a range of aluminum based drinks.

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its-octopeople t1_j1dtm62 wrote

Reply to comment by AcidNewports in gravitational pull by poor_kid_boon

There is a point between earth and moon with no net gravity. It's one of the Lagrange points (L1 I think). In this scenario, the bit of rope exactly at L1 would be under tension from the weight of rope extending to the moon on one end, and the greater weight of rope extending to earth on the other end.

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its-octopeople t1_j1dsfl1 wrote

The earth rotates once every 24 hrs, whilst the moon takes about 28 days to make a full circle. Your rope would wrap around the earth until it snapped.

If you let the earth end just dangle freely, it would move a little slower than the rotational speed of the earth 465m/s (1040mph or Mach 1.5), and alternate between dragging along the ground and being hoisted up into space, as the Moon moved in its orbit from perigee to apogee

If this was feasible (it isn't), you could grab the cable when the Moon is at it's closest, then hold on and let it pull you into space. Timed right, you'd get a maximum altitude of 42,200km, which is enough to get to geostationary orbit and then some

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its-octopeople t1_izhitkz wrote

The oligarchy already isn't really people. Yeah, your billionaires might be the public face, but the true form of the oligarchy is institutions. Which are not that far from AIs already. ChatGPT (for example) leverages human intelligence by extrapolating trends in human produced texts. Goldman Sachs (for example) leverages human intelligence by employing humans to perform tasks for it.

Institutional Intelligence already has little compunction to align its goals with human wellbeing. Pair it with machine intelligence and what happens? Do we just get a more efficient version of our current mess? Or do they take human will out of the loop entirely?

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its-octopeople t1_izh8lis wrote

And then if such machines are given important decision making roles, as seems likely, what does that mean for us? We've ceded control of our civilisation to the results of a linear algebra problem. Maybe it doesn't even matter - if we can't tell it apart from a genuine conscious being then for practical purposes it is one - but it feels like it should matter. Maybe we already ceded control to institutions and this is all academic. I don't know. I don't know if I can really articulate my thoughts about this

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its-octopeople t1_izgtgii wrote

Neural network AI, at least as I understand it, performs matrix operations on vectors. We're seeing systems of matrices that are pretty well optimized to their applications, but I'm sceptical you could ever meaningfully describe such a system as sentient. What is weirding me out, however, is that they don't seem to need it. Is sentience even necessary for human level intelligence? If no, what does that mean?

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its-octopeople t1_iykkm1d wrote

According to this article modern hunter-gatherers have much lower incidence of acne than industrial peoples, although the causes are not known. I can't vouch for the article, but it's thoroughly referenced

Edit to actually address the question: it's a reasonable inference from this that prehistoric people would also have less acne than modern industrialised people

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its-octopeople t1_iyd7xq4 wrote

Okay, not parallel lines but parallel geodesic curves. I don't know if I can ELI5 geodesics, but I'll have a go

Okay, you can't take a straight line on a sphere, obviously. But if you walked around the equator, most people would a agree you'd walked pretty much a straight path. However, if you walked a 1 meter circle around the North pole, no-one would recognise that as a straight path, even though they're both lines of latitude and they're both parallel

What's the difference? Pick any two points on the equator. The shortest path between them (staying on the sphere), also follows the equator. For the small circle you don't have that property - you can find a shorter curve that cuts through the interior of the circle. Curves that have this shortest distance property are called geodesics

So the statement about flatness should be; two geodesics - that is, two shortest distance curves - that are parallel at some point, stay parallel their whole lengths

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