yego.me
💡 Stop wasting time. Read Youtube instead of watch. Download Chrome Extension

Could this be the oldest known human burial? #archaeology


less than 1m read
·Nov 10, 2024

So this is the Superman crawl. It's an opening less than 10 inches wide where you literally have to make a Superman pose just to make it through. If you follow the cape through the Dragon's Back chamber and then go down to shoot, yeah, that's you.

Superman crawl is easy compared to the shoot.

That's Dr. Lee Berger, who led the expedition. Hello!

So after the shoot, what you find could be the oldest known human burial by at least a hundred thousand years. But the thing is, these bodies are from a different human species. Over the last 10 years, I've discovered remains, and some of them possibly buried, of a new human species that they named Homo naledi, along with some carvings that they might have made.

So we've seen some evidence that shows that Neanderthals practiced art and some sort of burial ritual. But our brain's a pretty similar size, so even though it's cool, it's not too surprising.

But what makes the lady extra weird is the brain's about a third the size of a human, like the size of a chimps. Now, we've seen chimps mourn their family members through vocalizations or grooming or even revisiting their bodies. But imagine seeing a chimpanzee that buries their dead. Maybe you're not as unique as we think.

More Articles

View All
Partial sums: formula for nth term from partial sum | Series | AP Calculus BC | Khan Academy
Partial sum of the series we’re going from one to infinity summing it up of a sub n is given by, and they tell us the formula for the sum of the first n terms. They say write a rule for what the actual nth term is going to be. Now to help us with this, l…
Helping Landlords Find Tenants – Sean Mitchell of Rezi
Why don’t we start with just a brief explanation of what Resi does and then go back to what you apply to? I see with so. Resi is where a rental marketplace with the mission to make renting better. We use our technology and we use finance in order to prov…
Tangents of polynomials | Derivative rules | AP Calculus AB | Khan Academy
What you see here in blue, this is the graph of ( y ) is equal to ( f(x) ) where ( f(x) ) is equal to ( x^3 - 6x^2 + x - 5 ). What I want to do in this video is think about what is the equation of the tangent line when ( x ) is equal to 1, so we can visua…
Lac operon
We’re now going to talk about one of the most famous operons, and this is the Lac operon. It is part of the E. coli genome and is involved in the metabolism of lactose. The “Lac” right over here is referring to lactose, and so you can imagine that it code…
GoodBoy3000 | Khaffeine, an audio journey by Khan Academy
[Music] Every morning, your neural chip alarm goes off at 5 a.m. metropolitan standard time. You’d prefer to be woken up by the sun, but nobody in your sector of the city is allowed to venture to the upper levels to experience real sunlight. Oh well, chip…
The Infinite Zoetrope - Smarter Every Day 90
Hey, it’s me Destin. Welcome back to Smarter Every Day! So, I’m in a—not a strange—oh, it’s a golden play button that can only mean one thing: somebody famous! Quite famous, doesn’t say. Yeah, so this is Mystery Guitar Man. If you’ve checked out YouTube…