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

Surveying The Angolan Highlands | National Geographic


2m read
·Nov 10, 2024

We were expecting a river here and we didn’t find one. In 2015, a group of scientists began a comprehensive survey of the little known Angolan highlands. The plan was to travel thousands of kilometers down river from the source lakes to Botswana’s Okavango Delta to learn more about this critical ecosystem. Just days after launching canoes from the lake, the team found only a small stream – not enough to float their 400 kilogram boats.

But there are no other options. There is no vehicle. Drop-off point. There is no other way for us to get to the water we can use. But an almost expedition-ending problem became an important scientific discovery. The soggy terrain the team was dragging its boats across wasn’t blocking the river from its source; it was bridging it. They were trekking across peat – a rich soil made up of partially decaying vegetation, able to hold ten times its weight in water.

Like a 1,600-square-kilometer sponge, these peat deposits are filtering and feeding pristine water into the Okavango. This steady release ensures that even in drier years, the water keeps flowing. One, two, three. On the water. Yay! Since then, the team has conducted more in-depth studies of the peat. C'mon. C'mon. Yes!

Years of collecting samples and radiocarbon dating have revealed that for thousands of years this living landscape has been absorbing carbon dioxide from the atmosphere, helping to mitigate the global effects of climate change. Thousands of tons of carbon are being sequestered by the Angolan highlands each year. But they’ve also discovered that these critical peat ecosystems are threatened by human impacts like fires and encroaching agriculture.

We’ve only begun to understand these peatlands. National Geographic and De Beers’ Okavango Eternal partnership is supporting PhD researchers to study and map the area. Providing evidence about why and how to protect these peatlands; the biodiversity they support, and the water and carbon they regulate. Okavango Eternal will use these findings to inform the creation of conserved areas, which are supported by local communities. Not only helping to protect the peatlands and the rest of the Okavango Basin, but also creating sustainable livelihood opportunities for the people who rely on it.

More Articles

View All
The Sky Table | Barkskins
[music playing] [thud] [panting] [thud] [thud] [thud] Ah. [thud] [cracking] [branches crunching] Excellent work, [inaudible] Sal. Come with me. There are more that need to be pulled from the sky. This way. [birds singing] I might be of help if you tell me…
Charlie Munger: How the Stock Market Really Works
[Music] Charlie Munger is commonly referred to as Warren Buffett’s right-hand man, but he’s actually a very clever, smart, successful investor in his own right. Back when he ran his investment partnership, he was able to generate 20% annual returns for a…
Why The $1 Electric Scooter Will TAKE OVER The World
And for all the young entrepreneurs out there, just realize that sometimes it’s the most simple ideas that often do the best. I think we have the natural tendency just to overcomplicate things because we believe the more complicated something is, the bett…
Don’t Buy A Home In 2023 (Sellers Panicking)
Americans are leaving California and New York in droves. People are getting fed up and moving to Arizona, Nevada, Texas, or Florida. The main reason why is money. What’s up, Graham? It’s guys here. So for the first time ever, the housing market is being c…
Worked example: finding relative extrema | AP Calculus AB | Khan Academy
So we have G of X being equal to X to the fourth minus X to the fifth. What we want to do, without having to graph G, is figure out what X values G has a relative maximum. Just to remind us what’s going on in a relative maximum, let me draw a hypothetica…
Ordering fractions | Math | 4th grade | Khan Academy
Order the fractions from least to greatest. So we have three fractions and we want to decide which one is the smallest, which one’s in the middle, and which is the greatest. One thing we could do is look at the fractions, think about what they mean, and…