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

Submarine Diving in Deep-Sea Galápagos | Best Job Ever


2m read
·Nov 11, 2024

Today's office includes a submarine in the middle of the Galapagos. I would dare say that I have one of the coolest jobs in the world. Really, one animal that swims like that!

I'm in the Galapagos with the National Geographic Pristine Seas team. We're going in a submarine right now because it allows us to go deeper, to an area that's never been explored before. We need to make sure that we understand what's down there so that we can work hard to protect it.

The submarine actually gives off an electromagnetic field, which attracts sharks. Often, plastic—very period. We just had a silky shark at just 12 meters, so I can't wait to get down at 300 and see what we find.

I'm going to breach the seafloor. It's dark, so when a giant machine is down there with lights, organisms get curious. My gosh! Oh yeah, out of the blue, this swordfish just comes charging in and our lights— and we see a flash of silver. Oh my gosh, don't stab us!

It was an exhilarating experience—beautiful—and then it's gone. Not only the Galapagos are biologists' dream, truly mesmerizing, but I have the ability to do this with two other women. We might have been the youngest all-female team down in a submarine, sending a goal of trying to find a species arrangement.

I've never felt as much like an explorer than I do right now. There's something about being a thousand feet under the water, where no one else has actually ever been, that feels like true exploration. One of the best things about fieldwork is that there are always surprises.

More Articles

View All
Formal definition of partial derivatives
So I’ve talked about the partial derivative and how you compute it, how you interpret it in terms of graphs. But what I’d like to do here is give its formal definition. So it’s the kind of thing, just to remind you, that applies to a function that has a m…
Worked example: identifying separable equations | AP Calculus AB | Khan Academy
Which of the differential equations are separable? I encourage you to pause this video and see which of these are actually separable. Now, the way that I approach this is I try to solve for the derivative. If when I solve for the derivative, I get ( \fra…
Fish or Shark? | Wicked Tuna | National Geographic
Oh, we made it down to Chatham. Oh, I hope we get a bite. Staying positive. You see, the whales, the tuna are generally with them. We started to hear them. We set up, basically down sea of them. Tons of bait here that they’re feeding on. Hopefully, the tu…
THE JUMP BATTLE!!!
Dude, I got an idea! I challenged you to a jump off. A jump off? What the heck’s a jump off? There’s not much to it! Watch this. The [Music] bucket. Is that all there is to a jump off? Wheelbarrow! Yeah, you think you’re something? How about this? Two …
This Guy Is Making Furniture and Buildings out of Your Trash | Nat Geo Live
[Arthur] I hate plastic. That’s why we’ve engulfed on a 15 year mission to turn that into something that we actually want. We have collected around 750 new materials that’s coming from our daily post-consumer waste. It can go into any consumer product a…
Least common multiple of polynomials | Mathematics III | High School Math | Khan Academy
So they’re asking us to find the least common multiple of these two different polynomials. The first one is (3z^3r - 6z^2 - 9Z) and the second one is (7Z^4 + 21Z^3r + 14z^2). Now, if you’re saying, well, what is the LCM? You’re familiar with least common…