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

How a Tiny Dog Saved a National Geographic Expedition | Expedition Raw


2m read
·Nov 11, 2024

Meet Scuba. This little gal might not look like a blood hound, but she helped out National Geographic in a huge way. My name is Alan Turchik, and I build cameras for National Geographic. My job takes me all over the world, deploying these camera systems.

Probably one of the most devastating losses of a camera was with a system that we call the Drift Cam. We spent about a year developing these two cameras, and we took them to Miami to deploy them for the first time in the ocean. We went out in the middle of this crazy storm, and we put them into the water. They went below the surface, let it down, down. When they came back to the surface, they were caught in one of the fastest ocean currents on Earth. Basically, they were just ripped out to sea and taken further than what was safe for us to follow them, and at that point, they were lost.

So, how does this little gal become our hero? It's three years later, and we've just been contacted by this French guy who is sailing across the Atlantic, and he's found one of our cameras literally in the middle of the Atlantic Ocean. We're talking thousands and thousands of miles away from where we originally deployed them. It was a very good day, small wind, and my dog began to bark. We saw this ball that was lighting with the sun, so we decided to change our way and approach it.

We saw it was full of electronics. We thought it was effectively a camera, but we knew we were not sure. And then we saw this way it was coming from National Geographic. Getting the camera back was incredible! I mean, it survived for three years floating on the ocean, which I don't know, says pretty good things about the design in general. But not only that, there was footage on the camera that can actually be used for research.

Our scientist, Dr. Neil Hammerlog, he's going to review this footage to get an understanding of the organisms that live at those depths in the ocean. It's not every day a dog with sea legs gets to help National Geographic study the oceans. I can't think of a better ending to this story. Not only did we find a puppy, but we found arguably one of the cutest puppies in the world. He had been abandoned.

More Articles

View All
The Psychology of Game of Thrones | StarTalk
So Travis, are you there? I am here. I’ve been summoned. NEIL DEGRASSE TYSON (VOICEOVER): Hey! [laughter] [cheering and applause] So you’re a professional psychologist but also a fan of “Game of Thrones”? Oh, yes. I am a psychology professor, a big nerd…
How To ADAPT To The Digital Pivot | Meet Kevin Asks Mr. Wonderful
There are no starving artists anymore. They’re not starving. They’re getting salaries of over a quarter million dollars a year if they’re any good, because they can tell the story and digitize the service or product online and entice customer acquisition.…
David Coleman, College Board CEO, on school closures impact to SAT & AP exams | Homeroom with Sal
Stream. For those of you all who have not been here before, this is a way for us all to stay connected. As you have now school closures around the world, Khan Academy is a not-for-profit with a mission of providing a free, world-class education for anyon…
5 Investing Mistakes To Avoid In Your 20’s
What’s up you guys, it’s Graham here. So chances are if you’ve clicked on this video, you’ve clicked on it to make sure you’re not making any of these investing mistakes, which unfortunately I have some bad news for you. Like, no, for real, I actually do …
Inverse relationship between capital price and returns | Macroeconomics | Khan Academy
So much of Piketty’s book is about this idea of more, more, and more returns to capital. That the return to capital is going to grow faster than the growth of the economy. We see charts like this, where we have the value of private capital as a percentage…
Multiplying complex numbers graphically example: -1-i | Precalculus | Khan Academy
We are told suppose we multiply a complex number z by negative one minus i. So, this is z right over here. Which point represents the product of z and negative one minus i? Pause this video and see if you can figure that out. All right, now let’s work th…