It Looks Like a Velociraptor Foot | Photographer | National Geographic

less than 1m read

·Nov 10, 2024

Oh, you can see it! Heart starting to beat right there. Oh, that's crazy, look at that! Oh my God, beyond that, of course, like that turning into a chicken. There's a lot that has to happen, but like, this is such a... it looks like a river Delta, and it's probably like what we look like as we grow.

Oh no, something went wrong.

Okay, so the Saran Wrap eggs are not doing very well at all. Uh, two of the three totally failed. The third one looks like it's about to fail. You want to take a look at one with me?

Yeah, so this doesn't look right. Thursday, yesterday, it dropped to 88. How long did it drop for? 12 hours. How would it have dropped that far? Damn!

So, it is 3:15 in the morning and all kinds of things had gone wrong overnight. Wow, that's a lot of rust. Yuck! One of the humidifiers stopped working; the backup humidifier didn't work. One box was 18° hotter than it was supposed to be. So I've spent all day trying to troubleshoot that, and I think I've solved all the problems.

This one's at day 12. God, it's like a little veloc up the foot there, that's wild! Go! It's moving well; looks like it's blanking.

Oh wow, yeah! Damn, they're going!

Changing Glaciers of Iceland | Explorers in the Field

#shorts How Will Robots Affect These Jobs?

View All

An Island On the Brink of Collapse Makes a Huge Comeback | Short Film Showcase

[Music] Kakuta is a tiny islet in the Zanzibar archipelago off the coast of Tanzania in East Africa. [Applause] For centuries, Cotton’s have prospered by making a living off the land, and safe it is not the kind of place you’d expect to find people innova…

What’s the most effective way to offset the depreciation of your jet?

So what’s kind of the sweet spot in terms of how old the jet is where someone else is taking the depreciation and the big hit for you, but you’re not going to be stuck with something no one wants in 5 to 10 years? No, it’s a great question, Preo, because…

Gradient and graphs

So here I’d like to talk about what the gradient means in the context of the graph of a function. In the last video, I defined the gradient, um, but let me just take a function here. The one that I have graphed is (x^2 + y^2) (f of xy = (x^2 + y^2)). So,…

Physical and chemical changes | Chemical reactions | High school chemistry | Khan Academy