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

Unlocking the Eyes | Explorer


less than 1m read
·Nov 11, 2024

[Music] What boggles my mind about the eye is everything. But I'm really, really excited by the advances in technology made possible by research, not just into the eye, but into how natural selection caused it to be what it is. The next few decades are going to be really exciting ones for eye research.

Eyes and survival are related because survival is all about the relationship between a creature and everything else—the outside world: predators, prey, potential mates. The eye is one of the most complex conduits between those two things: the outside world and the creature who not only wants to survive but wants its kids to survive, its species to survive.

The animal eye that I love the most? Goat eyes! I mean, as soon as you hear for the first time about the rectangular shape of their pupil, you go, “I don't believe it,” or “It's not going to be as cool as it really is.” But then you look it up, and you're like, “Come on, goats!” But it's true—very, very evolutionarily helpful to goats.

It's important to learn about how other eyes work because, well, one, just the joy of learning new things about the world, but two, we can learn more about how to take things into our control. Nature has done a lot to help us evolve eyes that work for us—other animals have done the same. But what comes next? Should we see more? Can we see more? And the ways those are going to help the quality of our lives and the quantity of each of our lives is really fascinating.

More Articles

View All
Linear equations with unknown coefficients | Mathematics I | High School Math | Khan Academy
So we have an equation. It says ( ax + 3x = bx + 5 ). And what I want to do together is to solve for ( x ). If we solve for ( x ), it’s going to be in terms of ( a ), ( b ), and other numbers. So pause the video and see if you can do that. All right, no…
Gordon Eats Honey Ants | Gordon Ramsay: Uncharted
GORDON RAMSAY (VOICEOVER): I’m in the hills outside Wahaka, and my guides Omar and Pepe are introducing me to one of their favorite snacks. OK. GORDON RAMSAY (VOICEOVER): I can’t say I share their enthusiasm. It’s very pasty. It’s very mealy. It’s— Did i…
Reid Hoffman at Startup School SV 2016
[Applause] So, uh, up next needs no introduction. I’ll give a very quick one. Reed Hoffman, uh, has been in—yeah, please do—round of applause! You know what it sounds like; you all know who he is. I’ll skip the introduction. All right, for the first que…
Worked example: separable equation with an implicit solution | Khan Academy
We’re given a differential equation right over here: cosine of y + 2, this whole thing times the derivative of y with respect to x is equal to 2x. We’re given that for a particular solution, when x is equal to 1, y of 1 is equal to zero. We’re asked, what…
The Evergrande Collapse: A Potential Trigger for an Economic Crisis?
Right now, China is facing the bankruptcy of one of the biggest real estate developers in the world, with the potential for a contagion to spread through the rest of the property market. Now, over the past week or two, anyone that follows the stock market…
15 Things You Should Know About Your Haters
Fifteen things you should know about your haters. Welcome to A Lux, the place where future billionaires come to get inspired. Hey there, A Luxers! So, we have a juicy video for you today. As you know, success and haters go hand-in-hand. In fact, a good i…