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

Steve Elkins Q&A | Explorer


less than 1m read
·Nov 11, 2024

[Music] There's a heat there, inscriptions right here. There are, yes, we hit P, guys. Wow, this is awesome!

I've been doing this for almost 20 years. This project captured my imagination, and to me, it's a privilege and very exciting to be able to discover something new and increase our knowledge of the planet that we live on. What could be better?

I'm definitely planning on going back. I mean, how could you not go back? And we made this great discovery; we have to follow through with it. So we hope to go at either the end of this year or the beginning of next year and try and figure out exactly what's going on there.

When we go back, we're definitely bringing a team of top archaeologists to excavate some of the things that we found and try and get a better understanding of what exactly was going on in the past.

We're going to be working with the Honduran government. They've been great; they've really been supportive and they're very interested in doing this the correct way. We're also getting support from National Geographic and private entities here in the United States.

In 5 to 10 years, it is my hope that there'll be some kind of a scientific research station built at the first site that we've been looking at. This will enable scientists from around the world, of all different disciplines, to come to study this very unique ecosystem as well as the cultural patrimony. I think this will be a great benefit for Honduras as well as the whole world at large. [Music]

More Articles

View All
Visual introduction to parabolas
In this video, we are going to talk about one of the most common types of curves you will see in mathematics, and that is the parabola. The word “parabola” sounds quite fancy, but we’ll see it’s describing something that is fairly straightforward. Now, i…
Slinky Drop Extended
All right, you’ve made your prediction, and we’ve tied a tennis ball to the base of the Slinky. Here, and now we’re going to extend it and drop it, and see what happens to the tennis ball. The heavy weight of the tennis ball is going to stretch the spring…
Epictetus’ Art of Winning in All Circumstances (Stoicism)
When we’re in a competition of some sort, we generally uphold a binary vision of the possible outcome: we either win or we lose. Most people who participate do not want to lose; they compete with a desire to win. And when they indeed win, they’re likely t…
Over- and under-estimation of Riemann sums | AP Calculus AB | Khan Academy
Consider the left and right Riemann sums that would approximate the area under y is equal to g of x between x equals 2 and x equals 8. So we want to approximate this light blue area right over here. Are the approximations overestimations or underestimatio…
Laplacian intuition
So here I’m going to talk about the Lan laian, and the lassan is a certain operator in the same way that the Divergence, or the gradient, or the curl, or even just the derivative are operators—the things that take in some kind of function and give you ano…
Mr. Freeman, part 48
What are you looking at? You think I don’t know who you are and why did you come to our disco? Or you have something that is unknown to us? Of this yelling to make everybody free begins to spin our guts. Why you came to bothering us again? Eh? Before you…