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

Playing in the Mud Never Gets Old for These Two Cave Explorers | Short Film Showcase


2m read
·Nov 11, 2024

Doesn't go anywhere. See those two holes there? I pushed the hoenn for a meter and a half, and it's mad all the way.

Okay, I was gonna say, with only no shot for three years, and that's why I still hang out. We're trying to connect the junior cave system, which is just up in this area, off the edge and the bottom end of Lucky Strike over here.

It's a phenomenal feeling that you can't really get anywhere else. Went on the surface of the earth, everything's been met. Satellites have gone over. You can go on Google Earth and discover it before you go there. But underground, you don't know what's going to be there.

They take hundreds of thousands of years to grow and develop, and you can destroy these things in an instant. Treat caves with respect. These straws here, basically you just touch them, and they fall off the ceiling. Totally hollow inside, and there's water running down the inside of them, not on the outside.

So funnily enough, that's why local schools... there's been a lot of people working on the overall project for many decades. We found a passage, Jr., and we started digging in there. The next step is we need to pinpoint the exact location of where they are, and therefore we know how far we have to do, because it could be ten meters, but it also could be fifty meters.

Lucky Strike and Junior are two totally different caves. Lucky has heaps of formations; sporty streamway touches roads—lots of variety. Junior, it's like kneeling in a bath of porridge or the rainstorm coming down on your head.

The reality is, once you accept the fact that you're gonna get dirty and muddy, it actually becomes a lot of fun, because it just opens the scope out to play in the mud, like you always wanted to.

[Music] That's good to see! The Sunday had a good thing. Yeah, enjoy that one! No, let's go again!

Yeah, thirteen fifteen to go. It might be a would, of course, that you have to crawl down on your belly. Could be a chamber that's one hundred meters across and one hundred meters high. So yeah, it's the unknown which makes it exciting.

That's beautiful. That's the unknown.

[Music] [Music] [Music] [Music]

More Articles

View All
This Book Has No Words
Book From the Ground by Juing is a novel written entirely in pictogram symbols, icons, and logos. It tells the story of a day in the life of an office worker. You don’t need to know any particular language to read this book; you only need to be familiar w…
Meet One of the Last Elevator Operators in Los Angeles | Short Film Showcase
[Music] I love classic movies. H. Bard, Gregory Peck, all those old-timers. In other words, my prime time was the ‘50s. [Music] My mother used to take us to the shopping malls and the big stores. I saw these old-timers doing the elevators. I observed them…
Is Cereal Soup?
Hey, Vsauce. Michael here. Take a look at this. Simple enough, right? But watch what happens next. Okay, what the heck is this thing? Mostly people eat it like a soup, out of a bowl with a spoon. But is it a soup? The word ‘soup’ comes from words that or…
WE ATE GOAT BRAINS - Smarter Every Day 20
(African music) (Destin) Okay, Smarter Every Day. Pringles can will make the absolute perfect spaghetti holder when you’re done with the Pringles. There you go. Reuse. Recycle, reduce, reuse, in Africa. Right? Hey, Bob Marley-pants, are you making spa…
Preparing for Breakup | Life Below Zero
This is kind of an exciting time of year for me. My blood gets pumping a little bit ‘cause it’s breakup, and breakup to me is like New Year’s to most people. So I start my calendar year the day the river breaks up, and looking at the river, breakup is goi…
Derivation of the mirror equation | Geometric optics | Physics | Khan Academy
So imagine you’ve got an object sitting in front of this concave mirror. If you wanted to figure out where the image is formed, you can draw ray tracings. One ray you can draw is a parallel ray that goes through the focal point, but these rays are reversi…