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

This Worm Uses a "Silly String of Death" | National Geographic


less than 1m read
·Nov 11, 2024

[Music]

In the rainforest, one sharpshooter is in search of its next target. Meet the velvet worm, a nearly blind creature with an impressive weapon. The worm is sensitive to air currents caused by movements and uses this to hunt.

The velvet worm moves so slowly that its prey usually doesn't notice it approaching. The worm's secret weapons are two pistols that fire sticky ropes up to a foot long. It's like silly string of death; the substance then paralyzes the prey with fast-drying adhesive.

The worm also has a knife in its jaw and uses it to slice its prey open. It then injects saliva that liquefies the insides of any unlucky victim.

So, to recap: this creature that looks like a scary alien monster and can feel you through the air moves slowly like it's in a horror film. Before projectile spraying you with its sticky super soaker of death, rendering you powerless to only watch as it then stabs you with the knife it has hidden in its jaws like a prison shank that it uses to rip you apart before drinking your organs.

Yeah, that thing is terrifying. [Music]

More Articles

View All
How I made my life a video game
(Piano music) - So I’ve talked on this channel before about how I think there are a lot of parallels between video games and real life. In a video game, as your character progresses through the game and you upgrade your stats and make more money, you’re a…
Finding perimeter when a side length is missing | Math | 3rd grade | Khan Academy
What is the perimeter of the figure below? So down here we have this figure and we are asked to find the perimeter of this figure. Perimeter is the distance all the way around the outside of a shape. So in this case, if I were to walk around the outside…
The Possibility of Moving to Mars | StarTalk
The recent discovery of liquid water on Mars! We knew it had water in the distant past. There are dried meandering riverbeds, river deltas, and flood plains, and all the telltale signs of water moving either slowly or quickly in the history of the Martian…
PDSInvitation
Hi, Kevin Oerry here, businessman, investor, entrepreneur. You probably know me from ABC Shark Tank. I want to personally invite you to join me in Orlando for an exciting pharmacy industry event unlike any other that I’ll be speaking at in February: the 2…
Trapped in Prostitution | Underworld, Inc.
Just a mile away, one prostitute works the internet from the comfort of her bedroom. The website is really helpful because I don’t always have to leave home, and it helps get my face out there. [Music] Annabella earns her living as an independent prosti…
Worked example: estimating sin(0.4) using Lagrange error bound | AP Calculus BC | Khan Academy
Estimating the sign of 0.4 using a McLaurin polynomial, what is the least degree of the polynomial that assures an error smaller than 0.001? So, what are we talking about here? Well, we could take some function and estimate it with an Nth degree McLaurin…