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

This weird trick will help you summon an army of worms - Kenny Coogan


3m read
·Nov 8, 2024

In the middle of Florida’s Apalachicola National Forest, a bizarre, almost magical scene is unraveling. Sliding a metal strip over a wooden stake, a master summoner is sending deep croaking noises reverberating through the area. And, as if in a trance, hundreds of earthworms begin emerging from the soil. This is worm grunting, also called worm charming or fiddling. It’s a tradition that’s been practiced for more than a century, but its inner workings were a mystery until only recently.

Worms collectively undertaking an underground exodus seems especially unbelievable when you consider how vulnerable this makes them. So why is surfacing worth the risk? Over the years, people have proposed a number of imaginative hypotheses. One was that worms were somehow charmed by the noise, like the rats from the medieval Pied Piper legend. Okay, sounds fun, but how would the worms actually become bewitched?

Another hypothesis was that worm grunting tickled their bodies, so they emerged to end the aggravation. Whimsical! But worm grunting vibrates the ground’s surface. If worms were evading the vibrations, wouldn't they burrow deeper instead? Perhaps the most popular hypothesis was that worm grunting mimicked falling rain and the worms fled to avoid drowning.

In 2008, biologist Kenneth Catania tested this hypothesis, setting up three arenas filled with soil and 300 individuals of the large species of earthworm found in the Florida Panhandle. After an hour of rain, water had pooled at the surface, but only two earthworms emerged. The rest remained buried and healthy. So, unlike those containers, this hypothesis just didn’t hold water.

Catania decided to explore another route of inquiry. In 1881, Charles Darwin published his final work, a bestseller that rivaled his most well-known books at the time: “The Formation of Vegetable Mould, Through the Action of Worms, with Observations on their Habits.” Yes, it was literally called that—and it was the culmination of 40 years of earthworm investigations. Within it, Darwin noted that worms sometimes left their burrows when the ground trembled and mentioned an interesting hypothesis: maybe they flee because they believe they’re being pursued by moles.

Catania got to work testing this hypothesis himself. He found that Eastern moles had astounding tracking abilities, could eat their weight in worms every day, and were abundant in the Florida Panhandle. When Catania released a single mole into worm- and soil-filled arenas, about 30% of the worms crawled to the surface in the first hour—a markedly different result from the control and rain trials.

And when he recorded the vibrations produced by worm grunters and moles digging, their frequencies overlapped substantially. This was it. Over hundreds of thousands of years, these earthworms evolved a behavior that helped them escape a top predator. Aboveground, they were immune to the moles, which usually stayed subterranean. But then humans came along.

And, funnily enough, we aren’t even the only ones that take advantage of this behavior. Herring gulls and wood turtles also sometimes drum their feet on the earth to summon worms. So then why does this behavior persist? Scientists think it’s beneficial for a prey species to maintain its adaptations against a more frequent predator, even if it makes it more vulnerable to a rarer one.

Many insects, for example, use flight to avoid predation. But painted redstarts take advantage of this: they boldly flash their colorful tail and wing feathers to elicit this response, then catch the insects as they try to fly away. It seems the prey species’ response remains simply because it’s beneficial most of the time.

For over a century, humans in the southern US, the UK, and elsewhere have been unknowingly exploiting the worm’s escape response. The current world record for “most worms charmed” was set by a 10-year-old British girl in 2009. Wiggling a fork in the ground and hitting it with a stick, she made 567 worms surface in just 30 minutes. Charming, really.

More Articles

View All
Parentheses | Punctuation | Khan Academy
Hey grammarians, hey Paige, hi David. So today we’re going to talk about parentheses. So before we get into what parentheses do, I would like to talk very briefly about the word origin of parentheses, or parenthesis, because it comes from Greek. So “para”…
2015 AP Calculus BC 2b | AP Calculus BC solved exams | AP Calculus BC | Khan Academy
[Voiceover] Part b. “For zero is less than t is less than one, there is a point on the curve at which the line tangent to the curve has a slope of two.” The line tangent to the curve has a slope of two. “At what time is the object at that point?” So, the …
15 Rules To Win At Life (Part 1)
Life is a complicated game filled with moving pieces, changing environments, changing rules, and unfortunately, it doesn’t come with a rule book. So, we asked ourselves, what would be the common traits and patterns shared by hundreds of people who we beli…
Behind the Scenes of TEKOI
Okay, yeah, it is a bit late for coffee in the UK, but upload days now, with the addition of director’s commentary, days are very long days. So I’m quite tired, quite tired by the end of it. But I feel like the right way to do this is to do the director’s…
Writing equations to represent geometric problems | Grade 8 (TX TEKS) | Khan Academy
We’re told the perimeter of the rectangle shown is 17x units. The area of the rectangle is 15x square units. Write an equation that represents the perimeter, and also write an equation that represents the area. So pause this video and see if you can writ…
Probability with discrete random variable example | Random variables | AP Statistics | Khan Academy
Hugo plans to buy packs of baseball cards until he gets the card of his favorite player, but he only has enough money to buy at most four packs. Suppose that each pack has a probability of 0.2 of containing the card Hugo is hoping for. Let the random vari…