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

He Hears Music in the Quietest Place on Earth—Can You? | Short Film Showcase


2m read
·Nov 11, 2024

I like to say that silence is the think tank of the soul. Listening is something different. Listening means taking all sounds in with equal value. So instead of listening for a sound, I simply listen to the place. Today it's the echo of the whole river brushed off the mountain ridge top. It is a sound of the valley, and not only the sound of the valley, but where I am in the valley. It's all information. Yes, I record sound, and I record nature, but that's just what I need to do in order to become a better listener. Nature is as busy communicating as we are.

I find places that are completely free of noise pollution in places that we can listen to nature at her most natural. There is an epidemic of extinction of quiet places on the planet. There is not one natural place on planet Earth set aside off-limits to noise pollution. Here, the auditory horizon can be as great as 20 miles. Now, if you do the math and you calculate the area of a circle with a 20-mile radius, that's over a thousand square miles.

I come here to be reminded what an opportunity it is to be alive today. Nature is music, and I'm not asking you to get all theoretical here; I'm saying just listen. I've recorded well over 700 different logs, which I now call nature's largest violin. I question whether anything in nature is really as random as I once assumed it to be. That somehow, at some high level and sometimes small level, it's all math and harmony and wave and sound. Sound has told me to be like the wave: accommodate all things.

We think of ourselves living in this information age. Well, the auditory horizon in the city, if we're lucky, is only two blocks. And you're lucky if you can even hear the footsteps of the people around you. The information is often the same—the repetitive of just a few species. I find that when I'm in the city, I become very self-aware. Every place I look—in the advertisements, and the people, and the fashion, and the conversations—all about people, all about us. I find myself thinking about me.

So in the city, even when we're outside, we live in small worlds. We cannot think truly originally and be ourselves without quiet, and that is the gift of quiet: that it allows the faint meanings of sound to gain its original importance. This is the time to be alive. This is when we will make the big decision: will we or will we not fall back in love with planet Earth?

More Articles

View All
The Wisdom of Warren Buffett: Finding True Freedom from Money #Shorts
One of the biggest conversations around stoicism in our modern times is how stoic principles can help us achieve success and ever fleeting financial freedom. We come across many people who have the answers to all our financial problems. They say they’re …
Develop | Vocabulary | Khan Academy
Prepare yourselves for some advanced language wordsmiths, because it’s time for us to develop our vocabularies. That’s right, the word I’m focusing on in this video is develop. Develop is a verb; it means to grow larger or more complex, to build, or impro…
Visually dividing whole numbers by unit fractions
[Narrator] If five is divided into pieces that are each one half of a whole, how many pieces are there? And this would be the equivalent of saying, “What is five divided by 1⁄2?” And they help us out with this visual. So pause this video and see if you ca…
Conditions for a t test about a mean | AP Statistics | Khan Academy
Sunil and his friends have been using a group messaging app for over a year to chat with each other. He suspects that, on average, they send each other more than 100 messages per day. Sunil takes a random sample of seven days from their chat history and r…
Trig functions differentiation | Derivative rules | AP Calculus AB | Khan Academy
So let’s say that we have ( y ) is equal to the secant of (\frac{3\pi}{2} - x), and what we want to do is we want to figure out what (\frac{dy}{dx}) is, the derivative of ( y ) with respect to ( x ) at ( x = \frac{\pi}{4} ). Like always, pause this video…
Ideology and policymaking | AP US Government and Politics | Khan Academy
Let’s take a look at this chart based on survey data from the Pew Research Center. Researchers asked U.S. adults in early 2020 which issues they think should be top priorities for the President and Congress. The top two issues were the economy and the env…