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

Gaining the Trust of the Gorillas | Dian Fossey: Secrets in the Mist


less than 1m read
·Nov 11, 2024

KELLY STEWART: Dian Fossey was definitely a pioneer. I do not think that word has been overused. Before that, nobody had done a long-term study of gorillas. Nobody had studied them month after month and year after year.

IAN REDMOND: She wanted to be the scientist who began the first long-term field study of gorilla behavior in their society, and to take that as far as it would go.

NARRATOR: (READING FOSSEY'S JOURNAL) I've been following one guerrilla group round all month, and I'm now able to get within 30 to 60 feet of them. To be perfectly frank, I think they're quite confused as to my species.

IAN REDMOND: In order to study them and learn about the behavior, Dian had to get them used to her. And that process is called habituation, winning the trust. The habituation process is not nice, because you're upsetting this family of gorillas day after day after day. Dian's methods played on the gorillas' curiosity. So she would behave in ways that would elicit a curious rather than anger response. Like when she was climbing a tree to get a better look, she would deliberately ham it up. And she found that that got their attention.

NARRATOR: (READING FOSSEY'S JOURNAL) I've gotten them accustomed to me by aping them, and they are fascinated by my facial grimaces and other actions that I wouldn't be caught dead doing in front of anyone. I feel like a complete fool, but this technique seems to be working.

More Articles

View All
London's Secret Mayor who runs The Secret City
The City of London is a unique place—it’s the city in a city (in a country in a country) that runs its government with perhaps the most complicated elections in the world, involving medieval guilds, modern corporations, mandatory titles and fancy hats, al…
Dilations and properties
We are told that quadrilateral ABCD is dilated about point P. So, this is our quadrilateral that’s going to be dilated around point P, and then they ask us some questions: Are the coordinates of the vertices preserved? Are corresponding line segments on t…
Addition using groups of 10 and 100 | 2nd grade | Khan Academy
[Voiceover] So, let’s do some practice problems on Khan Academy exercises that make us rewrite an addition problem so that we can get them to rounder numbers. Numbers that might be multiples of 10, or multiples of 100. So, let’s see here, I have 63 plus…
"I Got Rich When I Understood This" | Jeff Bezos
I was working at a financial firm in New York City with a bunch of very smart people, and I had a brilliant boss I much admired. I went to my boss and told him I was going to start a company selling books on the internet. He took me on a long walk in Cent…
Worked examples: finite geometric series | High School Math | Khan Academy
So we’re asked to find the sum of the first 50 terms of this series, and you might immediately recognize that it is a geometric series. When we go from one term to the next, what are we doing? Well, we’re multiplying by ( \frac{10}{11} ). To go from 1 to …
How To Do This ‘Stoic’ Thing? | Books
How can we apply Stoicism in our daily lives? This is what a book, Practical Stoicism: Exercises for Doing the Right Thing Right Now, is all about. Robbing Homer offered me the opportunity to listen to the Audible version of this book, which he narrated, …