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

The contributions of female explorers - Courtney Stephens


3m read
·Nov 8, 2024

Transcriber: Andrea McDonough
Reviewer: Jessica Ruby

Nowadays, we take curiosity for granted. We believe that if we put in the hard work, we might one day stand before the pyramids, discover a new species of flower, or even go to the moon. But, in the 18th and 19th century, female eyes gazed out windows at a world they were unlikely to ever explore. Life for women in the time of Queen Victoria was largely relegated to house chores and gossip. And, although they devoured books on exotic travel, most would never leave the places in which they were born.

However, there were a few Victorian women, who, through privilege, endurance, and not taking "no" for an answer, did set sail for wilder shores. In 1860, Marianne North, an amateur gardener and painter, crossed the ocean to America with letters of introduction, an easel, and a love of flowers. She went on to travel to Jamaica, Peru, Japan, India, and Australia. In fact, she went to every continent except Antarctica in pursuit of new flowers to paint.

"I was overwhelmed with the amount of subjects to be painted," she wrote. "The hills were marvelously blue, piled one over the other beyond them. I never saw such abundance of pure color." With no planes or automobiles and rarely a paved street, North rode donkeys, scaled cliffs, and crossed swamps to reach the plants she wanted. And all this in the customary dress of her day, floor-length gowns.

As photography had not yet been perfected, Marianne's paintings gave botanists back in Europe their first glimpses of some of the world's most unusual plants, like the giant pitcher plant of Borneo, the African torch lily, and the many other species named for her as she was the first European to catalog them in the wild.

Meanwhile, back in London, Miss Mary Kingsley was the sheltered daughter of a traveling doctor who loved hearing her father's tales of native customs in Africa. Midway through writing a book on the subject, her father fell ill and died. So, Kingsley decided she would finish the book for him. Peers of her father advised her not to go, showing her maps of tropical diseases, but she went anyhow, landing in modern-day Sierra Leone in 1896 with two large suitcases and a phrase book.

Traveling into the jungle, she was able to confirm the existence of a then-mythical creature, the gorilla. She recalls fighting with crocodiles, being caught in a tornado, and tickling a hippopotamus with her umbrella so that he'd leave the side of her canoe. Falling into a spiky pit, she was saved from harm by her thick petticoat.

"A good snake properly cooked is one of the best meals one gets out here," she wrote. Think Indiana Jones was resourceful? Kingsley could out-survive him any day!

But when it comes to breaking rules, perhaps no female traveler was as daring as Alexandra David-Neel. Alexandra, who had studied Eastern religions at home in France, wanted desperately to prove herself to Parisian scholars of the day, all of whom were men. She decided the only way to be taken seriously was to visit the fabled city of Lhasa in the mountains of Tibet.

"People will have to say, 'This woman lived among the things she's talking about. She touched them and she saw them alive,'" she wrote. When she arrived at the border from India, she was forbidden to cross. So, she disguised herself as a Tibetan man. Dressed in a yak fur coat and a necklace of carved skulls, she hiked through the barren Himalayas all the way to Lhasa, where she was subsequently arrested.

She learned that the harder the journey, the better the story, and went on to write many books on Tibetan religion, which not only made a splash back in Paris but remain important today.

These brave women, and others like them, went all over the world to prove that the desire to see for oneself not only changes the course of human knowledge, it changes the very idea of what is possible. They used the power of curiosity to try and understand the viewpoints and peculiarities of other places, perhaps because they, themselves, were seen as so unusual in their own societies.

But their journeys revealed to them something more than the ways of foreign lands; they revealed something only they, themselves, could find: a sense of their own self.

More Articles

View All
Anti-Gravity Wheel Explained
Standing on the scale. The wheel is spinning and it still weighs 92 kilograms. You made the prediction. Let’s see what happens when I throw it up over my head in three, two, one. What do you think? I don’t know about you, but to me, it looked like a shaky…
Principles for Success: "The Abyss" | Episode 4
Principles for success: an ultra mini-series adventure in 30 minutes and in eight episodes. Episode four: The Abyss. We progress forward until we encounter setbacks. Whether or not we get out of them and continue forward or spiral downward depends on whe…
Ex Machina's Scientific Advisor - Murray Shanahan
So I think that I think the first question I wanted to ask you is like given the popularity of AI or at least the interest in AI right now, what was it like when you’re doing your PhD thesis in the 80s around AI? Yeah, well, very different. I mean, it is…
Regrouping to add 1-digit number | Addition and subtraction | 1st grade | Khan Academy
So, we have the number 35. The 3 is in the tens place, so it represents 30 or 3 tens—one 10, two groups of 10, three groups of 10. And then the 5 is in the ones place, so it represents five ones. We see them right over here—one, two, three, four, five. N…
Why is the Speaker second in succession? | US Government and Civics | Khan Academy
Why is the Speaker second in succession to the President after the Vice President? The idea of succession actually was a little muddied, and it didn’t— it wasn’t until the 25th Amendment that actually, uh, the relationship between the President and the Vi…
Domain and range from graphs of quadratic and exponential functions | Khan Academy
So what we want to do in this video is try to figure out the domain and ranges of G of X that’s depicted right over here and H of X that’s depicted over here. So pause this video and see if you can figure out the domain and range of each of these function…