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

An In-Depth Interview with Emily Watson From 'Genius' | Genius


less than 1m read
·Nov 11, 2024

[music playing]

EMILY WATSON: Hi, I'm Emily Watson. I play Elsa Einstein, a genius. Please don't. This is the third time I've played Mrs. Geoffrey Rush. And we actually have a really nice working relationship. We just have that sense of feeling comfortable together, and we have a physical familiarity.

What I've really enjoyed is the fact that Jeffrey and I look quite similar. We've both got these kind of crazy gray wigs. And we're playing people who've got to the stage where they just don't care. And that's really fun. When we were preparing, I said, Geoffrey, I just—I think we're going to have to play them as Tweedledum and Tweedledee. Almost twins, in a way.

And, background action! Watching the coffin.

EMILY WATSON: Here comes the coffin.

EMILY WATSON: I had such a lovely time working with Ron. Einstein! Like there's Einstein. Einstein.

EMILY WATSON: He's such a legend, isn't he? He's so clear and strong and the way that he finds that rhythm of storytelling.

ALBERT!

GEOFFREY RUSH: If we leave, they win.

EMILY WATSON: It's just really exciting. The idea of this man, sort of really on his own, without what our sense of what a modern scientific realm is, making these immense discoveries. But also, being sort of right at the center of history as the 20th century unfolds.

Cutting. Checking.

EMILY WATSON: Yeah, I find it quite exciting. I hope that's what people get from it.

More Articles

View All
Factorial and counting seat arrangements | Probability and Statistics | Khan Academy
In this video, we are going to introduce ourselves to the idea of permutations, which is a fancy word for a pretty straightforward concept: what are the number of ways that we can arrange things? How many different possibilities are there? To make that a…
Congressional elections | Political participation | US government and civics | Khan Academy
Here’s a statistic that might surprise you: 95% of elected officials who seek re-election in the United States get re-elected. Just look at this graph that shows the rate of re-election for members of the U.S. House of Representatives; it hovers all the …
Solving equations by graphing | Algebra 2 | Khan academy
Let’s say you wanted to solve this equation: (2^{x^2 - 3} = \frac{1}{\sqrt[3]{x}}). Pause this video and see if you can solve this. Well, you probably realize that this is not so easy to solve. The way that I would at least attempt to tackle it is to say…
Crayfish Hunting in Tasmania | Gordon Ramsay: Uncharted
I’m 30 feet down using a dining system I’d never tried before called snuba. I’m trying to keep my air hose from strangling me, praying I don’t run into a great white below the surface. I try to focus on finding a crayfish. I fight through the thick kelp u…
YC's Summer 2022 Startup Job Expo - Pitches from 30 YC founders & find your next startup
[Music] Thanks for joining us at YC’s Summer 22 Jobs Expo. I’m excited to introduce you to 30 great YC founders who are going to pitch you on why you should join their startup. They’re going to share what they’re passionate about, what they’re building, w…
What Happens If We Bring the Sun to Earth?
What would happen if you were to bring a tiny piece of the Sun to Earth? Short answer: you die. Long answer: it depends which piece of the Sun. Like most of the matter in the universe, our Sun is neither solid, liquid or gas, but plasma. Plasma is when s…