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

Behind the Scenes with Geoffrey Rush | Genius


2m read
·Nov 11, 2024

[music playing]

Hello, my name is Geoffrey Rush and I play Albert Einstein the older. I was four when Albert Einstein died. So everything I know about him is more from the legend that he became because he was almost like a cult figure in a way. Einstein was a very complex theoretical physicist.

ALBERT EINSTEIN: What is time? It is the key to understanding relativity. It is also the reason my hair is going grey.

[laughter]

GEOFFREY RUSH: I've enjoyed it enormously because you think you're going to have to go in act being a genius every day on set. Action!

GEOFFREY RUSH: But there's a kind of clown-like naivety in his persona.

(LAUGHING) Cut. That's a cut!

GEOFFREY RUSH: Rumor has it that he was regarded as being quite dopey, and they thought he might have been a bit of a slow starter in his childhood.

ALBERT EINSTEIN: To truly grasp the idea of time we must take a step back and ask what is light?

GEOFFREY RUSH: But his daydreaming ended up being his greatest strength. This is one of the great parts. And the scale of it is so big.

[streetcar bell]

GEOFFREY RUSH: This is the first National Geographic fully scripted drama series. So Ron was very keen to take the elements of Einstein's life, let it not fall into the trap of being a bio pic.

RON HOWARD: Keep it personal like that, Michael. I really like how conversational that was. OK.

GEOFFREY RUSH: Because the story of Einstein's life sandwiched between a major golden breakthrough period of science from the late 19th century through the devastation of two world wars.

Hey, Einstein! Stop! May I have your autograph, sir?

GEOFFREY RUSH: He wanted that to have real dramatic kick.

Bruno! Back here now. When I grow up, I want to be a scientist just like you.

Germany ho! Cut! Cutting.

GEOFFREY RUSH: The whole series is about an epoch. And a [inaudible] on a level that will be exciting rather than rigid and formal.

More Articles

View All
Worked example: coefficient in Maclaurin polynomial | Series | AP Calculus BC | Khan Academy
Nth derivative of g at x equals 0 is given by. So the nth derivative of G evaluated at x equal 0 is equal to n + 7 over n 3r for n is greater than or equal to 1. What is the coefficient for the term containing x^2 in the McLaurin series of G? So let’s ju…
Trig limit using double angle identity | Limits and continuity | AP Calculus AB | Khan Academy
All right, let’s see if we can find the limit of one over the square root of two sine of theta over cosine of two theta as theta approaches negative pi over four. Like always, try to give it a shot before we go through it together. Well, one take on it i…
Homeroom with Sal & Superintendent Austin Beutner - Wednesday, September 30
Hi everyone! Sal Khan here from Khan Academy. Welcome to our homeroom live stream. I’m very excited about today’s guest, Superintendent Austin Buettner from Los Angeles Unified School District. So already, start thinking about some questions you might ha…
Most Important Lifestyle Habits Of Successful Founders
Let’s examine the facts. Yes, fact, fact, fact, fact, great, you’re fine. Yes, however, sometimes we look at the facts, and you’re not fine. [Music] This is Michael Seibel with Dalton Caldwell. In our last video, we talked about the setbacks that make fou…
Parametric surfaces | Multivariable calculus | Khan Academy
So I have here a very complicated function. It’s got a two-dimensional input—two different coordinates to its input—and then a three-dimensional output. Uh, specifically, it’s a three-dimensional vector, and each one of these is some expression. It’s a bu…
Tom Blomfield: How I Created Two Billion-Dollar Fintech Startups
When you look around you at all of the structures in place, like the physical buildings, the transportation system, the laws and rules for society, all of these things were created by people. Everyone has a choice to either live in that world and merely f…