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

Inside the Paris Climate Conference | Years of Living Dangerously


2m read
·Nov 11, 2024

This is the Olympics of climate change. If you're not here, you're not in the game, and the game is to do something urgently. We have the political will to change, and it really is the seminal meeting of leaders to determine what we do to combat this problem. This morning, we're setting up for a brief interview between Arnold Schwarzenegger, our correspondent, and Todd St., the climate negotiator for the United States.

We found this kind of hidden hallway here to do the interview because every time Arnold shows up at this conference, he's absolutely mobbed. He's like the climate change celebrity. Everyone is convening here for this big climate summit, and there's a lot of excitement. But all that really matters is what China does. You know, if China—China needs to lead the way here.

I think Arnold's really interested in seeing and hearing how China can be a leader on climate change, and hopefully bring some other players to the table who can make major commitments so that we can meet some of these goals of the COP. Okay, R, China is the big elephant in the room. And you know, if they don't make a move, no one makes a move.

In all the things, what is the story on China? We've worked together with them much more closely in the last few years than ever before. I think China is enormously important; nobody more important than China. China has made these bold commitments to reduce their emissions and basically turn the aircraft carrier around.

What exactly are they doing? How fast are they doing it? This year is all about solutions, not about just scaring people and saying, “This is the problem, this is the problem.” This looks at the solutions—here's what's being done right now.

I think what's really impressive about Arnold Schwarzenegger is that he's constantly thinking of ways to make climate change accessible to the general public. He feels that the show "Years of Living Dangerously" has the opportunity to inspire people to become part of this movement that's needed right now.

More Articles

View All
Why You Should or Should Not Work at a Startup by Justin Kan
In a moment, I’m gonna introduce our first keynote speaker, Justin Kahn. Justin is the founder of three YC companies. He is now running a company called Atrium, which we’re gonna hear about later this afternoon. But before that, he was the founder of Just…
Evaluating composite functions: using graphs | Mathematics III | High School Math | Khan Academy
So we have the graphs of two functions here. We have the graph (y) equals (f(x)) and we have the graph (y) is equal to (g(x)). And what I wanna do in this video is evaluate what (g(f(…)). Let me do the (f(…)) in another color. (f(-5)) is… (f(-5)) is… An…
Donald Trump's Tour of His Manhattan Office
This office right now is all you, and it’s a little bit junky. Yeah, this I just got a few weeks ago. Houses from the Marine Corps, that’s the chair for the apprentice. Those are different things. Tom Brady’s Super Bowl helmet. Wow, this is Mike Tyson’s b…
Ray Dalio: The COLLAPSE That Will Change a Generation
Ray Dalio is one of the most highly respected names in investing, and someone you need to be paying attention to. As the founder of Bridgewater, the world’s largest and arguably most prestigious hedge fund, he has unique insight into the economy and stock…
Saving Manatees: What It Takes - Meet the Expert | National Geographic
So good to see you all again! I’m so excited for this time every week. Um, we get the opportunity to chat to a wonderful scientist, or expert, or conservationist live somewhere in the world, and we get to chat about some of their awesome research projects…
Proof: Matrix determinant gives area of image of unit square under mapping | Matrices | Khan Academy
The goal of this video is to feel good about the connection that we’ve talked about between the absolute value of the determinant of a two by two matrix and the area of the parallelogram that’s defined by the two column vectors of that matrix. So, for ex…