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

The only way to “build a wall” without destroying the U.S. | Jared Diamond | Big Think


2m read
·Nov 3, 2024

In a crisis, both a personal crisis and a national crisis, there's the issue that's called building the wall, which like many things, can be healthy or unhealthy. When we have a personal crisis, for example, a marital crisis or a career crisis, often we feel everything in my life has gone wrong. I'm overwhelmed. My life is in a total mess.

And when you feel that way, there's no way that you can attack the problem, because you feel that everything is messed up. You have to build a wall, and you have to delineate -- within the wall is the thing: Your life has gone wrong. You messed up your marriage. But outside that wall, your relationships with your friends and your job, they're perfectly OK.

Similarly with nations -- nations, when they encounter a crisis, they have to build a wall -- in a good sense. They have to recognize what is not working and recognize what is working. The United States has problems today. But there are wonderful things about the United States. We have a long history of democracy.

We have a federal system, which is a great system of government. We profit from this wonderful geography. We've been able to use immigration throughout our history creatively, more creatively than any other country that I know of. And so, outside the wall are all these things that are working well in the United States.

Inside the wall, we've got problems. We should not feel overwhelmed with a sense that everything is messed up with the United States. No, it's not that messed up. That's a good form of isolation, building a wall. A bad form of building a wall is cutting yourself off from the outside world.

That's no longer possible for the United States or any other first world country, because in this globalized world, they, out there, can do things. They can reach us. They can send immigrants. They can send terrorists, unintentionally; diseases spreading from tropical countries can reach temperate zone countries.

In the 1920s and 1930s, the United States had an isolationist foreign policy. And that meant postponing the day of reckoning when we had to deal with Germany and Japan. In short, isolation can be harmful. But isolation is also necessary, isolating what works from what doesn't work.

More Articles

View All
Dog Duty Inspiration | Big Fish, Texas
Yeah, it’s uh, Nick. Ores is Tommy or Arthur around? Pops brought Jenny and dropped her. Brought the fish house with me, ‘cause ultimately knows that I’m going to take care of her. I’m the only responsible one down there. She just sits there on a desk an…
Elements and atomic number | Atoms, isotopes, and ions | High school chemistry | Khan Academy
We know that everything in the universe is composed of atoms, but not all atoms are the same. There are many different types of atoms called elements, each with a unique set of physical and chemical properties. Many elements are probably familiar to you; …
What Will We Miss?
Hey, Vsauce. Michael here. And the year 6009 will be the very first year since 1961 that a year, when written in Hindu-Arabic numerals, can be inverted and still look the same. But you and I probably won’t live long enough to enjoy the year six thousand a…
Writing equilibrium constant and reaction quotient expressions | AP Chemistry | Khan Academy
The equilibrium constant is symbolized by the letter K, and the equilibrium constant tells us about the relative concentrations of reactants and products at equilibrium. Let’s say we have a hypothetical reaction where reactants A and B turn into products…
Curvature formula, part 5
So let’s sum up where we are so far. We’re looking at this formula and trying to understand why it corresponds to curvature, why it tells you how much a curve actually curves. The first thing we did is we noticed that this numerator corresponds to a cert…
Rewriting before integrating | AP Calculus AB | Khan Academy
Let’s say that we wanted to take the indefinite integral of ( x^2 \times (3x - 1) \, dx ). Pause this video and see if you can evaluate this. So you might be saying, “Oh, what kind of fancy technique could I use?” But you will see sometimes the fanciest …