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

Why being politically correct is using free speech well | Martin Amis


2m read
·Nov 3, 2024

I think it’s indivisible, freedom of speech: I mean, either you’ve got it or you haven’t. And every diminution of freedom of speech diminishes everyone and lessens the currency of freedom of speech. But I feel nothing but unease when it’s done lightly. It has to be earned. The controversial statement has to be earned. It can’t just be tossed off. You have to be able to back it up.

So I would urge civilized standards of moderation on both sides. It has to be understood that freedom of speech isn’t just a sort of decadent frippery that we gather around us like all our other comforts and privileges. Democracy can’t work without freedom of speech. It’s an absolute cornerstone of democracy. So we have to be very responsible about this freedom but there’s no giving it up or modifying it, even.

I would say it’s an offshoot of what’s solidified under political correctness, and I’m a fan of political correctness. No one ever says, 'Oh, I’m very politically correct,' but, in fact, it’s good that we are—not the outer fringe PC, but raising of the standards about what can be said, and exclusion of things you could have said and got away with it 10 or 20 years ago and now seems discordant.

And who wants to go back to being opposed to gay marriage? The ease with which that became the orthodoxy was, I thought, tremendously encouraging, and the idea that Donald Trump has cast off these “shackles” and we can go back to being brutes again is a terrible prospect.

PC has been an agent for certain sort of evolutionary acceleration towards progressive ideas, and I think that’s been very good. I mean, when I look back at my very early fiction of 40-odd years ago I’m shocked and made uneasy by some of the liberties I took that I certainly wouldn’t take now. It doesn’t interfere with the freedom of writers, political correctness—it gives you challenges every now and then, you have to sort of work around it a bit.

But I never resent that, and I think it’s self-improvement on a general scale that we’ve all responded to.

More Articles

View All
This Is What It's Like Inside North Korea's Luxury Ski Resort | Short Film Showcase
[Music] My name is Jamie Barrow and I’m Britain’s fastest snowboarder. We’re here in the beautiful Beijing on the Great Wall of China, and tomorrow, thanks to tours, we have been given special permission to film and snowboard within the most secretive co…
Matt Cutts on the US Digital Service and Working at Google for 17 Years
Matt Cutts: Welcome to the podcast! Host: Thanks for having me! Matt Cutts: No problem. So for those who don’t know you, you are the administrator of the U.S. Digital Service, and previously you were at Google where you were the head of the web spam tea…
Fuel Inspection | Life Below Zero
Winners not waiting on me to be ready. It’s here. What I need to do is get all my jet fuel barrels, get them over to the fuel site to get filled, get as many pallets as I can, and get those over by my heat tank. I need to get it where it needs to live for…
The 7 BEST Purchases to make in your 20s
Hey guys, welcome back to the channel! In this video, we’re going to be talking about seven smart purchases that I think you should make when you’re still in your 20s. So I went down a bit of a YouTube rabbit hole and I saw a lot of people making differen…
Enduring the Journey to Mars | MARS: How to Get to Mars
[Music] Human physiology doesn’t adapt well to space, and things start failing in the body. The bones begin to leech out minerals that it thinks it doesn’t need in a microgravity environment; it’s got to be replaced. We’re learning about problems in the e…
Worked example: separable differential equation (with taking log of both sides) | Khan Academy
Let’s say we need to find a solution to the differential equation that the derivative of y with respect to x is equal to x squared over e to the y. Pause this video and see if you can have a go at it. I will give you a clue: it is a separable differential…