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

Why vaccines are absolutely necessary | Larry Brilliant | Big Think


2m read
·Nov 3, 2024

"LARRY BRILLIANT: Autism is caused by a lot of factors that we don't fully understand, but vaccines are not one of those factors.

I live in Marin County. I live in the epicenter of the anti-vax movement. It's pretty obvious I have not been very successful in my own county in persuading people. And I understand this is a very complicated business.

Measles, for example, one of the M's in MMR, measles spreads faster than any other virus we've ever seen. One case can give rise to 20 or 30 cases in two weeks. If we had a lot of measles around and there were a lot of children getting sick all the time we wouldn't be looking at the marginal question of whether vaccinating my child or not was a good idea; we'd be rushing to get the measles vaccine.

And that's what happened. When polio was around, and you always knew somebody in the neighborhood who was paralyzed in an iron lung, we all rushed to get that polio vaccine. In fact, there's photographs of parents standing in line for four or five hours to get the Salk vaccine or the Sabin vaccine.

When there's no polio in the United States and we're down to 18 cases of polio in Pakistan, we're this close to eradicating polio, when there's no measles around we change our calculus. Why should I subject my child to a one in a million risk if there's less than a one in a million chance of them getting the disease?

And this is where it becomes hard because we have to talk about prevention of a disease that still exists in the world but not in our neighborhood. It's not front of mind.

And a lot of these parents who are against vaccines are wonderful, the most wonderful people, they're just trying to do the right thing for their kids. But vaccines are the best thing science has ever given us. It's saved hundreds of millions of children's lives.

It eradicated smallpox. It has reduced the population explosion. I know that that's pretty paradoxical, but as long as there are vaccines children will not die as they did when I was in India—there were places that 50 percent of kids died before the age of five.

When that happens parents have many more babies because they expect to lose so many. Vaccines have changed that."

More Articles

View All
Updates for Startup School 2019 and Office Hours with Kevin Hale
Kevin Hale: Welcome to the podcast! Craig: Hi! Kevin Hale: You are running Startup School this year, me and Adora are hosting and the main instructors for Startup School. So many people know about Startup School; we’ve talked about it on the podcast bef…
Principles for Success: "Everything is a Machine" | Episode 5
Principles for success: an ultra mini-series adventure in 30 minutes and in eight episodes. Episode five: everything is a machine. Sometimes things happen that are hard to understand. Life often feels so difficult and complicated. It’s too much to take …
How Fish Eat Part 2 (SLOW MOTION UNDERWATER!) - Smarter Every Day 119
Hey, it’s me Destin, welcome back to Smarter Every Day. So in the last episode of Smarter Every Day, we revealed that fish eat by sucking in the water by opening up their mouth, and then once they do that, they allow the water to exit back behind the ope…
Suhail Doshi - How to Measure Your Product
We are very grateful to have Suhail from Mixpanel, who co-founded Mixpanel almost 10 years ago now and is going to talk about how to measure your product, which, as you heard from Gustav, is really the other side of the coin of growth and everything that …
Identifying proportional relationships from graphs | 7th grade | Khan Academy
We are asked how many proportional relationships are shown in the coordinate plane below, and we have the choices. But let’s actually look at the coordinate plane below to think about how many proportional relationships are depicted here. So pause this vi…
Graphing square and cube root functions | Algebra 2 | Khan academy
We’re told the graph of ( y ) is equal to (\sqrt{x}) is shown below. Fair enough, which of the following is the graph of ( y ) is equal to ( 2\times\sqrt{-x}-1 )? They give us some choices here, and so I encourage you to pause this video and try to figure…