WEBVTT

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Welcome back to the Deep Dive. We're so glad

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you're here with us. It's great to be back. Today

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we are looking at a figure who, um... Honestly,

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he sort of defies the usual boxes we like to

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put historical figures in. He really does. You

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know, you usually have your science guys over

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here, your Newtons, your Galileos, your Einsteins.

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And then in a completely different building,

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sometimes on a different planet, you have your

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philosophers, your theologians. Yeah, your Krippegards,

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your Augustans. Exactly. And they don't usually

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talk to each other. They operate in different

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worlds. Well, Stephen Jay Gould had that phrase,

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non -overlapping magisteria. That's how it's

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supposed to work. But today's subject, he didn't

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just overlap them. He smashed them together.

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We are talking about Blaise Pascal. Blaise Pascal.

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And the sheer scope of his life is just staggering

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when you think about it. A man who lived only

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39 years. I mean, that's the first thing that

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hits you. Born in 1623, gone by 1662. A very

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short window. And in that brief window, he managed

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to live what feels like three or four completely

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distinct, brilliant lives. He invents the mechanical

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calculator when he's basically still a teenager.

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To help his dad with his taxes, no less? Right.

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Then he lays the groundwork for probability theory.

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Yeah. All because a gambler friend asked him

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a question about a game. A very practical problem.

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And he revolutionizes physics. By proving that

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the atmosphere, the air around us, actually has

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weight. Yeah. And then, after all that, he just

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pivots. Yeah. He abandons science to become one

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of the most profound, most challenging religious

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writers in the entire Western canon. It is a

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dizzying resume. I mean, it really is. And the

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thing that makes Pascal so compelling, so fascinating

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to dive into, is that he isn't just a jack of

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all trades. He was a master of all of them. He

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didn't just dabble. When he decided to do math,

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he fundamentally changed mathematics. When he

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turned to physics, he broke a 2 ,000 -year -old

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Aristotelian consensus. And when he finally turned

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his mind to God, he wrote this collection of

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fragments, the Pensées, that philosophers and

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theologians are still fiercely arguing about

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400 years later. So the mission for this deep

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dive then is to try and figure out how all those

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pieces fit together. Because on the surface,

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the person who invents a calculating machine

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seems like a completely different person from

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the guy who secretly sows a prayer into the lining

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of his coat. It seems like a contradiction. It

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does. But I have a feeling you're going to tell

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me they're actually the same person driven by

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the same thing. They absolutely are. I think

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the common thread, the engine driving him through

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all these different fields was this relentless,

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almost. almost desperate pursuit of certainty,

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of truth. Whether he was looking for truth in

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the precise meshing of gears in a machine, or

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in the empty space of a glass tube, or in the

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silent contemplation of a monastery, he was applying

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the same rigorous, uncompromising, analytical

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intellect. He just wanted to know what was real.

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Let's start at the beginning then, because the

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origin story here feels absolutely vital to understanding

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the man. Blaise Pascal. Born in Clermont -Ferrand,

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France. June 19, 1623. His mother passes away

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when he's just a toddler, only three years old.

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So he's raised almost entirely by his father,

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Etienne Pascal. And Etienne is a fascinating,

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crucial character in his own right. He wasn't

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just some bureaucrat. He was a tax collector,

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yes. But he was also a member of the Noblesse

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de Robe, which was the administrative nobility.

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So an educated man. A powerful man. Very. And

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an amateur mathematician himself. He was very

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well connected in the intellectual circles of

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Paris at the time. When Blaise was about eight

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years old, Etienne actually moves the family,

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that's Blaise and his two sisters, Gilbert and

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Jacqueline, to Paris. And he makes this really

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interesting decision to homeschool them, which,

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I mean, in the 17th century, that's not exactly

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the norm. Not at all. But Etienne had a very

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specific, very rigid curriculum in mind. And

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the most famous part of that curriculum was what

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it was missing, mathematics. He had this idea,

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this pedagogical theory, that a child's mind

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should be trained first on languages and the

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humanities, Latin, Greek. He thought mathematics

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was too compelling, too absorbing. Maybe even

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too taxing for a young mind. He thought it would

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be a distractor. Total distraction. So he literally

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banned geometry from the house. He hid the textbooks.

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He told Blaze flat out, you are not to think

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about mathematics until you are at least 15.

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Which, I mean, if you know anything about raising

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a curious child, that is the single worst tactic

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you could possibly employ. That's a colossal

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tactical error. You tell a brilliant kid that

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something is forbidden. It becomes the only thing

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they want. The most interesting thing in the

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world. Precisely. It became the forbidden fruit.

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So Blaze starts asking questions. What is geometry?

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What does it even do? And his father gives him

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this very vague general answer. Something like,

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oh, it's the study of how to make precise figures

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and find the relationships between their parts.

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And that was all he needed. That was enough.

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The fuse was lit. And this leads directly to

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what might be the most famous story about Pascal's

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childhood. The kitchen floor incident. Right.

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He's 12 years old at this point. About 12, yes.

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And Etienne comes home one day to find his son

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on the floor with a piece of charcoal drying

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on the tiles. Just doodling, he probably thought.

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At first, maybe. But he watches for a bit. And

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he sees Blaise's drawing shapes, circles, triangles,

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lines. But here's the thing. Because no one had

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ever taught him the official words, he was making

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up his own language for it. Oh, that's incredible.

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He called a circle around. He called a line a

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bar. He was building his own private lexicon

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for geometry. So he's not just drawing. He's

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doing so much more. Etienne realizes that Blaise

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isn't just making pictures. He's constructing

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proofs. He is, from first principles, working

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his way through Euclidean geometry. Without a

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textbook. Without a teacher. Completely on his

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own, by the time his father found him, he had

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allegedly, and this is according to his sister

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Gilbert's account, he had independently rediscovered

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and proven the first 32 propositions of Euclid's

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elements. Okay, let's just pause on that for

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a second. The 32nd proposition of Euclid is the

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one that says the sum of the angles in a triangle

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equals two right angles. Yes. 180 degrees. Yes.

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He derived that from scratch using charcoal on

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a tile floor. At 12 years old. That is the story

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that has come down to us. Now, you know, modern

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historians might debate whether he reconstructed

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the entire sequence perfectly or if he was just

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grasping the core logic of it. But either way,

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the intellectual achievement is just, it's staggering.

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It's off the charts. He deduced the axioms of

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geometry alone in a room. And when Etienne realized

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what was happening, that his son had effectively

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reinvented 2000 years of Greek mathematics in

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their living room, the story goes. That he wept.

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He must have realized he couldn't stop it. He

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knew. He gave up. He went and got Blaze a copy

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of Euclid's Elements, and Blaze, of course, just

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devoured it in a matter of days. And that just

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opened the floodgates. Because it wasn't long

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after that, I mean, he's still a teenager, that

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he's not just learning math anymore. He's contributing

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to it. At 16, he writes the essay on conics.

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On conic sections. Which is a short but incredibly

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dense treatise on conic sections. You know, ellipses,

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parabolas, hyperbolas, all the shapes you get

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by slicing through a cone. And inside this essay,

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he presents something new, what we now call Pascal's

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theorem. Or the mystic hexagram, which is a much

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better name. It is a great name. Explain that

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to us. What is the mystic hexagram? Okay, so

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it's a foundational concept in a field called

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projective geometry. Imagine you have any conic

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section, let's just say an oval to make it easy.

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Now you draw a hexagon inside it so that all

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six of its corners or vertices are touching the

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edge of the oval. Hexagon can be all skewed and

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irregular, right? Totally irregular. It doesn't

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matter. Now take the opposite sides of that hexagon

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and extend them out like lines until they cross

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each other. You'll get three intersection points.

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Pascal proved that those three points will always

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lie on a single straight line. No matter how

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you draw the hexagon. No matter how you draw

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it, it feels like magic when you see it drawn

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out. It's this hidden order. And it's important

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to remember, this was cutting edge stuff. This

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wasn't just solving odd problems. This was creating

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new mathematics. He sent his paper to Father

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Marine Mersenne in Paris. Who was like the central

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node of the European scientific internet at the

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time. He was the guy. He connected everyone.

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And Mersenne, of course, shows it to the biggest

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name in the game. Rene Descartes. The I think,

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therefore I am guy. The philosophical heavyweight.

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And you'd think he'd be blown away by this, but...

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He wasn't. He was skeptical. In fact, he was

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worse than skeptical. He was dismissive. When

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Mersenne showed him the essay, Descartes' first

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reaction was, I do not believe a 16 -year -old

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wrote this. He thought the father wrote it. He

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assumed it was Etienne, the father, trying to

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pass off his own work to build up the family

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name. He just couldn't accept that this level

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of mature, abstract reasoning could come from

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a boy. That's sort of the ultimate backhanded

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compliment, isn't it? This is too good to be

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yours. It really is. And even after he was finally

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convinced that, yes, the kid actually wrote it,

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Descartes was still sniffy about it. He said

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something along the lines of, well, I can see

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how a boy might stumble onto this one little

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proof, but he won't go much further with it.

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Wow. It just shows you, I think, the tension

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between the established, rigid, Cartesian way

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of thinking and this intuitive, almost frightening

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brilliance of Pascal. So by 16, he's already

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a mathematical prodigy. He's gotten the attention

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and the scorn of the most famous philosopher

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in Europe. But then, real life... sort of intrudes.

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His father, Etienne, gets a new government post.

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Right. This is a crucial shift in the story.

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Etienne had briefly fallen out of favor with

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the powerful Cardinal Richelieu, but he gets

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reinstated and is sent to Rouen in Normandy to

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be the king's tax commissioner. And Rouen at

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this time was a mess. A total mess. There had

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been tax revolts. The city was in chaos. And

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Etienne's job was to go through years of disorganized

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records and figure out who owed what. He had

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to assess and collect taxes from thousands of

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people. And the sheer volume... of the arithmetic

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was, well, was crushing. You have to picture

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the scene, right? Night after night, the father

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is just hunched over a desk, buried in ledgers,

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surrounded by flickering candlelight, doing endless

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columns of addition and subtraction by hand.

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And Blaze, who's now about 19, sees his father

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just suffering under this mountain of labor,

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and he decides he's going to help. But he doesn't

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just offer to, you know, double -check the swims.

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No. He thinks, I can build a machine to do this

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for him. I will mechanize this mental drudgery.

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This is the birth of the Pascaline, the mechanical

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calculator. And I think we often just gloss over

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this. We say he built a calculator, but we really

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need to understand what an engineering nightmare

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this must have been in the 1640s. It was a nightmare.

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Because this isn't a simple machine that just

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adds one plus one. Right, because of the money

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system. Exactly. France wasn't using a nice,

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clean decimal system. They were using livre,

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sol, and denier. Walk us through how that works.

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It's confusing. Okay, so livre was the main unit,

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sort of like a dollar or a pound. But there were

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20 sols in a single livre. And then there were

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12 deniers and a single sole. So it's base 12,

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then base 20, then base 10 for the rest. Exactly.

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So if you're building a machine to add this up,

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you can't just have every gear have 10 teeth.

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You need a gear with 12 teeth for the deniers,

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which then has to turn a gear with 20 teeth for

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the soles, which then has to turn the lever gears.

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And they all have to work in perfect sync. In

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sync. And the real killer, the problem that had

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stumped everyone before, was the carry mechanism.

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You mean like when you're adding and you get

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to nine? You ride a zero and carry the one? Precisely.

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On the machine, if your sole's wheel is at 19

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and you add one more sole, that wheel has to

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click over to zero and it has to give a push

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to the next wheel, the lever wheel, to move it

00:11:56.639 --> 00:11:59.000
forward by one. So it's a chain reaction. It

00:11:59.000 --> 00:12:02.740
is. And if you have a number like 9 ,999 lever

00:12:02.740 --> 00:12:05.600
and you add one, you have to carry across four

00:12:05.600 --> 00:12:10.000
or five heavy brass gears all at once. The cumulative

00:12:10.000 --> 00:12:12.779
friction, the force required, would jam any simple

00:12:12.779 --> 00:12:14.860
machine. would just lock up. It's like a domino

00:12:14.860 --> 00:12:17.120
effect of friction and force. So how did he solve

00:12:17.120 --> 00:12:20.460
it? He invented a mechanism of pure genius. It's

00:12:20.460 --> 00:12:23.220
called the sautoir. It's basically a little gravity

00:12:23.220 --> 00:12:26.179
-assisted pawl, like a tiny weighted lever. As

00:12:26.179 --> 00:12:28.379
you turn a number wheel, it slowly lifts this

00:12:28.379 --> 00:12:30.600
little weight. Okay. Then, right when the wheel

00:12:30.600 --> 00:12:33.559
clicks past its final number, say, from 11 to

00:12:33.559 --> 00:12:36.220
0 on the denier's wheel, that little weighted

00:12:36.220 --> 00:12:39.659
lever drops. And the energy from that falling

00:12:39.659 --> 00:12:42.159
weight provides the kick, the little burst of

00:12:42.159 --> 00:12:44.740
force needed to turn the next wheel one notch.

00:12:44.919 --> 00:12:47.820
So he's isolating the force. He's isol - he's

00:12:47.820 --> 00:12:51.139
using gravity as a tiny temporary battery for

00:12:51.139 --> 00:12:53.720
each individual carry. It meant the user felt

00:12:53.720 --> 00:12:55.679
the same easy resistance whether they were adding

00:12:55.679 --> 00:13:00.220
one to one or one to 9 ,999. That is just so

00:13:00.220 --> 00:13:02.419
clever. But it must have been incredibly difficult

00:13:02.419 --> 00:13:04.679
to actually build. Oh, it was a torment. The

00:13:04.679 --> 00:13:07.820
metalworking skills in the 1640s, they just weren't

00:13:07.820 --> 00:13:09.759
up to the kind of precision that Pascal needed.

00:13:09.919 --> 00:13:12.679
He went through more than 50 prototypes. He had

00:13:12.679 --> 00:13:14.799
to personally stand over the blacksmiths and

00:13:14.799 --> 00:13:16.700
the clockmakers because they kept getting the

00:13:16.700 --> 00:13:19.080
tolerances wrong. He spends three years on this,

00:13:19.159 --> 00:13:21.840
right? He finally gets a working model in 1645.

00:13:22.340 --> 00:13:25.580
He even gets a royal patent from the king. This

00:13:25.580 --> 00:13:27.360
should have been a world -changing invention.

00:13:27.720 --> 00:13:29.919
And technologically, it was. It was the first

00:13:29.919 --> 00:13:32.600
truly functional calculator that could be operated

00:13:32.600 --> 00:13:35.799
by a non -expert. It worked. But as a business.

00:13:36.179 --> 00:13:38.919
A disaster. A complete and total disaster. A

00:13:38.919 --> 00:13:42.220
commercial failure. Why? I don't get that. If

00:13:42.220 --> 00:13:44.659
it saves so much time and effort, why didn't

00:13:44.659 --> 00:13:47.700
every accountant and merchant in France buy one?

00:13:48.009 --> 00:13:52.090
Two main reasons. First, the cost. It was outrageously,

00:13:52.110 --> 00:13:55.129
exorbitantly expensive. The fine materials, the

00:13:55.129 --> 00:13:58.330
precision labor. A single Pascaline cost more

00:13:58.330 --> 00:14:00.409
than most skilled craftsmen earned in a lifetime.

00:14:00.669 --> 00:14:03.070
So it becomes a status symbol. Exactly. It became

00:14:03.070 --> 00:14:05.889
a toy for the aristocracy. If you were a wealthy

00:14:05.889 --> 00:14:07.950
duke, you'd have a Pascaline on your desk to

00:14:07.950 --> 00:14:10.009
show off his cleverness to your friends, but

00:14:10.009 --> 00:14:11.470
you probably weren't using it to actually do

00:14:11.470 --> 00:14:13.610
your estate accounts. It's the original expensive

00:14:13.610 --> 00:14:15.889
tech gadget that nobody really needed, but everyone

00:14:15.889 --> 00:14:19.019
wanted on their desk. It absolutely is. And there

00:14:19.019 --> 00:14:21.519
was also, interestingly, some resistance from

00:14:21.519 --> 00:14:23.980
the clerks and accountants themselves, a bit

00:14:23.980 --> 00:14:26.620
of fear of job replacement. They worried this

00:14:26.620 --> 00:14:29.100
machine would make them obsolete. The first fears

00:14:29.100 --> 00:14:31.200
of automation. You could say that. In the end,

00:14:31.220 --> 00:14:33.679
only about 20 finished machines were ever built

00:14:33.679 --> 00:14:36.340
over a decade. But the legacy, of course, is

00:14:36.340 --> 00:14:39.539
massive. Pascal proved that mental labor calculation

00:14:39.539 --> 00:14:42.879
could be mechanized. He's really one of the grandfathers

00:14:42.879 --> 00:14:45.120
of computer hardware. So he's conquered theoretical

00:14:45.120 --> 00:14:48.100
math. He's basically invented hardware engineering.

00:14:49.019 --> 00:14:51.120
Now let's pivot to the next big phase of his

00:14:51.120 --> 00:14:55.159
life. We're in the late 1640s now. The family

00:14:55.159 --> 00:14:58.559
has moved back to Paris. And Pascal gets fascinated

00:14:58.559 --> 00:15:02.240
by physics. Specifically, the physics of nothing.

00:15:02.539 --> 00:15:04.600
The physics of the void. This was one of the

00:15:04.600 --> 00:15:06.820
hottest, most contentious scientific debates

00:15:06.820 --> 00:15:09.039
of the entire 17th century. The nature of the

00:15:09.039 --> 00:15:11.519
vacuum. And the prevailing wisdom going all the

00:15:11.519 --> 00:15:14.019
way back to Aristotle. was horror vacuuming.

00:15:14.039 --> 00:15:16.860
Nature abhors a vacuum. We hear that phrase a

00:15:16.860 --> 00:15:19.200
lot, but what did that actually mean to them?

00:15:19.240 --> 00:15:21.480
Was it just a poetic way of speaking? No, no,

00:15:21.500 --> 00:15:24.120
they took it absolutely literally. Aristotle

00:15:24.120 --> 00:15:26.179
and his followers, which included Descartes,

00:15:26.179 --> 00:15:29.019
by the way, believe that space is a plenum. It

00:15:29.019 --> 00:15:31.500
is completely full. There are no empty gaps.

00:15:31.799 --> 00:15:34.460
If you move an object, air, or some other invisible

00:15:34.460 --> 00:15:38.039
matter, an ether instantly, magically rushes

00:15:38.039 --> 00:15:41.220
in to fill the space. So for them, A true void,

00:15:41.419 --> 00:15:44.200
true nothingness was physically impossible. And

00:15:44.200 --> 00:15:46.360
maybe even theologically impossible, because

00:15:46.360 --> 00:15:49.000
if God is omnipresent, how can there be a place

00:15:49.000 --> 00:15:52.759
where nothing, not even God, exists? So asserting

00:15:52.759 --> 00:15:55.600
that nothing could exist was a deeply controversial,

00:15:55.820 --> 00:15:58.740
even dangerous idea. But then Pascal hears about

00:15:58.740 --> 00:16:01.000
these strange experiments being done down in

00:16:01.000 --> 00:16:03.519
Italy. by Evangelista Torricelli, who was a student

00:16:03.519 --> 00:16:06.120
of Galileo. Torricelli had taken a long glass

00:16:06.120 --> 00:16:08.539
tube, sealed at one end, filled it completely

00:16:08.539 --> 00:16:10.960
with mercury, plugged the open end with his finger,

00:16:11.039 --> 00:16:13.039
and then flipped it upside down into a bowl of

00:16:13.039 --> 00:16:14.899
mercury. And when he took his finger away? The

00:16:14.899 --> 00:16:17.419
column of mercury in the tube fell, but it didn't

00:16:17.419 --> 00:16:19.580
fall all the way. It stopped at a certain height,

00:16:19.659 --> 00:16:23.320
about 30 inches or 760 millimeters. Leaving a

00:16:23.320 --> 00:16:25.240
gap at the top of the tube in the sealed end.

00:16:25.720 --> 00:16:28.340
Exactly, the Torricellian space. And the big

00:16:28.340 --> 00:16:33.149
question was... What is in that space? The Aristotelians

00:16:33.149 --> 00:16:35.669
scrambled for explanations. They said it must

00:16:35.669 --> 00:16:38.350
be filled with mercury vapor or a pocket of that

00:16:38.350 --> 00:16:40.950
invisible ether. Pascal heard about this and

00:16:40.950 --> 00:16:44.169
had a simpler idea. He said, no, it's empty.

00:16:44.169 --> 00:16:47.129
It's a vacuum. It's nothing. And being Pascal,

00:16:47.429 --> 00:16:49.470
he didn't just write a polite paper about it.

00:16:49.490 --> 00:16:52.529
He designed a show. He loved these big, dramatic

00:16:52.529 --> 00:16:55.289
public demonstrations. He was a bit of a showman.

00:16:55.370 --> 00:16:58.049
A total showman. He published a paper called

00:16:58.049 --> 00:17:01.690
New Experiments with the Vacuum in 1647. And

00:17:01.690 --> 00:17:04.009
he repeated Torricelli's experiment, but he did

00:17:04.009 --> 00:17:06.890
these wild variations. He used water and red

00:17:06.890 --> 00:17:09.109
wine instead of mercury. I love the detail about

00:17:09.109 --> 00:17:11.190
the wine. Right. He used different liquids to

00:17:11.190 --> 00:17:13.430
prove it was about density and weight. And because

00:17:13.430 --> 00:17:15.509
water and wine are much lighter than mercury,

00:17:15.819 --> 00:17:18.460
The column stood much, much higher. He had to

00:17:18.460 --> 00:17:21.099
use glass tubes that were 40 feet long and strap

00:17:21.099 --> 00:17:23.380
them to the masts of ships in the middle of a

00:17:23.380 --> 00:17:26.160
courtyard in Rouen. It was a spectacle. But the

00:17:26.160 --> 00:17:28.319
crucial part was his explanation for why the

00:17:28.319 --> 00:17:31.299
liquid stood up in the tube at all. Yes. The

00:17:31.299 --> 00:17:34.099
Old Guard, the Aristotelians, said that the vacuum

00:17:34.099 --> 00:17:36.980
at the top was actively pulling the liquid up,

00:17:37.099 --> 00:17:40.319
a kind of suction force. Pascal suspected the

00:17:40.319 --> 00:17:43.000
exact opposite. He thought it was the immense

00:17:43.000 --> 00:17:45.579
weight of the ocean of air above us pushing down

00:17:45.579 --> 00:17:47.920
on the surface of the liquid in the bowl that

00:17:47.920 --> 00:17:50.200
was forcing it up into the tube. Atmospheric

00:17:50.200 --> 00:17:52.380
pressure, the idea that we are all living at

00:17:52.380 --> 00:17:54.819
the bottom of a deep sea of air. That's the concept.

00:17:54.880 --> 00:17:57.240
And to prove that, he came up with a brilliant

00:17:57.240 --> 00:18:00.309
idea for an experiment. He realized that if air

00:18:00.309 --> 00:18:03.170
has weight, then there must be less air and therefore

00:18:03.170 --> 00:18:05.349
less pressure at the top of a mountain than there

00:18:05.349 --> 00:18:07.750
is at the bottom. This is the PD dome experiment.

00:18:08.009 --> 00:18:11.829
This is the definitive Mike drop moment of 17th

00:18:11.829 --> 00:18:14.579
century physics. Pascal reasoned it all out,

00:18:14.619 --> 00:18:17.000
but there was a problem. He was always sickly.

00:18:17.079 --> 00:18:19.400
He suffered from debilitating stomach pains,

00:18:19.500 --> 00:18:21.900
terrible migraines his whole life. There was

00:18:21.900 --> 00:18:23.920
no way he could hike up a mountain himself. So

00:18:23.920 --> 00:18:26.660
he outsources the work. He does. He writes a

00:18:26.660 --> 00:18:28.619
letter to his brother -in -law, Florent Perrier,

00:18:28.779 --> 00:18:30.759
who conveniently lived near the Prix du Dome,

00:18:30.759 --> 00:18:32.660
which is a large volcanic mountain in central

00:18:32.660 --> 00:18:35.240
France. I can just imagine the letter. Dearest

00:18:35.240 --> 00:18:37.740
Florent... Hope you were well. Would you mind

00:18:37.740 --> 00:18:40.099
doing me a small favor in climbing a nearly 5

00:18:40.099 --> 00:18:43.400
,000 -foot mountain while carrying a very delicate

00:18:43.400 --> 00:18:47.140
glass tube full of toxic mercury? Thanks, Blaze.

00:18:48.180 --> 00:18:51.259
That's pretty much it. And to his credit, Florin

00:18:51.259 --> 00:18:55.059
did it. On September 19, 1648, Perrier assembled

00:18:55.059 --> 00:18:58.259
a team of local dignitaries, priests, officials,

00:18:58.519 --> 00:19:01.940
doctors to act as official witnesses. He wanted

00:19:01.940 --> 00:19:03.500
to make sure it was all documented properly.

00:19:03.700 --> 00:19:06.640
Oh, yes. This was science as a legal proceeding.

00:19:07.140 --> 00:19:09.859
So first, they set up the barometer in the garden

00:19:09.859 --> 00:19:12.079
of the Minim Fathers Monastery at the base of

00:19:12.079 --> 00:19:14.000
the mountain. They measured the height of the

00:19:14.000 --> 00:19:16.680
mercury column. It stood at 26 French inches

00:19:16.680 --> 00:19:18.740
and three and a half lines. And then they start

00:19:18.740 --> 00:19:21.549
climbing. Then Perrier and his team start the

00:19:21.549 --> 00:19:23.930
3 ,000 -foot ascent to the summit. When they

00:19:23.930 --> 00:19:26.049
get to the top, in the wind, they set up the

00:19:26.049 --> 00:19:27.930
apparatus again. And the result? The mercury

00:19:27.930 --> 00:19:30.150
had dropped. It was significantly lower. It was

00:19:30.150 --> 00:19:32.890
now only 23 inches in two lines, a difference

00:19:32.890 --> 00:19:35.150
of more than three inches. Which is a huge difference.

00:19:35.470 --> 00:19:37.869
It's massive. And to be thorough, they measured

00:19:37.869 --> 00:19:40.210
it at several points on the way back down, and

00:19:40.210 --> 00:19:42.509
the mercury column rose steadily and predictably

00:19:42.509 --> 00:19:44.690
as they descended, returning to its original

00:19:44.690 --> 00:19:47.609
height back in the garden. It was irrefutable.

00:19:47.829 --> 00:19:50.230
The weight of the air was the cause. The suction

00:19:50.230 --> 00:19:53.670
of the vacuum was a myth. It was dead. And Pascal,

00:19:53.890 --> 00:19:56.230
to confirm it, replicated the experiment himself

00:19:56.230 --> 00:19:58.609
on a smaller scale at the top of a church bell

00:19:58.609 --> 00:20:02.029
tower in Paris. This changed everything. It wasn't

00:20:02.029 --> 00:20:03.829
just about how barometers work. It fundamentally

00:20:03.829 --> 00:20:05.890
changed our understanding of the world we live

00:20:05.890 --> 00:20:09.130
in. We aren't in some magical full plenum. We

00:20:09.130 --> 00:20:11.930
are on a rock wrapped in a finite blanket of

00:20:11.930 --> 00:20:14.829
gas that obeys physical laws. And this seems

00:20:14.829 --> 00:20:16.950
to have cemented his idea of what science should

00:20:16.950 --> 00:20:20.170
be. He established a really rigid standard. He

00:20:20.170 --> 00:20:23.130
did. In a famous letter to a critic, a Jesuit

00:20:23.130 --> 00:20:26.369
named Etienne Noel, Pascal basically laid out

00:20:26.369 --> 00:20:29.150
the modern principle of falsifiability 100 years

00:20:29.150 --> 00:20:32.410
before Karl Popper. He said, in effect, your

00:20:32.410 --> 00:20:35.329
theory can explain 99 phenomena perfectly, but

00:20:35.329 --> 00:20:37.769
if one single repeatable fact contradicts it,

00:20:37.829 --> 00:20:40.170
your theory is false, period. It doesn't matter

00:20:40.170 --> 00:20:42.309
what Aristotle said. It doesn't matter what authority

00:20:42.309 --> 00:20:44.130
says. All that matters is what the mercury does

00:20:44.130 --> 00:20:47.069
in the tube. It was a revolution in method. So

00:20:47.069 --> 00:20:50.250
we have the calculator. We have atmospheric pressure

00:20:50.250 --> 00:20:53.009
in the vacuum. Now we're moving into the early

00:20:53.009 --> 00:20:57.569
1650s. His father dies in 1651. Pascal is now

00:20:57.569 --> 00:20:59.869
independently wealthy. He's a bachelor living

00:20:59.869 --> 00:21:02.829
in Paris. And this is what scholars call his

00:21:02.829 --> 00:21:06.230
worldly period. It is. Now, we shouldn't overstate

00:21:06.230 --> 00:21:08.529
it. He wasn't some great debauched libertine.

00:21:09.109 --> 00:21:11.369
But he definitely enjoyed the finer things in

00:21:11.369 --> 00:21:13.650
life for a while. He had a coach and four horses.

00:21:13.710 --> 00:21:16.190
He frequented the fashionable salons. And he

00:21:16.190 --> 00:21:18.730
fell in with a very specific crowd. You know,

00:21:18.769 --> 00:21:21.549
writers, aristocrats, and gamblers. And professional

00:21:21.549 --> 00:21:24.089
gamblers, by their very nature, are obsessed

00:21:24.089 --> 00:21:27.079
with odds and fairness. They have to be. One

00:21:27.079 --> 00:21:29.660
of Pascal's friends was a writer and a man about

00:21:29.660 --> 00:21:31.880
town named the Chevalier de Marais. He was a

00:21:31.880 --> 00:21:34.640
very keen gambler. And de Marais came to Pascal

00:21:34.640 --> 00:21:37.200
with a question that had apparently stumped mathematicians

00:21:37.200 --> 00:21:39.660
for centuries. It's famously known as the problem

00:21:39.660 --> 00:21:42.000
of points. Okay, what's the scenario here? The

00:21:42.000 --> 00:21:44.619
setup is simple. Imagine you and I are playing

00:21:44.619 --> 00:21:47.779
a game of chance. Say, flipping a coin. We've

00:21:47.779 --> 00:21:50.579
each put 50 gold coins into a pot. The first

00:21:50.579 --> 00:21:52.759
person to win five rounds gets the whole hundred

00:21:52.759 --> 00:21:55.579
coin pot. Count it. But for some reason, we have

00:21:55.579 --> 00:21:57.900
to stop the game early. The candles burn out,

00:21:57.960 --> 00:22:00.559
the police raid the gambling den, whatever. And

00:22:00.559 --> 00:22:03.500
when we stop, the score is you have won four

00:22:03.500 --> 00:22:06.579
rounds and I have only won three rounds. So I'm

00:22:06.579 --> 00:22:09.559
ahead. You're ahead. The question is, how do

00:22:09.559 --> 00:22:11.880
we divide the hundred coins in the pot in a way

00:22:11.880 --> 00:22:14.460
that is perfectly mathematically fair? Well,

00:22:14.460 --> 00:22:17.440
the simple answer is just to give it all to me

00:22:17.440 --> 00:22:20.759
since I was winning. Or maybe. Maybe split it

00:22:20.759 --> 00:22:23.099
based on the ratio of our scores, so a 4 to 3

00:22:23.099 --> 00:22:24.759
split. Right, those are the intuitive answers.

00:22:25.180 --> 00:22:27.599
But Desmarais and Pascal knew that neither of

00:22:27.599 --> 00:22:30.079
those is truly fair, because the fair way to

00:22:30.079 --> 00:22:31.920
divide the stakes must depend on the probability

00:22:31.920 --> 00:22:34.259
of what would have happened if the game had continued.

00:22:34.519 --> 00:22:37.039
Ah, so you're not looking at the past, at the

00:22:37.039 --> 00:22:39.480
scores we already have. You're modeling the future.

00:22:39.960 --> 00:22:43.140
That is the crucial revolutionary leap. They

00:22:43.140 --> 00:22:46.660
are trying to quantify the future. So Pascal...

00:22:46.839 --> 00:22:49.519
Intrigued by this, starts a correspondence with

00:22:49.519 --> 00:22:52.640
another one of the great minds of the era, Pierre

00:22:52.640 --> 00:22:54.640
de Fermat. Who was another one of these brilliant

00:22:54.640 --> 00:22:57.220
amateurs. He was a lawyer by trade. A lawyer

00:22:57.220 --> 00:22:59.859
in Toulouse. And in a series of letters back

00:22:59.859 --> 00:23:03.039
and forth in the summer of 1654, these two men,

00:23:03.240 --> 00:23:06.440
Pascal and Fermat, solved it. They realized you

00:23:06.440 --> 00:23:09.240
have to map out all the possible future outcomes.

00:23:09.380 --> 00:23:12.750
So in our game. If we play one more round. There's

00:23:12.750 --> 00:23:14.950
a 50 % chance you win and the game is over. You

00:23:14.950 --> 00:23:16.809
take the pot. Okay. And there's a 50 % chance

00:23:16.809 --> 00:23:18.809
that I win, in which case the score becomes tied

00:23:18.809 --> 00:23:21.569
four to four. Then we'd have to play a final

00:23:21.569 --> 00:23:24.509
deciding round. By mapping out this tree of possibilities

00:23:24.509 --> 00:23:26.890
and weighing each branch by its probability,

00:23:27.269 --> 00:23:29.329
they calculated what they called the expected

00:23:29.329 --> 00:23:31.769
value for each player. And this is it. This is

00:23:31.769 --> 00:23:34.789
the birth of modern probability theory. This

00:23:34.789 --> 00:23:38.259
is the moment. Before this, the future was seen

00:23:38.259 --> 00:23:42.119
as the domain of God or fate or just pure blind

00:23:42.119 --> 00:23:45.900
luck. It was fundamentally unknowable. Pascal

00:23:45.900 --> 00:23:48.019
and Fermat proved that while you can't predict

00:23:48.019 --> 00:23:50.480
the specific outcome of a single future event,

00:23:50.740 --> 00:23:53.359
you can absolutely predict the pattern of outcomes

00:23:53.359 --> 00:23:56.099
over the long run. You can tame uncertainty.

00:23:56.299 --> 00:23:59.319
This underpins, I mean, everything in our modern

00:23:59.319 --> 00:24:02.099
world. Insurance markets, stock market analysis,

00:24:02.440 --> 00:24:05.259
medical trials, election polling, quantum mechanics.

00:24:05.500 --> 00:24:07.980
It all starts right here with two French guys

00:24:07.980 --> 00:24:09.980
trying to figure out the fair way to split a

00:24:09.980 --> 00:24:11.920
gambling pot. And in the middle of all this work,

00:24:12.119 --> 00:24:15.160
Pascal decides to synthesize a lot of his thinking

00:24:15.160 --> 00:24:17.839
about numbers into his treatise on the arithmetical

00:24:17.839 --> 00:24:19.859
triangle. Right. What we all learn in school

00:24:19.859 --> 00:24:22.640
as Pascal's triangle. That pyramid of numbers

00:24:22.640 --> 00:24:25.380
we've all seen where each number is the sum of

00:24:25.380 --> 00:24:27.339
the two numbers directly above it. Now, to be

00:24:27.339 --> 00:24:29.180
clear, he didn't invent the triangle itself.

00:24:29.460 --> 00:24:31.880
The pattern was known to mathematicians in China,

00:24:31.980 --> 00:24:35.039
Persia, and India for centuries before him. But

00:24:35.039 --> 00:24:37.380
Pascal was the first person to really explore

00:24:37.380 --> 00:24:39.819
all of its properties systematically and write

00:24:39.819 --> 00:24:42.039
them down. And he showed how it connected to

00:24:42.039 --> 00:24:44.680
probability. He did. He showed that the numbers

00:24:44.680 --> 00:24:47.799
in the rows are the binomial coefficients. So

00:24:47.799 --> 00:24:49.700
if you want to know, say, how many different

00:24:49.700 --> 00:24:52.019
ways can you choose a committee of three people

00:24:52.019 --> 00:24:54.400
from a group of five, you just go to the fifth

00:24:54.400 --> 00:24:56.279
row of the triangle and the third number is...

00:24:56.269 --> 00:24:58.890
and there's your answer. It's a beautiful, elegant

00:24:58.890 --> 00:25:01.369
tool. There's one more little mathematical story

00:25:01.369 --> 00:25:05.210
from this period involving a toothache. The cycloid.

00:25:05.329 --> 00:25:08.210
Yes, though this happens a bit later in 1658

00:25:08.210 --> 00:25:11.009
after his major religious conversion. But it

00:25:11.009 --> 00:25:13.190
shows his mind was still working on these problems.

00:25:13.430 --> 00:25:16.009
He was suffering from a terrible, raging toothache

00:25:16.009 --> 00:25:18.329
that kept him awake all night. And just as a

00:25:18.329 --> 00:25:20.250
way to distract himself from the pain. A very

00:25:20.250 --> 00:25:22.670
Pascal thing to do. Very. He started thinking

00:25:22.670 --> 00:25:25.049
about a famous unsolved problem in geometry.

00:25:25.789 --> 00:25:28.789
The cycloid. That's the curve traced by a point

00:25:28.789 --> 00:25:31.269
on the rim of a rolling wheel. He used geometry

00:25:31.269 --> 00:25:34.349
as a painkiller. And it worked. As he got deeper

00:25:34.349 --> 00:25:37.390
into the problem, the pain vanished. And he took

00:25:37.390 --> 00:25:40.289
this as a divine signal, a sign from God that

00:25:40.289 --> 00:25:41.970
it was okay for him to engage in mathematics

00:25:41.970 --> 00:25:44.769
as long as it wasn't for vanity. So he solves

00:25:44.769 --> 00:25:47.779
it. He solves it in eight days. He figures out

00:25:47.779 --> 00:25:50.279
the area under the curve, the volume of the shape

00:25:50.279 --> 00:25:52.720
it creates when rotated problems that had stumped

00:25:52.720 --> 00:25:55.680
giants like Galileo and Torricelli. And then,

00:25:55.720 --> 00:25:58.900
in a very strange move, he held a contest under

00:25:58.900 --> 00:26:01.740
a pseudonym, challenging the other great mathematicians

00:26:01.740 --> 00:26:04.279
of Europe to solve it. And then he declared himself

00:26:04.279 --> 00:26:06.740
the winner of his own contest. It did. It was

00:26:06.740 --> 00:26:09.599
a little controversial. Great minds like Christopher

00:26:09.599 --> 00:26:12.660
Wren and John Wallace submitted solutions, but

00:26:12.660 --> 00:26:15.509
Pascal writing as Amos... Dettenville, judged

00:26:15.509 --> 00:26:18.309
his own anonymous solution to be the only fully

00:26:18.309 --> 00:26:21.269
correct one. It just shows that even as he was

00:26:21.269 --> 00:26:24.210
becoming more religious, he still had that incredibly

00:26:24.210 --> 00:26:27.890
sharp, competitive, almost arrogant edge to him.

00:26:28.029 --> 00:26:30.190
Absolutely. But that competitive edge was about

00:26:30.190 --> 00:26:32.309
to be redirected toward a very, very different

00:26:32.309 --> 00:26:34.730
kind of opponent. We have to talk about the great

00:26:34.730 --> 00:26:37.109
shift, the event that changed his life forever,

00:26:37.369 --> 00:26:40.220
the Night of Fire. Because for all his worldly

00:26:40.220 --> 00:26:42.980
success, all the fame from his math and physics,

00:26:43.400 --> 00:26:46.299
Pascal was deeply unhappy. He described it as

00:26:46.299 --> 00:26:49.160
a period of profound spiritual dryness, even

00:26:49.160 --> 00:26:52.619
disgust. He had the money. He had the fame. He

00:26:52.619 --> 00:26:55.160
was celebrated in the salons. But he felt this

00:26:55.160 --> 00:26:58.170
deep sense of his own wretchedness. And at the

00:26:58.170 --> 00:27:00.910
same time, his younger sister Jacqueline, whom

00:27:00.910 --> 00:27:04.029
he was very close to, had become a nun at the

00:27:04.029 --> 00:27:06.670
Port Royal Abbey. And Port Royal was the absolute

00:27:06.670 --> 00:27:09.029
center of a controversial religious movement

00:27:09.029 --> 00:27:12.089
called Jansenism. We really need to define Jansenism

00:27:12.089 --> 00:27:14.529
because it is the essential backdrop for the

00:27:14.529 --> 00:27:17.250
entire second half of Pascal's life. So what

00:27:17.250 --> 00:27:20.279
was it? You can think of Jansenism as a very

00:27:20.279 --> 00:27:23.660
rigorous, very austere reformist wing within

00:27:23.660 --> 00:27:25.940
the Catholic Church. They were heavily influenced

00:27:25.940 --> 00:27:28.480
by the writings of St. Augustine. They believed

00:27:28.480 --> 00:27:31.019
that human nature was totally and utterly corrupted

00:27:31.019 --> 00:27:33.180
after the fall of man in the Garden of Eden.

00:27:33.339 --> 00:27:35.779
So we're inherently broken. Utterly broken. We

00:27:35.779 --> 00:27:38.380
are incapable of doing any good on our own. We

00:27:38.380 --> 00:27:40.759
can only be saved by God's grace, and that grace

00:27:40.759 --> 00:27:43.200
is irresistible, but it is given only to a select

00:27:43.200 --> 00:27:46.019
few. the elect. You can't earn it. You can't

00:27:46.019 --> 00:27:47.900
work your way to heaven. It sounds a lot like

00:27:47.900 --> 00:27:50.200
Calvinism, but inside the Catholic Church. It

00:27:50.200 --> 00:27:53.160
is very, very similar in its theology to Calvinist

00:27:53.160 --> 00:27:55.160
predestination. And that, as you can imagine,

00:27:55.220 --> 00:27:57.099
got them into a huge amount of trouble with the

00:27:57.099 --> 00:27:59.619
mainstream church, especially with the Pope and

00:27:59.619 --> 00:28:02.779
the powerful Jesuit order. But for Pascal, this

00:28:02.779 --> 00:28:05.539
rigorous, all or nothing, uncompromising view

00:28:05.539 --> 00:28:08.220
of the world. It resonated with his personality.

00:28:08.599 --> 00:28:11.339
He was a man of absolutes. So this is all swirling

00:28:11.339 --> 00:28:14.059
in his mind. And then we come to the night of

00:28:14.059 --> 00:28:19.500
November 23, 1654. Pascal is 31 years old. He's

00:28:19.500 --> 00:28:21.180
at his home in Paris. It's late at night. And

00:28:21.180 --> 00:28:24.839
from about 10 .30 p .m. to 12 .30 a .m. for two

00:28:24.839 --> 00:28:27.880
solid hours, he undergoes some kind of intense,

00:28:28.099 --> 00:28:30.720
direct, mystical experience. We don't really

00:28:30.720 --> 00:28:32.319
know what happened. We don't. He never spoke

00:28:32.319 --> 00:28:34.440
about the details to anyone verbally, but we

00:28:34.440 --> 00:28:36.180
know he grabbed a piece of parchment and in a

00:28:36.180 --> 00:28:39.000
frantic, ecstatic state, he scrawled down a series

00:28:39.000 --> 00:28:41.299
of short, fiery phrases to capture the moment.

00:28:41.460 --> 00:28:43.259
And this is the document that we now call the

00:28:43.259 --> 00:28:45.700
memorial. Yes. And it starts with the single

00:28:45.700 --> 00:28:48.259
word FIRE written in huge capital letters at

00:28:48.259 --> 00:28:50.130
the top. And then it says God of Abraham, God

00:28:50.130 --> 00:28:52.809
of Isaac, God of Jacob, not of the philosophers

00:28:52.809 --> 00:28:55.869
and the scholars. Wow. Not of the philosophers

00:28:55.869 --> 00:28:58.349
and the scholars. That is a direct rejection

00:28:58.349 --> 00:29:00.890
of his entire life up to that point. Yeah. He's

00:29:00.890 --> 00:29:03.130
saying the abstract geometric God of Descartes,

00:29:03.150 --> 00:29:06.549
the prime mover. That's not the real God. Not

00:29:06.549 --> 00:29:09.430
at all. He goes on. He writes certitude, certitude,

00:29:09.430 --> 00:29:13.390
feeling, joy, peace, and then joy, joy, joy,

00:29:13.609 --> 00:29:16.859
tears of joy. This wasn't an intellectual conclusion.

00:29:17.039 --> 00:29:19.500
This was a visceral, emotional, overwhelming

00:29:19.500 --> 00:29:22.180
encounter with a personal deity. And what he

00:29:22.180 --> 00:29:24.119
did with this piece of paper is to me the most

00:29:24.119 --> 00:29:26.319
telling part of the whole story. He didn't frame

00:29:26.319 --> 00:29:29.059
it on his wall. No, he folded it up and he sewed

00:29:29.059 --> 00:29:31.039
it into the lining of his coat right over his

00:29:31.039 --> 00:29:32.819
heart. And for the rest of his life, whenever

00:29:32.819 --> 00:29:35.119
he got a new coat, he would carefully unpick

00:29:35.119 --> 00:29:37.180
the seam, take out the precious parchment and

00:29:37.180 --> 00:29:39.339
sew it into the new one. He literally kept that

00:29:39.339 --> 00:29:41.700
fire close to his heart every single day. A servant

00:29:41.700 --> 00:29:44.259
only discovered it by chance after he died. That

00:29:44.259 --> 00:29:46.519
moment really marks the death of Pascal the scientist

00:29:46.519 --> 00:29:48.640
and the birth of Pascal the religious apologist.

00:29:49.059 --> 00:29:51.359
He effectively retires from math and science

00:29:51.359 --> 00:29:53.599
and goes to live in seclusion at Port Royal.

00:29:54.650 --> 00:29:57.309
Almost immediately, he gets drafted into a war,

00:29:57.450 --> 00:30:00.609
a theological war. The Jansenists were under

00:30:00.609 --> 00:30:03.430
fierce attack from the Jesuits. The Sorbonne

00:30:03.430 --> 00:30:05.849
in Paris was trying to formally censure a leading

00:30:05.849 --> 00:30:09.309
Jansenist theologian, Antoine Arnaud. The Jansenists

00:30:09.309 --> 00:30:11.089
were losing the public relations battle. They

00:30:11.089 --> 00:30:13.269
needed a champion. They needed someone who could

00:30:13.269 --> 00:30:15.690
write. So they capped the new guy. They tapped

00:30:15.690 --> 00:30:18.460
Pascal. And he produces the provincial letters.

00:30:18.640 --> 00:30:21.200
Which are 18 letters written under the brilliant

00:30:21.200 --> 00:30:24.680
pseudonym Louis de Montelt, supposedly a symbol

00:30:24.680 --> 00:30:26.960
man from Paris writing to his friend back in

00:30:26.960 --> 00:30:30.059
the provinces. And they are an absolute masterpiece

00:30:30.059 --> 00:30:32.700
of satire and polemic. And he's attacking the

00:30:32.700 --> 00:30:35.000
Jesuit method of moral reasoning, which he calls

00:30:35.000 --> 00:30:37.650
casuistry. Casuistry. It sounds like casual,

00:30:37.710 --> 00:30:40.569
but it's much more complex. Casuistry is case

00:30:40.569 --> 00:30:43.190
based ethical reasoning. The Jesuits developed

00:30:43.190 --> 00:30:45.430
it as a way to help people navigate complex moral

00:30:45.430 --> 00:30:47.869
situations in confession. So on the surface,

00:30:47.950 --> 00:30:51.269
it sounds helpful. It can be. But Pascal argued

00:30:51.269 --> 00:30:54.269
viciously and brilliantly that the Jesuits were

00:30:54.269 --> 00:30:57.289
abusing it. They were using hyper complex hair

00:30:57.289 --> 00:31:00.150
splitting logic to create loopholes that could

00:31:00.150 --> 00:31:03.910
justify almost any sin. He accused them of being

00:31:03.910 --> 00:31:06.509
slimy moral lawyers who could get you off the

00:31:06.509 --> 00:31:09.130
hook for murder or theft if you just defined

00:31:09.130 --> 00:31:11.630
your intention in the right way. Can you give

00:31:11.630 --> 00:31:14.769
us an example of the kind of Jesuitical logic

00:31:14.769 --> 00:31:17.170
he was mocking? Oh, absolutely. He has a field

00:31:17.170 --> 00:31:20.210
day with it. He mocks the idea that while killing

00:31:20.210 --> 00:31:23.109
someone in a formal duel is a mortal sin, you

00:31:23.109 --> 00:31:25.630
can get around it by, say, simply going for a

00:31:25.630 --> 00:31:27.369
walk in a field where you happen to know your

00:31:27.369 --> 00:31:29.549
enemy is waiting. And then if he attacks you,

00:31:29.609 --> 00:31:31.529
well, you can kill him in self -defense. It's

00:31:31.529 --> 00:31:34.170
all about plausible deniability. Exactly. And

00:31:34.170 --> 00:31:37.329
he just shreds this kind of tortured logic. But

00:31:37.329 --> 00:31:39.210
the genius of the letters is that he does it

00:31:39.210 --> 00:31:41.900
with humor. They are genuinely funny. They're

00:31:41.900 --> 00:31:44.380
witty. They're conversational. They're not dense

00:31:44.380 --> 00:31:46.099
theological tracks. And this is where we get

00:31:46.099 --> 00:31:48.160
that famous quote about brevity, isn't it? It

00:31:48.160 --> 00:31:50.779
is. In the 16th letter, he apologizes to his

00:31:50.779 --> 00:31:52.880
correspondent, writing, I have made this longer

00:31:52.880 --> 00:31:54.660
than usual because I have not had time to make

00:31:54.660 --> 00:31:57.380
it shorter. And that captures his style perfectly

00:31:57.380 --> 00:32:00.819
lucid, precise, devastatingly efficient. And

00:32:00.819 --> 00:32:03.190
these letters became a sensation. They were illegal,

00:32:03.390 --> 00:32:05.609
but they were passed around secretly. A black

00:32:05.609 --> 00:32:08.529
market bestseller. The king tried to ban them

00:32:08.529 --> 00:32:10.829
and have them burned. But everybody in Paris

00:32:10.829 --> 00:32:13.329
from the intellectuals to the shopkeepers was

00:32:13.329 --> 00:32:15.990
reading them. They completely changed French

00:32:15.990 --> 00:32:19.190
prose. Before Pascal, serious Frank writing was

00:32:19.190 --> 00:32:22.230
often flowery and dense. Pascal wrote with the

00:32:22.230 --> 00:32:24.289
clarity of a geometric proof, but the wit of

00:32:24.289 --> 00:32:27.190
a stand -up comedian. Later giants like Voltaire

00:32:27.190 --> 00:32:29.789
and Rousseau both pointed to the provincial letters

00:32:29.789 --> 00:32:33.009
as the birth of modern French prose. So he successfully

00:32:33.009 --> 00:32:35.829
defends his friends. He publicly humiliates the

00:32:35.829 --> 00:32:38.450
Jesuits. But he has a much bigger, more ambitious

00:32:38.450 --> 00:32:41.809
project in mind. He wants to write a full, comprehensive

00:32:41.809 --> 00:32:44.559
defense of the Christian religion. An apology.

00:32:44.819 --> 00:32:47.579
This is the great unfinished work of his life.

00:32:47.819 --> 00:32:50.019
And it's what eventually became the book we know

00:32:50.019 --> 00:32:52.700
today as the Pensée, which just means thoughts.

00:32:52.920 --> 00:32:55.140
He never finished it. He died leaving behind

00:32:55.140 --> 00:32:57.940
just hundreds of notes and fragments, some meticulously

00:32:57.940 --> 00:33:00.000
organized and tied into bundles with string,

00:33:00.220 --> 00:33:03.500
others just random phrases jotted on scraps of

00:33:03.500 --> 00:33:06.180
paper. So later editors had to piece it all together

00:33:06.180 --> 00:33:08.980
like a puzzle. Exactly. Which is why it can be

00:33:08.980 --> 00:33:11.559
a challenging read. But even as fragments, they

00:33:11.559 --> 00:33:14.069
are just devastatingly powerful. He focuses so

00:33:14.069 --> 00:33:16.450
intently on the contradictions of the human condition.

00:33:16.630 --> 00:33:19.490
He does. He paints this terrifying picture of

00:33:19.490 --> 00:33:21.890
humanity suspended between two infinities, two

00:33:21.890 --> 00:33:25.089
abysses. On one side, you have the abyss of the

00:33:25.089 --> 00:33:27.789
infinitely large, the silent, terrifying universe

00:33:27.789 --> 00:33:30.289
of stars and galaxies that is too big for us

00:33:30.289 --> 00:33:33.069
to comprehend. And on the other, the abyss of

00:33:33.069 --> 00:33:35.349
the infinitely small, the world of mites and

00:33:35.349 --> 00:33:37.650
atoms that we can't see. We're trapped in the

00:33:37.650 --> 00:33:40.210
middle, he says, unable to grasp either extreme.

00:33:40.490 --> 00:33:42.670
Which leads to his most famous metaphor for humanity.

00:33:43.369 --> 00:33:46.670
The thinking reed. Man is only a reed, the weakest

00:33:46.670 --> 00:33:49.690
in nature, but he is a thinking reed. It's such

00:33:49.690 --> 00:33:52.450
a perfect image. He fully acknowledges our physical

00:33:52.450 --> 00:33:56.150
fragility. A vapor, a drop of water. The universe

00:33:56.150 --> 00:33:57.970
doesn't have to arm itself to crush us. It's

00:33:57.970 --> 00:34:00.990
easy. Right. But our dignity, our greatness lies

00:34:00.990 --> 00:34:03.839
entirely in our thought. We know that we are

00:34:03.839 --> 00:34:06.960
dying. We know the universe is crushing us. The

00:34:06.960 --> 00:34:09.579
universe, he says, knows nothing of this. That

00:34:09.579 --> 00:34:11.940
consciousness, that awareness of our own wretchedness

00:34:11.940 --> 00:34:14.440
is what elevates us. And it's from this analysis

00:34:14.440 --> 00:34:17.039
of the human condition, the state of being lost,

00:34:17.159 --> 00:34:20.400
confused, and self -aware, that he produces the

00:34:20.400 --> 00:34:22.360
most famous and certainly the most controversial

00:34:22.360 --> 00:34:25.900
part of the Pensees. The wager. Pascal's wager,

00:34:25.940 --> 00:34:28.059
yes. And it's so often misunderstood. People

00:34:28.059 --> 00:34:30.260
think it's supposed to be a logical proof of

00:34:30.260 --> 00:34:32.360
God's existence. It's not. He didn't think you

00:34:32.360 --> 00:34:34.940
could prove God with reason. He explicitly believed

00:34:34.940 --> 00:34:36.639
you couldn't. He thought the distance between

00:34:36.639 --> 00:34:39.599
our finite minds and an infinite God was, well,

00:34:39.679 --> 00:34:42.800
infinite. Reason is powerless. So he reframes

00:34:42.800 --> 00:34:45.000
the question. This is not a logic problem. It's

00:34:45.000 --> 00:34:48.079
a decision problem. A gamble. He brings the gambler

00:34:48.079 --> 00:34:50.059
from his worldly period back into his theology.

00:34:50.559 --> 00:34:53.179
He absolutely does. He imagines he's talking

00:34:53.179 --> 00:34:55.559
to a skeptic, a friend from the salons, who says,

00:34:55.739 --> 00:34:58.179
I just don't know if God exists or not, so I'm

00:34:58.179 --> 00:35:00.159
not going to choose. I will suspend judgment.

00:35:00.239 --> 00:35:02.739
I won't bet. Which seems like a reasonable position.

00:35:03.019 --> 00:35:06.260
It does. But Pascal's brilliant move is to say,

00:35:06.280 --> 00:35:08.400
you can't suspend judgment. You have no choice.

00:35:08.679 --> 00:35:11.579
You are already embarked. You are alive. Your

00:35:11.579 --> 00:35:13.619
life is moving forward toward death. You are

00:35:13.619 --> 00:35:17.159
already in the game. You must place a bet. So

00:35:17.159 --> 00:35:19.219
he draws up the betting matrix. Let's walk through

00:35:19.219 --> 00:35:21.880
the four quadrants of the wager. Okay. Quadrant

00:35:21.880 --> 00:35:24.920
one. You choose to bet that God exists, and it

00:35:24.920 --> 00:35:26.639
turns out you're right. He does exist. What's

00:35:26.639 --> 00:35:29.449
the result? Infinite gain. Eternal happiness,

00:35:29.730 --> 00:35:33.030
heaven. Okay. Quadrant two, you bet God exists

00:35:33.030 --> 00:35:35.349
and it turns out you're wrong. He doesn't. What

00:35:35.349 --> 00:35:38.250
did you lose? A finite loss. You lived a virtuous

00:35:38.250 --> 00:35:40.349
life. Maybe you missed out on some parties or

00:35:40.349 --> 00:35:42.730
pleasures. Then you died and that was it. You

00:35:42.730 --> 00:35:45.449
lost a few earthly experiences. Right. A limited

00:35:45.449 --> 00:35:48.590
finite loss. Now, the other side. Quadrant three,

00:35:48.710 --> 00:35:51.449
you bet that God does not exist and you're wrong.

00:35:51.570 --> 00:35:55.210
He does exist. Infinite loss. Damnation. Losing

00:35:55.210 --> 00:35:57.420
out on everything that matter. The ultimate bad

00:35:57.420 --> 00:36:00.800
outcome. And finally, quadrant four. You bet

00:36:00.800 --> 00:36:03.760
God doesn't exist. And you're right. A finite

00:36:03.760 --> 00:36:06.280
gain. You enjoyed those parties you otherwise

00:36:06.280 --> 00:36:08.860
would have missed. You died. And that was it.

00:36:09.210 --> 00:36:11.750
So when you lay it out like that, it becomes

00:36:11.750 --> 00:36:14.150
a problem of probability and expected value,

00:36:14.349 --> 00:36:17.090
just like the problem of points. You have a choice

00:36:17.090 --> 00:36:19.889
between a finite risk for a potentially infinite

00:36:19.889 --> 00:36:22.809
reward on one side and a finite reward for a

00:36:22.809 --> 00:36:25.489
potentially infinite risk on the other. And Pascal's

00:36:25.489 --> 00:36:28.769
conclusion is that no rational gambler, no sane

00:36:28.769 --> 00:36:32.719
person would ever bet against the infinite. Even

00:36:32.719 --> 00:36:34.519
if you think the probability of God existing

00:36:34.519 --> 00:36:38.199
is tiny, one in a billion, the potential infinite

00:36:38.199 --> 00:36:40.840
payoff still makes it the only rational bet.

00:36:41.000 --> 00:36:43.480
The expected value of believing is always infinite.

00:36:43.639 --> 00:36:46.300
That's the cold, hard logic of it. But people,

00:36:46.400 --> 00:36:48.239
and I include myself here, people have always

00:36:48.239 --> 00:36:50.400
had a problem with this argument. It feels cold.

00:36:50.579 --> 00:36:53.840
It feels cynical, mercenary. It feels transactional.

00:36:53.900 --> 00:36:56.480
I'll believe just in case to cover my bet. Right.

00:36:56.559 --> 00:36:58.059
And it feels like you're just faking it. You

00:36:58.059 --> 00:36:59.860
can't just decide to believe something because

00:36:59.860 --> 00:37:03.199
it's a good bet. And Pascal, brilliant psychologist

00:37:03.199 --> 00:37:05.639
that he was, anticipated this objection completely.

00:37:05.840 --> 00:37:08.500
He has his skeptics say, OK, I'm convinced by

00:37:08.500 --> 00:37:10.599
the logic, but I can't make myself believe. What

00:37:10.599 --> 00:37:13.880
do I do? And Pascal's advice is chillingly practical.

00:37:14.260 --> 00:37:17.260
He says, if you want to believe but can't, you

00:37:17.260 --> 00:37:19.519
must cure yourself of your passions, which are

00:37:19.519 --> 00:37:22.119
the obstacle. Start acting as if you believe.

00:37:22.320 --> 00:37:25.139
Go through the motions. Yes. Go to mass. Take

00:37:25.139 --> 00:37:27.900
the holy water. Mumble the prayers, he calls

00:37:27.900 --> 00:37:31.039
it a betir, which literally means to stupefy

00:37:31.039 --> 00:37:33.199
yourself or to make yourself like a beast, like

00:37:33.199 --> 00:37:36.219
the unthinking faithful peasants. He argues that

00:37:36.219 --> 00:37:38.400
by taming your skeptical intellect through habit

00:37:38.400 --> 00:37:41.320
and ritual, genuine faith might eventually follow.

00:37:41.500 --> 00:37:43.420
It's fake it till you make it, applied to the

00:37:43.420 --> 00:37:45.750
salvation of your soul. It's a profound psychological

00:37:45.750 --> 00:37:48.469
insight. He understood, perhaps better than anyone,

00:37:48.630 --> 00:37:51.030
that belief isn't always a purely intellectual

00:37:51.030 --> 00:37:53.309
switch you can flip. It's a habit of the heart,

00:37:53.389 --> 00:37:56.150
and habits are formed through action. So we are

00:37:56.150 --> 00:37:58.349
nearing the end of his short life now. He is

00:37:58.349 --> 00:38:00.369
wracked with illness. He's coring his soul into

00:38:00.369 --> 00:38:03.030
these fragmented thoughts. But he has one last

00:38:03.030 --> 00:38:07.769
surprising invention left in him. In 1662, the

00:38:07.769 --> 00:38:10.829
very year he dies, he decides to fix the traffic

00:38:10.829 --> 00:38:14.099
problem in Paris. It's just the most wonderful

00:38:14.099 --> 00:38:18.099
and unexpected final act. The Carassas à Saint

00:38:18.099 --> 00:38:20.960
-Saëns, the five sole carriages. Pascal looked

00:38:20.960 --> 00:38:22.880
at the city of Paris and he saw a problem of

00:38:22.880 --> 00:38:25.860
logistics and social equity. If you were poor,

00:38:26.019 --> 00:38:28.480
you walked everywhere. If you were rich, you

00:38:28.480 --> 00:38:30.699
had a private carriage. There was no middle ground.

00:38:30.880 --> 00:38:33.340
So he invents the public bus system. He basically

00:38:33.340 --> 00:38:35.280
does. He, along with some powerful friends like

00:38:35.280 --> 00:38:37.320
the Duke of Rennes, formed a company. They got

00:38:37.320 --> 00:38:40.159
a royal patent. He designed a system of large

00:38:40.159 --> 00:38:42.659
multi passenger carriages that would run on fixed

00:38:42.659 --> 00:38:45.199
rides across Paris for a fixed price of five

00:38:45.199 --> 00:38:47.579
souls. But the truly revolutionary part, the

00:38:47.579 --> 00:38:50.079
part that makes it modern was. the schedule.

00:38:50.199 --> 00:38:53.079
That was the genius of it. The carriages left

00:38:53.079 --> 00:38:55.739
at specific regular times, regardless of whether

00:38:55.739 --> 00:38:57.719
they were full or empty. Which is the single

00:38:57.719 --> 00:39:00.300
defining feature of true public transit, reliability.

00:39:00.760 --> 00:39:03.199
You know the bus will be there. It was an instant

00:39:03.199 --> 00:39:06.039
success. The first line opened in March of 1662.

00:39:06.380 --> 00:39:08.480
There were crowds in the streets cheering for

00:39:08.480 --> 00:39:11.639
it. It was a sensation. Pascal had even stipulated

00:39:11.639 --> 00:39:14.019
in the plans that the profits should go to the

00:39:14.019 --> 00:39:16.639
poor and that the poor must be allowed to ride.

00:39:17.119 --> 00:39:19.300
It just goes to show that his mind never, ever

00:39:19.300 --> 00:39:21.519
turned off. Whether it was the abstract geometry

00:39:21.519 --> 00:39:24.500
of a hexagon or the practical logistics of moving

00:39:24.500 --> 00:39:27.400
people across a city, he saw systems and he wanted

00:39:27.400 --> 00:39:30.059
to optimize them. But he didn't live to see his

00:39:30.059 --> 00:39:33.469
bus line flourish. By the summer of 1662, his

00:39:33.469 --> 00:39:35.969
health had completely collapsed. He was in constant

00:39:35.969 --> 00:39:38.150
agony. Do we know what was actually wrong with

00:39:38.150 --> 00:39:40.730
him physically? It's very difficult to diagnose

00:39:40.730 --> 00:39:43.489
retrospectively from 400 years away. But the

00:39:43.489 --> 00:39:45.690
consensus is that it was likely a combination

00:39:45.690 --> 00:39:48.849
of stomach cancer and malignant tuberculosis.

00:39:48.949 --> 00:39:52.030
He had terrible stomach ulcers. The autopsy that

00:39:52.030 --> 00:39:54.510
was performed revealed grave damage to his stomach,

00:39:54.670 --> 00:39:56.989
his liver, and they even found lesions on his

00:39:56.989 --> 00:39:59.550
brain. And yet in those agonizing final months,

00:39:59.710 --> 00:40:04.440
his religious is set. It did. He sold his fine

00:40:04.440 --> 00:40:06.300
furniture and his carriage to give the money

00:40:06.300 --> 00:40:09.139
to the poor. He had moved into his sister's house,

00:40:09.260 --> 00:40:11.940
but he begged her to let him be taken to a hospital

00:40:11.940 --> 00:40:14.800
for the incurables so that he could die among

00:40:14.800 --> 00:40:19.219
the poorest of the poor. They refused. He was

00:40:19.219 --> 00:40:22.110
simply too sick and unstable to be moved. He

00:40:22.110 --> 00:40:24.110
spent his final days in and out of consciousness,

00:40:24.329 --> 00:40:26.530
suffering from terrible convulsions and pain.

00:40:26.769 --> 00:40:29.590
He made his last confession, he received communion,

00:40:29.849 --> 00:40:32.889
and his last recorded words were, May God never

00:40:32.889 --> 00:40:37.130
abandon me. He died on August 19, 1662. Gone

00:40:37.130 --> 00:40:41.349
at 39. 39. The legacy he leaves behind is, well,

00:40:41.389 --> 00:40:44.269
it's fragmented, just like his pensées. It's

00:40:44.269 --> 00:40:47.369
everywhere. We use the Pascal as the SI unit

00:40:47.369 --> 00:40:49.650
of pressure. There's a major programming language

00:40:49.650 --> 00:40:52.280
named Pascal. Computer chip architectures are

00:40:52.280 --> 00:40:54.739
named after him. And we use his probability theory

00:40:54.739 --> 00:40:56.820
every single time we check a weather forecast

00:40:56.820 --> 00:40:59.659
or read a political poll. And we use his arguments

00:40:59.659 --> 00:41:01.960
or argue against them every time we debate the

00:41:01.960 --> 00:41:04.860
existence of God. And in a deeper sense, we still

00:41:04.860 --> 00:41:06.960
struggle with the same core problems he did.

00:41:07.559 --> 00:41:10.719
We're all still thinking reeds, aware of our

00:41:10.719 --> 00:41:13.579
own mortality, often terrified by the silent,

00:41:13.679 --> 00:41:16.360
infinite spaces of the universe, distracting

00:41:16.360 --> 00:41:18.659
ourselves with our own modern versions of gambling

00:41:18.659 --> 00:41:21.190
and bus schedules. That's the enduring power

00:41:21.190 --> 00:41:24.090
of Pascal. He seems to have seen the modern condition,

00:41:24.449 --> 00:41:27.190
our condition, before modernity had even properly

00:41:27.190 --> 00:41:29.889
begun. He saw that science would give us immense

00:41:29.889 --> 00:41:32.789
power, but it wouldn't and couldn't give us peace.

00:41:33.110 --> 00:41:35.070
I think I want to end with that famous thought

00:41:35.070 --> 00:41:37.869
of his. He wrote, all of humanity's problems

00:41:37.869 --> 00:41:40.670
stem from man's inability to sit quietly in a

00:41:40.670 --> 00:41:44.610
room alone. Divertissement. the constant need

00:41:44.610 --> 00:41:47.269
to be doing something, to be entertained, so

00:41:47.269 --> 00:41:48.929
that we don't have to face the big questions,

00:41:48.989 --> 00:41:51.289
to face ourselves. So a final thought for all

00:41:51.289 --> 00:41:53.610
of you listening. Maybe after this is over, just

00:41:53.610 --> 00:41:55.949
for a few minutes, turn everything off, sit in

00:41:55.949 --> 00:41:59.469
a room, be quiet, and see what happens. It might

00:41:59.469 --> 00:42:01.429
be the hardest experiment Pascal ever proposed.

00:42:01.809 --> 00:42:03.489
Thank you for joining us for this deep dive.

00:42:03.630 --> 00:42:04.329
We'll see you next time.
