WEBVTT

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Welcome to today's deep dive. Now, to start off,

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grab a pen and just, you know, try to turn the

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number three into an eight. It takes almost zero

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effort, really. Right. You just close the two

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loops on the left side and suddenly you have

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a completely different digit. And for centuries,

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that single simple pen stroke cost banks, merchants

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and accountants an absolute fortune and fraud.

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People would literally just alter the ledgers.

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Exactly. Yeah. But eventually. Someone invented

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a secret mutated version of the number 3 to stop

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it. And I guarantee that mutated version is hiding

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in your house right now. Oh, it is absolutely

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hiding in plain sight. I mean, we spend our lives

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surrounded by these invisible mechanics. We really

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do. We treat the number 3 as just a simple placeholder

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for counting, you know, merely the stepping stone

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between 2 and 4. But when you look at the historical,

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mathematical, and anthropological data we are

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covering today, you start to see that 3 isn't

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just a quantity. It's something much bigger.

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Yes, it represents a fundamental structural stability.

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It's almost like a kind of inviolable law built

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into the physical universe and hardwired right

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into our psychology. And our mission today for

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you, the listener, is to explore that profound

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ubiquity. Our sources pull from a massive range

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of disciplines. We're tracking this single concept

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from the evolution of the physical digit itself

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deep into early human cognition. There are some

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genuinely mind -bending mathematical anomalies,

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too. Yeah, and finally into the life or death

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roots of global superstitions. OK, let's unpack

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this, starting with the literal shape of the

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number. How did we land on this curvy little

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character? Well, the physical shape we use for

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three is the result of a massive geographic and

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cultural evolution. If you look at many early

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writing systems, and even some still in use,

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like Roman and Chinese numerals three is just

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denoted by three distinct lines. So just like

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tally marks. Exactly. And that was the original

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representation in the Brahmic numerical notation

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in ancient India too. But originally, those three

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individual lines were stacked vertically. Just

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three vertical tally marks standing next to each

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other. That makes intuitive sense for counting.

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It does. But language always trends toward efficiency.

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During the Gupta empire in India, Writers started

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modifying those vertical signs by adding a little

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curve to the top of each line. Okay, I can kind

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of picture that. Yeah. And later, as the Nagari

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script developed in the region, scribes actually

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rotated those lines clockwise. So now they were

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lying horizontal, and they ended each line with

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a short downward stroke on the right side. Oh,

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wow. It's like the distinct tallies are slowly

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melting and flowing together into a single block

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of ink. Right. And that flow is entirely driven

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by the physical act of writing. As cursive scripts

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gained popularity, scribes naturally wanted to

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write faster. Because lifting the pen off the

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parchment three separate times slows you down.

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Exactly. So those three horizontal strokes were

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eventually connected into a single continuous

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flowing motion. It ended up looking very much

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like our modern numeral three, but with an additional

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third loop or stroke hanging down at the bottom.

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So it was essentially a three -tiered shape.

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Precisely. And the journey gets really interesting

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when you track its movement out of India. By

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the ninth century, these digits spread to the

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Islamic caliphate. And this is where a major

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geographic and typographical split happens. A

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split, like they couldn't agree on how to draw

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it. Sort of. Around the 10th century, the western

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territories of the Caliphate places like the

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Maghreb in North Africa and Al -Andalus in Islamic

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Spain modified the symbol. The scribes there

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just dropped that bottom stroke entirely to write

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even faster. Wait, so just slicing off the bottom

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loop created our modern three. Yeah, that specific

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regional shorthand created the modern Western

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three we know today. Did the Eastern territories

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just reject that shorthand or what? They took

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a completely different approach. The Eastern

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Arabs actually retained and even enlarged that

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bottom stroke, and then they rotated the entire

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digit one more time. Oh, fascinating. Yeah, that

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yielded the modern Eastern Arabic digit for three,

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the symbol that visually looks like a backward

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capital E pointing upward. So we have geography

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literally dictating typography. That actually

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brings me back to the fraud prevention tactic

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I mentioned earlier. The sources highlight a

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specific graphic variant used in modern commerce

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called the Banker's 3. Yes, the Banker's 3 is

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a fantastic example of form following necessity.

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It is a variant of the digit that features a

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completely flat horizontal line at the top, followed

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by a jagged zigzag before curving into the bottom

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loop. It looks somewhat like the phonetic letter

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S, right? It does, yes. Wait, so you're telling

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me the typeface on my standard 52 - card playing

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deck or like the UPCA barcode on my cereal box

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wasn't chosen by a designer for aesthetic reasons.

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It's basically an anti -counterfeiting measure.

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In many commercial and standardized formats,

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absolutely. Because of that sharp, flat top,

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a forger cannot easily take a pen and round out

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the edges to turn the three into an eight. The

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angles fight against the natural loops of an

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eight. That is so clever. It is. What's fascinating

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here is tracing the broader implications of these

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symbols. When you look at a banker's three on

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a barcode or the curvy three on a handwritten

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note, you are looking at centuries of human behavior.

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Yeah, you're literally tracing ancient trade

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routes across the Maghreb. Exactly. And you are

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seeing the physical defenses we built to protect

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our commerce. Every curve is a historical fingerprint.

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But, you know, while the symbol for three went

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through countless revisions to accommodate human

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behavior, the human concept of three represents

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this absolute immovable cognitive wall in our

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early history. Let's talk about the biological

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limits of counting. Right. This requires looking

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at early human anthropology, specifically how

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isolated civilizations perceived quantities.

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Anthropologists and linguists have studied numerous

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indigenous groups in completely disparate, unconnected

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regions. Like where? Well, like isolated tribes

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deep in the Amazon rainforest, or specific aboriginal

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groups in Australia and the jungles of Borneo.

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And many of them independently developed the

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exact same counting system. Which was what? They

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count one, two, three, and thereafter, any higher

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quantity. is simply labeled many. Here's where

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it gets really interesting for me. How do we

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know that is an actual cognitive ceiling and

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not just a quirk of their language? Maybe they

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just didn't bother inventing words for four and

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five because they didn't need them. That is the

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exact question researchers had to answer. They

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conducted tests that didn't rely on spoken language

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at all. They would use matching games. Okay,

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how did that work? A researcher might place five

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stones in a row and ask a tribesman to place

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the exact same number of stones in a parallel

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row. For quantities of one, two, or three, the

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participants could match them perfectly and instantly.

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But what happened with four or five? The exactness

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vanished. The participants would just grab a

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handful of stones and place down an approximate

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pile. They couldn't reliably match the exact

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quantity without counting them out sequentially,

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which their language didn't support. Man, it's

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like trying to hold objects in your hands. If

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I toss you an apple, you got one. I toss you

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a second, you have two. I toss you a third, you

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can still distinctively hold and recognize those

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three separate apples. Right, you can manage

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three. But if I toss you a fourth or a fifth...

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You just have an armful. You stop perceiving

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the individual units and just perceive the mass.

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That is a perfect analogy. In cognitive psychology,

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this ability to instantly and accurately recognize

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the quantity of a small group of objects without

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actually counting them is called subitizing.

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Subitizing. Yes. And the biological limit of

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human subitizing is almost universally capped

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at three or four. The sheer anthropological significance

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of that is staggering. because it's a universal

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human trait. Exactly. The fact that entirely

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disconnected populations across the globe hit

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the exact same mathematical threshold heavily

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suggests that 3 is deeply hardwired into basic

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human cognition. It acts as the biological boundary

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of exactness. Up to 3 we count, beyond 3 we estimate.

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We basically cross over from precision into just

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volume. Exactly. It's our built -in cognitive

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ceiling for intuitive quantity. But, okay, if

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our brains naturally tap out at three for intuitive

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counting, mathematicians eventually realize that

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three is actually the gateway to infinite numerical

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complexity. We have to dive into the arithmetic

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because three is mathematically stubborn in ways

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that border on magic. It certainly holds a lot

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of unique titles in number theory. It is the

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first odd prime number. It forms a twin prime

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pair with the number five. and a cousin prime

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pair with the number 7. It's everywhere. It really

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is. It is deeply woven into how we calculate

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the fundamental geometry of the universe, serving

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as a rough integer approximation for both pi

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and Euler's number. But the most interactive

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property, the one we teach early on, is its divisibility

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rule. Oh, this is the rule where you add up the

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digits, right? Yes. If you want to know if a

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massive natural number is cleanly divisible by

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3, you don't need to do any long division. You

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just sum its individual digits. So if that sum

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is divisible by 3, then the entire massive number

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is as well. Let's give a quick example as you

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listen. Take the number 1 plus 2 plus 3, you

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get 6. 6 is divisible by 3, which means 123 is

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cleanly divisible by 3. Yep, it's that simple.

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And the wildest part of this rule is that any

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permutation of that number, like 321 or 213,

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is also inherently divisible by 3. And this isn't

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just a random trick of mathematics. It works

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specifically because of the base 10 system we

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use. 10 is exactly 1 more than a multiple of

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3, which is 9. Ah, OK. Because of that structural

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relationship, the positional value of the digits

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essentially collapses when you're looking for

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factors of 3. And to add a layer of depth, that

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rule works in any positional numeral system whose

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base leaves a remainder of 1 when divided by

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3. So you'd see the same elegant pattern in base

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4 or base 7. OK, I track the divisibility rule.

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But I have to push back on one highly specific

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fact from the math section of the sources because

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it requires some unpacking. Sure. The text notes

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that three is the only prime number in existence

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that is one less than a perfect square. Can you

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break down why that makes three so incredibly

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lonely in the infinite landscape of numbers?

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Like, why is it the only one? It does seem counterintuitive

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that in the infinity of mathematics, only three

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holds that title. To understand why, we just

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need to look at the algebra behind it. Any number

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that is one less than a perfect square can be

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written as the formula n squared minus one. Okay,

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assuming n is our base number. Right. Now, in

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algebra, there is a fundamental rule for the

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difference of squares. The formula n squared

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minus one can always be factored or broken down

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into two smaller multiplied pieces. Which are?

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The quantity of n minus one multiplied by the

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quantity of n plus one. The formula basically

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breaks into two distinct chunks. Precisely. Now...

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Recall that a prime number, by its very nature,

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refuses to be broken into smaller whole parts.

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It has no factors other than 1 in itself. Right.

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So if your algebra formula mandates that the

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number breaks into two separate factors, n minus

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1 and n plus 1, the resulting number can't possibly

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be prime. Oh, wait. Unless the smaller of those

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two factors happens to be exactly the number

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1. Ah, you see the trap. Let's test it. If we

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make our base number n equal to 2, then our factors

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are 2 minus 1, which gives us 1, and 2 plus 1,

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which gives us 3. And 1 times 3 is 3, so it remains

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prime. Exactly. But what happens if we go higher?

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Let's try n equals 3. OK. Our factors become

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3 minus 1, which is 2, and 3 plus 1, which is

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4. 2 times 4 is 8. 8 is clearly not prime. Yeah,

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it totally falls apart. If n is 4, the factors

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are 3 and 5, making 15 not prime. Because the

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smaller factor in that formula will always be

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2 or greater from that point on, the product

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can never be a prime number again. That is wild.

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That specific algebraic mechanic isolates 3 as

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mathematically solitary. It is entirely inviolable.

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It just refuses to break down. But does that

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abstract solitary math actually matter to me

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when I drive over a suspension bridge? Does mathematical

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stubbornness translate into the physical world?

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it translates directly into the physical world

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through geometry. That... mathematical inviolability

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becomes physical inviolability in the shape of

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the triangle. The classic three -sided shape.

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Yes. A triangle is a polygon made of three sides.

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It is the smallest non -self -intersecting polygon

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possible, and uniquely, it is the only polygon

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that does not have proper diagonals. Which means

00:12:38.139 --> 00:12:41.120
it has nowhere to fold. If you push on a square,

00:12:41.500 --> 00:12:44.519
it can skew into a rhombus. Exactly. Because

00:12:44.519 --> 00:12:47.299
it has no diagonals to shear, the triangle is

00:12:47.299 --> 00:12:49.700
the most stable physical shape in existence.

00:12:50.120 --> 00:12:52.799
When you apply force to any one point or joint

00:12:52.799 --> 00:12:55.879
of a triangle, those two other sides immediately

00:12:55.879 --> 00:12:58.320
brace against it. So the physical load is perfectly

00:12:58.320 --> 00:13:00.460
distributed across the structure. That is why

00:13:00.460 --> 00:13:02.820
every steel bridge, every construction crane,

00:13:02.879 --> 00:13:04.980
and every architectural truss holding up a roof

00:13:04.980 --> 00:13:07.600
is just a vast interlocking lattice of triangles.

00:13:07.820 --> 00:13:10.440
So three is mathematically isolated in arithmetic,

00:13:11.000 --> 00:13:12.860
physically unbreakable in structural engineering,

00:13:13.019 --> 00:13:15.879
and biologically hardwired as our ceiling for

00:13:15.879 --> 00:13:23.019
exact cognition. It really is foundational. Like,

00:13:23.059 --> 00:13:25.320
did they notice that three was holding the universe

00:13:25.320 --> 00:13:28.440
together? They absolutely did. And the jump from

00:13:28.440 --> 00:13:31.039
recognizing that mathematical perfection to developing

00:13:31.039 --> 00:13:34.120
spiritual reverence is a very natural human progression.

00:13:34.899 --> 00:13:37.019
Pythagoras and his followers in ancient Greece

00:13:37.019 --> 00:13:39.840
were profoundly obsessed with three. What are

00:13:39.840 --> 00:13:42.779
they calling? They called it the triad. They

00:13:42.779 --> 00:13:45.139
viewed it as the ultimate symbol of harmony because

00:13:45.139 --> 00:13:47.779
it is the only number to equal the sum of all

00:13:47.779 --> 00:13:50.259
the terms below it, one plus two equals three.

00:13:50.759 --> 00:13:53.019
They believed it contained the beginning, the

00:13:53.019 --> 00:13:55.220
middle, and the end of all things. And when you

00:13:55.220 --> 00:13:58.039
look at the sources, it seems like nearly every

00:13:58.039 --> 00:14:00.539
major world religion took that concept of the

00:14:00.539 --> 00:14:02.980
triad and built their theology around it. Oh,

00:14:03.039 --> 00:14:05.220
without a doubt. You have an incredible array

00:14:05.220 --> 00:14:08.100
of triple deities across entirely unconnected

00:14:08.100 --> 00:14:10.580
cultures. There's the Hindu Trimurti and Tridevi,

00:14:11.019 --> 00:14:13.500
the Triglav literally translating to the three

00:14:13.500 --> 00:14:15.360
-headed one who was the chief deity in Slavic

00:14:15.360 --> 00:14:17.440
mythology. Right, and it goes on. You have the

00:14:17.440 --> 00:14:19.659
three jewels of Buddhism, the three pure ones

00:14:19.659 --> 00:14:23.039
of Taoism. In Christianity, you have the Holy

00:14:23.039 --> 00:14:25.620
Trinity, visually represented by the shield of

00:14:25.620 --> 00:14:28.360
the Trinity diagram. You also have the triple

00:14:28.360 --> 00:14:31.429
goddess of Wicca. Humanity seems completely desperate

00:14:31.429 --> 00:14:33.929
to categorize the divine in sets of three. And

00:14:33.929 --> 00:14:36.309
that desperation to categorize doesn't stop at

00:14:36.309 --> 00:14:39.549
high theology. It bleeds directly into our everyday

00:14:39.549 --> 00:14:42.470
language and superstitions. Sometimes it's purely

00:14:42.470 --> 00:14:44.789
linguistic. For example, in Chinese culture,

00:14:44.909 --> 00:14:47.269
the number three is considered highly auspicious.

00:14:47.610 --> 00:14:49.950
Is that tied to the geometry or is it a language

00:14:49.950 --> 00:14:53.259
quirk? It's linguistic. In Mandarin, the pronunciation

00:14:53.259 --> 00:14:55.980
of the number three san sounds very similar to

00:14:55.980 --> 00:14:58.580
the word for alive or life -shing. Oh, that makes

00:14:58.580 --> 00:15:01.100
sense. Yeah. And this positive association is

00:15:01.100 --> 00:15:03.399
reinforced by its stark contrast to the number

00:15:03.399 --> 00:15:06.240
four c, which sounds almost identical to the

00:15:06.240 --> 00:15:08.700
word for death, san. So what does this all mean?

00:15:08.940 --> 00:15:11.440
We have ancient gods, Chinese lucky numbers,

00:15:11.580 --> 00:15:13.399
and of course the classic Western idiom, third

00:15:13.399 --> 00:15:15.960
time's the charm. But then paradoxically, you

00:15:15.960 --> 00:15:17.960
also have superstitions that insist bad luck

00:15:17.960 --> 00:15:20.639
comes in threes. It is a bit of a paradox, isn't

00:15:20.639 --> 00:15:23.100
it? It almost feels like the ultimate narrative

00:15:23.100 --> 00:15:25.559
structure. Think about how we inherently tell

00:15:25.559 --> 00:15:29.120
stories. We demand a setup, a conflict, and a

00:15:29.120 --> 00:15:31.840
resolution. A beginning, a middle, and an end.

00:15:32.460 --> 00:15:35.659
Three represents a complete cycle. We just inherently

00:15:35.659 --> 00:15:38.379
feel that after three beats, the tension has

00:15:38.379 --> 00:15:41.019
to break. If we connect this to the bigger picture,

00:15:41.240 --> 00:15:43.399
it comes down to the human craving for patterns.

00:15:44.000 --> 00:15:47.240
The world is inherently chaotic, dangerous, and

00:15:47.240 --> 00:15:50.000
unpredictable. Finding a pattern gives us an

00:15:50.000 --> 00:15:52.779
illusion of control. It makes us feel safe. Exactly.

00:15:53.240 --> 00:15:55.220
We subconsciously took the structural stability

00:15:55.220 --> 00:15:57.629
of the physical triangle that perfect distribution

00:15:57.629 --> 00:16:00.309
of force, and we applied it to our spiritual

00:16:00.309 --> 00:16:03.269
and psychological worlds. We use the triad to

00:16:03.269 --> 00:16:05.889
make sense of life, death, failure, and luck

00:16:05.889 --> 00:16:08.169
because we desperately want our life experiences

00:16:08.169 --> 00:16:10.950
to be as stable and predictable as a triangle.

00:16:11.190 --> 00:16:13.950
We want that structural need for a setup, a conflict,

00:16:14.009 --> 00:16:16.169
and a resolution in our lives. And there is no

00:16:16.169 --> 00:16:18.049
starker example of that narrative pattern than

00:16:18.049 --> 00:16:20.269
the visceral superstition that emerged from the

00:16:20.269 --> 00:16:22.429
World War I trenches, the myth of three on a

00:16:22.429 --> 00:16:25.179
match. I saw that in the sources. The superstition

00:16:25.179 --> 00:16:27.559
dictates that it is incredibly unlucky for three

00:16:27.559 --> 00:16:29.799
people to light their cigarettes from the exact

00:16:29.799 --> 00:16:32.700
same match. Yes. And the logic born in those

00:16:32.700 --> 00:16:35.419
trenches was brutally practical. If you are standing

00:16:35.419 --> 00:16:38.019
in a dark trench and you strike a match, an enemy

00:16:38.019 --> 00:16:41.320
sniper across no man's land sees that first flare

00:16:41.320 --> 00:16:45.100
of light and becomes alert. Set up. Wow. As the

00:16:45.100 --> 00:16:47.639
match is passed to the second soldier, the sniper

00:16:47.639 --> 00:16:50.419
uses that sustained illumination to take aim.

00:16:51.279 --> 00:16:53.950
Conflict. And as the match moves to the third

00:16:53.950 --> 00:16:58.330
soldier, the sniper fires. Resolution. The tragic

00:16:58.330 --> 00:17:00.909
application of the pattern. A literal life or

00:17:00.909 --> 00:17:03.389
death sequence. Whether that myth was statistically

00:17:03.389 --> 00:17:06.069
true in combat or just a psychological coping

00:17:06.069 --> 00:17:08.069
mechanism to maintain discipline in the constant

00:17:08.069 --> 00:17:10.289
peril of trench warfare, the number three became

00:17:10.289 --> 00:17:12.430
the physical boundary between safety and death.

00:17:12.529 --> 00:17:15.309
A hard limit. Just as early humans in the Amazon

00:17:15.309 --> 00:17:17.309
saw three as the boundary of exact counting,

00:17:17.869 --> 00:17:20.390
those soldiers saw three as the boundary of survival.

00:17:20.700 --> 00:17:24.140
That is incredibly heavy, but it perfectly encapsulates

00:17:24.140 --> 00:17:27.299
how deeply this single concept rules our lives.

00:17:28.359 --> 00:17:30.119
Okay, let's take a breath and recap this journey

00:17:30.119 --> 00:17:33.480
for you, the listener. We started with the cursive

00:17:33.480 --> 00:17:36.460
strokes of ancient empires, watching trade routes

00:17:36.460 --> 00:17:39.140
and fraud prevention mutate the very ink we used

00:17:39.140 --> 00:17:41.859
to write. It's been quite the journey. We explored

00:17:41.859 --> 00:17:44.980
the biological limits of human cognition, realizing

00:17:44.980 --> 00:17:48.150
our brains naturally tap out at three. We broke

00:17:48.150 --> 00:17:50.549
down the isolated algebraic mathematics of the

00:17:50.549 --> 00:17:53.250
primes and the unbreakable geometry of the physical

00:17:53.250 --> 00:17:56.470
triangle. And we ended with humanity's desperate

00:17:56.470 --> 00:17:59.309
need to find patterns in the chaos, from triple

00:17:59.309 --> 00:18:02.029
deities all the way to the mud of the First World

00:18:02.029 --> 00:18:05.789
War. It is a profound testament to the interconnectedness

00:18:05.789 --> 00:18:08.440
of human knowledge. I would challenge you listening

00:18:08.440 --> 00:18:10.420
to this right now to take a moment and just look

00:18:10.420 --> 00:18:12.980
around your room. Look at the architectural structures,

00:18:13.160 --> 00:18:15.480
the physical design of your furniture, the way

00:18:15.480 --> 00:18:17.960
items are aesthetically grouped on a shelf, or

00:18:17.960 --> 00:18:20.059
even the narrative beats of the podcast or song

00:18:20.059 --> 00:18:22.480
you might listen to next. It's everywhere. It

00:18:22.480 --> 00:18:24.579
is. Pay attention to how many things in your

00:18:24.579 --> 00:18:26.680
immediate environment are secretly reliant on

00:18:26.680 --> 00:18:29.539
the geometry, the mathematics, or the psychological

00:18:29.539 --> 00:18:32.589
categorization of three. It is everywhere once

00:18:32.589 --> 00:18:35.210
you open your eyes to the pattern. It truly is

00:18:35.210 --> 00:18:37.990
a structural law of reality. But before we go,

00:18:38.289 --> 00:18:40.190
I want to leave you with one final thought from

00:18:40.190 --> 00:18:42.609
the source material to ponder long after this

00:18:42.609 --> 00:18:45.569
deep dive ends. During the 19th and early 20th

00:18:45.569 --> 00:18:48.210
centuries, there were two authors, Augustus Le

00:18:48.210 --> 00:18:52.109
Plongeon and James Churchward. Ah, yes. They

00:18:52.109 --> 00:18:55.230
proposed the existence of a mystical lost continent

00:18:55.230 --> 00:18:58.099
called Mu. Think of it like a Pacific Atlantis.

00:18:58.359 --> 00:19:00.839
They wrote exhaustive volumes about this vanished,

00:19:01.259 --> 00:19:03.200
highly advanced civilization. And what do they

00:19:03.200 --> 00:19:05.440
claim was the ultimate symbolic representation

00:19:05.440 --> 00:19:07.680
of this entire lost world? The number three.

00:19:07.779 --> 00:19:09.579
The simple, perfectly balanced number three.

00:19:09.690 --> 00:19:12.529
We are so reliant on the stability of this number

00:19:12.529 --> 00:19:15.069
that we used it to summarize the glory of an

00:19:15.069 --> 00:19:17.589
entire mythical world. Just imagine all of human

00:19:17.589 --> 00:19:20.029
imagination and pattern -seeking, summed up by

00:19:20.029 --> 00:19:22.470
the exact same digit that stops a forger from

00:19:22.470 --> 00:19:24.589
altering a barcode, supports the weight of a

00:19:24.589 --> 00:19:26.829
steel bridge, and dictates when you blow out

00:19:26.829 --> 00:19:29.529
a matchstick in the dark. A single digit carrying

00:19:29.529 --> 00:19:32.089
the weight of both the physical world and our

00:19:32.089 --> 00:19:34.210
collective imagination. Keep an eye out for those

00:19:34.210 --> 00:19:37.089
triangles, everyone. Catch you on the next Deep

00:19:37.089 --> 00:19:37.470
Dive.
