WEBVTT - A Perfect Circle

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<v Speaker 1>Welcome to Stuff to Blow your Mind from how Stuff

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<v Speaker 1>Works dot com. Hey, you're welcome to Stuff to Blow

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<v Speaker 1>your Mind. My name is Robert Lamb and Julie Douglas. Julie,

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<v Speaker 1>have you ever created something that is perfect? Have you

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<v Speaker 1>ever experienced a moment, a day, even an hour that

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<v Speaker 1>you would consider perfect? Uh? Yeah, definitely. I mean I've

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<v Speaker 1>had a sense of absolute I don't know perfection is

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<v Speaker 1>that the name of it, but um, the sense of

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<v Speaker 1>just being sort of that one with the world. I've

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<v Speaker 1>certainly had that moment where I created something and I

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<v Speaker 1>thought it was perfect, But that might have been an

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<v Speaker 1>Ikea effect, a moment you know, We've talked about this before.

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<v Speaker 1>When you make something and you put a little bit

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<v Speaker 1>more into it the result than it actually is. You

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<v Speaker 1>don't look at the imperfections of it. Um. And then

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<v Speaker 1>there are people monks who actually, we've in imperfections into

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<v Speaker 1>whatever they're rug they're working on, for instance, to Betan monks.

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<v Speaker 1>Oh yes, they leave it in because the idea that

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<v Speaker 1>they the imperfection is important part of the form. Right. Yeah,

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<v Speaker 1>you couldn't possibly create something that is perfection because it

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<v Speaker 1>doesn't exist. Yeah, this idea of perfection is in because

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<v Speaker 1>I could see wherever you were assembling something, you know

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<v Speaker 1>that that kind of feels perfect. You know, you could say, well,

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<v Speaker 1>I assembled it perfectly as the instructions indicated. Now, of

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<v Speaker 1>sometimes the instructions are flawed or are uncertain, and then

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<v Speaker 1>at the end it's hard to feel perfect about it.

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<v Speaker 1>Um Likewise, certainly there's something perfect about being in that

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<v Speaker 1>flow state where you're creating something and you just feel,

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<v Speaker 1>you know, almost at at one with your universe. But

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<v Speaker 1>then at the end of the day, if you've created something,

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<v Speaker 1>you've written something, you've painted something. I mean, time and

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<v Speaker 1>time again, you see examples of people who have worked

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<v Speaker 1>tirelessly on something and it never seems to be perfect.

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<v Speaker 1>You know, there that that story you're writing, that painting

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<v Speaker 1>that you're that sculpture that you're spending years on, Like

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<v Speaker 1>you're just edging a little bit closer and closer to

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<v Speaker 1>this idea of perfection, and it doesn't seem like you

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<v Speaker 1>can ever quite get it, Like, like, how do you

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<v Speaker 1>ever get it to match up with that, with the

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<v Speaker 1>with the idea in your head? I mean, I run

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<v Speaker 1>into this even when I'm just picking out an image

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<v Speaker 1>to go along with our podcast episodes, like sometimes I'll

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<v Speaker 1>have just sort of an abstract idea of what the

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<v Speaker 1>perfect illustration for this episode would be, and then I

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<v Speaker 1>end up just wasting all this time looking around in

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<v Speaker 1>our image resources trying to find something that that is

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<v Speaker 1>as powerful as what I want to use. A good

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<v Speaker 1>stark example of this kind of frustration of our expectation

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<v Speaker 1>versus reality is to take a pen to paper and

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<v Speaker 1>to try to draw a perfect circle, which is of

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<v Speaker 1>course the topic that we're talking about today. Have you

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<v Speaker 1>ever in your lifetime created a perfect circle? Even though

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<v Speaker 1>in your head it's there, you see it. Yeah, this

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<v Speaker 1>is a fascinating question, one that I did a short

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<v Speaker 1>blog post about a few weeks ago, and and I

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<v Speaker 1>just continue to think about because just just in terms

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<v Speaker 1>of drawing a circle, and and if you have the

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<v Speaker 1>means to do so, and you're not driving a car something,

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<v Speaker 1>you might even give this a shot. Um It's it's

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<v Speaker 1>extremely difficult to to draw a circle that even appears

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<v Speaker 1>to have some level of perfection to Uh. Certainly there

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<v Speaker 1>are I've read about various uh um art schools past

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<v Speaker 1>and present. Uh, they've they've you know, there's a lot

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<v Speaker 1>of emphasis on being able to draw a very good circle.

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<v Speaker 1>And certainly anybody can put a you know, a soda

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<v Speaker 1>can on the table on a piece of paper and

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<v Speaker 1>trace around it and say, ha, I've created a perfect

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<v Speaker 1>circle because I just traced one. But but none of

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<v Speaker 1>these instances, have you actually created something that is a

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<v Speaker 1>mathematically perfect circle. No, because you can't really write, because

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<v Speaker 1>you are not a machine. And as we'll discuss later on,

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<v Speaker 1>this idea of a perfect circle may only exist in

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<v Speaker 1>the mathematical realm. Yea, even even machines have not yet

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<v Speaker 1>been able to create a perfect circle and may never

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<v Speaker 1>be able to create a circle of perfect circle. And

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<v Speaker 1>that is just one of the sort of maddening amazing

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<v Speaker 1>things about this topic. Yeah, so let's talk about circles

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<v Speaker 1>real quick. In terms of the etymology that is. A

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<v Speaker 1>circle is from the Greek kircos meaning ring, from the

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<v Speaker 1>ancient root care meaning to turn, and they are symbols

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<v Speaker 1>of infinity. That's the other thing, a line that never ends.

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<v Speaker 1>And so that's a deeply ingrained concept in us. And

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<v Speaker 1>we think about this fellow time of the circle of life,

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<v Speaker 1>the circle of the season's serpent eating its own tail,

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<v Speaker 1>which we did a whole episode on the bus. Now,

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<v Speaker 1>Greek philosopher Embidoccules devised a highly eccentric personal cosmology, and

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<v Speaker 1>his God was a circle of which the center is

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<v Speaker 1>everywhere are in the circumference is nowhere, which is a

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<v Speaker 1>really interesting thought experiment, and it plays into a lot

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<v Speaker 1>of what we're going to talk about. Yeah. Yeah, this

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<v Speaker 1>idea of circle is the infinity. This idea is of

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<v Speaker 1>the circle is God. I mean, certainly you look to

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<v Speaker 1>uh Dante's Divine Comedy and various other uh cosmological models,

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<v Speaker 1>and you see the heavens and one and even the

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<v Speaker 1>Hell's composed of circles. The circles are key to the

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<v Speaker 1>the organization of the universe, and in a sense they are,

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<v Speaker 1>I mean when you look and we'll get more into

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<v Speaker 1>the cosmic aspects later, but you look at at orbits,

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<v Speaker 1>you look at the the basic structure of of heavenly bodies,

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<v Speaker 1>and you see spheres, you see circles, So you can

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<v Speaker 1>you can, you know, understand it. Since the earliest days,

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<v Speaker 1>we've been staring up into the sky and uh and

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<v Speaker 1>and we've seen this brilliant circle just beating beaning down

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<v Speaker 1>is giving all the energy and a light that we

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<v Speaker 1>have in this world. Yes, And to that point, the

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<v Speaker 1>word zodiac comes from the Greek sticklo circle zoom animal

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<v Speaker 1>and means circle of animals. So again here we see

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<v Speaker 1>this pattern playing out. Uh, not in just what we perceive,

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<v Speaker 1>but in language. So even we've mentioned already the idea

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<v Speaker 1>of circles and uh and and and the heavenly and

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<v Speaker 1>the supernatural and God and uh and in this we

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<v Speaker 1>get into the platonic ideal. This idea of the humans

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<v Speaker 1>are but mere copies of God's perfection. Right, Yeah, we're

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<v Speaker 1>talking about Greek philosopher Plato, who first observed that no

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<v Speaker 1>one has ever seen a perfect circle, only imperfect approximations,

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<v Speaker 1>and he concluded that since there are no perfect mathematical

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<v Speaker 1>objects to be found in the world, the objects of

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<v Speaker 1>mathematics were turning out perfect circles, triangles, and even numbers

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<v Speaker 1>themselves that must somehow exist. These things must how, somehow

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<v Speaker 1>exist as eternal abstract entities beyond space and time and

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<v Speaker 1>some other worldly platonic heaven called the world of forms

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<v Speaker 1>or ideas. And you may recognize this from our recent

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<v Speaker 1>episode on Supernormal Stimuli, where we end up bo waxing

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<v Speaker 1>a bit about this. You know again, the idea that

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<v Speaker 1>there's quote unquote perfect ideal versions of things, of objects,

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<v Speaker 1>of of realities that are just beyond us, perhaps in

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<v Speaker 1>a in at least in a philosophical sense, in some

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<v Speaker 1>realm or dimension beyond our own. But then it gets

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<v Speaker 1>it gets so squirrely because we're gonna talk about the

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<v Speaker 1>mathematical aspect of this, which really starts to get into

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<v Speaker 1>the philosophical realm, and they are sort of intertwined. Um.

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<v Speaker 1>But the idea basically here is that there really is

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<v Speaker 1>no perfect circle. And um, you talk to someone like

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<v Speaker 1>John Adam, who is a mathematics professor of Old Dominion

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<v Speaker 1>University and the author of Mathematics and Nature Modeling Patterns

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<v Speaker 1>in the Natural World, and he says that no perfect

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<v Speaker 1>circle can occur in nature since a perfect circle is

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<v Speaker 1>a geometric idealization. So again we're underscoring this. It's an idealization,

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<v Speaker 1>it is an illusion of perfection. Now at this point

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<v Speaker 1>in the podcast, I know a number of you are

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<v Speaker 1>probably thinking, well, what about this? What about that? What? In?

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<v Speaker 1>Various examples in the natural world are coming to mind,

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<v Speaker 1>So we're just gonna roll through some of them and

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<v Speaker 1>discuss almost playing the game show perfect circle and not

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<v Speaker 1>a perfect circle. Um. And spoiler, UM, you don't don't

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<v Speaker 1>vote for perfect circle on any of these because you'll lose.

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<v Speaker 1>We probably there's one. There's one case where it's a

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<v Speaker 1>little iffy but still gets a little close. Yeah, a

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<v Speaker 1>little close. And that's the thing we we some of

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<v Speaker 1>these examples are very close. Um, I guess let's start

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<v Speaker 1>with with the planets. Okay, we live on a planet.

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<v Speaker 1>We know from looking at our charts there are all

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<v Speaker 1>these other planets, these a spherical planets that make up

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<v Speaker 1>our solar system. We know that the Sun is a

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<v Speaker 1>is a spear, so let's look around our own solar neighborhood.

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<v Speaker 1>Are these perfect circles? Well, all right, take a planet

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<v Speaker 1>for instance. Um, a planet is basically a sphere. It's

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<v Speaker 1>it's round, and this is because the even distribution of

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<v Speaker 1>gravitational forces rawls matter into the spherical shape. But you

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<v Speaker 1>also have this centrifugal force of rotation that causes the

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<v Speaker 1>spheres to bulge out at the at the equator. According

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<v Speaker 1>to Clark Planetarium director Seth Jarvis, we're talking a barely

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<v Speaker 1>noticeable zero point three bulge at Earth's equator. But you

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<v Speaker 1>go to somewhere like Saturn, and there you'll see a

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<v Speaker 1>hafty ten percent bulge. So again to the to the

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<v Speaker 1>naked eye, and certainly on various illustrations that we have

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<v Speaker 1>of these these worlds, you might not get you know,

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<v Speaker 1>you might not even pick up on it. But since this, uh,

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<v Speaker 1>this sphere is spinning around, there is this bulge around

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<v Speaker 1>the equator that you have the interplay, for example, the

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<v Speaker 1>Earth and its moon, and that is going to inform

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<v Speaker 1>the way that the Earth is actually shaped, right because

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<v Speaker 1>of that gravitational poll and Saturn's rings those look perfectly circular.

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<v Speaker 1>We look him, right, I mean, it looks like, seriously,

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<v Speaker 1>it looks like, wow, it could not be a perfect rivel.

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<v Speaker 1>It looks to the naked eye as though it is.

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<v Speaker 1>But parts of the ng are bent by the pull

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<v Speaker 1>of gravity from its other moons. So you see this

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<v Speaker 1>at play. And then there's that that burning orb in

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<v Speaker 1>the sky which appears to be a perfect circle. Yeah,

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<v Speaker 1>and again we've looked at that, for we've worshiped the

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<v Speaker 1>Sun as this perfect disc right, but even our sun,

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<v Speaker 1>which does boast incredible mathematical roundness. I mean, when you

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<v Speaker 1>when when you take into everything into account, it's it

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<v Speaker 1>comes kind of close, but you're still going to see

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<v Speaker 1>a bulge of about ten kilometers at its equator, which

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<v Speaker 1>is very minuscule given the enormous size of our Solar

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<v Speaker 1>system central star. But still there's a bulge there, So

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<v Speaker 1>it falls short of perfection. Now, the next one should

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<v Speaker 1>instill some pride and lebri cons with pots of gold.

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<v Speaker 1>We're talking about rainbows, the arc of a rainbow, which

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<v Speaker 1>according to Adam, is the second closest thing to a

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<v Speaker 1>perfect circle in nature. And of course the rainbow is

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<v Speaker 1>actually a circle, so you're able to see that if

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<v Speaker 1>you're up above in the clouds and you're looking down.

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<v Speaker 1>But because we're on the horizon, we see that arc. Yes,

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<v Speaker 1>they're probably wondering, well, what is what does he think

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<v Speaker 1>is the closest thing we have in nature to do

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<v Speaker 1>a perfect circle? John Adam says, the closest thing ripples

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<v Speaker 1>in the water. Okay, you know, you drop a pebble

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<v Speaker 1>into a pond, a still a pond, and then you

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<v Speaker 1>watch those ripples, uh reverberate out from the center. He says,

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<v Speaker 1>that's that's close. Still not perfect though, Yeah, And he

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<v Speaker 1>said that it doesn't even matter what if the object

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<v Speaker 1>itself is round, it could be square, you could be

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<v Speaker 1>skipping stones, and it could be all sorts of um

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<v Speaker 1>herky jerky in terms of its formations. Eventually, he says

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<v Speaker 1>that those outward spirals will become a kind of perfect circle.

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<v Speaker 1>And one important thing to keep in mind here too,

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<v Speaker 1>that ties in directly to the the idea of drawing

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<v Speaker 1>a perfect circle or you're tracing a perfect circle, is

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<v Speaker 1>that the closer you look at something, it may look

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<v Speaker 1>like it has some level of perfection from an outside

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<v Speaker 1>of you. But if you zoom in, then does that

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<v Speaker 1>line maintain its perfection? Is there is there a maintain

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<v Speaker 1>perfect boundary? And just imagine, you know, a pencil that's

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<v Speaker 1>drawn a circle and you zoom in, what are you

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<v Speaker 1>gonna see when you get closer and closer You're gonna

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<v Speaker 1>see uh, tiny little bits of the pencil core. Yeah,

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<v Speaker 1>there's a changeability factor here. But I think that's what's

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<v Speaker 1>so interesting again about this kind of ripple effect, because

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<v Speaker 1>it's sort of a zen meditation that you see that

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<v Speaker 1>you see the morphing, you see the circle, you know,

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<v Speaker 1>coming out of this situation, coming out of nothingness. And

0:12:27.440 --> 0:12:31.000
<v Speaker 1>there maybe again there's something really deeply rooted within humans

0:12:31.040 --> 0:12:34.920
<v Speaker 1>to recognize this. Now, speaking of of things within us,

0:12:35.360 --> 0:12:37.760
<v Speaker 1>how about eyes. I mean, we're always looking in the mirror,

0:12:37.800 --> 0:12:39.360
<v Speaker 1>we're looking to the eyes of other people. We're seeing

0:12:39.400 --> 0:12:41.960
<v Speaker 1>those around pupils perfect circle and not a perfect circle.

0:12:42.000 --> 0:12:44.200
<v Speaker 1>All right. Yeah, I'm staring at your eyeball right now,

0:12:44.400 --> 0:12:47.320
<v Speaker 1>and you couldn't look more like a perfect circle the

0:12:47.320 --> 0:12:50.280
<v Speaker 1>the iris itself and the pupil. Of course it's not,

0:12:50.440 --> 0:12:54.240
<v Speaker 1>but it's so pervasive in mammals, right. You see this

0:12:54.320 --> 0:12:56.880
<v Speaker 1>in mammals that are diurnal in other words, active during

0:12:56.920 --> 0:12:59.600
<v Speaker 1>the daytime, and they are shaped that way, those pupils

0:12:59.679 --> 0:13:04.200
<v Speaker 1>to let in the optimal amount of light. Um. Of course,

0:13:04.320 --> 0:13:08.240
<v Speaker 1>you start to diverge from this idea of these perfectly

0:13:08.320 --> 0:13:11.000
<v Speaker 1>round pupils when you look at other animals. In fact,

0:13:11.040 --> 0:13:14.680
<v Speaker 1>there's some they're really cool with pupils that look like

0:13:14.800 --> 0:13:18.360
<v Speaker 1>key holes or even hearts. Um. I mean they're not

0:13:18.440 --> 0:13:22.160
<v Speaker 1>actual hearts, but they kind of look like hearts to us. Yeah,

0:13:22.160 --> 0:13:24.880
<v Speaker 1>they're I really enjoyed looking at these various images of

0:13:25.320 --> 0:13:28.400
<v Speaker 1>animal eyes. I mean, particularly like the goat eye and

0:13:28.440 --> 0:13:30.920
<v Speaker 1>the squid eye are two of my favorites. I love,

0:13:30.960 --> 0:13:33.040
<v Speaker 1>I love a goat. I like the lobster eye too,

0:13:33.320 --> 0:13:37.320
<v Speaker 1>because it's just out there. Now, if you go even smaller,

0:13:37.360 --> 0:13:40.080
<v Speaker 1>you go down to the micro level, we do see

0:13:40.280 --> 0:13:44.080
<v Speaker 1>near perfect roundness of the electron particle. But the interesting

0:13:44.120 --> 0:13:47.600
<v Speaker 1>thing here is that the imperfection of that of that

0:13:47.679 --> 0:13:50.959
<v Speaker 1>electron particle actually factors into some of our best theories

0:13:50.960 --> 0:13:54.640
<v Speaker 1>regarding the physical nature of the universe. So simply put,

0:13:54.679 --> 0:13:57.760
<v Speaker 1>without getting you know, into general relativity, getting into general

0:13:57.800 --> 0:14:02.320
<v Speaker 1>relative activity, it improved measuring techniques prove electrons to be

0:14:02.480 --> 0:14:05.360
<v Speaker 1>too perfectly round, then we're forced to cast out some

0:14:05.400 --> 0:14:08.880
<v Speaker 1>of our theories proposing particles beyond those accounted for in

0:14:08.880 --> 0:14:11.920
<v Speaker 1>the standard model. So it's almost almost brings us back

0:14:11.960 --> 0:14:15.760
<v Speaker 1>to that idea of monks putting imperfection into the tapestry.

0:14:15.800 --> 0:14:18.960
<v Speaker 1>There's a certain amount of imperfection that's that's present in

0:14:18.960 --> 0:14:20.920
<v Speaker 1>our understanding of the universe, and if we were to

0:14:21.000 --> 0:14:24.600
<v Speaker 1>determine that that that electrons are more perfect than we

0:14:24.640 --> 0:14:26.960
<v Speaker 1>currently think, it's going to start unraveling some of that

0:14:27.000 --> 0:14:29.480
<v Speaker 1>tapestry we've constructed. Yeah, it kind of opens up a

0:14:29.640 --> 0:14:32.200
<v Speaker 1>whole can of worms when it comes to some of

0:14:32.200 --> 0:14:34.160
<v Speaker 1>the theories. But the reason why they are using that

0:14:34.200 --> 0:14:38.000
<v Speaker 1>electron is because that that imperfection is so very tiny.

0:14:38.080 --> 0:14:44.360
<v Speaker 1>We're talking point zeros one centimeters off from being perfectly round.

0:14:44.520 --> 0:14:47.920
<v Speaker 1>And put in another way, if the electron was magnified

0:14:47.960 --> 0:14:50.000
<v Speaker 1>to the size of the Solar system, it would deviate

0:14:50.040 --> 0:14:55.120
<v Speaker 1>from immaculate rotundity. I love that by a magnitude equivalent

0:14:55.160 --> 0:15:00.000
<v Speaker 1>to a human hair. Alright, well, let's let's head back

0:15:00.040 --> 0:15:03.160
<v Speaker 1>out to the to the macro view of the universe

0:15:03.200 --> 0:15:07.760
<v Speaker 1>for one final example here, and that is the black hole. Yes,

0:15:07.920 --> 0:15:10.840
<v Speaker 1>and there are many scientists that predicted the event horizon

0:15:10.880 --> 0:15:14.160
<v Speaker 1>of a black hole. Again, the event horizon, if you

0:15:14.160 --> 0:15:16.480
<v Speaker 1>don't remember, is that that point at which light cannot

0:15:16.600 --> 0:15:19.760
<v Speaker 1>escape theoretically from the black hole, right, because the gravitational

0:15:19.840 --> 0:15:23.240
<v Speaker 1>force for the sucking is so powerful. Exactly, that is

0:15:23.280 --> 0:15:24.920
<v Speaker 1>just sucking all of that in the same thing has

0:15:24.920 --> 0:15:28.440
<v Speaker 1>been said about the film Event Horizon, but which I

0:15:28.560 --> 0:15:30.840
<v Speaker 1>enjoyed when it came out. I have nothing against fun flip,

0:15:31.040 --> 0:15:34.200
<v Speaker 1>but this makes it difficult to measure any sort of

0:15:34.280 --> 0:15:37.280
<v Speaker 1>data around an event horizon or around a black hole. Yeah,

0:15:37.520 --> 0:15:41.920
<v Speaker 1>scientists argue that this event horizon could constitute a perfect

0:15:41.960 --> 0:15:44.480
<v Speaker 1>circle or sphere. But we've have to. We've yet to

0:15:44.480 --> 0:15:47.360
<v Speaker 1>prove that out, and uh, and not everyone is convinced

0:15:47.400 --> 0:15:50.920
<v Speaker 1>we'd find perfection there either. In fact, according to Stephen Hawking,

0:15:51.360 --> 0:15:55.760
<v Speaker 1>as summarized by Daily Galaxy, quantum effects around the black

0:15:55.800 --> 0:15:59.800
<v Speaker 1>hole may cause space time to fluctuate too widely for

0:15:59.840 --> 0:16:04.920
<v Speaker 1>a sharp boundary surface to exist. So, I mean, especially

0:16:04.920 --> 0:16:06.760
<v Speaker 1>with something like a black hole, you're getting into this

0:16:06.800 --> 0:16:09.760
<v Speaker 1>weird idea you're trying to You're trying to find this

0:16:09.760 --> 0:16:13.960
<v Speaker 1>this ideal circle in a thing that is existing in

0:16:13.960 --> 0:16:18.280
<v Speaker 1>a curious state of space and time. Um, can, well,

0:16:18.480 --> 0:16:20.960
<v Speaker 1>can we find it there? Maybe not? Well, it also

0:16:21.040 --> 0:16:23.720
<v Speaker 1>puts an asterisk to this idea that a perfect circle

0:16:23.760 --> 0:16:27.280
<v Speaker 1>doesn't exist in nature because in this mathematical model, it

0:16:27.360 --> 0:16:32.000
<v Speaker 1>has to write could again. But but then it gets

0:16:32.000 --> 0:16:33.920
<v Speaker 1>that you get into the discussion of does a circle

0:16:34.000 --> 0:16:37.440
<v Speaker 1>is a circle something from a mathematical understanding, does it

0:16:37.560 --> 0:16:40.680
<v Speaker 1>exist for an extended period of time? Does exist in

0:16:40.760 --> 0:16:44.360
<v Speaker 1>time and space? Uh? You really get into the deep

0:16:44.480 --> 0:16:48.080
<v Speaker 1>end of trying to to apply this this mathematical model

0:16:48.080 --> 0:16:51.160
<v Speaker 1>of perfection to a universe that seems to have a

0:16:51.160 --> 0:16:54.600
<v Speaker 1>lot of mathematical imperfection in it. All right, let's put

0:16:54.640 --> 0:16:56.720
<v Speaker 1>that back on the shelf for a second and just

0:16:56.960 --> 0:17:01.200
<v Speaker 1>let it sort of reconstitute itself. Um, and go back

0:17:01.240 --> 0:17:04.840
<v Speaker 1>to John Adam, who was writing in a National Geographic

0:17:04.960 --> 0:17:08.200
<v Speaker 1>article about this idea of circles and saying that one

0:17:08.240 --> 0:17:11.760
<v Speaker 1>of the reasons why they're so prevalent in nature is

0:17:12.000 --> 0:17:16.560
<v Speaker 1>because things form circularly, because it's really the most efficient

0:17:16.600 --> 0:17:22.800
<v Speaker 1>way to maximize or even minimize specific processes under certain constraints.

0:17:23.520 --> 0:17:25.719
<v Speaker 1>And in mathematics, he said, a circle allows for the

0:17:25.760 --> 0:17:29.440
<v Speaker 1>greatest area for any given perimeter and the least perimeter

0:17:29.880 --> 0:17:33.520
<v Speaker 1>for any given area, compared to other polygons. Yeah, I

0:17:33.520 --> 0:17:36.000
<v Speaker 1>mean it comes back to the gravity example. As nassas

0:17:36.240 --> 0:17:40.400
<v Speaker 1>is drawn into a point of gravitational attraction like that,

0:17:40.520 --> 0:17:42.760
<v Speaker 1>it's going to form a sphere. It's going to form

0:17:42.760 --> 0:17:47.160
<v Speaker 1>a circle, because that's the most democratic form of of

0:17:47.160 --> 0:17:50.919
<v Speaker 1>of particle assimilation and the most efficient form. Right. So,

0:17:51.080 --> 0:17:54.320
<v Speaker 1>even if you're looking at say a sunflower, and you're

0:17:54.359 --> 0:17:56.520
<v Speaker 1>looking at the middle of it, which appears to be

0:17:56.520 --> 0:17:58.440
<v Speaker 1>a perfect circle, and then you peer in a little

0:17:58.440 --> 0:18:02.560
<v Speaker 1>bit more, you see thousands of more little perfect circles

0:18:02.600 --> 0:18:05.560
<v Speaker 1>comprising that surface area, because this is the most efficient

0:18:05.600 --> 0:18:07.880
<v Speaker 1>way for it to store its energy and to try

0:18:07.920 --> 0:18:12.920
<v Speaker 1>to um live as an organism. Yeah, it's also the easiest.

0:18:12.960 --> 0:18:15.040
<v Speaker 1>I'm just thinking it's probably the easiest form to get

0:18:15.080 --> 0:18:18.320
<v Speaker 1>people to form into. You know, you think of children

0:18:18.320 --> 0:18:21.160
<v Speaker 1>in an elementary school environment and the teacher says, all right, everyone,

0:18:21.160 --> 0:18:23.680
<v Speaker 1>form a circle or even a semicircle. That's going to

0:18:23.760 --> 0:18:28.040
<v Speaker 1>be far more an efficient exercise than Okay, let's form

0:18:28.080 --> 0:18:31.840
<v Speaker 1>a square, let's form a triangle, you know, because it's

0:18:31.840 --> 0:18:34.720
<v Speaker 1>it's just easier to to to picture that form in

0:18:34.720 --> 0:18:37.600
<v Speaker 1>our mind and then adhere to it. Well, and there's

0:18:37.600 --> 0:18:40.840
<v Speaker 1>this idea that maybe there's a sort of again deeply

0:18:40.920 --> 0:18:44.520
<v Speaker 1>rooted since at least in humans, that you would congregate

0:18:44.560 --> 0:18:47.960
<v Speaker 1>in that way. And I'm thinking about the study from

0:18:48.000 --> 0:18:50.600
<v Speaker 1>two thousand and nine and Max Plank Institute in which

0:18:50.640 --> 0:18:54.280
<v Speaker 1>they took volunteers and they asked them to walk from

0:18:54.320 --> 0:18:57.080
<v Speaker 1>point A to point B. But this was in the dark,

0:18:57.520 --> 0:19:01.080
<v Speaker 1>there were no navigational cues, and what they found is

0:19:01.119 --> 0:19:05.920
<v Speaker 1>that people over and over again walked in circles. So,

0:19:06.680 --> 0:19:09.639
<v Speaker 1>you know, without these sort of cues around us, that's

0:19:10.160 --> 0:19:13.160
<v Speaker 1>what we do, that that trope. We're walking in circles, right,

0:19:13.200 --> 0:19:16.800
<v Speaker 1>you don't have enough data and what metaphorically point it

0:19:16.880 --> 0:19:19.440
<v Speaker 1>because you end up returning to the place from which

0:19:19.440 --> 0:19:21.920
<v Speaker 1>you left. So right, and then even to go back

0:19:21.920 --> 0:19:23.760
<v Speaker 1>to that sun flour example, if you were to cut

0:19:23.800 --> 0:19:25.760
<v Speaker 1>the stem of that and look at it on a

0:19:25.800 --> 0:19:29.920
<v Speaker 1>cellular level, you would see again that these materials are

0:19:29.960 --> 0:19:33.720
<v Speaker 1>congregating in circular fashions, or what looked to be circular fashions.

0:19:33.720 --> 0:19:36.520
<v Speaker 1>They're not perfect circles, but again, it's the most efficient

0:19:36.560 --> 0:19:40.879
<v Speaker 1>way to transfer energy in this organism. All right, well,

0:19:40.880 --> 0:19:43.600
<v Speaker 1>we're gonna take a quick break, and when we come back,

0:19:44.359 --> 0:19:48.680
<v Speaker 1>more on circles, not only natural circles, but man made circles,

0:19:48.720 --> 0:19:52.280
<v Speaker 1>man made spears. How close did those come to perfection?

0:19:58.400 --> 0:20:01.440
<v Speaker 1>All right, we are back. I'm gonna throw this little

0:20:01.480 --> 0:20:06.760
<v Speaker 1>stat out there. Three ten millions of an inch from perfection.

0:20:07.200 --> 0:20:12.119
<v Speaker 1>What man made object has come so very close to

0:20:12.119 --> 0:20:19.160
<v Speaker 1>a perfect circle? Oh um, the PEPSI logo, target logo. God,

0:20:19.400 --> 0:20:24.320
<v Speaker 1>I'm drawn a blank. Then NASA's courts giroscopic rotor. Yes,

0:20:24.560 --> 0:20:28.600
<v Speaker 1>these were built for NASA's Gravity Probe B spacecraft. And uh,

0:20:28.840 --> 0:20:31.840
<v Speaker 1>these quarts gyros do, in fact standard the most perfect

0:20:31.840 --> 0:20:34.760
<v Speaker 1>man made spheres ever created. Landing less than again, ten

0:20:34.800 --> 0:20:37.879
<v Speaker 1>millions of an inch from perfection, which we created not

0:20:37.920 --> 0:20:40.400
<v Speaker 1>just to show off how amazing we were, but because

0:20:40.440 --> 0:20:43.359
<v Speaker 1>they were necessary too for the inner workings of this

0:20:43.440 --> 0:20:47.800
<v Speaker 1>particular gravity probe. This gravity probe was actually testing the

0:20:47.800 --> 0:20:52.320
<v Speaker 1>theory of general relativity shows up again. So they needed

0:20:52.359 --> 0:20:57.240
<v Speaker 1>again something that was as precise as it possibly could be,

0:20:57.240 --> 0:21:01.400
<v Speaker 1>because being off by anything larger than on one hundred

0:21:01.560 --> 0:21:05.480
<v Speaker 1>billions of a degree every hour would ruin the experiment. Yeah,

0:21:05.600 --> 0:21:09.320
<v Speaker 1>so it's crazy, even when an organization like NASA throws

0:21:09.400 --> 0:21:13.280
<v Speaker 1>it's you know, it's best scientific minds at the problem

0:21:13.359 --> 0:21:16.040
<v Speaker 1>of of creating a perfect circle or a perfect sphere

0:21:17.080 --> 0:21:20.000
<v Speaker 1>can't quite reach perfection on it. No, but the Stanford

0:21:20.040 --> 0:21:23.840
<v Speaker 1>team that worked on the spheres says, only neutron stars

0:21:23.880 --> 0:21:26.400
<v Speaker 1>are more spherical than what they created. There's a little

0:21:26.400 --> 0:21:29.679
<v Speaker 1>boasting there, So there's they're they're saying, well that the

0:21:29.800 --> 0:21:33.280
<v Speaker 1>universe can do a little better, but just barely. So. Yeah,

0:21:33.280 --> 0:21:36.320
<v Speaker 1>they're saying the neutron stars they're showoffie and all with

0:21:36.400 --> 0:21:41.439
<v Speaker 1>their collapsing neus becoming a tighter and tighter ball of

0:21:41.560 --> 0:21:46.159
<v Speaker 1>spherical energy. Alright, well, let's turn then back to the

0:21:46.160 --> 0:21:49.359
<v Speaker 1>word world of mathematics, because that is the only place

0:21:49.440 --> 0:21:52.800
<v Speaker 1>that we're actually finding this perfect circle. And let's discuss

0:21:52.840 --> 0:21:56.520
<v Speaker 1>exactly what it is. Okay. A circle is, of course

0:21:56.960 --> 0:21:59.640
<v Speaker 1>the set of points in a plane that are equal

0:21:59.640 --> 0:22:02.480
<v Speaker 1>distant from a given point. So for a circle to

0:22:02.480 --> 0:22:04.720
<v Speaker 1>be perfect, you need all of those points in the

0:22:04.720 --> 0:22:08.480
<v Speaker 1>circle's circumference to match up exactly. And for all those

0:22:08.480 --> 0:22:11.359
<v Speaker 1>points to match up exactly, you need this precision to

0:22:11.400 --> 0:22:15.199
<v Speaker 1>remain constant no matter how closely you looked the particles,

0:22:15.240 --> 0:22:19.760
<v Speaker 1>the cells, the atoms, and are these points stationary or

0:22:19.800 --> 0:22:23.000
<v Speaker 1>are they in motion? As so you can see where

0:22:23.000 --> 0:22:26.240
<v Speaker 1>the search really becomes maddening because you apply everything we

0:22:26.359 --> 0:22:29.480
<v Speaker 1>just said to that that circle that you traced around

0:22:29.480 --> 0:22:31.600
<v Speaker 1>a soda. Can you apply it to the sign, You

0:22:31.640 --> 0:22:34.480
<v Speaker 1>apply it to the to the electron particle, you will

0:22:34.520 --> 0:22:37.440
<v Speaker 1>apply it to to the human eye, any of these things. Then, Yeah,

0:22:37.480 --> 0:22:39.800
<v Speaker 1>if you look closely enough, are you going to see flux?

0:22:39.840 --> 0:22:43.520
<v Speaker 1>Are you going to see that that disruption in that

0:22:44.000 --> 0:22:47.639
<v Speaker 1>that that never ending line. Yeah, it's a problem because

0:22:47.640 --> 0:22:49.840
<v Speaker 1>in the real world, there's no such thing as a

0:22:49.880 --> 0:22:53.639
<v Speaker 1>mathematical point. There's no such thing as a perfect line

0:22:53.800 --> 0:22:57.240
<v Speaker 1>or perfectly parallel line. Now like an infinitely thin line

0:22:57.400 --> 0:23:00.640
<v Speaker 1>that's that only exists in mathematics, right, which is really

0:23:00.640 --> 0:23:03.680
<v Speaker 1>helpful in mathematics, it's helpful in the realm in which

0:23:03.760 --> 0:23:06.800
<v Speaker 1>you're trying to work out problems of the universe and

0:23:07.240 --> 0:23:10.800
<v Speaker 1>work out theories, uh, or rather you know, in this

0:23:10.920 --> 0:23:16.320
<v Speaker 1>case hypotheses. So that's again this kind of weird area

0:23:16.359 --> 0:23:18.800
<v Speaker 1>where you're saying, well, what is math? Then? Is it real?

0:23:19.080 --> 0:23:21.879
<v Speaker 1>Can it really quantify the uniform universe? Or is it

0:23:21.960 --> 0:23:24.600
<v Speaker 1>just this abstract notion? Well, I guess you could argue

0:23:24.640 --> 0:23:27.720
<v Speaker 1>that that Okay, we've gone into the whole issue of mathematics,

0:23:27.840 --> 0:23:30.560
<v Speaker 1>human creation, and human discovery. Right. Is it the blueprint

0:23:30.560 --> 0:23:32.960
<v Speaker 1>of the universe or a blueprint print we've created to

0:23:33.000 --> 0:23:35.400
<v Speaker 1>make sense of the universe? Is it underlying or something

0:23:35.440 --> 0:23:39.879
<v Speaker 1>we've made to overlye So you could say that in

0:23:40.560 --> 0:23:44.400
<v Speaker 1>uncovering the language of the universe in the form of mathematics,

0:23:44.720 --> 0:23:48.280
<v Speaker 1>we determine we were able to see where you could

0:23:48.320 --> 0:23:51.920
<v Speaker 1>create you could have a more perfect universe mathematically speaking,

0:23:52.359 --> 0:23:56.560
<v Speaker 1>based on the language that's that's present. So the language

0:23:56.880 --> 0:24:01.080
<v Speaker 1>gets this closer to something that is unknowable inherently. Yeah,

0:24:01.240 --> 0:24:03.720
<v Speaker 1>Or you could say that the language hints at a

0:24:03.760 --> 0:24:08.160
<v Speaker 1>perfect model beyond our own, this realm of forms, right Plato. Yeah, yeah,

0:24:08.200 --> 0:24:11.920
<v Speaker 1>so your platon so is pie. Then this platonic ideal

0:24:12.000 --> 0:24:15.040
<v Speaker 1>is Pie a kind of God, an unknowable god, only

0:24:15.320 --> 0:24:18.879
<v Speaker 1>existing in this realm. Yeah, A lot of people would

0:24:18.880 --> 0:24:21.200
<v Speaker 1>probably really be behind that idea, a lot of Pie

0:24:21.200 --> 0:24:24.200
<v Speaker 1>fans out there. But you know what, what it all

0:24:24.240 --> 0:24:27.600
<v Speaker 1>comes down to this circle of learning? Right And actually

0:24:27.600 --> 0:24:32.800
<v Speaker 1>the word encyclopedia literally means the circle of learning. Interesting,

0:24:32.840 --> 0:24:35.280
<v Speaker 1>I did not know that. Yes, it was meant to

0:24:35.359 --> 0:24:39.960
<v Speaker 1>indicate a well rounded education. H but can you ever

0:24:40.000 --> 0:24:43.480
<v Speaker 1>have a perfectly round education? Right? Never, There's always going

0:24:43.520 --> 0:24:47.160
<v Speaker 1>to be a bulge in your education. Yeah, it's it's

0:24:47.160 --> 0:24:51.679
<v Speaker 1>just such a fascinating area of discussion and contemplation. Because

0:24:52.720 --> 0:24:54.439
<v Speaker 1>you know, another example that I was coming back to,

0:24:54.480 --> 0:24:58.200
<v Speaker 1>I posted something on our Facebook page and which which

0:24:58.200 --> 0:25:00.679
<v Speaker 1>has quite a following these days. Yeah, it's such a

0:25:00.720 --> 0:25:05.159
<v Speaker 1>fascinating area of studying and contemplation. Um. Every now and

0:25:05.160 --> 0:25:08.040
<v Speaker 1>then I'll see someone talk about the idea of there

0:25:08.080 --> 0:25:10.680
<v Speaker 1>being a creator in the universe, you know, is there

0:25:10.760 --> 0:25:13.800
<v Speaker 1>is there a god? And uh? And I've seen people

0:25:13.880 --> 0:25:16.720
<v Speaker 1>draw the example to say, well, I see perfection in

0:25:16.760 --> 0:25:19.200
<v Speaker 1>the world around me, and so I know that there

0:25:19.280 --> 0:25:22.119
<v Speaker 1>is a god um, which I don't. You know, I

0:25:22.160 --> 0:25:25.240
<v Speaker 1>don't want to take anything away from from that rationale

0:25:25.960 --> 0:25:28.560
<v Speaker 1>because it brings us back to that idea of the

0:25:28.600 --> 0:25:32.040
<v Speaker 1>monk with the uh with the tapestry, right being perfections

0:25:32.040 --> 0:25:35.040
<v Speaker 1>in it. Like I mean, just get into linguistic problems

0:25:35.040 --> 0:25:38.680
<v Speaker 1>when we talk about a perfect model of anything, because

0:25:39.920 --> 0:25:42.159
<v Speaker 1>think of like I think of a novel, like a

0:25:42.160 --> 0:25:44.560
<v Speaker 1>perfect novel is not. I mean, there's a certain form

0:25:44.640 --> 0:25:46.520
<v Speaker 1>you could say that is perfect in a novel, but

0:25:46.560 --> 0:25:49.640
<v Speaker 1>even that subjective, but you don't, you know, you don't

0:25:49.640 --> 0:25:52.680
<v Speaker 1>want perfect characters within your novel. You want flawed characters

0:25:52.720 --> 0:25:56.400
<v Speaker 1>that give the narrative life. So it's it's really hard

0:25:56.440 --> 0:26:00.480
<v Speaker 1>to to nail down is this universe perfect well, and

0:26:00.480 --> 0:26:04.400
<v Speaker 1>it's maybe not mathematically perfect, but you could argue that

0:26:04.440 --> 0:26:07.600
<v Speaker 1>it is perfect in sort of a I'm an all

0:26:07.640 --> 0:26:10.040
<v Speaker 1>powerful entity. I'm going to make a terrarium in which

0:26:10.080 --> 0:26:14.880
<v Speaker 1>Salamanitors fight each other from my amusement kind of a way. Right, Yeah,

0:26:14.920 --> 0:26:17.240
<v Speaker 1>I guess it all boils down to the individual level though,

0:26:17.240 --> 0:26:21.200
<v Speaker 1>when you're talking about perfection and subjectivity. So I think

0:26:21.240 --> 0:26:24.920
<v Speaker 1>That's why the realm of mathematics is so great when

0:26:24.960 --> 0:26:28.959
<v Speaker 1>it comes to this idea of perfection, because it's an

0:26:29.000 --> 0:26:35.920
<v Speaker 1>agreed upon set of numbers and processes that you can

0:26:35.960 --> 0:26:38.280
<v Speaker 1>come to. And I guess you could still filter it

0:26:38.320 --> 0:26:42.440
<v Speaker 1>at the individual level. However, there's a sort of um

0:26:42.720 --> 0:26:46.560
<v Speaker 1>rhyme and reason to it that is seems more logical

0:26:46.640 --> 0:26:50.280
<v Speaker 1>than just the individual experience anyway. So there you go,

0:26:50.560 --> 0:26:53.800
<v Speaker 1>a crash course in perfection in the idea of a

0:26:53.840 --> 0:26:57.840
<v Speaker 1>perfect circle. Uh, and in the the the very strong

0:26:57.880 --> 0:27:01.000
<v Speaker 1>idea that that there is no such at least in

0:27:01.080 --> 0:27:05.240
<v Speaker 1>this universe outside of the world of mathematics. Yeah, I

0:27:05.280 --> 0:27:08.600
<v Speaker 1>mean it is pie, the culprit of our of our

0:27:09.440 --> 0:27:13.280
<v Speaker 1>angst that we all feel. Yeah, penned on pie. I

0:27:13.280 --> 0:27:15.639
<v Speaker 1>don't think we should. It's a great concept, is great,

0:27:15.920 --> 0:27:20.160
<v Speaker 1>and it's a good dessert. Also round, but not perfectly round. Yeah,

0:27:20.240 --> 0:27:22.480
<v Speaker 1>it's never going to right, but you can still enjoy it.

0:27:22.480 --> 0:27:25.240
<v Speaker 1>It's true, all right. You want to get in touch

0:27:25.280 --> 0:27:28.320
<v Speaker 1>with us, you want to share your thoughts on perfection

0:27:28.400 --> 0:27:31.520
<v Speaker 1>in our universe, in our lives, in our circles. Do

0:27:31.600 --> 0:27:34.679
<v Speaker 1>you have a candidate that you think nails it for

0:27:34.760 --> 0:27:37.240
<v Speaker 1>perfect circles. There's something we've missed here, bring it up.

0:27:37.280 --> 0:27:40.720
<v Speaker 1>We'll discuss it on a future listener mail segment. In

0:27:40.760 --> 0:27:43.000
<v Speaker 1>the meantime, do check us out at stuff to Blow

0:27:43.040 --> 0:27:44.920
<v Speaker 1>your Mind dot com. That's where you will find all

0:27:44.960 --> 0:27:47.399
<v Speaker 1>of our podcast episodes, all of our videos, all of

0:27:47.400 --> 0:27:50.040
<v Speaker 1>our blog articles. You will find links out to our

0:27:50.080 --> 0:27:53.159
<v Speaker 1>various social media accounts there, including the Facebook account that

0:27:53.160 --> 0:27:55.600
<v Speaker 1>I mentioned earlier. We're stuff to Blow your Mind on

0:27:55.640 --> 0:27:57.840
<v Speaker 1>There you can just search your stuff and follow us

0:27:57.920 --> 0:28:01.160
<v Speaker 1>and check out the YouTube where we are mind Stuff Show.

0:28:01.240 --> 0:28:04.560
<v Speaker 1>You'll find all of our various fun little video projects,

0:28:04.560 --> 0:28:09.040
<v Speaker 1>including uh Julie's new information Elevator series, which is just

0:28:09.080 --> 0:28:12.920
<v Speaker 1>wonderfully delightful. Do check that out. And is there another

0:28:12.960 --> 0:28:14.640
<v Speaker 1>way that they can get in touch with us? Maybe

0:28:14.680 --> 0:28:17.080
<v Speaker 1>a more perfect way to a more perfect way. There's

0:28:17.119 --> 0:28:20.480
<v Speaker 1>a perhaps even a circular way of packets tackets of

0:28:20.520 --> 0:28:24.639
<v Speaker 1>information being delivered to us via email, so you can

0:28:24.680 --> 0:28:27.720
<v Speaker 1>send your thoughts to us below the mind at how

0:28:27.800 --> 0:28:35.400
<v Speaker 1>stuff works dot com for more on this and thousands

0:28:35.400 --> 0:28:43.760
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