BML - Edition 19

Fractal thinking Intro

You know how the 80/20 rule has become a big deal? Well, I've got something even bigger.

In fact, in this series, this new way of thinking will explain the 80/20 rule and so much more.

I'm talking about fractals.

Kinda a nerdy word, I know. But by the end of this edition, you'll see fractals are not that scary, are quite beautiful, and can bring you a host of benefits.

So, what are fractals?

Fractals are a pattern of reality. You walk right by thousands of them each day without noticing. Some are obvious to the naked eye, and others take more study.

(Like The Five Lightbulbs, once you see fractals, you can't unsee them.)

So why talk fractals in a newsletter about marketing?

Marketing depends on understanding humans, and there's no better way to understand humans than understanding fractals. I rank it above psychology. By the end of this series, you'll see why.

Ever since I began my deep dive into fractals, I've used fractal thinking to:

  • Make business decisions that better hit the mark

  • Do more fruitful customer research

  • Create hit new products

  • Boost my productivity

  • Cut away life stuff that was causing stress

  • Better understand music, stories, and movie plots

And many more benefits of being able to see fractals. But first, we need to train your eye.

Here's a fractal:

You've likely seen puzzles like this before. The instructions ask, "How many triangles do you see?"

Those are fun.

You've also seen fractals on computer screensavers. They're those mesmerizing geometric patterns. Here's a famous one called a Mandlebrot:

See the repeating pattern?

Attached to each of those black circles is an identical smaller circle. Zoom in, and you'll find another identical black circle. And on to infinity.

But fractals extend far beyond these mathematical, computer-generated fractals.

Look at nature. Coastlines, snowflakes, and trees are full of fractals.

Look at the fractal pattern of a tree.

When you zoom in, a branch looks just like the entire tree. And just like the main tree has multiple branches, a branch has its own branches.

See the fractal pattern:

No, fractals in nature aren't perfect like those computer fractals. But they're still fractals.

Nature's fractals are beautiful:

Getting a feel for fractals? Almost?

Commit this phrase to memory: "One and many." As in, "One tree contains many smaller trees."

That phrase will help you spot fractals. Here's another example: "One doll contains many dolls."

With the Russian Doll example, you might also say the dolls are nested. Nested is another good word for understanding fractals.

You might ask your friend, "Do you see all those little trees nested inside that big tree?"

This nested way of looking at the world feels unfamiliar. Today, our worldview is more linear, and that's led to major blindspots.

Later in the series, I'll show an example of one such blindspot and how the fractal lens eliminates it.

Now that you're trained on the beginner examples, are you ready to push yourself?

Below, you'll find a harder-to-spot fractal that's been hiding in plain sight:

See the one-and-many pattern?

One human has many cells. And that human is one of many humans in a family. And that family is one of many families in a neighborhood.

See how the pattern repeats? It's just like our triangle, Mandelbrot set, and tree.

The Cell to Country example isn't as obvious because you can't see it with the naked eye as you can with the triangle or tree. But make no mistake: The Cell to Country example is a fractal pattern.

We'll wrap up this edition with our defining characteristic of fractals: self-similarity.

Again, a nerdy term. But so important. You can see why in the updated Cell to Country example below.

Now, notice how each level is similar in that both have a head and body:

Do you see the head and body pattern? I'll write it below in case the image is hard to read:

  • Cell: Nucleus (head) and organelles (body)

  • Person: Head (head) and body (body)

  • Family: Husband (head) and family members (body)

  • Neighborhood: HOA president (head) and residents (body)

  • City: Mayor (head) and citizens (body)

  • Country: President (head) and citizens (body)

That's what we mean by self-similarity: each level of the fractal pattern has similar characteristics.

This fractal self-similarity is even part our language and how we communicate.

We say things like:

  • "The brain of a cell"

  • "The head of the household"

  • "The heart of the city"

  • "The long arm of the law"

  • "The three legislative bodies"

Are you having a lightbulb moment? This sure was for me.

Now, if you're sitting there with a gut sense that this topic holds more than meets the eye, you're correct.

And if you're wondering, "Okay, Billy, this is cool, but can I use this?"

That answer is also yes. Fractals aren't just beautiful and trippy -- they're handy.

Next week, I'll give you a specific example of how I used fractal thinking to create a hit product.

Between now and next week, your mission is to spot a fractal.

It can be anywhere. In nature, art, music, literature, a social fractal, or anywhere else. For bonus points, reply back to me with your finding.

Rooting for you,

Billy

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