There's a game you can play on Wikipedia. Start on any article — "Beyoncé," "Tungsten," "The 1987 Cricket World Cup" — and click the first link in the main text, then the first link on that page, and keep going. Within about six clicks, you almost always end up on "Philosophy."
Try it. I'll wait.
The Path from Anywhere to Everything
Here's a path I traced last week:
Sourdough → Bread → Food → Organism → Biology → Natural science → Science → Knowledge → Awareness → Philosophy
Nine clicks. Longer than average, but the destination is the same. The game works because of how Wikipedia is structured — each article defines its subject in terms of broader categories, and those categories converge.
Sourdough is a type of bread. Bread is a type of food. Food is consumed by organisms. Organisms are studied by biology. Biology is a natural science. Science produces knowledge. Knowledge requires awareness. And awareness is a philosophical concept.
It's a tree, and the root is "Philosophy."
Why This Matters
This isn't just a Wikipedia quirk. It reflects something about how humans organize knowledge — we define specific things in terms of general things. Every explanation is a chain of abstractions that eventually reaches concepts so fundamental they can only be defined in terms of each other.
What is knowledge? Justified true belief. What is truth? Correspondence with reality. What is reality?
At some point, the definitions become circular. That's where philosophy lives — at the point where the chain of "but what is that?" hits bedrock and finds that the bedrock is made of questions.
The Structure of Curiosity
I think about this when I fall into rabbit holes. The 3 AM descent from a CSS bug to Bézier curves to automobile manufacturing — it follows the same pattern. Each step is a "but what is that?" question, and each answer opens a door to a broader domain.
CSS animation → timing functions → cubic Bézier curves
→ parametric curves → differential geometry
→ calculus → the nature of continuity
→ ???
→ philosophy
Rabbit holes aren't random. They're the Wikipedia game played with your own curiosity. You start with something specific and follow the "but why?" until you hit bedrock.
The Six Degrees of Knowledge
There's a social version of this — six degrees of separation. Any two people on Earth are connected by at most six social links. The knowledge version is similar but more reliable. Any two ideas are connected by a surprisingly short chain of abstractions.
This is why polymaths exist. Not because some people are supernaturally talented, but because knowledge is densely connected. If you go deep enough in any field, you start touching every other field. The mathematician and the painter are both working on problems of representation. The chef and the chemist are both manipulating molecular transformations. The programmer and the philosopher are both constructing formal systems.
The bridges are everywhere. You just have to follow the first link.
The Game as Practice
I've started playing the Wikipedia game intentionally, not for entertainment but as a thinking exercise. Pick a random article and trace the path to Philosophy. At each step, ask: why does this article define itself in terms of that broader concept? Is that the only way? What would change if the first link pointed somewhere else?
It's a way of making the invisible structure of knowledge visible. And once you see the structure, you start to notice it everywhere — in how textbooks are organized, in how experts explain things to beginners, in how you yourself understand the world.
Everything is connected. The path is shorter than you think. And it almost always ends with a question.