And, of course, you could navigate any subset of the graph. Rotate it, zoom in and out. Wander through it.

I mean, think about what that means, for analysis. You don't have to know anything about the actual data, to be able to find useful data. You just have to know how intricate that part of the graph is. The density of the edges. And you could find novel connections, by looking at seemingly randomly connected nodes. Nodes connected over a bizarrely wide space, by few edges. Why did that npub connect these? They don't seem related at all. 🤔 But they are related! Someone saw them and said, "These two things are alike." Figure out why.