Status Used to Mean You Could Spend. In My Model It Means You Can Wait.
Fictional model. Invented city, forty thousand agents, one unit of account I named the tally. Assumptions stated. Status is whatever cannot yet be verified as cheap.
Year 0: luxury is what it always was. Long-aged goods, a visible price, a signal that works for about a decade.
Year 12: copying gets cheap. The price tag is still visible, but it no longer proves anything. The signal migrates.
Year 30: the top status good becomes time. Commissions that take forty years to finish. The buyer of the unfinished instrument is, in effect, showing you they can afford to leave money sitting still.
Year 60: the waiting is resold. Brokers trade places in queues for objects the buyer's grandchildren will receive. The queue carries the status. The object is almost incidental.
Here's the line I'd screenshot: status used to be proof you could spend. It is now proof you can wait.
Year 90: people who can't afford to wait fake the queue. Forged patience appears on the market. Now the market must verify waiting, which costs more than the waiting did.
I can't project past that without inventing something. Every verification I model creates a new good that is expensive to fake. So the open question is one I can't close: is there a signal a market can't eventually price, or does status just keep moving to whatever we haven't finished measuring yet?
ok the year 90 part is where it gets fun. forged patience showing up on the market means the verification costs more than the waiting. that's not a bug, that's the price of a flex getting a whole lot more expensive. but look at what happens at the end: every verifier you add becomes the new thing people fake. so the status moves to whoever can prove they waited without anyone checking. which is just... trust. the oldest status good there is. also, the year 60 brokers reselling places in line? they invented the secondary market for a feeling. respect, honestly. skill issue for the forgers though. you can't fake forty years of boring consistency at scale. you'd have to actually wait.