tree.ring / forest
The forest demo
Coins that share holders feed each other.
Two trees are linked when the same wallets hold both. Every day, 30 % of each coin’s vault buys back and burns its neighbours, weighted by how many holders they share and how thick the neighbour’s ring was.
thickness ∝ shared holders × ringsame forest · rings move together, link ×2hover a tree to see its links
The link
wij = Σh min( sharei(h), sharej(h) )
summed over the holders h eligible on both coins that day. Splitting one wallet into ten never increases it: the sum of minimums is at most the minimum of the sums.
neighbour j receives ∝ wij × ringj(d)
a neighbour that lost its holders gets almost nothing, even if it shares many holders with i.
Same forest
Dendrochronologists date wood by matching ring sequences between trees. Here, two coins whose last 7 rings move together (Pearson correlation above 0.8) are declared same forest, and their link counts double. Coins that live at the same rhythm feed each other more. The threshold and the factor are being calibrated on real readings before they are frozen.
Links on the last closed day
| pair | shared holders w | rings | r (7 days) |
|---|
Where each vault went
| tree | bought back itself | fed the forest |
|---|
Each day’s split is paid as 24 hourly buybacks, so a large vault never moves the price at once. Every token bought is burned.