Snapshot at block #25,500,000. Exact values live in tooltips.
The per-acquisition chance this position is drawn, expressed four ways. Derived from on-chain weight — never a prediction of a specific draw.
#26 of 48 by selection odds (heaviest weight = most likely).
#26 of 48 lightest backing — lighter backing carries more selection weight.
Under a static-pool assumption, the chance of being selected at least once grows with the number of draws.
P(selected within K acquisitions) rising against the survival curve (1 − p)^K
| Acquisitions (K) | P(selected within K) | Survival (not selected) |
|---|---|---|
| 10 | 8.4% | 91.6% |
| 25 | 19.7% | 80.3% |
| 50 | 35.53% | 64.47% |
| 100 | 58.43% | 41.57% |
| 500 | 98.76% | 1.24% |
| 1,000 | 99.98% | 0.0154% |
These figures assume a static pool: a fixed per-draw probability and no change in total weight, deposits, or withdrawals. Real selection uses Chainlink VRF and the live pool composition — treat this as a model, never a guarantee.
Drag or type a hypothetical backing to recompute this position's weight, odds and crown distance. Nothing is sent on-chain.
The pool total weight is adjusted by swapping this position's weight (newTotal = totalWeight − oldWeight + newWeight); every other position is held constant.
Simulation only — a static-pool snapshot with all other positions unchanged. It does not predict Chainlink VRF outcomes and no transaction is created.
The Top Depositor holds the crown; taking it requires exceeding the heaviest active backing by the takeover threshold.
Synthetic reconstruction for the demo (deterministic Estimate) — it is not derived from indexed on-chain events. Once the indexer is wired, this becomes a real BackingIncreased/Decreased timeline.