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Simulator

Scenario-based economics from your own inputs. Hypothetical, deterministic for a given seed.

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Inputs

Share of fees actually routed to the vault.

Gas for the day's operations.

Manual input — no live feed connected.

Allocation (must total 100%)

Σ = 100%

Revenue → budgets hypothetical model

Rgross=V τ cR_{gross}=V\,\tau\,c
$1,000,000.00 × 0.02 × 0.75 = $15,000.00
Rnet=max⁡(0, Rgross−C)R_{net}=\max(0,\,R_{gross}-C)
$14,820.00
Smax=T−TminS_{max}=T-T_{min}
$70,000.00
  • Buyback 30%$4,446.00
  • Liquidity 25%$3,705.00
  • Treasury 35%$5,187.00
  • Rewards 10%$1,482.00

Rounding: largest-remainder in micro-USD; residual = 0 µUSD. Real revenue depends on the token's fee mechanism and the pool integration — nothing here is observed on-chain.

Buyback against a constant-product pool

Quote in Δx
1.482 ETH
Tokens out Δy
14,560.4022
P_spot = x/y
0.0001 ETH
P_exec = Δx/Δy
0.00010178 ETH
Impact incl. LP fee
1.7829%
Impact excl. LP fee
1.4776%

Valid for Uniswap V2-style pools only. V3/V4 concentrated liquidity needs tick-level math and is not approximated here.

Monte Carlo treasury path

800 paths, seed 42, log-normal volume, liquidity shocks on. Band = empirical 5th–95th percentile.

Simulated treasury value over time: 5th to 95th percentile band, median line, and reserve floor.$30k$103k$177k$251k$325kday 30
P5 end
$243,433
Median end
$271,227
P95 end
$304,321
Floor breach
0%

Outcome distributions follow from the assumptions above. They are not predictions and not a guarantee of any return.