Route 1 — Time (the index way)
At 10%/year (long-run equity-market territory), 1000× takes ln(1000)/ln(1.10) ≈ 72 years. Real, but multigenerational.
r=10% → 72.5 · r=25% → 31 · r=100% → 10
It's the most-asked question in every trading reply thread. There is no tool — there is only math. Here is exactly what a 1000x requires in growth rate, time, and luck, so you can price the promise honestly.
Each pillar is your balance after one period. Drag to orbit. Set a per-period growth rate and horizon — the summit marker shows when (or if) you cross 1000x. Notice how the mountain is flat for most of its length: exponentials backload everything.
Drag to rotate · wheel/pinch to zoom
At 10%/year (long-run equity-market territory), 1000× takes ln(1000)/ln(1.10) ≈ 72 years. Real, but multigenerational.
1000× in one year needs +77% per month, compounded, with zero losing months. Anything advertising this is selling variance, not skill.
Some assets do 1000×. The catch is base rates: for every survivor you see, thousands went to ~zero. You see the winner because it won — that's survivorship bias, not a strategy.
Price a "1000x ticket" yourself. If it hits, you make 1000×; otherwise you lose the stake.
Break-even needs P(win) ≥ 1/1000 = 0.10%. Below that, every ticket is a slow donation.