Change the scenario
Explore starting amounts, monthly contributions, and a modeled taxable or IRA setting. Use invented numbers—your actual finances are not needed.
Set your hypothetical inputs and start a run. Steady Otter analyses your ETF mix and generates ranked alternatives, bringing growth, risk, costs, and assumptions into one comparison.
Built on published research. Rigorous analysis, testing, and simulations. We check overlap in disclosed ETF holdings and use safeguards to reduce overfitting to past data.
Educational analytics. Rigorous mathematics.
No investment advice. No fiduciary relationship.
You choose the inputs. Steady Otter runs the analysis.
Enter ticker symbols separated by commas. This is the pool of ETFs the analysis will explore.
Search alternative mixes and compare growth, downside, costs, and assumptions.
Historical results and modeled outcomes, clearly separated.
Enter each holding’s percentage as your starting mix, or use an equal-weight seed instead.
A bigger return number tells only part of the story.
Put your seed mix beside an alternative from the same run. Read aligned rows for growth, drawdown, volatility, holdings, and funded projections. Compare the same periods and cost assumptions.
See the compare screenKeep the money in the example separate from the work done by the computer.
Explore starting amounts, monthly contributions, and a modeled taxable or IRA setting. Use invented numbers—your actual finances are not needed.
Quick, Balanced, Thorough, and Max budgets control how much search and simulation work is requested.
A separate effort setting controls the compute resources used for that work. More resources do not guarantee a better result.
We compare ETF mixes on growth, downside, costs, and stability, with checks against overfitting and simulations that make uncertainty visible.
When enough history is available, we reserve later data for testing and freeze rankings before that test. Reports show assumptions, missing evidence, and model limits.
Compounding, drawdown, and simulations—explained with examples at a 10th-grade math level.