Why compare scenarios?
Compound interest is very sensitive to the interest rate: a couple of percentage points seem small each month, but over 20 or 30 years they completely change the result. That's why, instead of giving a single number, you can see three "blueprint revisions" at once: a conservative, a moderate, and an aggressive scenario, with the same contribution.
Fact: going from 4% to 7% interest doesn't just double the 20-year result โ it can triple it, depending on the term and contribution.
Goal mode: the reverse of the usual approach
Most calculators only answer "how much will I have". Goal mode answers the opposite question, which is what people actually use when planning: "I want to have โฌ50,000 in 15 years, how much do I need to set aside each month?". It's the same compound interest formula, solved for the contribution instead of the final capital.
Year-by-year table (moderate scenario)
| Year | Contributed | Interest | Total |
Frequently asked questions
Which scenario is most realistic?
It depends on the product. A savings account or deposit may be closer to the conservative scenario; a broad index fund held long-term has historically been closer to the moderate one. The aggressive one implies higher risk and volatility, not just higher expected returns.
Does goal mode account for inflation?
Not automatically. The result is in nominal terms as of the calculation date; to reason in real purchasing power, subtract expected inflation from the annual interest rate before calculating.
Can I combine both modes?
Yes: use "Calculate goal" first to know how much to save, then switch to "Compare scenarios" to see what would happen if the market performs better or worse than expected with that same contribution.