Coast FIRE Calculator
This calculator determines your Coast FIRE number, the amount you need invested today so that compound growth alone reaches your retirement target without any further contributions. Enter your age, current portfolio balance, retirement age, target amount, and an illustrative average annual return. The tool tells you whether you have already coasted past the threshold.
Your Coast FIRE number today
You are past it — invested money alone can carry you to retirement without another contribution.
You are of the way there, short.
- Invested today
- Coast numberstop contributing once you pass this
- Grows by age to
- Full FIRE number at
- To reach full FIRE from here
- Surplus over the coast number
Everything is in today's dollars: the return you entered is a real return, so no separate inflation adjustment is applied. Markets do not deliver a fixed return each year — this is arithmetic, not a forecast.
What Your Coast Number Means
Coast FIRE is the point where your invested assets, left completely alone, will grow to your retirement target by your chosen retirement age. Once you hit that number, you theoretically only need to earn enough to cover current living expenses with no more retirement saving required. The formula is straightforward: coast number equals your target retirement balance divided by (1 + return rate) raised to the power of years remaining. For example, a 35-year-old targeting $1,000,000 at age 65 with an illustrative 7% average annual return needs approximately $131,000 invested today. If that person already has $180,000, they have cleared the coast threshold by a comfortable margin. Their existing balance would grow to roughly $1,370,000 by age 65 at that illustrative rate, exceeding the $1,000,000 target. The calculator shows your exact coast number, your current surplus or shortfall, and the projected value of your current balance at retirement age.Assumptions That Change Your Coast Age
The Coast FIRE number is sensitive to three inputs: your target retirement balance, the return rate, and how many years remain until retirement. Small changes in any of them shift the number significantly. Lowering the illustrative return from 7% to 6% raises the 35-year-old's coast number from roughly $131,000 to about $174,000. That single percentage point adds roughly $43,000 to the required balance. Raising the return assumption to 8% drops it to about $99,000. The return rate matters more than any other variable in this calculation. The target balance also has an outsized effect. Deciding you need $1,200,000 instead of $1,000,000 at retirement raises every coast number by 20% across the board. Conversely, a leaner retirement target shrinks the coast number proportionally. Coast FIRE is a planning concept, not a precise commitment. Use the calculator to bracket your coast number under optimistic and conservative assumptions, then revisit annually as your portfolio and plans evolve.The illustrative return rate you enter is an assumption, not a guarantee. Actual investment returns vary year to year. Revisit your coast number annually.
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Sources
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Coast FIRE concept: financial independence planning framework. Compound growth formula: FV = PV(1 + r)^t.
- Annual percentage yield formula — Truth in Savings Act, Regulation DD, 12 CFR Part 1030, Appendix A (Consumer Financial Protection Bureau).
- Compound interest and annuity formulas — standard financial mathematics; every figure is computed from the inputs you enter.