Coast FIRE Calculator
Find the amount you would need today for compounding to reach a retirement target under your chosen return assumption.
Under a constant 7% return assumption, reaching $1,500,000 by age 65 from age 30 would require about $140,494 today with no further contributions. That is the modeled Coast FIRE number for this scenario. Adjust the target, ages or return to model your own path.
Your plan
Calculations run in your browser. Inputs are not stored.
The age by which you want the target reached.
Enter the portfolio you want at retirement in future dollars. If your goal is in today’s purchasing power, convert it to a future-dollar target first; see the inflation example below.
Presets are illustrative scenario inputs, not return forecasts. Because the Coast FIRE number is highly sensitive to the assumed return, test lower and higher rates.
35 years of runway to age 65
This threshold assumes the selected return every year and no further contributions. Real returns vary, and the result is not a guarantee of retirement readiness.
Show yearly breakdown
| Year | Portfolio | Retirement target |
|---|
The default 7% is an illustrative nominal annual return before inflation, not a forecast or a historical real return. This calculator has no inflation toggle. Pair the nominal return with a future-dollar target. See a worked example converting a today’s-dollar goal →
How this calculation works
The Coast FIRE number
Your Coast FIRE number is the present value of your retirement target, discounted at your assumed return:
For a $1,500,000 target at 65 with 35 years of runway at 7%, that is $1,500,000 ÷ 1.0735 ≈ $140,494.
How the target varies with your age
| Current age | Years to 65 | Coast FIRE number |
|---|---|---|
| 30 | 35 | ~$140,494 |
| 40 | 25 | ~$276,374 |
| 50 | 15 | ~$543,669 |
All rows assume a $1,500,000 target and 7% annual return. The earlier you start, the less you need — that is the pure math of compounding.
Return sensitivity (30 years of runway)
| Assumed return | Coast FIRE number |
|---|---|
| 5% | ~$347,066 |
| 6% | ~$261,165 |
| 7% | ~$197,051 |
| 8% | ~$149,066 |
Assumptions
- No further contributions are made after today.
- Returns compound annually at a constant rate; real markets fluctuate.
- No inflation adjustment, taxes or fees are included in the base number.
- Reaching a Coast number is encouraging, not a guarantee of retirement readiness.
- Results are hypothetical and for education only — not financial advice.
Educational purposes only. Not financial advice. See the full methodology and disclaimer.
Worked examples
See how much you need invested today to "coast" to your retirement goal. Coast FIRE means your existing investments grow to your target without further contributions.
Example 1: Coast FIRE at 30 with a $1.5M goal
Current age: 30 · Target retirement age: 60 · Target nest egg: $1,500,000 · Expected return: 7%
If you're 30 and want $1.5M by age 60, the model requires $197,051 invested today at a constant 7% annual return. Under that assumption, no further retirement contributions are needed for the balance to reach $1.5M by age 60. Real returns will not arrive in a straight line, so treat this as a threshold to stress-test, not a promise. Reaching it may give you more flexibility over future retirement contributions while you continue covering current living expenses.
Example 2: The cost of waiting — age matters
Same $1.5M goal, age 60 retirement, 7% return · different current ages
Every 5 years you wait to reach Coast FIRE costs you dearly. At age 25, you need $140,494. At 30, $197,051 — $56,557 more. At 35, $276,374 — $135,880 more than at 25. At 40, $387,629 — nearly triple what you'd need at 25. This is because compounding needs time: 35 years turns $140k into $1.5M (10.7× growth), but 20 years only turns $388k into $1.5M (3.9× growth). The lesson: the best time to start investing was 10 years ago. The second best time is now. Even small amounts invested early matter enormously because of the time they have to compound.
Example 3: Different goals, different Coast FIRE numbers
Age 30, retiring at 60, 7% return · different target nest eggs
Your Coast FIRE number scales linearly with your goal. Want to retire on $40,000/year (Lean FIRE, possible in low-cost areas or with paid-off housing)? You need $1M at retirement, which means $131,367 invested today at age 30. Want $60,000/year (comfortable in most U.S. cities)? $1.5M goal → $197,051 now. Want $80,000/year (Fat FIRE, including travel and hobbies)? $2M goal → $262,734 now. The beauty of Coast FIRE is that it gives you a concrete, achievable number to work toward — and once you hit it, you've won the game. You can choose to keep working and investing (growing beyond your goal), or coast and enjoy more freedom. Try our FIRE calculator to see when you could reach full FIRE.
All examples assume a constant 7% annual return and no additional contributions after reaching the Coast FIRE number. Actual returns will vary, and you should consider inflation, taxes, and fees when planning. See full disclaimer.
Coast FIRE, explained
What is Coast FIRE?
How is the Coast FIRE number calculated?
How is Coast FIRE different from regular FIRE?
What return should I use?
Does this include inflation?
What happens if the market crashes after I reach Coast FIRE?
Can I use Coast FIRE to switch careers or take a sabbatical?
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See the compounding math behind the Coast FIRE number.
Open →Related articles
Related reading
How Coast FIRE fits into the broader path to financial independence.→ What Is Coast FIRE?
The middle path that lets you stop saving for retirement early.→ FIRE, the 4% Rule, and Your FIRE Number
Understand the numbers behind financial independence.→ How Much Do You Need to Retire?
A framework for your full retirement target.→
Last reviewed: September 2026.
Continue your plan
Use these related resources to put this result in context: what Coast FIRE means · retirement calculator · FIRE calculator.
The 4% rule is a historical withdrawal framework, commonly studied over 30-year periods. It does not guarantee success or preservation of principal: principal can decline or be depleted. Results depend on allocation, fees, taxes, inflation, retirement length and the sequence of returns.