72(t) SEPP Calculator
Calculate your 72(t) substantially equal periodic payment (SEPP) amount under the IRS RMD and fixed amortization methods. See your required plan duration, tax cost, and the recapture-penalty risk of stopping early.
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Additional Details
Annual Payment -- RMD Method (Year 1)
$9,363.00
Estimated • Based on your inputs
Annual Payment -- Fixed Amortization Method
$26,994.00
Detailed Breakdown
RMD Method: Balance vs. Annual Payment
Year-by-Year RMD Method Schedule
| Year / Age | Beginning Balance | Life Expectancy Factor | RMD Method Payment |
|---|---|---|---|
| Yr 1 (age 45) | $500,000 | 53.4 | $9,363 |
| Yr 2 (age 46) | $520,075 | 52.4 | $9,925 |
| Yr 3 (age 47) | $540,759 | 51.5 | $10,500 |
| Yr 4 (age 48) | $562,074 | 50.5 | $11,130 |
| Yr 5 (age 49) | $584,001 | 49.5 | $11,798 |
| Yr 6 (age 50) | $606,535 | 48.5 | $12,506 |
| Yr 7 (age 51) | $629,671 | 47.5 | $13,256 |
| Yr 8 (age 52) | $653,399 | 46.5 | $14,052 |
| Yr 9 (age 53) | $677,709 | 45.6 | $14,862 |
| Yr 10 (age 54) | $702,617 | 44.6 | $15,754 |
| Yr 11 (age 55) | $728,075 | 43.6 | $16,699 |
| Yr 12 (age 56) | $754,059 | 42.6 | $17,701 |
| Yr 13 (age 57) | $780,540 | 41.6 | $18,763 |
| Yr 14 (age 58) | $807,483 | 40.7 | $19,840 |
| Yr 15 (age 59) | $834,902 | 39.7 | $21,030 |
Under the RMD method, the payment is redetermined every year by dividing that year's balance by the life expectancy factor for your age — unlike the Fixed Amortization method, which locks in one payment for the whole plan.
Disclaimer: This calculator provides estimates for informational purposes only. Results should not be considered financial, tax, or legal advice. Consult a qualified professional for your specific situation.
How This Calculator Works
Calculation methodology and assumptions
A 72(t) SEPP (substantially equal periodic payment) plan lets you take money from an IRA or 401(k) before age 59½ without the 10% early-distribution tax under IRC 72(t)(1), by using the "series of substantially equal periodic payments" exception in 72(t)(2)(A)(iv). IRS Notice 2022-6 (which modifies and supersedes Rev. Rul. 2002-62) approves three calculation methods: the Required Minimum Distribution (RMD) method divides your account balance by a life-expectancy factor EVERY year, so the payment fluctuates with the account's balance; the Fixed Amortization method amortizes the balance in level payments over that same life-expectancy factor at a chosen interest rate (capped at the greater of 5% or 120% of the federal mid-term rate) and, once set, never changes; and the Fixed Annuitization method (not computed by this calculator -- see the FAQ) divides the balance by an actuarial annuity factor. Amortization and annuitization typically produce the largest, and roughly similar, payments; the RMD method produces the smallest starting payment but automatically shrinks the required withdrawal in future years if the account drops in value. Whichever method and life-expectancy table (Uniform Lifetime or Single Life) you pick, the plan must continue for the LONGER of 5 full tax years from the first payment or until you turn 59½ -- modifying the amount early (other than the one permitted lifetime switch to the RMD method, or death/disability) retroactively triggers the 10% penalty tax on every distribution already taken, plus interest for the deferral period. Every SEPP payment is ordinary taxable income in the year received, exactly like any other IRA/401(k) distribution -- there is no special "SEPP" tax treatment.
How to Use This Investment & Retirement Calculator
- 1
Enter your initial investment
Input the lump sum you plan to invest today. This is your starting principal that will begin compounding immediately.
- 2
Set your monthly contribution
Enter the amount you plan to add each month. Consistent contributions accelerate growth through dollar-cost averaging.
- 3
Input expected return and time horizon
Set your expected annual return (7–10% for stocks historically, 4–6% for bonds) and investment period. Longer time horizons amplify compounding effects dramatically.
- 4
Review the growth projection
The results show your total invested amount, earnings from compound growth, and a year-by-year projection table showing how your money grows over time.
Example Calculation
How does compound interest build wealth over time?
Starting with $10,000 and adding $500/month at an 8% average annual return for 30 years: Your total contributions would be $190,000 ($10K initial + $180K in monthly deposits). But with compound growth, your portfolio would grow to approximately $745,000.
Result: Compound interest generated $555,000 in earnings on top of your $190,000 in contributions — nearly 75% of the final value came from returns, not deposits. Starting 5 years later would reduce the final amount by roughly $230,000. Time in the market is the most powerful factor in wealth building.
What Affects Your Results
Rate of Return
Even small differences compound massively over time. 7% vs. 8% over 30 years on $100K means a difference of $200K+. Asset allocation drives your expected return.
Time Horizon
Compounding accelerates exponentially. Most of your wealth is generated in the final years — a 30-year investment earns more in its last 5 years than its first 15.
Contribution Consistency
Regular monthly investments (dollar-cost averaging) smooth out market volatility and ensure you're always buying — including during dips when prices are low.
Fees & Expenses
A 1% annual fee vs. 0.1% fee on a $500K portfolio costs you $4,500/year extra. Over 30 years, high fees can consume 25–30% of potential returns. Use low-cost index funds.
Tips & Best Practices
- Start early. Thanks to compounding, $200/month invested from age 25 to 65 at 8% returns grows to ~$700K. Waiting until 35 cuts that to ~$300K — a $400K penalty for the 10-year delay.
- Don't try to time the market. Research consistently shows that time in the market beats timing the market. Missing the 10 best trading days over 20 years can halve your returns.
- Consider tax-advantaged accounts first: 401(k) (especially with employer match), IRA, HSA. These reduce your tax drag — a 25% tax bracket investor keeps more in a tax-deferred account.
- Rebalance annually. If stocks outperform and grow from 80% to 90% of your portfolio, rebalancing back to 80% locks in gains and manages risk.
- Factor in your state's tax treatment of investment income. Some states exempt certain investment income or have lower rates on capital gains.
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StateCalc Team
Editorial Team
The StateCalc team builds free financial calculators using data from official government sources including the IRS, U.S. Census Bureau, BLS, and state revenue departments. All formulas are validated by an automated test suite and cross-referenced against published data.
Our editorial standardsFrequently Asked Questions
What is a 72(t) SEPP plan?
It's an IRS-approved way to withdraw money from a traditional IRA or 401(k) before age 59½ without paying the usual 10% early-distribution penalty. You commit to taking a fixed series of "substantially equal periodic payments" -- calculated using one of three IRS-approved methods -- for at least 5 years or until you turn 59½, whichever is later.
RMD method vs. Fixed Amortization method -- which pays more?
The Fixed Amortization method (and Fixed Annuitization) typically produce a LARGER first-year payment than the RMD method, because they lock in one level payment for the life of the plan based on the starting balance, interest rate, and life expectancy -- the RMD method instead divides the CURRENT balance by a life-expectancy factor every single year, which usually starts lower but automatically adjusts down (or up) if your account value changes. Once you pick amortization or annuitization, IRS rules let you switch to the RMD method later (one time only) if the fixed payment turns out to be more than you need, but you can't switch the other direction.
Why isn't the Fixed Annuitization method shown here?
The IRS's three approved methods are RMD, Fixed Amortization, and Fixed Annuitization (IRS Notice 2022-6). This calculator computes the first two exactly. The third requires an actuarial life-annuity factor derived from a specific IRS mortality table (Treas. Reg. 1.401(a)(9)-9(e)) that is distinct from the life-expectancy tables used for the other two methods -- rather than publish an approximated figure for it, this tool sticks to the two methods it can verify precisely. In practice, Fixed Annuitization produces a payment close to the Fixed Amortization method shown here.
What happens if I stop or change my SEPP payments early?
If you modify the payment amount (other than the one-time permitted switch to the RMD method, or because of death or disability) before the plan has run for 5 full years AND you've reached age 59½ -- whichever is later -- the IRS retroactively disallows the 10% penalty exception for the ENTIRE plan. You then owe the 10% tax on every distribution you already took, plus interest for the deferral period, in the year of the modification (IRC 72(t)(4)).
72(t) SEPP vs. Roth conversion ladder -- which should I use?
A 72(t) SEPP plan gives you access to funds immediately at any age with no waiting period, but locks you into a rigid, IRS-calculated payment amount for years. A Roth conversion ladder is more flexible (you choose how much to convert each year) but requires a separate "bridge fund" to cover the first 5 years while converted principal seasons. Many early retirees combine the two: a SEPP plan (or taxable savings) bridges the first 5 years while a Roth ladder builds behind it. See this site's Roth Conversion Ladder Calculator for the other side of that comparison.
Does the interest rate assumption matter much?
Only for the Fixed Amortization method -- a higher assumed interest rate produces a larger payment (up to the legal cap of the greater of 5% or 120% of the federal mid-term rate for the month your distributions begin). The RMD method doesn't use an interest rate at all; it's a simple balance-divided-by-life-expectancy calculation redone each year.
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