Retirement Plan Template (Gap Analysis and Withdrawal Strategy)

Retirement Plan: [Household name]

A plain-language retirement plan for a person or a household: when you want to stop full-time work, what that life will cost, which incomes will pay for it, how big the gap is, how much to save each year to close it, how to invest on the way there and how to draw the money down safely afterwards. The method uses standard time-value-of-money formulas (future value, present value of an annuity) in today's money, written for any country, with a names-only table of local account and pension types. Replace every [bracketed] value and every row marked Example. This is a document format, not financial, investment, tax, legal or pension advice. Pension and tax rules differ by country and change often: check your official pension statement and local rules, and consider a licensed adviser for decisions.

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Revision history

Contents

• 1. Purpose and scope
• 2. Household profile
• 3. Retirement vision and timeline
• 4. Assumptions and conventions
• 5. Retirement spending estimate
• 6. Income sources in retirement
• 7. Gap analysis and savings needed
• 8. Scenarios and stress tests
• 9. Asset allocation and glide path
• 10. Withdrawal strategy
• 11. Health, care and other risks
• 12. Action plan
• 13. Review and monitoring
• 14. Local equivalents
• 15. Glossary and references
• Standard and licence note

1. Purpose and scope

This plan answers three questions for [Household name]:

1. How much money will we need to live the retirement we want?
2. How much will our pensions and savings provide, and how large is the gap?
3. What do we change now (saving rate, investments, retirement age or spending) to close that gap?

In scope: all retirement savings accounts, public (state) pensions, employer pensions, other investments set aside for retirement and planned retirement spending. Out of scope: day-to-day budgeting (see Budget, personal/budget), the emergency fund (see personal/emergency-fund-plan), paying off consumer debt (see personal/debt-payoff-plan) and insurance cover (see Insurance Review, personal/insurance-review), except where they change the retirement numbers.

2. Household profile

Example: Sam Ellison (38, salaried engineer, gross USD 82,000 a year) and Jordan Ellison (36, salaried nurse, gross USD 60,000 a year with shift allowances) have one child, Riley (6), and own their home with a mortgage whose final payment is due in 2042-03. Jordan's mother may need help from about 2030. Take-home pay is USD 8,900 a month after USD 800 a month of employee workplace retirement contributions; the employers add a USD 400 match, so USD 1,200 a month goes into the workplace plans in total. The plan date is 2026-09-30, the same date as their Net Worth Statement (personal/net-worth-statement) and Financial Plan (personal/financial-plan), where retirement is goal GOAL-005. Amounts are in USD; the method works in any currency.

3. Retirement vision and timeline

Example: the Financial Plan sets the target as "both about 62, with the option to work part-time from 58". The Ellisons translate that into one date: both stop full-time work in 2051-09, when Sam is 63 and Jordan is 61. That is 25 years from the plan date and about nine and a half years after the mortgage ends in 2042-03, so they enter retirement with no housing debt. From 2042-04 the USD 1,950 mortgage payment (USD 23,400 a year) is free; the base case does not count it as extra saving, so it is a reserve the household can move into retirement saving at the 2042 review if the projection then shows a gap. They plan until Jordan is 95, which is 34 years of retirement. Part-time work from 58 is kept as an option and is not counted in the numbers.

4. Assumptions and conventions

Example values used in this plan: inflation 2.5%, real return before retirement 4.0%, real return in retirement 2.0%, earnings flat in real terms, horizon to Jordan's age 95, all spending figures after tax. The pension amounts in section 6 are the Ellisons' estimates after tax. Tax on money taken from the retirement pot is left out of the base case to keep the arithmetic readable and is tested in scenario SCN-008; if most of your pot is in accounts taxed on withdrawal, use the grossed-up gap of section 7.1 as your base case instead.

Conventions. All amounts are in today's money (real terms) unless marked nominal. A real return is approximately the nominal return minus inflation; the exact relation is:

where $i$ is the inflation rate. To see what a real amount means in future prices, multiply by $(1+i)^{t}$. Example: USD 70,000 a year in today's money is about USD 129,776 a year in prices 25 years from now at 2.5% inflation ($70{,}000 \times 1.025^{25}$).

5. Retirement spending estimate

Example (Ellison, USD, after tax; today's figures are the Financial Plan budget times 12):

Today's total is the USD 6,000 a month of essential spending plus USD 1,250 a month of flexible spending. The retirement target of USD 70,000 a year (the figure in the Financial Plan) is about 80% of today's spending.

6. Income sources in retirement

Defined-contribution savings (workplace plan balances, individual retirement accounts and other investments) are not income here; they are the savings pot that closes the gap in section 7. The pension ages above are part of the fictional example; the real ages depend on your country and your own statement.

Example: the Ellisons stop work years before their public pensions start, so the yearly gap changes over time:

7. Gap analysis and savings needed

7.1 Step 1: yearly gap

where $S$ is the yearly retirement spending (section 5) and $I_k$ the guaranteed income in retirement year $k$ (section 6), both in today's money. Example: the gap is 70,000 in years 1 to 4, 45,600 in years 5 and 6, and 30,000 from year 7.

Spending $S$ is what you need to spend after tax. If the pensions or the withdrawals from your pot are taxed, the pot must pay the tax as well as the spending. Two consistent ways to handle this:

• Enter every pension in section 6 at its expected after-tax amount, then gross up the gap for the tax on pot withdrawals at your expected average rate $t$:

• Or work entirely before tax: add the expected income tax to $S$ and enter pensions before tax.

Never mix after-tax spending with before-tax pensions and pot values without one of these adjustments: the gap and the pot needed come out too small. Example: with an average tax rate of 15% on withdrawals, every gap is divided by 0.85, so the pot needed rises from 933,554 to about 1,098,299 (scenario SCN-008).

7.2 Step 2: pot needed at retirement

The pot must pay each year's gap at the start of the year while the rest stays invested at the real retirement return $r$. Discount every year's gap to the retirement date and add them up:

When the gap is the same every year ($G$), this simplifies to the present value of an annuity due:

Example: with the three-stage gap above, $r$ = 2.0% and $n$ = 34, the pot needed is about USD 933,554 in today's money. Of that, about USD 183,897 is a "bridge" that pays the extra gap in years 1 to 6 before all pensions start; the remaining USD 749,657 funds the 30,000-a-year gap that lasts for life.

This method spends the pot down to zero at the end of the horizon. If you want to leave an inheritance or keep a reserve, add it to $P$.

7.3 Step 3: what today's savings will grow to

where $B$ is the current retirement savings balance, $g$ the real return before retirement and $t$ the years until retirement.

Example: the Ellisons hold USD 152,000 across two workplace plans (Sam 84,300, Jordan 52,700) and Jordan's individual retirement account (15,000), as in their Net Worth Statement. With $g$ = 4.0% and $t$ = 25, it grows to about USD 405,207 in today's money.

7.4 Step 4: yearly saving required

The remaining gap $P - F_{0}$ is filled by saving an amount $C$ at the end of every year until retirement (future value of an ordinary annuity):

Example: $P - F_{0}$ = 933,554 - 405,207 = USD 528,347. The annuity factor for 4.0% over 25 years is about 41.646, so the required saving is about USD 12,687 a year in today's money (including employer contributions).

7.5 Result

Example conclusion: at today's USD 14,400 a year the pot would reach about USD 1,004,908 at retirement (405,207 plus 599,701 from new saving), about USD 71,354 above the base-case need. The Financial Plan can therefore record GOAL-005 as "on track", but the margin is thin: section 8 shows that one weaker assumption removes it.

8. Scenarios and stress tests

Example (Ellison, USD, today's money):

SCN-002, SCN-006, SCN-007 and SCN-008 each need more than today's USD 14,400 a year. The Financial Plan already contains the response: raise contributions by 1% of salary each year until the projection shows no gap. For the Ellisons, 1% of combined salary is USD 1,420 a year, so two yearly steps take saving to USD 15,820 in year 1 and USD 17,240 from year 2 (section 12, action ACT-001). At 3.0% real that gives about USD 943,925 at retirement, enough for SCN-002 (933,554), and USD 17,240 is above the yearly need in SCN-006, SCN-007 and SCN-008 (16,642) as well. At the base-case 4.0% real return the same steps give about USD 1,119,543, enough for the SCN-008 pot of 1,098,299. The mortgage payment freed in 2042 (section 3) is a further reserve that none of these figures uses.

Two risks are not captured by an average return:

• Sequence-of-returns risk: a large market fall just before or just after retirement hurts far more than the same fall 20 years earlier, because withdrawals lock in the losses. Section 10 describes the buffer used against it.
• Inflation risk: if inflation runs above the assumption for several years, real spending power falls unless income and investments keep pace.

9. Asset allocation and glide path

Example (illustration of the format only, not a recommendation):

Rules the household follows:

• Prefer low-cost, diversified funds; record the yearly cost (expense ratio and platform fee) of each holding.
• Use tax-advantaged accounts first, in the order that suits local rules (see section 14).
• Do not change the allocation because of news; change it only at the review in section 13 or when the glide path says so.
• If you have a written investment policy statement, this table must match it: see Investment Policy Statement for Individuals (finance/investment-policy-statement-individual).

10. Withdrawal strategy

10.1 How much to take

• Starting rate. Many planners use an initial withdrawal of roughly 3% to 4.5% of the pot as a rule of thumb, based on studies of historical market returns in some countries. It is a rule of thumb, not a guarantee and not a rule for your country. Example: the Ellisons' first-year withdrawal is 70,000 of a 933,554 pot, about 7.5%, because no pension is paid yet. That is not a warning sign by itself: the bridge reserve of section 7.2 is meant to be spent in years 1 to 6. From year 7 the withdrawal is 30,000 from a remaining pot of about 651,207 (the value then of the lifelong part), about 4.6%.
• Adjusting. Choose one method and write it down:

Example choice: years 1 to 6 are paid from the bridge reserve, held in cash and short-term bonds; from year 7 the household uses guardrails on the lifelong pot, with an upper limit of 5.5% and a lower limit of 3.5%.

10.2 Order of withdrawals

The best order depends on local tax rules and on required minimum withdrawals where they exist. Check local rules or ask a tax adviser before the first withdrawal.

10.3 Bad-year rule

Keep [two] years of planned withdrawals in cash and short-term bonds. In a year when growth assets fall by more than [15%], take the withdrawal from the buffer and do not sell shares; refill the buffer in a good year.

11. Health, care and other risks

Cross-reference: cover amounts belong in Insurance Review (personal/insurance-review); where to find policies and accounts belongs in the Emergency Document File (personal/emergency-document-file).

12. Action plan

Example check: 1% of combined salary (USD 142,000) is USD 1,420 a year. After the first step saving is USD 15,820 a year; after the second, USD 17,240. With year 1 at 15,820 and years 2 to 25 at 17,240, the pot reaches about USD 943,925 at 3.0% real, above the SCN-002 need of 933,554, so the steps stop after the second unless a review shows a new gap. The extra USD 118 a month of pay going into the plan after the first step lowers take-home pay slightly; the household absorbs it from flexible spending (USD 1,250 a month in the Budget, personal/budget), because the money freed when card B is cleared goes to the emergency fund until 2028-08.

13. Review and monitoring

Yearly review (date: [month])

1. Update balances from statements and record them in the progress table.
2. Update public pension estimates from the official statement.
3. Re-check spending against section 5.
4. Re-run section 7 with current ages and balances.
5. Rebalance to the glide path in section 9.
6. Record changes in the revision history.

Early review triggers: job change or loss, birth or adoption, separation or divorce, inheritance, serious illness, house purchase or sale, move to another country, a change in pension law, or a difference of more than [10%] between the actual pot and the expected pot.

Expected pot after year $t$ in the base case: $B(1+g)^{t} + C \times \frac{(1+g)^{t}-1}{g}$, in today's money.

14. Local equivalents

Names only, as of 2026-10, examples not exhaustive and not advice. Check local rules with the official authority.

Where one mandatory scheme does several jobs, split it in this plan. A Singapore CPF member, for example, counts the expected lifelong payout as guaranteed income in section 6 and counts only the balances that will still be available for retirement (after any housing or health use) and not committed to that payout in $B$ in section 7.3, so the same money is never counted twice. The same check applies to any provident fund that can be drawn for a home or medical costs.

15. Glossary and references

15.1 Glossary

15.2 References

Standard and licence note

Based on standard time-value-of-money formulas and on public-domain consumer guidance from the US Consumer Financial Protection Bureau (consumerfinance.gov), used for framing only. Account and pension names in section 14 are cited as names only, as of 2026-10; no rules, limits or ages are stated for any country. The structure, wording and the fictional Ellison example are original text written for this collection; the household and its numbers are fictional, and the example asset mix is an illustration of the format, not a recommendation. This is a document format, not financial, investment, tax, legal or pension advice. Check your official pension statements and the current local rules before acting. Template licence: MIT.