When life and goals change
Chapters
Chapters

Approaching your goal and the first withdrawals

A bill paid between two market moves changes the amount left for the second move.

The first bill and later spending have different horizons

A loss shortly before a binding payment leaves little time to replace the money. Work backwards from its amount, currency and date to income and accessible savings, counting each resource once. Allow for sale, settlement, withdrawal, conversion, costs and applicable tax.

A flexible purchase can move; a compulsory bill may not. Retirement also has several horizons: funding its first year does not settle inflation or spending decades later.

A withdrawal changes what the next return acts on

Spark pays Cube from an open wallet beside a repaired window. Cube accepts the payment while holding a screwdriver.
The payment leaves the portfolio.

Spending after an early loss leaves less capital for a possible recovery and later bills. This interaction between returns and cash flows is sequence-of-returns risk.

Follow the spending through both paths

Find the balance that enters year 2.

Hypothetical €100,000 portfolio. Each €10,000 payment leaves at year-end, after the return. No contributions, fees, taxes or inflation. This is not a suggested spending rate.

Loss first

Start €100,000

  1. ↓ Year 1 return −20%

    €80,000 before spending

    €10,000 leaves for spending

    Into year 2€70,000

  2. ↓ Year 2 return +25%

    €87,500 before spending

    €10,000 leaves for spending

    Left after year 2€77,500

Gain first

Start €100,000

  1. ↓ Year 1 return +25%

    €125,000 before spending

    €10,000 leaves for spending

    Into year 2€115,000

  2. ↓ Year 2 return −20%

    €92,000 before spending

    €10,000 leaves for spending

    Left after year 2€82,000

Every bar uses the same euro scale: full width €125,000. Hatched portions leave the portfolio; the solid remainder receives the next return.

Remove both withdrawals

−20% → +25%€100,000 → €80,000 → €100,000

+25% → −20%€100,000 → €125,000 → €100,000

Both paths spend €20,000. With withdrawals, loss first leaves €4,500 less; without them, both end at €100,000.

Check both sequences, with and without withdrawals
Loss, withdrawal, gain, withdrawal
€100,000 × 0.8 = €80,000. Withdraw €10,000: €70,000 remains. A 25% gain adds €17,500: €87,500. Withdraw €10,000: €77,500 remains.
Gain, withdrawal, loss, withdrawal
€100,000 × 1.25 = €125,000. Withdraw €10,000: €115,000 remains. A 20% loss leaves €92,000. Withdraw €10,000: €82,000 remains.

With no cash flows, €100,000 × 0.8 × 1.25 = €100,000 in either order. Change the withdrawal dates or amounts and the comparison changes too.

This two-year example gives neither a probability of running out nor a sustainable withdrawal rate. Later returns, inflation, costs, lifespan and spending flexibility still matter.

A reserve changes the funding route

Accessible money for near-term bills can reduce immediate sales after a fall. Check its amount, currency and access; it cannot guarantee recovery before it runs out.

The reserve is part of existing capital. Spending reduces that capital; refilling through investment sales affects what remains invested. Holding more cash also changes growth exposure and inflation risk.

Check the dates on income and expenses

Record the funding source, payment lead times and fallback if an account becomes unavailable. A pension starting later cannot cover an earlier gap: confirm its entitlement, terms and uncertainty. Identify which spending can actually fall and how far; essential bills still need funding.

MoneyHelper’s examples concern UK pensions. Their local access and tax rules do not automatically apply to other countries or accounts.

Check your understanding

Try each question, then check your answer.

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01

Two years of spending

Start with €100,000 and withdraw €10,000 after each year's return. Ignoring costs and taxes, which path ends higher: +20% then −20%, or −20% then +20%?

  • Both end at €76,000 because the returns have the same product.
  • +20% then −20%: €78,000 versus €74,000.
  • −20% then +20%: €78,000 versus €74,000.
Show the explanation

Correct answer: +20% then −20%: €78,000 versus €74,000.

The first path gives (€100,000 × 1.20 − €10,000) × 0.80 − €10,000 = €78,000. Reversing returns gives (€100,000 × 0.80 − €10,000) × 1.20 − €10,000 = €74,000. The same returns compound equally without flows, but withdrawals change the capital exposed in year two.

Return to the explanation

02

Funding the next bills

A plan keeps accessible money for near-term bills alongside volatile investments. What can that arrangement do?

  • Leave the reserve untouched after a fall so the invested holdings have time to recover.
  • Add the reserve's amount to total resources after counting the portfolio that contains it.
  • Fund those bills without an immediate sale, subject to the reserve's size, currency and access.
Show the explanation

Correct answer: Fund those bills without an immediate sale, subject to the reserve's size, currency and access.

The reserve supplies another source for specified payments and can reduce immediate dependence on market sale prices. It does not guarantee recovery elsewhere or fund every later expense. Access, currency and a realistic replenishment process remain part of the plan.

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