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Withdrawal Plan Calculator

Work out locally how much you can withdraw monthly from a capital sum until it is used up after n years - no upload.

This calculator gives a non-binding, model-based estimate and is not financial, tax or legal advice. More in the disclaimer
Starting capital
Return per year
Duration in years

Result

€605.98
Monthly withdrawal
€145,435.28
Total paid out
€45,435.28
Interest earned

Capital growth

Capital growth
#Wert
1100000
296668
393199
489590
585833
681924
777855
873620
969213
1064626
1159853
1254885
1349714
1444333
1538733
1632904
1726838
1820525
1913955
207117
210

Year by year

Year by year
YearMonthly withdrawalInterestRemaining capital
1€7,271.76€3,939.35€96,667.58
2€7,271.76€3,803.58€93,199.40
3€7,271.76€3,662.28€89,589.91
4€7,271.76€3,515.22€85,833.37
5€7,271.76€3,362.18€81,923.78
6€7,271.76€3,202.89€77,854.91
7€7,271.76€3,037.12€73,620.27
8€7,271.76€2,864.60€69,213.10
9€7,271.76€2,685.04€64,626.38
10€7,271.76€2,498.17€59,852.78
11€7,271.76€2,303.69€54,884.71
12€7,271.76€2,101.28€49,714.22
13€7,271.76€1,890.63€44,333.08
14€7,271.76€1,671.39€38,732.71
15€7,271.76€1,443.22€32,904.17
16€7,271.76€1,205.76€26,838.16
17€7,271.76€958.62€20,525.02
18€7,271.76€701.41€13,954.67
19€7,271.76€433.73€7,116.63
20€7,271.76€155.13€0.00
No upload100% local
Your content stays with youno third-party access
Servers in GermanyGDPR by design
Independently auditedTLS A+ · HTTP headers A+
Is my file uploaded?

No. Everything runs in your browser - your file never leaves your device. How this is verifiable

A withdrawal plan is the counterpart to a savings plan: you have built up a capital sum and want to draw a steady monthly amount from it over a fixed period while the rest keeps earning a return. From the starting capital, the return per year and the duration this calculator shows the monthly withdrawal, the total paid out over the term and the interest earned along the way - plus a year-by-year table and the path of the remaining capital down to zero.

The calculation runs entirely locally in your browser, in pure JavaScript - nothing is uploaded and nothing is stored. The monthly withdrawal follows the annuity formula: the same maths as the loan calculator, except the capital is drawn down rather than repaid. Each month the remainder grows by the return, then the withdrawal is taken, so the capital is used up exactly at the end of the term. Change an input and the figures, table and chart update instantly.

An honest note: the model assumes a constant return and a fixed withdrawal down to zero. Inflation, tax on returns, fluctuating markets or an open-ended withdrawal are not modelled - for purchasing power use the inflation calculator, for building up the compound-interest calculator. The amounts are shown in euros as an example; the maths applies to any currency. Not investment advice.

Specifications

Specifications
Input formatsForm inputs (no file)
ProcessingLocally in your browser (JavaScript)
File uploadNone

In 3 steps

  1. Enter the starting capital.
  2. Enter the return per year and the duration in years.
  3. Read off the monthly withdrawal, total paid out and year-by-year breakdown.

Limitations: A model with a constant return and a fixed withdrawal down to zero; without inflation, tax, market swings or an open-ended withdrawal. For purchasing power use the inflation calculator, for building up the compound-interest calculator. Amounts in euros as an example. Not investment advice.

FAQ

Are my inputs uploaded?

No. The calculation runs entirely locally in the browser (pure JavaScript); nothing is sent or stored.

How is the monthly withdrawal calculated?

With the annuity formula: from the starting capital, the monthly return and the number of months you get the steady amount that brings the capital exactly to zero at the end. Worked example: from 200,000 euros of capital at a 3 percent return you can withdraw about 1,109 euros a month for 20 years - roughly 266,200 euros in total, of which around 66,200 euros come from the ongoing returns.

What is the difference to the savings-goal calculator?

The savings-goal calculator builds up capital with monthly contributions; the withdrawal plan pays an existing capital back out. It is the reverse direction.

Is inflation included?

No. The withdrawal stays nominally the same. How much purchasing power it has over the years is shown by the inflation calculator.

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