Retirement saving simulator
Shows what saving each month builds to by retirement, and how much of it is investment growth rather than contributions.
Enter what you have already saved and what you will put away each month, and this shows the balance year by year up to retirement. It runs for one person or a couple, splits contributions from investment growth, and draws how far apart good and bad return years leave you.
Your numbers
What you enter is saved in this browser, so it is still here next time
One person spending, one pension
Everything you would use for retirement — pension savings, IRP, ISA, deposits
Enter this if you plan to raise it as your salary rises
Used to restate the total in today's money
What you would have at retirement
Saved by age 60
₩846.8M
Depending on the return
- Badly, 3%
- ₩537.4M
- Base, 6%
- ₩846.8M
- Well, 9%
- ₩1.38B
- Range
- ₩845M
What makes it up
- Paid in (including what you already had)
- ₩356,257,820
- Gained from investing
- ₩490,548,954
- Share that came from returns
- 58%
In today's money
- What ₩846.8M in 25 years is worth today
- ₩456.8M
An estimate that assumes you save every month and earn the same return every year. Real returns swing widely from year to year, so this amount is not guaranteed.
How the assets build up
How far apart the returns take you
The same saving plan with only the return changed. The longer it runs, the further the lines separate — better to keep this range in mind than to try to pick one number.
| Age | Badly, 3% | Base, 6% | Well, 9% | Well − badly |
|---|---|---|---|---|
| 35 | ₩50M | ₩50M | ₩50M | ₩0 |
| 36 | ₩60M | ₩61.6M | ₩63.2M | ₩3.2M |
| 37 | ₩70.6M | ₩74.2M | ₩77.9M | ₩7.4M |
| 38 | ₩81.7M | ₩87.8M | ₩94.2M | ₩12.5M |
| 39 | ₩93.5M | ₩102.5M | ₩112.3M | ₩18.8M |
| 40 | ₩105.9M | ₩118.4M | ₩132.2M | ₩26.3M |
| 41 | ₩118.9M | ₩135.5M | ₩154.2M | ₩35.3M |
| 42 | ₩132.7M | ₩153.9M | ₩178.5M | ₩45.9M |
| 43 | ₩147.1M | ₩173.8M | ₩205.4M | ₩58.2M |
| 44 | ₩162.3M | ₩195.1M | ₩234.9M | ₩72.6M |
| 45 | ₩178.3M | ₩218.1M | ₩267.5M | ₩89.2M |
| 46 | ₩195.1M | ₩242.8M | ₩303.3M | ₩108.2M |
| 47 | ₩212.7M | ₩269.3M | ₩342.7M | ₩130M |
| 48 | ₩231.2M | ₩297.7M | ₩386M | ₩154.7M |
| 49 | ₩250.7M | ₩328.3M | ₩433.6M | ₩182.9M |
| 50 | ₩271.1M | ₩361M | ₩485.8M | ₩214.7M |
| 51 | ₩292.5M | ₩396.1M | ₩543.1M | ₩250.7M |
| 52 | ₩314.9M | ₩433.7M | ₩606.1M | ₩291.1M |
| 53 | ₩338.5M | ₩474M | ₩675.1M | ₩336.6M |
| 54 | ₩363.1M | ₩517.2M | ₩750.7M | ₩387.6M |
| 55 | ₩388.9M | ₩563.3M | ₩833.6M | ₩444.7M |
| 56 | ₩416M | ₩612.7M | ₩924.4M | ₩508.4M |
| 57 | ₩444.3M | ₩665.5M | ₩1.02B | ₩579.6M |
| 58 | ₩473.9M | ₩722M | ₩1.13B | ₩658.8M |
| 59 | ₩505M | ₩782.3M | ₩1.25B | ₩747M |
| 60 | ₩537.4M | ₩846.8M | ₩1.38B | ₩845M |
Year by year
What goes in each year and what it grows to. The amount saved rises each year by the growth rate you set.
| Age | Paid in that year | Paid in so far | Returns that year | Returns so far | Balance at year end |
|---|---|---|---|---|---|
| 36 | ₩8.4M | ₩58.4M | ₩3.2M | ₩3.2M | ₩61.6M |
| 37 | ₩8.7M | ₩67.1M | ₩3.9M | ₩7.2M | ₩74.2M |
| 38 | ₩8.9M | ₩76M | ₩4.7M | ₩11.9M | ₩87.8M |
| 39 | ₩9.2M | ₩85.1M | ₩5.5M | ₩17.4M | ₩102.5M |
| 40 | ₩9.5M | ₩94.6M | ₩6.4M | ₩23.8M | ₩118.4M |
| 41 | ₩9.7M | ₩104.3M | ₩7.4M | ₩31.2M | ₩135.5M |
| 42 | ₩10M | ₩114.4M | ₩8.4M | ₩39.6M | ₩153.9M |
| 43 | ₩10.3M | ₩124.7M | ₩9.5M | ₩49.1M | ₩173.8M |
| 44 | ₩10.6M | ₩135.3M | ₩10.7M | ₩59.8M | ₩195.1M |
| 45 | ₩11M | ₩146.3M | ₩12M | ₩71.8M | ₩218.1M |
| 46 | ₩11.3M | ₩157.6M | ₩13.4M | ₩85.2M | ₩242.8M |
| 47 | ₩11.6M | ₩169.2M | ₩14.9M | ₩100.1M | ₩269.3M |
| 48 | ₩12M | ₩181.2M | ₩16.5M | ₩116.5M | ₩297.7M |
| 49 | ₩12.3M | ₩193.5M | ₩18.2M | ₩134.7M | ₩328.3M |
| 50 | ₩12.7M | ₩206.2M | ₩20M | ₩154.8M | ₩361M |
| 51 | ₩13.1M | ₩219.3M | ₩22M | ₩176.8M | ₩396.1M |
| 52 | ₩13.5M | ₩232.8M | ₩24.1M | ₩200.9M | ₩433.7M |
| 53 | ₩13.9M | ₩246.7M | ₩26.4M | ₩227.3M | ₩474M |
| 54 | ₩14.3M | ₩261M | ₩28.8M | ₩256.2M | ₩517.2M |
| 55 | ₩14.7M | ₩275.7M | ₩31.4M | ₩287.6M | ₩563.3M |
| 56 | ₩15.2M | ₩290.9M | ₩34.2M | ₩321.8M | ₩612.7M |
| 57 | ₩15.6M | ₩306.5M | ₩37.2M | ₩359M | ₩665.5M |
| 58 | ₩16.1M | ₩322.6M | ₩40.4M | ₩399.4M | ₩722M |
| 59 | ₩16.6M | ₩339.2M | ₩43.8M | ₩443.1M | ₩782.3M |
| 60 | ₩17.1M | ₩356.3M | ₩47.4M | ₩490.5M | ₩846.8M |
The three steps
Set a target, save towards it, then work out how to spend what you saved — each step carries into the next
- 1Set a target
- 2Save
- 3Spend
Make a link with these numbers
Opening the link fills this screen with the same values. Useful for going through it with a partner, or for comparing two sets of conditions.
Common questions
QHow much should I save each month?
Work out the target in the retirement target calculator first, then use the button at the bottom to carry it here — the shortfall and how far along you are appear together. Adjusting the monthly amount until you reach 100% is the easiest way to use it.
QWhat return should I assume?
3–4% for deposit-heavy saving, or a long-run 6–8% with a large equity share. Real returns swing a lot from year to year, so it is safer to assume the low end and be pleasantly surprised.
QWhat is the annual increase in contributions?
Use it if you plan to raise what you save as your salary rises. Set to 3%, contributions grow 3% every year. If a large amount is hard to start with, this makes the plan more realistic.
QWhy show the value in today's money separately?
₩800m in 25 years does not buy what ₩800m buys now. Discounting by inflation gives what it is worth in today's money, and that is the number to look at when judging the standard of living it supports.
QWhy show pessimistic and optimistic cases?
The longer the horizon, the more the return dominates the result. The same saving plan at 3% and at 9% often ends more than twice as far apart after 25 years. Rather than trying to pick the right rate, see whether the plan survives across the range. If it reaches the target even in the pessimistic case, it is a sturdy plan.
QHow do I read the track to the target?
Once a target is carried over, a table shows what you need at each age to stay on course. Comparing your actual savings against it each year tells you immediately whether the plan is on track. The monthly amount needed to reach the target works backwards from where you are now.
QHow does a couple enter this?
Existing savings go in once, combined, and only the monthly contributions are split between the two of you. The money is invested as one pot, so after combining, the maths is exactly the same as for one person. If you track who contributes what, enter it that way; the monthly amount needed to reach the target then comes out as a combined figure.