When a KiwiSaver projection tool, a retirement calculator, or your provider's annual statement tells you that you are on track for a certain retirement income, that figure is almost always shown in nominal dollars, meaning the actual future dollar amount, not adjusted for the fact that prices keep rising between now and then. A dollar in 25 years' time buys noticeably less than a dollar today, so a headline number like $80,000 a year can be quietly misleading unless you also see what it is worth in today's purchasing power. This calculator does that conversion both ways. Enter a future nominal figure, the number of years until you reach it, and an assumed annual inflation rate, and it shows what that income is really worth in today's dollars. Or flip the direction and enter a target you would like at today's living standard, and it shows the larger nominal figure you would actually need to receive in the future to match it. The default inflation rate is 2%, the midpoint of the Reserve Bank of New Zealand's 1% to 3% target range, but you can adjust it to test a more cautious or more optimistic assumption, and the results panel also shows the answer at 1%, 2% and 3% side by side so you can see the range at a glance.
A planning estimate using a constant assumed inflation rate. Actual future inflation will vary year to year and cannot be known in advance. This tool adjusts for the erosion of purchasing power only, it does not model investment returns, fees or tax.
Every dollar figure in personal finance is either nominal or real. A nominal amount is the actual number of dollars at a point in time, with no adjustment for prices. A real amount, sometimes called "today's dollars", adjusts a nominal figure so it can be fairly compared with prices as they stand now. The relationship is the standard discounting formula: today's-dollars value equals the future nominal amount divided by (1 plus the assumed annual inflation rate) raised to the power of the number of years. Run it in reverse, multiplying instead of dividing, and you get the future nominal amount needed to match a today's-dollars target. This calculator does both, depending on the direction you select, and the further away the date and the higher the assumed rate, the larger the gap grows between a nominal figure and its real equivalent.
KiwiSaver providers and retirement projection tools almost always show a forecast balance or income in nominal, future dollars, because that is the actual cash the account is projected to hold, built from contributions and compounding returns. What it is not designed to do is tell you how much that future amount will actually buy, because nobody can know the exact rate of future inflation. Separating "how many dollars will I have" from "what will those dollars be worth" is the job of this calculator.
The default assumption here is 2% a year, the midpoint of the Reserve Bank of New Zealand's 1% to 3% inflation target, measured against the Stats NZ Consumers Price Index (CPI). It is a sensible long-run planning figure because it is the level the Reserve Bank manages monetary policy towards, but it is not a guarantee of what inflation will do in any given year. New Zealand's annual CPI inflation has ranged from around 1% to 2% in the early 2020s, to above 7% in 2022 during the post-pandemic supply shock, and was measured at 3.1% in the December 2025 quarter. Because a single assumed rate can understate or overstate the true erosion of purchasing power over a long horizon, this calculator shows your result at 1%, 2% and 3% inflation side by side.
Say a KiwiSaver projection tool tells you that you are on track for a retirement income of $80,000 a year in 25 years' time. That is a nominal figure. At the default 2% inflation assumption, $80,000 divided by 1.02 raised to the power of 25 comes to about $48,762 in today's purchasing power, meaning that future $80,000 buys roughly what $48,762 buys today. Test the sensitivity: at a more optimistic 1% inflation the same $80,000 is worth about $62,381 today, and at a higher 3% inflation it is worth only about $38,208. That is a wide range for the same nominal headline figure, and exactly why relying on the nominal number alone can mislead.
Now take the reverse direction. Suppose you want a retirement lifestyle equivalent to $65,000 a year at today's prices, 20 years away. At 2% assumed inflation, $65,000 multiplied by 1.02 raised to the power of 20 comes to about $96,587, the nominal income you would need to receive in 20 years' time to enjoy today's $65,000 purchasing power. If your savings are only projected to produce a nominal $80,000 by then, comparing it against this $96,587 target, rather than against the original $65,000, is the fair like-for-like comparison.
This is for anyone given a future dollar figure, a KiwiSaver projection, or a retirement income estimate, who wants to know what it is genuinely worth compared with prices today. It is equally useful in reverse for setting a fair savings target: if you know the income you want at today's cost of living, this calculator shows the larger nominal figure your savings actually need to produce. It pairs naturally with our Retirement Number Calculator and our KiwiSaver Retirement Projection Calculator.
It means the figure has been converted from nominal (future) dollars into today's purchasing power, so you can see what it would actually buy compared with prices now, rather than being misled by a headline number that has not been adjusted for rising prices.
Because that is the actual cash your account will hold in future. Providers project contributions and growth forward in future dollars and leave it to you to separately adjust for inflation.
The default is 2%, the midpoint of the Reserve Bank's 1% to 3% inflation target. Actual CPI inflation was 3.1% in the December 2025 quarter, so it is worth testing a range, which is why the results panel shows the answer at 1%, 2% and 3% side by side.
Divide the future nominal amount by (1 plus the assumed annual inflation rate) raised to the power of the number of years between now and then, or let this calculator do it in the future-to-today's-dollars direction.
Multiply the today's-dollars target by (1 plus the assumed annual inflation rate) raised to the power of the number of years, or select the today's-target-to-future-amount direction above.
No. Two percent is the midpoint of the Reserve Bank's target range, not a guarantee. Inflation has ranged from close to 1% in the early 2020s to over 7% in 2022, so treat any single assumed rate as a planning estimate and test more than one.
CPI measures the general rise in prices and is the right measure for what an income will actually buy. Wage inflation, which tends to run a little higher over time, is more relevant if you are comparing your future income to future wages generally, a different question to this one.
The Retirement Number Calculator works entirely in today's dollars to size the nest egg you need on top of NZ Super. This calculator instead takes a nominal, future-dollar figure and translates it into today's purchasing power, or the reverse, so the two are complementary steps in the same planning process.
This calculator is built from primary New Zealand sources. Always confirm current figures against the official source for your situation:
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