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Contribution projector

calculator

What does saving this much a month actually become?

Projects a contribution plan in both nominal and inflation-adjusted terms, because the second number is the one that buys things.

Your plan

33 years
7.00%
0.20%

Fund expense ratio plus platform and advice fees.

2.50%

Keeps the real value of what you save constant.

After 33 years

The real figure is the one that buys things.

In today's money
$654,962

What the balance would actually buy

Nominal balance
$1,479,462

The number on the statement

Net real return
4.2%

After fees and inflation

You contributed
$450,059
Growth added
$1,029,404

70% of the final balance

Fees cost you
$60,181

3.9% of what you would have had

Contributions versus growth

The crossover — where growth starts adding more than you do — is the point compounding takes over.

$0$500k$1.0M$1.5MYr 0Yr 10Yr 20Yr 30Balance (real)Balance (nominal)What you paid in
  • Balance (real)
  • Balance (nominal)
  • What you paid in
Real balance is deflated by your inflation assumption; nominal is not.

Why this matters

Two things in this chart do most of the work, and neither is the return assumption.

The first is the gap between the nominal and real lines. Over long horizons inflation quietly removes a large share of a headline number — a projection that only shows the nominal figure is flattering you.

The second is your contribution rate. Early on, almost all the balance is money you paid in; the return assumption barely matters. In the first decade, raising what you save moves the outcome far more than any plausible improvement in returns — and unlike returns, it is entirely within your control.

The most effective way to act on that is not motivation but automation. The best-evidenced intervention in this whole field was changing which box was ticked by default, not teaching people more.