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Interactive

Simulators & toys

Play with the numbers and see what happens: the time machine, DCA vs lump sum, inflation erosion and the money lessons. Everything is educational and runs entirely in your browser.

Personal plan · live

My financial plan

Put your income, spending and loans in one place, see what’s left each month and — if you invest it — when you’ll reach your goal.

1 · Income

Salary, bonuses, vouchers, dividends. Don’t know the breakdown? Switch to “Total”.

Mode
€
€
€
€
Total per month1,637 €

2 · Spending & loans

How much you spend and the loan payments you make.

Mode
€
€
€
€
€

Loans

Paid off in 3y 0m · interest 719 €

Total out per month1,310 €

3 · What’s left

Monthly surplus

327€/mo

Savings rate:20%ok

If you invest this surplus (327 €/mo), here’s how fast your capital grows below.

Income1,637 €
1,637 €
Spending
Loans
Left
SpendingLoansLeft

Pointers

General educational rules — not personal advice.
  • Expensive loan (9% rate). Paying it off is a “guaranteed” return equal to its rate — often before investing in the market.
  • Before investing it’s wise to hold an emergency fund of 3–6 months of spending (≈ 3,930–7,860 €). You have 3,000 € now.
  • Every extra 100 €/mo brings the goal closer by another 1y 6m.

4 · Invest and reach the goal

You reach the goal in 8y 5m at age 38.

After 40 yr: 906,373 €

Year 0 · age 30 → 3,000 €

Balanced · 7%Other profilesThe goal
Return profile
€
€

Or pick a goal:

You invest 327 €/mo (your monthly surplus).

40 yr
yr
3%

Your plan is stored only in your browser. This is an educational illustration with a constant return, not advice or a forecast. Real markets vary.

Time machine

If you had invested…

See what your money would be worth today if you had invested it years ago in different assets.

Asset
$1,000
2010

By 2026, you'd have

$7,142

Total return+614%
Annualized (CAGR)+12.5%
Bank deposit (2%)$1,373
S&P 500Bank deposit (2%)
Historical, annual values. The indices (S&P 500, Nasdaq 100, Dow) and gold are price-only (no dividends); individual stocks include reinvested dividends. Past performance doesn't guarantee future results.Data: Yahoo Finance · as of 2026-10-01

Visualization

The Snowball

See how contributions grow over the years — and how, at some point, interest starts to earn more than the contributions themselves.

Final amount

108 224€

Invested

49 000€

Interest earned

59 224€

After 20 yrs, the €49 000 you invested grows to €108 224 — €59 224 of it is pure profit from compound interest.

1000 €
200 €
7%
20 yrs

A simplified model with constant return — educational, not a forecast.

The small-spend effect

The coffee you drink

A small daily expense feels harmless. But if you invested it instead — see how much it adds up to over time.

You could have had

79 224€

Contributed

36 500€

Growth

42 724€

If you invested that money instead of spending it, after 20 yrs it would grow to 79 224 €.

5 €/day
7%
20 yrs

A hypothetical illustration at a constant return — not a forecast or advice. Past performance does not guarantee the future.

Strategy

DCA vs lump sum

Invest it all at once or in installments? See who wins in different markets — with the same total over 3 years.

Lump sum

4796€

In installments (DCA)

4186€

The lump sum wins by 14.6% here — the money works for longer.

3600 €

Historical takeaway: a lump sum often beats DCA in a rising market (money in play sooner), but DCA lowers the risk of bad timing and is psychologically easier to stick with.

Illustrative scenarios, not real data and not a forecast.

Purchasing power

The Inflation Thief

Money that just sits there quietly loses value. See how much inflation eats from your cash.

Will buy as much as

456€

Remaining purchasing power46%

€1000 under the mattress today will buy what €456 buys in 20 years — inflation eats 54% of its value.

At 4%, prices double in ~18 years — by then your cash buys half as much.

1000 €
4%
20 yrs

A simplified model with constant inflation — educational, not a forecast.

Costs

The Power of a 1% Fee

A small annual fee looks harmless — but over decades it eats a huge share of your money.

Final amount after fees

56 308€

Without fees

76 123€

Eaten by fees

19 815€

With a 1% fee over 30 yrs, you lose €19 815 — 26% of what you'd have without fees.

10 000 €
7%
1%
30 yrs

A simplified model with constant return — educational, not a forecast.

Risk

Diversification's Free Lunch

Two assets with the same volatility carry lower risk together — as long as they don't move in sync.

Portfolio volatility

12.2%

Simple weighted average14.8%
Portfolio volatility12.2%

Risk saved: 2.6%

At a correlation of 0.2, portfolio volatility is 12.2% — below the 14.8% weighted average. That's diversification's “free lunch”.

18%
10%
0.2
60%

A simplified two-asset model — educational, not a forecast.

Investor profile

What kind of investor are you?

Five questions about your horizon, goals and risk tolerance. At the end we suggest a sample allocation you can then fine-tune yourself. It's not advice — a starting point for reflection.

When will you first need this money?

Your portfolio drops 25% in a month. How do you react?

What's your main goal?

How much investing experience do you have?

Do you have an emergency fund outside your investments?

Interactive

Allocate your portfolio

Shift the weights of the asset classes and see how the risk/return profile changes. The numbers are long-term illustrations, not a forecast.

50%
25%
5%
5%
15%

Risk / return profile

  • Stocks50%
  • Bonds25%
  • Gold5%
  • Cryptocurrencies5%
  • Cash / deposit15%
Expected return
5.3%
Risk
9.9%

Risk profile: Balanced · diversification lowers risk by 3.5 points

Illustrative long-term assumptions for return, volatility and correlation — not a forecast and not a recommendation. Past performance does not guarantee future results.

Three money lessons

Small truths with a big effect

Three quick interactive lessons on risk, time and interest.

−50% needs +100%

The deeper the drop, the steeper the road back.

Gain needed to recover

100%

After a 50% drop, you need a 100% gain just to get back to even.

50%

The cost of waiting

Every year of delay is costly because of the compounding you lose.

Less at retirement

81 980 €

5 yrs of delay ≈ 81 980 € less after 30 yrs (at €200/mo, 7%/yr).

5 yrs

The Rule of 72

A quick mental estimate: how many years it takes money to double.

Doubles in

9.0yrs

72 ÷ 8 ≈ 9.0 years to double.

8%

Simplified models for illustration — not a forecast.