From Electricity Savings to Investment Growth: A Thought Experiment
A β¬25 smart plug saves ~β¬260 per year on your water heater electricity bill. What if you never touched that money and invested it instead? Here is what 20β30 years of compound interest looks like.
This article is a thought experiment and educational illustration only. It does not constitute financial advice. Investment returns are not guaranteed. Past performance of any fund or index does not predict future results. Please consult a licensed financial advisor before making any investment decisions.
The Device That Pays For Itself β And Keeps Paying
A Shelly Plug S Gen3 costs around β¬25. Connected to a 200-litre water heater and managed by Elewatt, it runs the heater exclusively during the cheapest hours of each day β typically 1amβ5am, when Nord Pool spot prices in Estonia are lowest.
The math works out like this: a 2 kW water heater running for 3 hours costs roughly 2β3 times less per kWh at night than during morning peak hours. Over a full year, the difference in electricity cost for that single device adds up to β¬400β500. The device pays for itself in under three weeks. After that, it is generating pure savings every single day.
Device cost
β¬25
Shelly Plug S Gen3
per year, 200L water heater
~β¬400β500
per year, 200L water heater
to recoup the cost
2β3 weeks
to recoup the cost
The Thought Experiment
Now here is the question this article is really about: what if, instead of letting those savings disappear into everyday spending, you treated them as a fixed investment budget?
β¬260 per year is β¬22 per month. On its own, that does not sound like much. But invested consistently over a long period, compound interest turns it into something that surprises most people.
The table below shows what β¬260/year grows to over time, assuming you invest it at the start of each year and leave it untouched.
Energy Β· Time
11.6 kWh Β· ~6 h
Nord Pool avg (Mar 2025βMar 2026) + Grid 5 - Dynamic Β· c/kWh incl. VAT
With Elewatt
10.5 c/kWh incl. VAT
β¬1.22
Without Elewatt
22.4 c/kWh incl. VAT
β¬2.60
Your savings
Per day
β¬1.38
Per month
β¬41.48
Per year
β¬504.63
Yearly avg Nord Pool prices, Estonia. Assumes 1 cycle/day, 2 kW heater. Grid fees: Elektrilevi. All prices incl. VAT.
10y
15y
20y
25y
30y
| Years | Total invested | At 5%/year | At 7%/year | III sammas 7% |
|---|---|---|---|---|
| 10y | β¬2,595 | β¬3,264+β¬669 | β¬3,585+β¬990 | β¬4,380 |
| 15y | β¬3,893 | β¬5,600+β¬1,707 | β¬6,521+β¬2,628 | β¬7,966 |
| 20y | β¬5,190 | β¬8,581+β¬3,391 | β¬10,638+β¬5,448 | β¬12,996 |
| 25y | β¬6,488 | β¬12,385+β¬5,897 | β¬16,413+β¬9,925 | β¬20,050 |
| 30y | β¬7,785 | β¬17,241+β¬9,456 | β¬24,513+β¬16,728 | β¬29,944 |
Assumes β¬260/yr invested at the start of each year, compound growth, no withdrawals. 5% approximates a conservative balanced fund; 7% approximates a broad global equity index fund long-term average. Returns are not guaranteed.
The Estonian Advantage: III Sammas
For Estonian residents, there is an extra layer to this thought experiment: the third pillar pension (III sammas). Contributions to a voluntary pension fund are deductible from your taxable income β up to 15% of your gross annual income or β¬6,000, whichever is lower.
At Estonia's 22% income tax rate, investing β¬260 into a third pillar fund gives you approximately β¬57 back as a tax refund. Your net cost is just β¬203 β but your invested amount is still β¬260. That is a guaranteed 28% return on your first euro before your fund earns a single cent.
If you reinvest the tax refund as well, you are investing ~β¬317 per year for the out-of-pocket cost of β¬260. After 30 years at 7%, that grows to roughly β¬29,944.
The tax bonus in numbers
β¬260 invested in III sammas β ~β¬57 tax refund β effective cost β¬203. Or: invest both β¬260 + β¬57 refund = β¬317/year. At 7% annual return over 30 years, β¬317/year grows to approximately β¬29,944.
You invest
β¬260
into III sammas per year
Tax refund
~β¬57
returned at 22% income tax
Net cost
β¬203
actual out-of-pocket per year
Keeping It in Perspective
None of this is a recommendation. Whether to invest, where, and how much depends on your personal circumstances, income, existing savings, debts, and risk tolerance β things only you (and ideally a financial advisor) can assess.
What this exercise does show is that the compounding effect of a consistent, modest annual contribution is significant over long time horizons. And electricity savings are a real, recurring source of that kind of modest annual sum.
The first step is reducing the electricity bill. The second step β if and when it makes sense for you β is deciding what to do with the difference.
Start Here: Get the Savings First
Before any of the above becomes relevant, you need the β¬260/year in savings to exist. That starts with smart automation β connecting your water heater, EV charger, or other high-consumption devices to a system that acts on real electricity prices.
Automate your savings with Elewatt
Elewatt connects to your Shelly devices and automatically runs them during the cheapest hours of each day. Set it up once β it handles the rest.
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