How much do your subscriptions cost over 30 years?
Calculate how much money you could accumulate long-term if you invested, instead of spending on monthly subscriptions, that same amount every month.
Results
Final capital
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Total contributed
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Interest generated
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The final capital is calculated compounding monthly: initial capital × (1 + r)^n, plus the future value of monthly contributions [(1+r)^n - 1] / r, where r is the monthly interest rate and n the number of months.
Year-by-year evolution
| Año | Saldo final | Aportado acumulado | Interés acumulado |
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When should you use this calculator?
Streaming, music, gym, cloud storage... monthly subscriptions add up to more than they seem when viewed one by one. The fields are pre-filled with an example (€40 a month in subscriptions, over 30 years at 7% annually); add up the real total of your current subscriptions to see your own result.
Practical example
Spending €40 a month on subscriptions over 30 years means a direct outlay of €14,400. If that same amount had been invested every month at 7% annually, the final result would be €48,798.84: €34,398.84 more than the accumulated spend, from compound interest over three decades of steady contributions.
Practical tips
It's not about canceling every subscription, but about periodically reviewing which ones you actually use and which you don't, and being aware that this recurring monthly expense has, long-term, a much bigger opportunity cost than its face value.
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Frequently asked questions
How do I add up my real subscription total?
Add up the monthly amount of each active subscription (streaming, music, gym, software, storage) and enter that total in the monthly contribution field.
Why is the final result more than three times the accumulated spend?
Because each monthly contribution earns interest for the rest of the period, and that interest earns further interest — the cumulative effect of compound interest long-term.
Does this calculator assume subscription prices don't rise?
Yes, it assumes a constant monthly contribution. To approximate future price increases, you can raise the example's monthly contribution figure.