Argentina retirement income: a worked example

Invented figures, not official pension rates. Ages are scenario inputs, not eligibility ages. High inflation and uneven benefit adjustments can make a constant-real-income model unsuitable. Treat the result as a scenario and update the inputs regularly.

What does this example show?

With spending of ARS 1,800,000 a month, an entered pension of ARS 1,000,000 from age 65, and no investment growth or inflation, the plan needs ARS 348,000,000 at age 60 to last until age 90. Of that, ARS 108,000,000 covers the period before the pension starts.

Load this example

Prepare the Argentina inputs

Plan in today's Argentine pesos using a personal pension estimate and accessible savings. Keep inflation assumptions, benefit adjustments and currency exposure distinct. ANSES's Historia Laboral shows recorded contributions, and its guidance notes that some work may be covered by another pension fund. Establish which institution handles your record and obtain a relevant estimate. This model does not assess service requirements or special regimes.

Read the country guide and input checklist

Every assumption in the baseline

Current age / stop working: 60 / 60
Plan until age: 90 (exclusive)
Accessible savings at retirement: ARS 348,000,000
Further saving: ARS 0 per month
Spending after tax: ARS 1,800,000 per month
Entered pension after tax: ARS 1,000,000 per month, age 65 onward
Other income streams: ARS 0
Net nominal return / inflation: 0% / 0% per year

All figures use today's purchasing power. The pension is an illustrative recurring payment. The model does not assess eligibility, taxes, access restrictions or a benefit increase for claiming later. The example uses zero return to make the arithmetic easy to reproduce; zero is not a return forecast.

Follow the two periods

Age 60 to 65: savings cover all spending.
5 years × 12 months × ARS 1,800,000 = ARS 108,000,000.
Age 65 to 90: the pension covers part of spending.
Monthly gap = ARS 1,800,000 − ARS 1,000,000 = ARS 800,000. Over 25 years, savings supply ARS 240,000,000.

Total capital needed: ARS 108,000,000 + ARS 240,000,000 = ARS 348,000,000. At a nonzero return, the calculator discounts each monthly gap. It never borrows against future pension income.

Change one assumption

Same starting savings and spending, different timing · ARS
Scenario	Capital needed	Additional capital needed	Try it
Baseline bridge	ARS 348,000,000	ARS 0	Load scenario
Pension starts one year later	ARS 360,000,000	ARS 12,000,000	Load scenario
Plan for five more years	ARS 396,000,000	ARS 48,000,000	Load scenario

Delaying the same pension by one year increases the required savings by ARS 12,000,000. Planning five years longer adds ARS 48,000,000. Actual later-claiming benefits may differ: get a new official estimate before using a real alternative date.

What this leaves out

Do not mix an old nominal benefit quote with a current spending budget. Express both in pesos of the same date. The projection assumes constant real pension payments; that assumption is a planning simplification, not a forecast of benefit adjustments.

The result is a deterministic illustration with no market volatility, changing taxes, care-cost shock or inheritance target. Payments remain constant in real terms, which may overstate a pension that does not keep pace with prices. Three income streams are available; combine payments only when their dates and money basis match.

The first twelve-month budget in the calculator solves for a fundable spending level. It is a separate result from your entered target. In a stressed scenario it can be lower than the target; the capital-gap table above keeps the original spending target unchanged.

Official sources and review scope

Source descriptions checked 4 October 2026. This is an illustrative calculation, not a government benefit forecast. Read our editorial policy and review status.

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