Gold Lump Sum vs Periodic Purchase Calculator

Compare buying the full gold budget immediately with spreading the same budget across monthly purchases. The model makes the price-path assumption explicit instead of hiding it.

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Lump-Sum Gold—
Periodic Gold—
Periodic Avg Price—
Lump-Sum Advantage—
Ending Gold Price—

How the Lump-Sum vs Periodic Model Works

Lump-Sum Grams = Budget ÷ Current Price

Monthly Price = Current Price × (1 + Annual Growth)^(Month ÷ 12)

Periodic Grams = Sum(Budget ÷ Months ÷ Monthly Price)

The model keeps total budget fixed and assumes equal monthly cash purchases. It is a scenario comparison, not a forecast.

Why the Price Path Matters

If prices rise steadily, buying earlier can acquire more grams for the same total budget. If prices fall early, periodic buying can acquire more grams. The calculator makes that dependence visible.

Do Not Treat the Scenario as a Prediction

The annual growth rate is intentionally user-entered. Test several assumptions rather than interpreting one scenario as a probable future path.

Actual outcomes can also differ because of spreads, premiums, taxes and execution timing.

Frequently Asked Questions

Does periodic buying always outperform lump sum?

No. The result depends on the assumed price path.

Is the monthly budget constant?

Yes. The total budget is divided evenly across the selected number of months.

Can the annual growth scenario be negative?

Yes. Entering a negative assumption models declining prices.

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