Forex glossary

Martingale System

Martingale increases the stake after a loss, classically by doubling. Recovering all earlier losses with one win assumes suitable payoff odds and the ability to place the next stake. With finite capital, exposure can exceed available funds; recovery is not guaranteed, and costs worsen the arithmetic.

Illustrative example

How does it work in practice?

Assume initial capital of 100 USD and successive losing stakes of 10, 20 and 40 USD, with no fees. Only 30 USD remains, insufficient for the next doubled stake of 80 USD.

A case to work through

Doubling with a smaller payout

Hypothetically, the previous loss is 40; the doubled exposure risks 80 but targets only 40.

  1. Even reaching the target recovers exactly the earlier 40 before costs.
  2. Additional costs leave a net loss, while another losing attempt increases it.

What follows? Calculate net payout and capital limits before assessing the scheme.

Example boundary: Neither the next win nor continued increases in exposure are guaranteed.

A useful distinction

Martingale System / Anti-Martingale System

Martingale increases stakes after losses; anti-martingale increases them after wins. Neither scheme guarantees loss recovery or profit.

Check your understanding

Compare the next attempt's profit with accumulated losses.

After losses of 15 and 30, the next net win is 40. Are all losses recovered?

Show the answer and explanation

No; a loss of 5 remains

15+30=45, which exceeds the win by 5.

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Sources and documentation

  • MIT – doubling strategy

    Mathematical doubling assumptions and finite-capital limits; recovery is not guaranteed.

    Document read:

The example illustrates the mechanism. Check current account conditions and instrument specifications with the provider.

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