Risk: Low

Fixed stake

Every qualified selection receives exactly the same stake, so profit and loss measure the selection model rather than the staking plan.

How it works

The stake is a fixed percentage of the STARTING bankroll, so it never moves with results.

Because the size is constant, profit and loss measure the model alone — not the staking plan.

With a €10 base stake every bet in the statistics ledger is €10 unless a cap forces otherwise.

Formula

stake = starting_bankroll × stake_pct (floored at the €10 base stake)

  • starting_bankrollBankroll the strategy began with (100 × base stake)
  • stake_pctFixed share of that starting bankroll, e.g. 1%

Worked example from a €10 base stake

  1. Bet 1: €10 staked, regardless of price or edge.
  2. Bet 2: €10 again — a win or a loss changes nothing.
  3. Bet 3: €10 again. The stake only moves if the base stake itself is changed.

If the bet wins: A €10 bet at 2.10 returns €21.00, a profit of €11.00. The next stake stays €10.

If the bet loses: A €10 bet at 2.10 loses €10.00. The next stake is still €10 — there is no recovery step.

Reset conditions: Nothing to reset: the stake is constant by definition.

Historical robot performance

Settled bets

2

Won / lost

1 / 1

Strike rate

50.0%

Average odds

2.95

Total staked

€20.00

Net P/L

€14.50

ROI

72.5%

Max drawdown

€10.00

Sample size: 2 settled bets. This is far too small a sample to draw conclusions from. Figures are published for transparency, not as evidence that any strategy is profitable.

Simulated bankroll: €1014.50 from a €1000.00 start. Paper mode — no real money is staked.

Advantages

  • Lowest variance of the four
  • Cleanest read on whether the model has an edge
  • Impossible to spiral

Disadvantages and risk

  • Does not compound
  • Ignores how big the edge actually is

Overall risk rating: Low.

When this strategy suits

  • Measuring whether a selection method actually has an edge
  • Small samples, where staking noise would otherwise dominate
  • Bettors who want the lowest possible variance

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