Makarov-Biarritz Roulette Strategy (UK)
A classic straight-up + split coverage system: you back a single number every spin and surround it with splits to catch neighbours. The goal is to turn a single hit into a big payout while softening near-misses.
UK focus • Best on European (single-zero) wheels • Author: Otto
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How the Makarov-Biarritz Works (2-Minute Version)
- Stake shape: Per spin place 1u straight-up on your number + 4 × 0.5u splits that include that number (total stake ≈ 3u). On edges/corners use 2–3 splits (total ≈ 2–2.5u).
- Spin count: Play a block of 36 spins on one number. The chance the number hits at least once in 36 spins on EU wheels is about 62.7% (p=1/37).
- On a direct hit: You win the straight-up and every split that includes that number. That’s the “Biarritz burst.”
- On a neighbour: One of your splits typically returns 17:1 — a small profit or reduced loss.
- Wheel: Use European (single-zero) for better odds; avoid American (double-zero) for this system.
Worked Example (European wheel)
Per spin stake: 1u straight-up + 4×0.5u splits = 3u total.
| Outcome | Payouts | Total Return | Net vs 3u stake |
|---|---|---|---|
| Target number hits | 35u (straight) + 4×(0.5×17u)=34u | 69u | +66u |
| Adjacent number hits | One split wins: 0.5×17u=8.5u | 8.5u | +5.5u |
| Non-covered | — | 0u | −3u |
Edge/corner numbers have fewer valid splits; scale the 0.5u splits accordingly (e.g., 2–3 splits).
Why 36 Spins?
On European wheels, your number’s per-spin hit chance is 1/37 ≈ 2.70%. The chance of at least one hit in n spins is:
P(≥1 hit) = 1 − (36/37)n
- n=18: ~39.2%
- n=36: ~62.7% (typical MB block)
- n=50: ~73.5%
Risk Profile (stake pattern)
- Lower risk: 1u straight + 2×0.5u splits (≈2u/roll)
- Balanced: 1u straight + 4×0.5u splits (≈3u/roll)
- High risk: 2u straight + 4×1u splits (≈6u/roll)
Keep total per-spin stake ≤ 1–3% of bankroll.
36-Spin Scenario Analysis (GBP)
Assume £1 units, balanced pattern (1×straight, 4×0.5 splits → £3 per spin). Bankroll example: £150–£300.
| Scenario | Hits across 36 spins | Total Staked | Estimated Return | Net |
|---|---|---|---|---|
| A) Typical | 1 straight, 5 split | 36×£3 = £108 | (£69) + (5×£8.50) = £111.50 | +£3.50 (≈ +3.2%) |
| B) Cold table | 0 straight, 4 split | £108 | 4×£8.50 = £34 | −£74 |
| C) Hot burst | 2 straight, 3 split | £108 | (2×£69) + (3×£8.50) = £163.50 | +£55.50 |
Returns vary with wheel position (edge numbers have fewer splits) and actual hit distribution. This is a model, not a guarantee.
Step-by-Step Playbook
- Pick a European table and a number in a roomy part of the layout (4 valid splits).
- Set units (e.g., £1) and a block size of 36 spins.
- Per spin: 1u straight on the target + 0.5u on each valid split that includes it.
- If you hit the target: keep the same plan (don’t chase). If bankroll peaks, bank profits.
- If down ~15–25% of your session budget, stop or switch number for a fresh block.
When to Use / Avoid
- Use when you want big-hit potential with partial cover on neighbours.
- Avoid on American wheels (00) or very low table limits that cramp the split coverage.
- Bankroll: Aim for 50–100× your per-spin stake.
Makarov-Biarritz vs Labouchere (UK View)
Makarov-Biarritz
- Pros: Huge burst when target hits; neighbour cover reduces pain.
- Cons: Dry runs can be costly; needs discipline and a suitable number position.
Labouchere
- Pros: Structured stake control on even-money bets.
- Cons: Can snowball on losing streaks; no “jackpot” burst.
Pick MB for high-impact straight-up play; pick Labouchere for methodical even-money pacing.
Makarov-Biarritz — FAQ
Is Makarov-Biarritz an even-money system?
No. It’s centred on straight-up numbers with split cover — higher variance than red/black systems.
Why straight-up + splits instead of dozens/columns?
Because splits that include your number also pay when the number hits — multiplying the burst.
What’s a sensible unit size?
Let your per-spin stake be ≤ 1–3% of bankroll. Example: £300 bank → £3–£9 per spin for the balanced pattern.
Can I rotate numbers mid-session?
You can, but the 36-spin block is built around probability of a hit on one number. Switching resets that clock.
Does this beat the house edge?
No roulette strategy removes the edge. This system restructures variance — not the math.