Roulette Betting Systems and Bonus‑Abuse Risks: Practical, No‑Nonsense Guide for New Players

Picture of د / محمد سعيد زغلول

د / محمد سعيد زغلول

استشاري الطب النفسي وعلاج الإدمان كلية الطب جامعة الاسكندرية - ماجيستير أمراض المخ والأعصاب والطب النفسي وعلاج الإدمان
عضو الجمعية المصرية للطب النفسي وعضو الجمعية العالمية ISAM لعلاج الادمان.

محتويات المقال

Here’s the value up front: no betting system can overcome roulette’s house edge in the long run, and trying to “game” casino bonuses often costs more than it earns once you factor wagering, game weighting and detection rules. Hold on.

If you want to play smarter tonight, follow three simple rules: 1) pick European roulette where possible (house edge ≈ 2.7%), 2) size bets to protect your bankroll against realistic losing streaks, and 3) read bonus T&Cs before you touch the money — especially max‑bet and game‑contribution clauses. Here’s the thing.

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)

Quick practical takeaways (two minutes)

  • House edge is fixed per wheel: European ≈ 2.7% (single zero), American ≈ 5.26% (double zero).
  • Betting systems (Martingale, Fibonacci, etc.) change variance, not expected value.
  • Bonuses look attractive but beware: wagering requirements, max payout caps and game weightings turn “free” money into heavy turnover obligations.
  • Always complete KYC before depositing if you plan to withdraw — casinos often hold payouts pending verification.

Wow.

How betting systems actually behave — short math, real common sense

Observation: many beginners think a progression like Martingale “wins eventually.” That’s an emotionally satisfying story, but it ignores table limits and finite bankrolls. Hold on.

Analytical core: expected value (EV) on a single even‑money roulette bet is negative and equal to −house_edge × stake. For European roulette EV per $1 bet ≈ −$0.027. No sequence of stakes changes that average loss over many independent spins.

Example — Martingale in practice:

  • Base bet = $1 on red. Progression doubles after each loss: $1, $2, $4, $8, $16, $32, $64…
  • If table max is $100, you can’t continue indefinitely. A 7‑loss run (probability ≈ 0.5^7 ignoring zero) will bust you or hit the limit.
  • Cost of seven losses in a row: total outlay = $1+2+4+8+16+32+64 = $127 to win $1 net — brutal variance for tiny expected reward.

Here’s the thing.

Simple formulas you can use

  • Expected single‑spin loss = stake × house_edge.
  • Probability of surviving n consecutive losses on an even‑money outcome ≈ (1/2 − 1/2×zero_factor)^n; for a single‑zero wheel approximate success per spin ≈ 18/37 ≈ 0.4865.
  • Required bankroll for Martingale to survive k losses ≈ 2^k − 1 (in base units).

Comparison table: common approaches

System Complexity Bankroll required (qualitative) Primary Risk Does it change house edge?
Flat betting Low Low–Medium Variance over time No
Martingale (double after loss) Low High Catastrophic single run loss / table limit No
Fibonacci Medium Medium–High Lengthy losing streaks No
D’Alembert Low Medium Slow drift of losses No
Labouchère (cancelation) High High Sequence failure / long run risk No

Hold on.

Bonus terms + casino detection: where players trip up

Practical reality: casinos attach conditions to bonuses to protect their margin. Common clauses include wagering requirements (WR), game contribution percentages, max‑bet while the bonus is active, stuck bonus balances and cashout caps. To understand whether a bonus is worth the work, translate the terms into a concrete turnover requirement and an expected loss estimate.

Mini‑calculation example using a common structure (adapted to many offers): suppose a 100% match on $100 with a 40× WR applied to (deposit + bonus). Then turnover required = (D + B) × WR = ($100 + $100) × 40 = $8,000. If you bet average $10 spins, that’s 800 spins — a large volume where house edge compounds your expected loss: 800 spins × $10 stake × 2.7% ≈ $216 expected loss just from edge, plus the risk of breaking max‑bet rules. That’s not “free” money. Here’s the thing.

Also important: casinos monitor behavioural signals for bonus abuse — rapid high‑volatility play, near‑max‑bets while a bonus is active, quick deposit/withdraw cycles, multiple accounts from same device/IP and suspicious ticket patterns. KYC and device checks are routine: if you try to avoid verification to dodge WR, expect delays or forfeiture.

For a practical place to check T&Cs before you sign up, use the site’s promotions and rules pages — and read the fine print carefully. If you want to review a casino’s general offering and bonus structure in one place, check this review link here that summarizes promotions, wagering rules and provider lists — it’s a useful starting point when comparing offers.

Mini‑cases — two short examples you can test mentally

Case A: Small bankroll + Martingale

Player X has $100 and wants to use Martingale with base $1. A run of seven losses costs $127 as shown above — player goes bust. Likely outcome: a small steady set of tiny wins and an eventual large loss that wipes the session. Emotional cost: high. Financial cost: severe relative to bankroll.

Case B: Claiming a 20 free‑spin no‑deposit (max cashout $100, WR 40×)

Player Y wins $30 from free spins. Wagering 40× means $30 × 40 = $1,200 turnover before withdrawal. At average bet $5, that’s 240 spins — long enough to erode playthrough through game weighting and bet limits. Casinos often cap the maximum withdrawable amount from no‑deposit winnings to reduce exposure.

Wow.

Quick Checklist: before using a betting system or claiming a bonus

  • Know the wheel: prefer single‑zero (European) wheels; avoid double‑zero if possible.
  • Decide bankroll and worst‑case loss you can comfortably absorb (stop‑loss rule).
  • If using progressions, set a maximum number of steps and a hard stop — plan escape in advance.
  • For bonuses: compute required turnover (D+B)×WR, check game‑weighting, max bet rules and max cashout caps.
  • Complete KYC as soon as you register — don’t leave withdrawals waiting on verification.
  • Use flat bets for long sessions; use streak‑limiting tactics (time/session limits) to avoid tilt.

Common Mistakes and How to Avoid Them

  • Assuming short‑term patterns predict the next spin (gambler’s fallacy). Avoid by treating each spin as independent.
  • Chasing losses with bigger stakes. Set fixed bankroll slices per session and walk away when exhausted.
  • Not checking game weighting for wagering: many slots contribute less to WR than table games; roulette often contributes lower or is restricted entirely.
  • Hiding from KYC: don’t. Late verification delays payouts and can lead to forfeited winnings.
  • Using multiple accounts or false documents to “beat” bonus rules — this is fraud and will get you banned and balances seized.

Here’s the thing.

Mini‑FAQ

Q: Will Martingale make me profit?

A: In theory you get many small wins until a rare, large loss wipes you. In practice your finite bankroll and table limits mean expected value is still negative — short bursts can “feel” profitable, but long‑run math kills it.

Q: Are casino bonuses worth chasing?

A: Only if you translate T&Cs to concrete turnover and expected loss, and if you’re willing to accept the required volume. High WR and low game contribution make many bonuses poor value for roulette players.

Q: How do casinos detect bonus abuse?

A: Through pattern detection: unusual bet sizing, rapid deposit/withdraw behaviour, family/IP clusters, and mismatched documents. Honest play with KYC transparency is the safest route.

Q: Which wheel should I choose?

A: Prefer European single‑zero wheels for lower house edge. If only American double‑zero is available, reduce bet size or avoid long sessions.

18+. Play responsibly. If gambling stops being fun, use account limits, cooling‑off or self‑exclusion tools. For Australian players, note that offshore casinos operate under their licensing jurisdictions — they do not provide the same consumer protections as Australian‑licensed operators. If you need help, visit Gambling Help Online or call your local support services.

About the author

{author_name}, iGaming expert. I’ve worked with online casino operations and reviewed dozens of offers for Australian players; I blend practical session experience with basic probability to give realistic, actionable advice.

Sources

  • https://www.acma.gov.au — overview of Australian online gambling regulatory environment.
  • https://www.gamingcontrolcuracao.org — licensing and player protection details for Curaçao‑licensed operators.
  • https://www.gamblinghelp.org.au — support and responsible gambling resources for Australians.
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