EU Online Gambling Laws and Fraud-Detection Systems: A Practical Guide for Operators and Newcomers

Share With:

Hold on — this isn’t a dry legal summary. Right away: if you run or plan to work with online gambling services in the EU, the rules on anti‑money laundering (AML), player verification, and fraud detection are operational requirements, not optional checkboxes. In practice, getting compliant requires a blend of documented policies, real‑time monitoring systems, and continuous tuning.

Here’s the quick win: focus first on identity (KYC), transactional monitoring, and vendor governance. Those three components cover most of the regulatory expectations across member states and help prevent the obvious fraud vectors that cost businesses the most.

![image](data:image/webp;base64,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)

Why the EU framework matters for fraud detection

Something’s off when operators treat GDPR and AML as separate problems — they are tightly linked in live operations. The EU’s AML directives (notably Directive (EU) 2018/843 — the 5th AMLD) push for risk‑based customer due diligence, which forces gambling businesses to build proactive detection rather than reactive cleanups. At the same time, data protection (GDPR) constrains how you store and use identity and behavioural data — creating a compliance balancing act that technical teams must design for from day one.

On the one hand, regulators expect continuous monitoring of suspicious transactions; on the other, privacy officers demand minimised retention and lawful processing. You’ll need documented legal bases, robust logging, and clear retention/erasure workflows that satisfy both regimes.

Core components of a fraud‑detection stack for EU gambling

Hold up — don’t buy solutions yet. Start by mapping these essentials to your risk profile:

  • KYC & identity verification: tiered checks (email/phone → ID documents → enhanced checks for high risk) aligned to transaction thresholds.
  • Payment monitoring: velocity checks, chargeback patterns, mismatched billing/shipping, and instrument‑risk scoring.
  • Behavioural analytics: session fingerprinting, bet‑pattern anomalies, and feature‑triggered alerts (e.g., sudden high‑value sessions).
  • Case management: a ticketed workflow for alerts with audit trails for decisions (suspend, escalate, report to FIU).
  • Vendor/third‑party controls: supplier due diligence and contractual SLAs for any out‑sourced KYC or screening services.

Comparison table — approaches and tool choices

Approach / Tool Pros Cons Best for
Rule‑based engines Simple to implement; transparent decisions High false positives; hard to scale Small operators with clear thresholds
Machine learning models (behavioural) Detects subtle anomalies; scalable Opaque decisions; requires labelled data Medium/large operators with data science resources
Hybrid (rules + ML) Balanced accuracy and auditability Complex to maintain; needs orchestration Most regulated operators
Third‑party SaaS vendors Faster deployment; industry feeds (blacklists, device intelligence) Vendor risk; recurring costs; integration work Startups and regulated operators wanting speed to market

Mini case: a simple operational playbook (hypothetical)

Hold on — quick story. A mid‑sized EU operator noticed a spike in high‑value wins from newly created accounts. Initially, they paused suspicious withdrawals, but that was noisy. They implemented a 3‑step playbook:

  1. Auto‑flag accounts with >€2k wins within first 48 hours.
  2. Run enhanced KYC + device fingerprinting on flagged accounts.
  3. If device or payment links to known bad actor lists, freeze and escalate to AML officer for SAR (suspicious activity report).

The result: 75% fewer false positives in two months and faster SAR turnaround. The takeaway — thresholds need iteration and a human‑in‑the‑loop to tune model parameters.

Where to place fraud tools in your compliance timeline

Here’s the thing — fraud detection isn’t a single project. Treat it as an operational capability:

  • Phase 0 (Policy): Define risk tolerance, transaction thresholds, and reporting SLAs.
  • Phase 1 (Controls): Deploy KYC, basic rules, and case management.
  • Phase 2 (Detection): Add behavioural analytics and ML scoring for anomaly detection.
  • Phase 3 (Optimise): Monitor model metrics, retrain, and close feedback loops with investigators.

Where to find practical help (and one relevant example)

In practice, operators often combine internal tooling with specialist partners for identity verification and device intelligence. For teams evaluating simulation or training environments (especially when testing play flows without real‑money risk), social casino platforms or demo environments can help stress test UX and edge cases. If you want a feel for slot‑style flows and user journeys used in simulators, check cashman.games as an example of a social casino environment where many behavioural patterns are exercised without real money at stake.

Quick checklist — deployable in a week

  • 18+ age gating and visible responsible gaming notices (GDPR and local age rules).
  • Documented KYC tiers and transaction triggers for enhanced due diligence.
  • Integrate payment gateway alerts (chargeback ratio, BIN risk).
  • Install session fingerprinting and basic velocity rules (logins, bets, withdrawals).
  • Set up a simple case management queue and assign SLA (e.g., 48h initial review).
  • Map data retention policy to GDPR and AML record‑keeping requirements.

Common mistakes and how to avoid them

  • Mistake: Treating GDPR as a blocker to AML. Fix: Perform legitimate‑interest and contract analyses; use encryption and minimisation to balance both.
  • Mistake: Turning on ML without labelled data. Fix: Start with rules and crowdsource analyst labels to bootstrap supervised models.
  • Mistake: Overreliance on vendor blacklists. Fix: Combine vendor signals with in‑house behavioural baselines and human review.
  • Mistake: Long manual SAR turnaround. Fix: Automate data aggregation for reports and keep an evidence trail for all decisions.

Mini‑FAQ

Do all EU countries have the same fraud‑detection rules?

No. Short answer: EU directives set minimum AML standards, but member states transpose them differently. That means verification thresholds, SAR filing formats, and licence conditions vary — build your compliance map per jurisdiction.

Can I rely solely on third‑party identity providers?

Not safely. Third‑party providers are valuable for scale, but regulatory responsibility remains with the operator. Maintain control over decision rules and perform periodic audits of vendor accuracy and SLAs.

How do GDPR and AML interact in practice?

They intersect at data processing. You must document legal bases (e.g., legal obligation for AML vs consent for marketing) and ensure secure storage, clear retention periods, and a pathway to anonymisation or deletion when appropriate.

Two short practical examples

Example A — Synthetic identity attack caught by velocity patterns: multiple accounts registered with similar device fingerprints and incremental deposit patterns. A simple rule (more than three new accounts from same fingerprint in 24h) caught the cohort; investigators blocked withdrawals, saving the operator €45k in potential payouts.

Example B — Collusive play ring: accounts with normal KYC but shared payout destinations. Network analysis (graph‑based) revealed shared IBANs and rapid internal transfers; the operator used hybrid rules + manual review to flag and close the ring.

Implementation tips and timeline

Alright, check this out — a realistic six‑month roadmap for a regulated operator:

  1. Month 0–1: Policy design, threshold setting, vendor selection.
  2. Month 2–3: Deploy KYC, rules engine, basic fingerprinting, and case management.
  3. Month 4: Pilot ML models on historical labelled incidents and tune false positive rates.
  4. Month 5–6: Full integration with payments, operational handover, and regulator reporting rehearsals.

One final practical note — rotate test‑cases and red‑team your detection by simulating fraudsters monthly. This keeps models sharp and uncovers drift in both behaviour and false positives.

18+ — Responsible play and compliance matter. Operators should implement player protection measures, allow self‑exclusion, and offer links to local support services. If you’re in doubt, consult local counsel or the national gambling regulator.

Sources

  • https://ec.europa.eu/info/business-economy-euro/banking-and-finance/financial-crime/anti-money-laundering-and-countering-financing-terrorism_en
  • https://ec.europa.eu/info/law/law-topic/data-protection_en
  • https://www.fatf-gafi.org/

About the Author

Sam Carter, iGaming expert. Sam has 10+ years designing compliance and fraud programs for online gaming operators across EMEA and APAC, focusing on practical, risk‑based solutions that balance AML, UX, and data protection.

subscribe to dialogue

Stay up to date with latest Reon news and industry innovations

We won’t send you spam. Unsubscribe at any time