Shri Sai Astrologer | Best Astrologer in Hubli | Pandit Shri Vijaykumar Shastri

Fraud Detection Systems: How a Record Jackpot Was Paid Out in Cryptocurrency — A Practical Guide

Hold on. If you heard “record jackpot paid out in crypto” and thought it was untouchable or shady, you’re not alone. This guide gives you the exact practical checkpoints operators, regulators and players should use to understand how fraud detection systems (FDS) handled — or failed to handle — a high-value cryptocurrency payout.

Here’s the payoff up front: if an operator can show (1) verified RNG/game audit, (2) immutable blockchain trace for payout, (3) consolidated KYC/AML timelines, and (4) a documented manual review of the event, the payout is defensible. If one of those is missing, red flags multiply quickly. Read on for checklists, examples, a comparison table of approaches and common mistakes to avoid.

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

What happened — quick narrative you can test

Something unusual: a single wallet received a seven-figure sum after a slot-style jackpot trigger. Wow!

The operator flagged the event by their FDS, but allowed the payout after a short manual review. The blockchain shows the funds moved through two mixers before final withdrawal. That’s when law enforcement and AML units got involved. On the one hand, the player met KYC requirements; but on the other hand, the fund path used privacy tools that complicate recovery and provenance. In short: legitimate win + risky fund path = complex case.

How fraud detection systems are designed for big crypto wins

Short version: FDS for crypto integrates three layers — deterministic rules, probabilistic scoring (ML), and blockchain analytics.

Deterministic rules are the “if X and Y then flag” checks: deposit > threshold AND new account = flag. Probabilistic scoring uses features like bet size vs deposit, session rhythm, game RTP/volatility mismatch and velocity of transactions to build a risk score. Blockchain analytics tools (address risk scoring, clustering, mixer detection) link on-chain activity back to the user profile.

When a record jackpot hits, a well-architected FDS escalates to a manual investigator and freezes counterparty actions pending verification. If that pipeline is broken, payouts can go through and become effectively irreversible.

Mini-case: two short examples (one good, one messy)

Example A — Clean process: Player deposits BTC via a known exchange (KYCed), plays, wins a progressive jackpot. FDS flags the event, investigator verifies deposit timestamps, identity docs match exchange account, and the operator issues payout to an exchange address. Chain trace shows no obfuscation. Quick resolution; low regulatory exposure.

Example B — Messy process: Player deposits via a chain-mixing service, wins, operator verifies only ID document (late KYC), pays out to a privacy coin address. The funds then route through multiple chains. Regulators and banks demand records; operator must prove AML controls retroactively. Result: frozen accounts, reputational damage, possible litigation.

Core elements you must verify after a big crypto payout

Short checklist first. Tick these off to judge whether the payout was handled correctly:

  • Timestamped game logs and RNG audit linkable to the event
  • Full KYC snapshot dated before payout (ID scans, source-of-funds documentation)
  • FDS risk-scoring snapshot and investigator notes explaining override (if any)
  • On-chain transaction record (tx hashes) and wallet clustering report
  • Withdrawal destination type (exchange vs private wallet vs mixer) and mitigation steps

Comparison: Fraud Detection Options & Tools

Approach / Tool Strengths Weaknesses Best use-case
Rule-based engine (thresholds, velocity) Fast; explainable; low cost Easy to evade; brittle vs novel schemes Baseline monitoring for small-mid operators
Machine learning anomaly detection Detects subtle patterns; adapts Opaque decisions; needs quality labels Large platforms with historical data
Blockchain forensics (Chainalysis, TRM) On-chain tracing; mixer detection Costly; doesn’t cover off-chain privacy tools fully Investigating high-value payouts
Third-party AML investigators Human expertise; legal support Slow and expensive Escalation & law enforcement liaison

Where to check payout legitimacy (practical pointer for AU players & operators)

For Australian players and operators checking examples of payouts and operator policies, community-driven logs and regional review hubs can be helpful. A practical resource that curates payment timelines, player reports and game-library notes for AUS-focused casinos is chan-aussy.com — useful when you want cross-checked player accounts and documented payout cases specific to the region.

Practical procedures — step-by-step for operators investigating a high-value crypto jackpot

  1. Lock the payout transaction flow (suspend outgoing transfers until verification).
  2. Export immutable game logs and RNG proof-of-round (timestamped hash or signed server logs).
  3. Run blockchain analysis on the deposit and withdrawal addresses (link tx hashes to clusters).
  4. Verify KYC and source-of-funds documents; request additional proof where necessary.
  5. If obfuscation is detected (mixers, tumblers, chain swaps), escalate to AML compliance and legal; notify relevant authorities per AU rules (see AUSTRAC guidance).
  6. Document investigator decisions with timestamps and rationale for audit trails.

Common Mistakes and How to Avoid Them

  • Relying on post-hoc checks: Don’t treat KYC as optional or retroactive. Collect and verify identity before permitting high-stakes play.
  • No immutable logs: If RNG proofs are not time-stamped or signed, you’ll struggle to defend a legit payout. Use hash anchoring.
  • Ignoring chain analytics: Sending funds without on-chain review is risky. Integrate blockchain forensics into payout flows.
  • Single-investigator overrides: Require dual sign-off for manual overrides above set thresholds.
  • Poor player communication: Silence fuels complaints. Keep players informed about verification timelines and provide RG links.

Quick Checklist (printable)

  • RNG proof attached? □
  • KYC completed before payout? □
  • Chainalysis/tracing report attached? □
  • Manual investigation notes filed? □
  • Law enforcement notified (if required)? □
  • Public player communication drafted? □

Mini-FAQ

Q: Can a casino refuse to pay a crypto jackpot?

A: Short answer: yes, but only under valid contractual grounds (T&Cs) and after documented investigation. If the operator suspects fraud, money-laundering or identity mismatch, the payout can be delayed or withheld pending compliance checks. Any refusal should be backed with logs, KYC evidence and a clear chain of custody. In jurisdictions like AU, players can also seek recourse through the licensing body or, if offshore, via the operator’s dispute resolution process.

Q: How reliable are blockchain forensics in proving a payout’s legitimacy?

A: Blockchain forensics are strong for transparent chains (BTC, ETH) — they show flows, clusters and links to flagged exchanges or mixers. They are less conclusive for privacy coins or Layer-2 obfuscation unless cross-chain evidence or exchange cooperation exists. For a defensible posture, combine on-chain analytics with KYC and game logs.

Q: What should a player do if they suspect a casino is delaying a legit payout?

A: Document everything — screenshots, tx hashes, timestamps, communications. If the operator stalls beyond reasonable verification time, escalate to the licensing authority (note: Curaçao-licensed sites have different recourse paths than AU-licensed operators) and consider public review channels. Keep withdrawal addresses unchanged to preserve chain evidence.

18+. Play responsibly. If gambling is causing harm, contact local support services (in Australia: Gambling Help on 1800 858 858 or gamblinghelponline.org.au). Operators must comply with KYC, AML and local regulations; this article does not replace legal advice.

Final echo: balancing customer service, compliance and irrevocable crypto flows

To be honest, handling a record crypto jackpot is the point where tech, law and trust collide. Operators who invest in explainable FDS, rigorous pre-payout KYC, and rapid blockchain analytics reduce their legal and reputational risk. Players who document and verify transaction hashes early protect themselves if disputes arise. Regulators need to see transparent, timestamped evidence — not anecdotes.

Sources

  • https://www.chainalysis.com
  • https://www.austrac.gov.au
  • https://www.coindesk.com

About the Author

Alex Mercer, iGaming expert. Alex has 8+ years advising online casinos on payments, KYC/AML and product safety across APAC markets. He writes practical guides for operators and players, focusing on transparency and risk-first controls.

Need Help?
Scroll to Top
Click Here To Call