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Blockchain in Casinos: How It Works — and a Practical Guide to Poker Tournament Types

Hold on. This piece gets to the point fast: you’ll learn how blockchain changes the mechanics of fairness, payments, and loyalty in online casinos, and you’ll get a clear, playable breakdown of the main types of poker tournaments so you can pick the one that fits your bankroll and temperament.

Here’s the thing. Blockchain isn’t a silver bullet that fixes every casino problem. It does, however, give operators and players technical tools—provably fair hashes, on-chain payments, tokenized comps—that change risk, transparency, and cost structures in measurable ways.

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Quick practical benefits (read these first)

Wow. Read this and you’ll know how to verify a provably fair spin, what to expect when a casino accepts crypto, and which poker tournament format matches your play style.

  • If a casino publishes hashed seeds and verification tools, you can audit outcome fairness in seconds.
  • Crypto payouts often cut withdrawal time from days to hours, but watch for on/off ramp fees and KYC holds.
  • Tournament choice matters: satellites and multi-day events suit grinders; single-table and turbo formats favor short, aggressive sessions.

How blockchain fits into casino mechanics — concise overview

Hold on—let me be candid: blockchain can improve transparency, but it also introduces UX friction (gas fees, wallet setup) and regulatory ambiguity depending on your jurisdiction.

At its core, a blockchain implementation in a casino covers three areas:

  1. Provably fair outcomes (game logic + public verification).
  2. Payments and settlement (on-chain tokens or stablecoins for deposits/withdrawals).
  3. Loyalty and smart contracts (tokenized VIP points, automated bonuses).

On the provably fair side, a typical flow looks like this: the casino publishes a server seed hash before play; the player provides a client seed; after the round the server seed is revealed and the result is computable from both seeds. You verify the hash matches the published value. That removes reasonable doubt about tampering.

Practical mini-case: provably fair slot spin (simple audit)

Here’s what to check in practice. Short checklist first:

  • Does the casino publish a hashed server seed before the spin?
  • Can you input or see a client seed?
  • Is there an on-site verification tool or can you compute the result locally?

Example numbers: server seed hash H = SHA256(server_seed). The casino shows H. After play they reveal server_seed = “s123”. You compute SHA256(“s123”) and confirm it equals H. Then RNG = HMAC_SHA256(server_seed, client_seed) → deterministic pseudo-random bytes → map to reel indices. If all that checks, the spin was not retroactively altered.

Payments, KYC and Canadian specifics

Hold on. If you’re in Canada, two practical notes matter: provincial regulators like the Alcohol and Gaming Commission of Ontario (AGCO) oversee local operators; offshore-licensed casinos (e.g., Curaçao) operate legally but outside provincial oversight and may offer fewer player protections.

Crypto helps with quick on-chain settlement but does not remove KYC/AML requirements. Expect operators to request ID and proof-of-address before large withdrawals. For Canadians, lack of CAD wallets can cause conversion fees—using stablecoins or BTC can reduce conversion pain, but on/off ramps still create costs and delays.

Comparison table: blockchain approaches for casinos

Approach How it works Best for Main downside
On-chain provably fair Game outcomes committed and/or calculated on-chain; full public audit trail Transparency-focused operators; smaller RNG games Gas costs, throughput limits, UX friction
Hybrid (off-chain RNG, on-chain settlement) Fast off-chain RNG; settlements and jackpots on-chain Large game catalogs; crypto payouts Partial transparency; requires trust in RNG operator
Tokenized loyalty Comp points issued as tokens redeemable on-chain VIP programs, cross-brand loyalty Regulatory complexity, tax/reporting questions

Where to see these models in the wild

Here’s the pragmatic tip: if you want to inspect a live RTG-style, crypto-friendly casino with a mix of classical features and crypto-friendly flows, a quick look-through of established offshore sites will show hybrid models in action; many describe their crypto procedures and game provable-fair steps on support pages. For a working example you can visit site as a starting reference to how RTG-based casinos present crypto options and operational terms.

Types of poker tournaments — the practical taxonomy

Hold on. Poker tournament formats are less mysterious than they feel. Pick one based on time available, bankroll, and patience.

  • Freezeout — Single entry. Play until you have chips or are eliminated. Best for clear bankroll limits.
  • Rebuy/Add-on — You can rebuy chips within a window. Highly variance-prone; ideal for aggressive short-term players.
  • Turbo / Hyper-turbo — Blinds rise quickly. Fast action, high variance; good for time-limited players.
  • Multi-table Tournament (MTT) — Standard big-field event. Prize pools are tiered; deep structure rewards endurance.
  • SATELLITE — Win entry to a larger tournament. Efficient path to big events if your edge is consistent play.
  • Heads-up / Single-table (SNG) — Short, focused; SNGs often pay top few places and are good for grinders seeking ROI consistency.

Mini-case: choosing a tournament for a $200 bankroll

Here’s the practical approach. If you have $200 and want risk management, use a bankroll rule: never risk more than 2–3% of your bankroll in buy-ins for a given format. That puts you in $4–6 buy-in SNGs for steady growth. If you prefer volatility and a shot at a big score, a $20 satellite with rebuy might be OK but expect variance spikes and possible long losing runs.

Quick Checklist: what to verify before playing at a blockchain-friendly casino

  • Licensing and regulator info (Curaçao vs provincial Canadian authority).
  • Provably fair documentation (hashes, verification tools).
  • Deposit/withdrawal flows, currency support, minimums, and withdrawal caps.
  • KYC/AML policy and expected verification turnaround.
  • Game provider list (RTG, Evolution, etc.) and any independent audits.
  • Responsible gaming tools (deposit limits, self-exclusion, session timers).

Common mistakes and how to avoid them

  • Assuming “crypto = instant cash.” Avoid by checking withdrawal processing times and exchange withdrawal limits; plan for on/off ramp delays.
  • Believing a hash equals full fairness. Hashes show a commitment but you must understand the RNG mapping from hash bytes to outcomes; verify the verification tool or algorithm details.
  • Ignoring fees. Gas, network spreads, and fiat conversion add up—factor these into expected ROI when moving funds.
  • Skipping KYC prep. If you expect to withdraw sizable winnings, have ID and proof-of-address ready; delays often come from incomplete documents.
  • Chasing “provably fair” badges without examining the implementation. Look for published algorithms and independent auditors, not just marketing copy.

Mini-FAQ

Q: Can I audit every casino spin if they claim to be provably fair?

Short answer: often yes, if they publish server seed commitments and provide either an on-site verifier or algorithm details. Long answer: you must know the hash function and RNG mapping. If those are obscured, the claim is weaker. Always test on a demo round and verify the published hash equals the revealed seed after a few rounds.

Q: Are crypto payouts always faster?

Generally faster on-chain, but not guaranteed. Processing windows, cold-wallet withdrawal batching, and KYC holds can introduce delays. Expect crypto withdrawals to be faster than bank wires in many cases, but always check the operator’s stated processing times and user reports.

Q: Which poker tournament type gives the best long-term ROI?

ROI depends on skill edge and variance tolerance. SNGs and smaller MTTs with deeper structures tend to offer more consistent ROI for trained players. High-variance formats like rebuys or hyper-turbos can produce big short-term wins but lower long-term ROI for most players.

Q: Is blockchain gambling legal in Canada?

It depends. Provincial laws govern gambling activities; offshore operators with Curaçao or similar licenses may accept Canadian players, but they are not governed by provincial bodies like AGCO. Playing on provincially regulated sites generally offers stronger consumer protections. Always confirm local regulations and prefer licensed, transparent operators.

18+ only. If gambling causes harm, contact your provincial support services (e.g., ConnexOntario, problem gambling helplines) and consider self-exclusion tools. Maintain bankroll limits, avoid chasing losses, and verify KYC requirements before depositing.

Final practical pointers — what I do when testing a blockchain-ready casino

Hold on—my field checklist (what I actually do): I deposit a small fund via crypto, request a small withdrawal to confirm the set of off-ramp steps, audit a couple of provably-fair results, and read recent user complaints about KYC or withdrawal holds. If everything matches up and the site shows transparent processes, I’ll run a longer test on non-high-variance games and document the timeline.

To be honest, the technical promise of blockchain is real, but operational details still matter more: speed of support responses, documented RNG processes, and realistic withdrawal caps determine whether the experience is practical for most players.

Sources

  • https://ethereum.org/en/developers/docs/
  • https://chain.link/education/what-is-provably-fair-gaming
  • https://www.wsop.com/learn/how-to-play/Swiss/#:~:text=Types%20of%20tournaments

About the Author: Jordan Lee, iGaming expert. I’ve audited casino proof-of-fairness implementations, run test bankrolls across crypto and fiat flows, and consulted on RNG verification projects. I focus on practical, playable advice for Canadian players navigating offshore and hybrid casino environments.

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