Quick value: if you want to know how VR and blockchain can be stitched into a live casino product—what to budget, which technical pieces to choose, and the real pitfalls to avoid—read this. You’ll get a short project blueprint, two mini-cases, an implementation comparison, and a one-page checklist you can use tomorrow.

Here’s the thing. VR alone creates immersion; blockchain adds transparency and provable settlement. Put them together correctly and you offer players a visibly fair, auditable experience that looks and feels different from a standard web casino. Do it badly and you’ll spend months on rework, anger regulators, and frustrate users who just wanted a clean session.

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

Why combine VR and blockchain? Practical gains, not buzz

Short answer: player trust + product differentiation. Longer answer: blockchain gives you an immutable event log (bets, outcomes, payouts) and VR gives you presence (dealer sightlines, avatar social features, spatial audio). Together you can offer features that web-only casinos struggle to prove — like verifiable RNG seeds tied to gameplay events in a VR table, or on-chain micro-payouts for social achievements.

At first glance it’s tempting to over-engineer: full on-chain RNG, every spin committed to a public ledger. But the better route for most operators is hybrid: commit key checkpoints on-chain while keeping high-throughput RNG and game physics off-chain in a certified environment. This balances cost, latency, and auditability.

Architecture: an operator-friendly blueprint

Imagine a practical stack. Short list first, then a quick diagram:

  • VR client: WebXR + Unity build for headsets (Quest/Meta) and a fallback WebGL layer for desktop browsers.
  • Game server: authoritative game state, deterministic physics for card/table games, session management.
  • RNG layer: certified RNG (off-chain), with cryptographic commitments hashed and stored on the chain at set intervals.
  • Blockchain layer: an L2 or permissioned ledger for on-chain events, deposits/withdrawals, and provable receipts.
  • Payment & KYC: fiat rails + crypto gateway; AML/KYC integration; compliance logs stored off-chain but anchors placed on-chain.
  • Audit & analytics: immutable event stream feeding BI and dispute resolution tools.

Operational note: latency matters in VR. If you force every bet confirmation through an on-chain transaction in real time, VR users will feel lag and drop sessions. Use on-chain anchoring—commit a hash of many game events in batches (e.g., every 30–120 seconds) and store session receipts that players can later use to verify outcomes.

Mini case A — “TableChain” (hypothetical): a live VR blackjack table

Scenario: a mid-sized operator wants a live VR blackjack table where players can verify that the shoe wasn’t tampered with.

Implementation outline:

  1. Deal engine runs on a certified server using an audited RNG. Each shoe generation emits a nonce and a hash of the shuffled deck.
  2. The server signs every hand event and broadcasts the signed event to players in the session (low latency off-chain messaging).
  3. Every 60 seconds the server commits a Merkle root of recent hand hashes to a permissioned blockchain (fast, low-cost write like an L2 or private chain).
  4. Players can request a hand receipt after the round: the system returns the signed event, the Merkle path, and the on-chain anchor to verify immutability.

Result: players get near-instant gameplay with a transparent post-game audit trail. The operator avoids on-chain micro-transactions per hand and keeps latency low.

Mini case B — “Social Payouts”: tokenised tips and micro-rewards

Short story: in VR lounges, tipping dealers or rewarding streamers encourages retention. Blockchain can issue non-custodial micro-tokens for social acts (tips, table vibes) that are redeemed for free spins or converted to loyalty points.

Mechanics:

  • Use an ERC-20-like token on a cheap L2 or a stable internal ledger.
  • Tipping is an off-chain credit that mints a token on certain triggers (e.g., end-of-session anchors).
  • Token redemptions happen on the operator’s backend with clear caps and AML checks.

Warning: token economics must be simple. Over-complex loyalty tokens create tax and KYC headaches.

Tooling & approach comparison

Approach Latency Cost / Tx Auditability Ease of Integration
Full on-chain RNG (public chain) High (poor UX) High Maximum Hard
Hybrid (off-chain RNG + on-chain anchors) Low (good UX) Low–Medium Strong Medium
Permissioned ledger (consortium) Low Low Good (limited public access) Medium–Easy
Centralised logging + third-party audit Low Low Dependent on auditor Easy

Between these, the hybrid model is the most practical for operators that need fast VR response and meaningful transparency without astronomical costs. If you want to see a live consumer-facing rollout example and how an operator frames such features, check the operator’s developer pages at the official site—they outline similar hybrid mechanisms and player-facing receipts used in pilot releases.

Cost, timeline and staffing (realistic estimate)

Here’s a practical budget snapshot for an MVP VR+blockchain table (not counting live-dealer studios):

  • Prototype client (Unity/WebXR): 2–3 months, 2 devs
  • Game server + RNG + integration: 2 months, 2 backend devs
  • Blockchain anchoring + payment/KYC pipeline: 1–2 months, 1–2 blockchain engineers
  • QA, security audit, and legal checks: 1–2 months

Ballpark cost: AUD 120k–350k for a commercial-ready MVP depending on outsourcing rates, audit rigor, and studio costs. Expect ongoing monthly hosting, node, and compliance costs (AUD 5k–20k+).

Quick Checklist — launch-ready items

  • Choose VR client approach: native headset build vs WebXR fallback.
  • Select blockchain layer: permissioned L2 or public L2 (gas cheap) for anchoring.
  • Design hybrid RNG: certified provider + cryptographic commitments.
  • Implement session receipts and Merkle anchoring.
  • Integrate KYC/AML with on-boarding (mandatory for AU players using fiat).
  • Audit: security penetration test + RNG audit from a recognised lab.
  • Regulatory check: licensing jurisdiction (e.g., Curaçao, GCB) and dispute resolution terms.
  • UX testing: latency <100ms perceived in VR for core interactions.

Common mistakes and how to avoid them

  • Mistake: Writing every event to-chain. Fix: batch anchors and provide receipts.
  • Mistake: Ignoring VR accessibility (comfort, motion sickness). Fix: include stationary modes and adjustable FOV.
  • Mistake: Designing token economics before compliance checks. Fix: consult legal early; cap token values and add KYC triggers.
  • Mistake: Over-indexing on public transparency while exposing player PII. Fix: only store hashes on-chain; keep PII off-chain under encryption and AML logs.
  • Mistake: Not testing chains under load. Fix: stress-test anchoring cadence and node throughput.

Mini-FAQ

Will on-chain events reveal my bets and personal data?

No—good designs only store cryptographic hashes or anonymised receipts on-chain. Raw bets and PII remain off-chain, encrypted, and linked only by non-identifying anchors. That said, public chains are visible—never write PII to a public ledger.

Can players audit outcomes themselves?

Yes. Provide a UI where players paste or request their session receipt; the UI verifies signed events against on-chain anchors and displays a human-readable audit trail. This increases trust without forcing real-time on-chain validation.

Which blockchain should I use?

For most casinos, a cheap L2 (e.g., Optimistic or zk-rollup) or a permissioned ledger is best. Public chains are fine for loyalty tokens, but anchors and receipts need only minimal on-chain writes, so gas price variability is less of a blocker when using batching.

18+ only. Play responsibly. Operators must implement KYC/AML controls and comply with local laws before accepting real-money wagers. If you’re in Australia, note that Curaçao-licensed operators operate in a grey market; verify license details and read dispute terms carefully. If gambling causes harm, contact your local support services (e.g., Gambling Help Online in Australia).

Implementation-ready verification snippet (example)

Here’s a simplified verification flow you can hand to engineers:

  1. Server emits signed event E = {hand_id, timestamp, outcome, server_nonce} and stores locally.
  2. Client receives E and stores the signed receipt R = Sign_server(E).
  3. Every N events the server computes MerkleRoot(M) of recent R set and writes hash H = SHA256(M) to the blockchain as anchor TX.
  4. Player requests proof: server returns E, R, MerklePath(E→M), and TX hash. Client verifies signature and checks H on-chain matches M hash.

That pattern gives players verifiability without forcing every interaction on-chain.

Final practical notes and next steps

To pilot: pick one table or spin game, implement hybrid anchoring, and run a closed beta with a small user group. Track metrics: session length, perceived latency, dispute rate, cost per anchor, and player trust signals (e.g., voluntary audits). Expect the first three months to be heavy on user comfort tuning—VR ergonomics matter more than your token UI.

Sources

  • https://www.w3.org/TR/webxr/
  • https://ethereum.org/en/developers/docs/
  • https://www.ecogra.org/
  • https://www.curacao-egaming.com/

About the Author

Jordan Blake, iGaming expert. I’ve designed player-facing products for online casinos and led two pilot VR+blockchain builds. I write practical guides that focus on shipping working features, not on theoretical whitepapers.