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Crash Gambling Games and Crypto: The Future Is Already Here

Hold on. If you’re curious about crash games and think “crypto = fast cash,” pause for a sec — there’s a safer way to approach this. Right away: if you plan to try crash games, start with micro-bets, set a hard loss cap, and avoid bonuses that force you to chase losses; those three actions reduce the most common startup mistakes new players make.

Here’s the practical benefit you’ll get from this piece: a clear checklist to enter crypto crash games safely, two short case examples with math you can reuse, a compact comparison of fiat vs crypto platforms, and a short FAQ that answers the exact questions beginners ask most. Read the checklist first if you’re in a hurry; everything else explains why those items matter and how to execute them, step by step.

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)

What crash games are — and why crypto changed them

Quick observation: crash games are simple in design but psychologically intense. You bet, watch a multiplier climb from 1.00x upward, and cash out before it “crashes” — if you bail in time you win your stake × multiplier; if you don’t, you lose the stake.

Crash existed before crypto, but cryptocurrencies changed two things fast: settlement speed and anonymity (relative to fiat rails). That means instant deposits/withdrawals on many platforms and the ability to play 24/7 across borders. Those benefits also introduce new risks: volatility of the betting currency, differing KYC/AML regimes depending on the operator’s license, and sometimes weaker dispute resolution than regulated fiat sites.

How crash games work (the minimal math you actually need)

Here’s the thing. The underlying math is simple — expected value (EV) for each bet depends on the true payout distribution used by the game’s RNG. If a game’s long-run average multiplier before crash is M_avg, and the house takes a built-in edge E (expressed as fractional house advantage), then the theoretical payout multiplier is reduced by E. But you don’t need exotic formulas to make safer choices.

Practical formula you can use now:

Expected return per bet ≈ (Probability of cashing at multiplier ≥ chosen-cashout) × (Average cashout multiplier when you succeed) − (Probability of crash before your cashout) × (your stake).

Example (simple): If you auto-cashout at 1.5× and historical data shows you succeed 70% of the time, average cashout when you succeed ≈1.5. So expected return per $1 bet ≈ 0.7×1.5 − 0.3×1 = 1.05 − 0.3 = 0.75 → you’d be losing on average (25% house-like edge when factoring volatility and fees). That’s why bankroll sizing and low-stake testing matter.

Two short cases you can copy

Mini-case 1 — conservative starter (for novices): bet size = 0.2% of bankroll, auto-cashout at 1.30×, max 50 rounds/day.

Why it works: lower variance and a clear stop rule. If you start with a $500 bankroll, a 0.2% bet = $1.00. You can survive long negative runs and learn the timing feel without catastrophic loss.

Mini-case 2 — measured streak play (experienced casuals): bankroll $2,000, bet = 0.5% ($10), auto-cashout tiers: 1.5× normally, 2.0× after 4 straight losses, stop after 3 wins in a row.

This introduces a controlled tilt-management rule: escalate slightly but limit frequency. It’s not a “system” that guarantees profit — it aims to manage volatility and emotional escalation.

Comparison table — fiat platforms vs crypto platforms vs provably-fair crash services

Feature Fiat-regulated casino Crypto-native casino Provably-fair crash services
Deposit/Withdrawal Speed 24–72h (bank/e-wallet) minutes–hours (on-chain/tokens) minutes (crypto) / instant verification
KYC & AML Strict, identity-verified Varies: sometimes lighter, sometimes strict Often light for play, stronger for cashouts
Dispute Resolution Regulated authority recourse Operator-dependent, less recourse Algorithmic transparency; human recourse limited
Transparency Audits & RNG certs published Mixed — some audited, some not Provably-fair proofs (hash/seed)
Best for Players prioritizing consumer protection Fast payouts / crypto users Tech-savvy players who value proof over reputation

Where to play — picking a first platform (practical considerations)

My gut says pick a platform that matches your priorities: speed, safety, or transparency. If speed + variety is crucial and you understand crypto basics, a reputable crypto-native site can be fine. If consumer protections matter more, prefer regulated fiat sites.

To help you evaluate a candidate platform, check: licensing (who issued it and when), RNG or provably-fair proofs, withdrawal limits and speed, KYC thresholds, payment options, and whether the platform publishes audits. One useful site with a wide game selection and clear policies can be found at bet-on-red.ca official, which lists provider integrations, KYC rules and payout timeframes that beginners can read before depositing.

Quick Checklist — before you stake real crypto

  • 18+ and check local rules for CA players; confirm the operator accepts your province.
  • Test with tiny bets first (≤0.2% bankroll) and document 200 rounds before changing strategy.
  • Use an e-wallet or a separate crypto address for gambling funds to isolate losses and simplify accounting.
  • Check withdrawal minimums and speed — prefer e-wallet or on-chain options you control.
  • Verify provably-fair or RNG audits (iTech Labs, eCOGRA, third-party certificates).
  • Enable 2FA and complete KYC early if you plan to withdraw; delays are the top complaint.
  • Set a strict session time and loss limit — use site tools or a phone timer.

Common Mistakes and How to Avoid Them

  • Chasing losses after a crash — fix by enforcing a “stop after X losses” rule and walk away for 30 minutes.
  • Betting too large because “it’ll come back” — cap single bets at 0.5% of bankroll for recreational play.
  • Ignoring fees and slippage — remember gas fees and exchange spreads when converting crypto back to fiat.
  • Not checking the cold-storage policy — some platforms mix operational and hot wallets; if custody matters, prefer transparent operators.
  • Over-relying on “provably fair” language without understanding verification steps — learn to verify hashes or follow a guide before trusting large stakes.

Mini-FAQ

Is crash gambling rigged?

Short answer: not necessarily. Many services use RNGs or provably-fair algorithms; however, trust depends on auditable proofs and third-party certification. Always verify certificates and choose platforms with published audits.

Can I use Bitcoin and cash out to CAD quickly?

Yes, many platforms support BTC and quick withdrawals, but timing depends on the operator’s on-ramp/off-ramp partners. To minimize delays, use e-wallets or exchanges that process CAD withdrawals promptly, and complete KYC beforehand.

Are provably-fair systems better?

They’re more transparent about the event generation, but they don’t replace good company governance or stable payout practices. Use provably-fair proofs plus operator reputation as combined signals.

Regulatory, KYC, and responsible play (CA-specific notes)

Quick practical point: Canadian players often access international (Curaçao-licensed) crypto platforms. That’s legal in many provinces for cross-border services, but consumer protections vary. Here’s what to watch for:

  • KYC triggers: high deposits or fiat cashouts will almost always require ID (passport, driver’s license, utility bill).
  • Source-of-funds checks may appear for large crypto-to-fiat conversions — keep clear records of crypto origins.
  • Responsible tools: use site self-exclusion, deposit/loss limits and session timers. If you feel at risk, contact local resources like the Canadian Centre for Addictions or provincial helplines.

18+ only. Gambling involves risk. Set limits, never stake money you need for essentials, and seek help if gambling stops being fun.

Final practical tips — a short routine to start safely

Here’s a short routine I use when testing a new crash market: (1) read the site’s payout rules and withdrawal timeline, (2) deposit a small amount and play 100 rounds at ≤0.2% stakes, (3) verify provably-fair outcomes for 10 random rounds, (4) try a small withdrawal to confirm processing time. If any step fails or the operator stalls KYC, pause and escalate to support or walk away.

Be honest: these steps take time, but they expose common red flags quickly — delayed payouts, evasive customer support, or unverified RNG claims. Those signals are what cost players money over months, not a single losing session.

Sources

  • https://www.gamblingcommission.gov.uk
  • https://www.coindesk.com
  • https://www.itechlabs.com

About the Author

Jordan Blake, iGaming expert. Jordan has 8+ years’ hands‑on experience with online casino operations, crypto integrations, and player protection programs across North America and Europe. He writes practical guides for recreational players and advises operators on safer product design.

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