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Casino Mathematics: Understanding the House Edge on Offshore Betting Sites

Hold on — before you deposit, here are three practical takeaways you can use right now: 1) convert a game’s RTP into an expected loss per hour to size your bankroll, 2) compare wagering requirements in plain turnover terms to see if a bonus is worth it, and 3) pick games and bet sizing that lower variance if you want longer sessions. These are not marketing slogans — they’re simple calculations you can do on your phone in under a minute.

Here’s the thing. Knowing the house edge changes how you play. It won’t make you “beat” the casino, but it will let you control risk, choose better games, and avoid expensive bonus traps. Below I’ll give formulas, quick examples, two short mini-cases, a comparison table of practical tools, a checklist, common mistakes, and a short FAQ so you can act with confidence.

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)

What is the house edge — the math you actually need

OBSERVE: Wow — it’s simpler than most people think.

EXPAND: The house edge is the casino’s long-term advantage expressed as a percentage of each wager. If a game has an RTP (Return to Player) of 96%, the house edge is 4% (100% − 96%).

ECHO: In practice, that means if you stake $100 in total on that game, you should expect an average loss of $4 over a very large number of independent wagers. But short sessions deviate — wildly sometimes — because variance and volatility dominate the short term.

Essential formulas

– House edge = 1 − RTP (as a decimal). Example: RTP 0.96 → house edge 0.04 (4%).

– Expected value per bet = Bet size × (RTP − 1). If RTP = 96% and your bet = $1, EV per bet = $1 × (0.96 − 1) = −$0.04.

– Session expected loss = Number of bets × Bet size × House edge. Example below.

Mini-case 1 — Slot session: understand expected loss and variance

OBSERVE: Hold on — I once saw a friend drop $200 on a “97% RTP” slot and walk away with nothing after 30 spins.

EXPAND: Calculate expected loss to get realistic expectations. Suppose you spin a slot with 96% RTP, betting $1 per spin, 300 spins in a night. Expected loss = 300 × $1 × 0.04 = $12. That’s your arithmetic “tax” on the session, not a guarantee.

ECHO: But variance matters. In 300 spins you might hit a big jackpot or lose steadily; the expected loss stays $12, yet outcomes can range from −$200 to +$1,000 depending on volatility. Use expected loss to set budgets, not as a forecast of your single-session result.

Mini-case 2 — Blackjack vs slot: how small edges compound

OBSERVE: My margin-conscious mate plays blackjack, not slots.

EXPAND: Example numbers — a decent basic-strategy blackjack game might have RTP ≈ 99.5% (house edge 0.5%). If you sit for 200 hands at $10 per hand: expected loss = 200 × $10 × 0.005 = $10. Compare that to a slot at 96% RTP with the same dollar throughput: 200 × $10 × 0.04 = $80 expected loss. Same betting volume, radically different expected loss.

ECHO: If your objective is maximizing playtime and minimizing average loss per hour, favor low house-edge games and smaller bet sizes.

How wagering requirements convert to real turnover (and why that matters)

OBSERVE: Here’s what bugs me — players often treat “50× bonus” as a vague warning.

EXPAND: Turn that vague label into a clear formula. If a casino gives a 100% match bonus up to $100 with a 40× wagering requirement on D+B (deposit + bonus), and you deposit $100, your total wagering required = (Deposit + Bonus) × WR = ($100 + $100) × 40 = $8,000 in bets before a withdrawal clears.

ECHO: At $1 spins that’s 8,000 rounds; at $5 spins it’s 1,600 rounds. Translate WR to time and money to see if the “value” is actually worth your time. High WR raises the effective house edge on that bonus until you meet the turnover.

Practical comparison table — tools & approaches to lower your effective loss

Approach / Tool What it does When to use it Effect on expected loss
Game selection (low house edge) Choose blackjack, video poker, or specific table rules If you seek low long-term losses and skill helps Reduces expected loss dramatically (e.g., 0.5% vs 4%)
Bet sizing / Kelly-lite Scale bets to bankroll and edge For bankroll preservation and longer sessions Controls ruin probability; doesn’t change house edge
Bonus math (convert WR to turnover) Translate T&Cs into actual bets and time Before accepting any bonus Prevents costly surprises; can negate bad offers
Volatility targeting Choose low-volatility games for steadier wins If you hate big variance and want consistency Reduces variance; expected loss unchanged
Fast withdrawal platforms Minimize time exposure and lock in wins After a winning session you want funds out No change to mathematical edge; improves UX

Now, a practical note: when dealing with offshore sites you should weigh platform reliability and payout speed as part of your risk model — fast cash-outs reduce the chance of operational disputes. If you want to try a platform known for speedy payouts and broad crypto support, consider testing one with a small deposit; you can register now and run your own withdrawal timing checks before committing larger amounts.

Quick checklist — use this before you play on an offshore site

  • Check RTP and house edge for your chosen games (note: listed RTPs are long-term averages).
  • Convert any bonus WR into total turnover and estimate time to clear.
  • Verify licensing and RNG certification (GLI, iTech Labs, eCOGRA).
  • Complete KYC early so withdrawals aren’t delayed.
  • Set deposit, loss and session limits before you start.

Common mistakes and how to avoid them

  • Mistake: Chasing bonuses without computing turnover. Fix: Translate WR into required bets; if it’s >10× your normal activity, skip it.
  • Mistake: Treating RTP as a short-term promise. Fix: Understand RTP is a long-run metric; use bankroll management for sessions.
  • Mistake: Betting large in volatile games to “get lucky.” Fix: Scale bets to bankroll; plan risk per session (1–2% recommended).
  • Mistake: Ignoring platform payouts and licensing. Fix: Do a small deposit–withdrawal test to verify speed and procedures.

Mini-FAQ

Q: Can skill reduce house edge?

A: Sometimes. In games like blackjack and video poker, correct strategy reduces house edge meaningfully. In true RNG slots, skill has no impact on probability, only bet management affects variance.

Q: Does a high RTP mean I’ll win?

A: No — RTP is an average over millions of rounds. A 98% RTP game can still produce long losing streaks. Use RTP to compare games, not to predict session outcomes.

Q: Are offshore casinos safe mathematically?

A: The math of house edge applies equally to licensed offshore and onshore casinos. Safety concerns are operational (licensing, payouts, dispute resolution). Verify certifications and read withdrawal reports before staking large sums.

Simple tools you can use right now

1) Expected loss calculator (manual): Expected loss = Total wagered × House edge. Example: $500 total wagered on a 96% RTP game → $500 × 0.04 = $20 expected loss.

2) Bonus turnover compute: Total turnover = (Deposit + Bonus) × WR. Example: $50 deposit, $50 bonus, WR 35× = ($100) × 35 = $3,500 turnover.

3) Session sizing rule: Limit one session loss to 1–2% of total bankroll. If your bankroll is $1,000, set a session stop-loss of $10–$20 to prevent tilt-driven losses.

Regulatory & safety notes for Canadian players

OBSERVE: To be blunt — rules vary by province.

EXPAND: Minimum age and legal frameworks differ: most provinces set gambling age at 19, though Quebec and Alberta can differ. Offshore sites operate under foreign licenses (e.g., Curaçao) — that means Canadian provincial regulators (like the Alcohol and Gaming Commission of Ontario) may have limited enforcement power over offshore operators. Always confirm platform credentials, look for independent RNG testing, and run a small test withdraw to assess real-world payout experience.

ECHO: Responsible gaming is mandatory — set deposit/timeout/self-exclusion tools and seek help if play becomes problematic. In Canada, provincial helplines and resources are available; use them if needed.

18+ (or as defined by your province). Gamble responsibly. If you think you have a gambling problem, contact your local support services or see provincial help lines.

Final practical perspective

OBSERVE: Something’s off when people get hung up on “beating” the house instead of managing risk.

EXPAND: The mathematics of the house edge is straightforward: it tells you the average cost of play. Your job as a smart player is to turn that abstract percentage into manageable numbers — expected loss per session, turnover for any bonus, and risk limits. Use these numbers to choose games, set stakes, and time your play. Always factor platform trust and payout reliability into your decision if you use offshore sites.

ECHO: To repeat — you can’t eliminate the house edge, but you can control how it affects you. Make the calculations habitual, test new casinos with tiny deposits, get KYC out of the way early, and use limits. That’s how you play smarter.

About the Author

Alex Morgan, iGaming expert. Alex has worked in online gaming analytics and player education for over a decade, focusing on math-first approaches to bankroll management and bonus valuation.

Sources

  • https://www.gaminglabs.com — testing and certification standards.
  • https://www.itechlabs.com — RNG and game fairness testing resources.
  • https://www.agco.ca — provincial regulatory guidance for Canadian players.