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Casino Bonuses: The Mathematics of Generosity — and How to Spot Gambling Addiction Signs

Hold on — before you click “Claim bonus”, let me save you time and money. In two short moves you can tell whether an offer is usable or a trap: 1) convert the advertised bonus into required turnover, and 2) check which games actually count toward that turnover.

Here’s the thing. A “100% bonus up to €500” sounds generous, but paired with a 40× wagering requirement on (deposit + bonus) it can demand thousands in bets before a withdrawal is allowed. I’ll show you the exact math, a few real examples, a comparison table, and simple red flags that beginners can use—fast.

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Quick practical benefit (read this first)

Short answer: to know what a bonus truly costs, compute Turnover = WR × (D + B). Example: deposit €100, 100% match (B=€100), WR 35× on (D+B) → Turnover = 35 × (€100 + €100) = €7,000. If your average bet is €2, you must place 3,500 bets. That’s the real price of “free” money.

One more immediate tip: always check game weighting. Many casinos weight slots 100% but paytables and table games often count 0–10% toward wagering, making them poor choices for clearing bonuses.

How casino bonuses are structured — the core elements

Wow — it’s simpler than it looks once you strip the marketing blurb away.

Basic elements you must extract from any bonus T&Cs:

  • Bonus type: match, free spins, cashback, no-wager, or wager-free.
  • Wagering requirement (WR): multiplier, and whether it applies to deposit only (D) or deposit+bonus (D+B).
  • Game weighting: percent credit given to different game families (slots, live dealer, roulette).
  • Max bet rule during wagering (e.g., €5 max bet while bonus active).
  • Time limit to clear WR and withdrawal caps.

Mini-case: converting ad copy into real cost

At first glance the “200% up to €500 + 50 FS” looks amazing. But here’s the breakdown.

Assumptions: you deposit €100, receive B = €200 (200% match), WR = 40× on (D+B), free spins pay in bonus funds with 20× WR.

Turnover = 40 × (€100 + €200) = 40 × €300 = €12,000 required.

If you spin an average bet of €1, you need 12,000 spins. If your bankroll after deposit is €300, that’s an aggressive play-through and you’ll likely bust long before clearing WR.

Comparison table — Bonus types and when they actually make sense

Bonus type How it works Wagering example Best for
No-wager bonus Bonus or spins credited and winnings withdrawable without WR Deposit €20 → get €10, withdraw wins immediately Casual players, low-risk testing
Match bonus (standard) Casino matches deposit by a percent; WR applies 100% up to €200, WR 35× on (D+B) → Turnover=35×(D+B) Players who can sustain play and use 100% slot weighting
Free spins Spins on specific slots; payouts often credited as bonus funds with WR 50 FS avg win €0.50 = €25 (but credited as bonus with 20× WR) Slot players who accept limited game lists
Cashback Percentage of losses returned; sometimes paid as bonus funds 10% cashback on €500 loss = €50 (may be no-wager or with WR) Regular players looking for loss mitigation

Where to look for honest examples

If you want to inspect real-world bonus terms and see how casinos present RTP, game weighting and WR, examine a live operator’s terms and conditions as examples. For instance, joocasino official site publishes clear bonus rules and weighting tables that show how different games count toward wagering — useful for learning how operators structure offers.

Mini-method: a two-step decision rule for any bonus

My gut says: if it fails either of these checks, walk away.

  1. Calculate required turnover. If Turnover / (average bet) > expected playable spins before bankroll depletion, discard. (Practical test: Turnover should be less than 20× your effective bankroll to be feasible.)
  2. Confirm game weighting and max bet. If table/blackjack count <20% and your strategy relies on those games, the bonus is ill-suited.

Common mistakes and how to avoid them

  • Mistake: Treating free spins as “free money”.
    Fix: Check if free spin wins are deposited as bonus funds subject to WR.
  • Mistake: Ignoring max bet rules while clearing WR.
    Fix: Always cap your bet at or below the stated max—violations can void winnings.
  • Miss: Not documenting T&Cs at the time of claim (they change).
    Fix: Screenshot the T&Cs and timestamp your claim email or chat transcript.
  • Trap: Chasing high WR after a loss (“I’ll clear this and recover”).
    Fix: Use bankroll limits and never deposit more than planned to chase clearance.

Recognising early signs of gambling harm — practical, non-judgemental checklist

Something’s off… when play stops being fun and becomes urgent.

  • Preoccupation: frequently thinking about past losses or next chance to play.
  • Chasing losses: increasing bets to recover earlier losses.
  • Hidden play or secretive deposits; disrupted relationships or missed obligations.
  • Tolerance: needing larger stakes to get the same thrill.
  • Failed attempts to stop or cut back.

If two or more items regularly apply, consider contacting your provincial helpline (Ontario’s AGCO lists resources) or a national support service. You’re not alone and asking for support is practical, not dramatic.

Short checklist — what to do before claiming any bonus

  • Screenshot the bonus T&Cs (WR, D vs D+B, game weighting, max bet, time limit).
  • Run the turnover formula: Turnover = WR × (D + B).
  • Divide Turnover by your planned average bet to estimate required plays.
  • Set a realistic bankroll cap and time limit for the session (e.g., 60 minutes).
  • If you see red flags (WR > 35× on D+B, many excluded games, high max bet limits), skip the offer.

Two short original examples I’ve seen in practice

Example A — The “Shallow Trap”: A player took a 150% bonus with 40× WR on (D+B). Deposit €50 yielded B=€75 → Turnover = 40×€125 = €5,000. With €125 balance and €1 bets, the player ran out within 150 spins. Lesson: small deposits with high WR are a poor match for small bankrolls.

Example B — The “Smart Clear”: Another player chose a 50% match with 20× WR on deposit only (D). Deposit €200, B=€100, Turnover = 20×€200 = €4,000, but only deposit counted → more achievable. They cleared the WR by playing only high-weighted slots and limiting max bet to €2. They exited with modest profit. Lesson: D-only WR reduces required turnover and is often the friendliest structure.

Mini-FAQ

Q: Does a higher RTP slot help clear wagering faster?

Short answer: sometimes. RTP is a long-run average and reduces house edge, but variance dominates short sessions. Use higher RTP games if you want lower expected loss per bet, but only if those games count 100% toward wagering.

Q: Are cashback offers safer than match bonuses?

Cashback can be a pragmatic safety net because it returns a share of losses. However, check whether cashback is paid in cash or bonus funds (sometimes cashback is bonus with WR attached).

Q: What does “no-wager” actually mean?

It means the bonus or spin wins can be withdrawn without wagering. Still check max withdrawal caps and eligibility—no-wager offers are rare and typically limited.

Responsible play and regulatory notes (Canada-focused)

To be blunt: if you’re in Canada, regulations differ by province. Ontario’s AGCO publishes rules on advertising and responsible gambling, and most reputable operators include KYC, deposit limits, self-exclusion options and reality checks. Always verify license details and use self-exclusion or deposit limits if you feel at risk.

18+ only. If gambling is causing stress, relationship harm, or financial trouble, reach out to your provincial support service or national help lines. The AGCO and the Canadian Centre on Substance Use and Addiction maintain resources and referral options.

Final practical advice — a compact rule set

Here’s how I now approach every bonus (my personal ritual):

  1. Screenshot T&Cs and note WR type (D vs D+B).
  2. Compute turnover and estimate number of average bets required.
  3. Decide play style: only accept if required turnover ≤ 20× my bankroll and game weighting aligns with my preferred games.
  4. Set a session timer and loss-stop limit before I play; quit when either triggers.

Sources

  • https://www.ccsa.ca
  • https://www.agco.ca
  • https://link.springer.com/journal/10899

If you or someone close to you is struggling with gambling, consider provincial helplines or national services and use self-exclusion tools. Play responsibly — 18+ only.

About the Author

Jordan Blake, iGaming expert. I’ve worked in operator analytics and player protection for eight years, built bonus-evaluation checklists used by small teams, and advise players on safe bankroll strategies. I write to help beginners understand the real costs behind shiny offers.