Hold on — before you click “Claim Bonus,” here’s the fast, useful bit: if a casino bonus carries a wagering requirement (WR), that number tells you how much you must wager before bonus cash becomes withdrawable. Get that wrong and a C$100 “nice bonus” can turn into months of pointless spins. This guide gives you clear formulas, two worked examples, a comparison table of clearing strategies, a quick checklist, and a mini-FAQ so you know exactly what to do next.

Quick payoff: if a casino offers a 100% match up to C$200 with a 40× WR on (D+B), your effective playthrough is (Deposit + Bonus) × WR. For a C$100 deposit that becomes (100+100) × 40 = C$8,000 — not a typo. Read on for how celebrities’ big bets sometimes hide these math traps, and how to avoid them.

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

What a wagering requirement actually means (short, sharp)

My gut says most people skim the bonus headline and miss the table of conditions. That’s why casinos advertise “C$500 + spins” but bury the WR. Practically, WR = number of times you must stake the bonus (or deposit+bonus) before withdrawal. The nuance — which trips people up — is whether the WR applies to the Bonus only, or to Deposit + Bonus (D+B).

Examples in plain language:

  • 40× bonus only on a C$50 bonus → wager C$2,000 to cash out (50×40).
  • 40× (D+B) on a C$50 deposit matched to C$50 → wager (50+50)×40 = C$4,000.

Formula toolbox — copy these

Here are the simple formulas so you don’t have to guess:

  • Wagering Target (WR on Bonus only) = Bonus × WR
  • Wagering Target (WR on D+B) = (Deposit + Bonus) × WR
  • Estimated Rounds = Wagering Target / Average Bet Size
  • Effective Cost of Bonus = Deposit + (Expected Loss over playthrough) — this depends on game RTP and bet sizing

Quick sanity-check: if your average bet is C$2 and your target is C$4,000, that’s ~2,000 spins. At a slot RTP of 96%, the theoretical loss during playthrough is 4% of turnover, but variance can dwarf that in the short term.

Mini-case 1 — The “I thought it was free” celebrity-style example

Observation: a celebrity posts a screenshot — “C$1,000 bonus, let’s go!”

Expand: they deposit C$500, get a 100% match C$500, WR is 40× (D+B). Echo: turnover required = (500+500)×40 = C$40,000. If they bet C$20 per spin, that’s 2,000 spins. If they’re playing high RTP slots (96%), expected theoretical loss of that turnover might be roughly 4% × 40,000 = C$1,600 — so they’d be underwater on average despite “winning” many small rounds.

Mini-case 2 — Smart small-banker approach (what I’d do)

Observe: you’re cautious, want value but hate long slogging WRs.

Expand: deposit C$30, claim a small free-spins or no-deposit bonus if possible, and play slots that contribute 100% to WR with RTP near 97% while keeping bets small (e.g., C$0.50–C$2). Echo: if WR is 30× on bonus-only C$30, target = C$900 → at C$1 average bet that’s 900 spins, which is doable without big variance if you accept the expected loss.

Comparison table — common approaches to clearing WRs

Approach Best for Risk / Reward Practical tip
Full-slot grind (100% slot play) Beginners; high-contribution WRs Lower house friction; steady variance Use high RTP titles and small bets to stretch bankroll
Table-game chase Experienced players Low WR contribution (often 5%); inefficient Avoid if WR counts only full contribution from slots
Bet-sizing escalation (riskier) Short on time/bankroll High risk of breaking max-bet rules; gets banned Never exceed the maximum bet while bonus is active
Skip bonuses & play sober Value players; risk-averse No playthrough; pure bankroll control Often best long-term ROI for regular players

Where celebrities and big influencers go wrong (and what you should learn)

Here’s the thing — flashy high-roller pictures obscure the math. A celebrity might gamble big and share highs, but they rarely show the full playthrough cost or the WR they cleared to withdraw. That can create an illusion that bonuses are “easy money.” In reality, large bonuses with big WRs are often aimed at recreational churn and marketing metrics, not necessarily player value.

Practical rule: treat any advertised bonus by calculating total turnover first. If the celebrity’s bankroll dwarfs the playthrough, the headline is meaningless to you.

Where to find the trick clauses — quick reading map

  • Check whether WR applies to Bonus only or D+B.
  • Find game contribution percentages (slots often 100%, tables 5–20%).
  • Note maximum bet with active bonus — breaching it can void winnings.
  • Look for max cashout from free spins or bonus wins.
  • Verify expiry times (some bonuses must be cleared in 7 or 30 days).

When you’re hunting for real value, compare offers not by headline size but by effective turnover and time required.

Practical checklist — before you click “Claim”

  • Calculate Wagering Target with the formulas above.
  • Estimate Rounds = Wagering Target ÷ planned average bet.
  • Check game contribution — pick 100% contributors for efficiency.
  • Confirm max bet and bonus expiry date.
  • Decide whether you’d rather skip the bonus and play cash to avoid WR friction.

Where to play if you want a straightforward experience

If you prefer platforms that accept CAD, include Interac and list clear withdrawal terms, they’re easier for Canadians to navigate. For familiarity and flexible banking — and if you want to check examples of transparent bonus terms — you can look at sites such as bohocasino official which display payment options and standard WR structures (remember to always verify the exact promotion T&Cs before claiming).

Common mistakes and how to avoid them

  • Misreading WR scope (Bonus vs D+B): Always compute for both if unclear.
  • Over-betting while bonus active: Respect the max-bet rule — treat it like a hard limit.
  • Playing low-contribution games: Don’t try to “beat” the WR by playing blackjack unless contribution is high.
  • Ignoring expiry windows: A long WR means nothing if it expires in a week.
  • Assuming high RTP eliminates risk: RTP is long-term — variance can still drain your bankroll during playthrough.

Mini-FAQ

Q: Can I withdraw deposit money before meeting WR?

A: Usually yes — you can withdraw any real-money balance not originating from bonus funds. But doing so may forfeit the bonus, so check the terms. If you want the bonus, keep your deposit in-play until you finish the WR.

Q: What happens if I exceed the max bet while a bonus is active?

A: Casinos often reserve the right to void winnings or confiscate bonus funds. Treat the max-bet rule as absolute while bonus funds are live.

Q: Do different games count differently towards WR?

A: Yes. Slots usually contribute 100%; many table games contribute 0–20%. Always check the contribution table in the promotion terms.

Q: Is it better to avoid bonuses?

A: If you value predictable outcomes and low friction, sometimes yes. Bonuses add variance and time cost; for regular bankroll growth, straightforward play with good bankroll management can be superior.

18+ only. Play responsibly. Know your limits, use deposit/session limits, and consider self-exclusion if gambling feels out of control. For support in Canada visit Government of Canada resources or your provincial problem gambling helpline.

Final Echo — a quick, human take

To be honest, bonuses can be brilliant — or a total time sink. I’ve seen friends chase shiny offers and burn time and bankroll, and I’ve also seen cautious players squeeze real utility from modest, low-WR promos. The difference is math and discipline. Do the arithmetic first, pick games that contribute 100%, respect max bets, and pick bonuses sized to your real bankroll. If a celebrity flaunts a C$10k bonus, remember: their calculus is rarely yours.

Sources

  • https://igamingontario.ca
  • https://www.ecogra.org
  • https://www.canada.ca/en/health-canada/services/substance-use/problem-gambling.html

About the Author

Alex Mercer, iGaming expert. I’ve worked in online casino operations and player education for eight years, focusing on bonus mechanics, payment flows, and responsible gaming in the Canadian market.

Suscríbete a la Newsletter

Recibe las últimas noticias de APOCALIPTUM en tu bandeja de entrada cada semana

Tú suscrición se ha enviado con éxito!

Pin It on Pinterest

Share This