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Casino Bonus Comparison & Payment Reversals: A Practical Guide for New Players

Hold on. If you’ve ever signed up for a casino bonus and then watched payouts vanish because of a “payment reversal,” you’re not alone.

This guide gives you concrete checks and quick math to compare bonus value, spot risky terms, and reduce the chance that a withdrawal will be reversed after the fact. Read the first two sections and you’ll have an actionable scorecard to apply instantly to any welcome or reload offer.

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OBSERVE: Why payment reversals matter (and how they feel)

Yikes. One minute you see a credited bonus, the next your withdrawal is “under review” and some or all funds are taken back. That’s the payment reversal in action.

Bonuses are useful — they can extend play and test games without extra cash — but they’re contract-like: deposits + bonus → wagering rules; miss a clause and the operator can freeze, reclaim, or void amounts. In Canadian contexts (and internationally), the common triggers are mismatched payment methods, failed KYC, bonus-term violations, and chargebacks from card issuers.

Below I walk you through how to compare bonuses mathematically, how to read T&Cs for reversal triggers, and what practical steps reduce reversal risk before you press “Withdraw.”

EXPAND: Quick value check — turn a marketing offer into numbers

Here’s a simple four-step mini-method I use every time:

  • Step 1 — Normalize the offer: convert match bonuses and free spins into expected value (EV) under the wagering requirement (WR).
  • Step 2 — Adjust for game weighting and RTP.
  • Step 3 — Subtract realistic playthrough loss (variance buffer) to see expected net.
  • Step 4 — Compare the net to the no-bonus alternative (cashback, lower limits or freerolls).

Concrete example: 150% match up to €500 with 30× WR on (D+B). If you deposit €100:

– Bonus credited = €150; total play = €250. WR = 30 × (D+B) = 30 × 250 = €7,500 turnover.

– If you target slots with average RTP 95%, expected return of turnover ≈ €7,125 before wager deductions. But because you must wager the whole turnover, your expected remaining cash after play is (RTP × turnover) − (amount wagered lost through house edge) — easier to reason by EV of the bonus: EV_bonus ≈ bonus_amount × (RTP_effective) / WR_factor. In practice, that promotional math shows many big percentage matches require unrealistic volume to convert to cash.

ECHO: What causes payment reversals — the usual suspects

Short list first.

  • Mismatch of payment rails (deposit by card but withdrawal attempted via bank transfer or a different e-wallet).
  • Incomplete KYC or failing a source-of-funds check after a large win.
  • Bonus abuse: exceeding max-bet rules while wagering, using excluded games, or attempting to withdraw before clearing WR.
  • Chargebacks from the depositor’s bank or card issuer (a huge reversal trigger).
  • Regulatory blocks when accounts are flagged in restricted jurisdictions.

On the one hand, some reversals are operator errors that customer support fixes within days. On the other, they stem from systemic risks that should have been avoided by the player beforehand (e.g., using a different payout method than deposit method, or betting patterns that violate bonus terms).

Comparison table — common approaches to handling bonus withdrawals

Approach Speed to withdraw Reversal risk Best for
Use same-method withdrawals (card→card / e-wallet→e-wallet) Fast (1–72 hrs) Low All players; reduces disputes
Convert bonus to crypto then withdraw Moderate (depends on exchange) Medium (compliance checks) Crypto-friendly, privacy-sensitive players
Request manual review before withdrawal Slow (24–72+ hrs) Low–Medium (transparent) Large wins; avoid automatic flags
Withdraw early, dispute with bank if reversed Fast (initially) High (can lead to bans) Not recommended

EXPAND: Where to place the smart bet — selection checklist

When you choose a bonus, run this short evaluation. If two out of three checks fail, skip the offer.

  • Wagering Requirement Realism — Calculate turnover (WR × (deposit + bonus)). Can you reasonably hit that volume within the expiry window without breaking max-bet rules?
  • Game Weighting & RTP — Confirm which games count 100%, which count 0–10% (live games often 0–5%).
  • Payment & Withdrawal Rules — Does the operator require same-method returns? Are crypto or e-wallet withdrawals allowed and clearly described?
  • KYC Triggers — At what threshold does the operator demand proof of identity, POA, or source-of-funds? (Common thresholds: €1,000–€15,000 deposits.)
  • Max Bet During WR — Often €4–€10 limits apply while WR active. Does the operator explicitly state this?

For Canadian players, also check local deposit options (Interac, cards) and whether the casino documents specific to CA are present — those lower friction in KYC and payouts.

Practical step-by-step to avoid reversals (my tested routine)

Alright, check this out—here’s the five-step routine I use before committing to a bonus:

  1. Register and verify identity immediately (passport + utility). Don’t wait until withdrawal.
  2. Deposit with a method you intend to withdraw to (e.g., Interac for CA players, same e-wallet).
  3. Read “Promotion Terms” for max-bet clauses and excluded games; screenshot the T&Cs and timestamp them.
  4. Play the qualifying games while sticking to conservative bet sizes below the stated max-bet.
  5. Before withdrawing, message live chat: “I intend to withdraw. Anything I should prepare?” — this surfaces outstanding KYC or source-of-funds needs and reduces surprises.

CASE: Two short mini-examples

Example A — Small deposit, big win: John deposited CA$50 via card, claimed a 100% match, hit CA$3,200 on a progressive slot, and requested a bank withdrawal. The operator reversed the card deposit after a chargeback claim from the cardholder (fraud alert). Result: withdrawal held and lengthy dispute. If John had withdrawn to the same card or verified source-of-funds pre-withdrawal, the process likely would have been smoother.

Example B — Conservative play: Priya deposited CA$200 via Interac, verified documents on day one, used only 100%-weighted slots, and kept bets well below the max during WR. Her CA$700 withdrawal cleared in 48 hours with only a brief KYC follow-up.

ECHO: Common mistakes and how to avoid them

Common Mistakes

  • Chasing the largest % match without checking WR or max-bet.
  • Depositing with one method and attempting to withdraw via another without declaring it.
  • Playing excluded games (e.g., some live dealer or table games often count 0% toward WR).
  • Delaying KYC until withdrawal time — big wins trigger extra checks and delay payouts.
  • Ignoring the “bonus stacking” or “abusive pattern” clauses that void bonuses.

How to avoid them

  • Prefer lower WR and shorter expiry over higher %, especially if you’re casual.
  • Verify account and upload KYC docs at registration.
  • Stick to same-method withdrawals and keep screenshots of confirmations.
  • If in doubt, ask support and keep the chat transcript.

Where to look for reliable platforms (practical tip)

Not all casinos are equal in bonus transparency and payout handling. When I test sites for CA players I look for: clear KYC timelines, same-method withdrawal rules spelled out, RTPs and game-weight tables visible in the promo T&Cs, and an accessible compliance contact. If you want one place to start comparing these attributes quickly, check listings that display game weighting and withdrawal policies side-by-side — it saves a lot of guesswork. For a quick example of a CA-facing casino with clear promo pages and payment options, see leon-ca.casino as a context example for comparing payment rails, KYC triggers, and bonus T&C clarity.

Mini-FAQ

Q: What is a payment reversal, exactly?

A: It’s when funds credited from a deposit, bonus, or payout are taken back — either because of a chargeback, failed verification, or discovered rule breach. Reversals can be partial or full and may be accompanied by account restrictions.

Q: Can I dispute a reversal?

A: Yes — first via the operator’s support and then, if necessary, through your payment provider or a regulatory complaint body relevant to the casino’s license (e.g., Curaçao or Kahnawake channels). Keep records: receipts, timestamps, chats.

Q: Are crypto withdrawals safer from reversals?

A: Crypto transfers reduce chargeback risk but are still subject to KYC, AML, and operator policy. Converting bonus funds to crypto often triggers extra checks; don’t assume immunity.

Q: What if the casino’s T&Cs are vague?

A: Treat vague T&Cs as a red flag. Either ask support for clarifications and save the transcript or avoid the promotion. Vague terms are common correlation with later disputes.

18+ only. Gamble responsibly. If you’re in Canada and concerned about gambling harm, contact provincial supports (e.g., ConnexOntario or your provincial helpline). Always verify identity requirements and keep play within your budget: set deposit/ loss limits and use self-exclusion tools when needed.

Sources

  • https://www.igamingbusiness.com
  • https://www.itechlabs.com
  • https://www.responsiblegambling.org

About the Author

Alex Mercer, iGaming expert. Alex has audited operator promo terms and advised players on bonus math and payout security for over eight years. He focuses on practical checks that cut the time between sign-up and cashout while minimising reversal risk.

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