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Cashback up to 20%: The Week’s Best Offers and How to Make Them Work

Hold on — cashback sounds simple, but it isn’t.
If you’ve ever clicked a “20% cashback” banner and felt briefly elated, you’re not alone. Most offers look generous until you read the small print, do the maths, and watch your session evaporate under wagering rules or minimum withdrawal limits. Take two minutes: I’ll show the practical checks, quick calculations and decision steps that actually save money — not just time.

Here’s the practical benefit up front: use the checklist below to triage offers in under three minutes, and run the simple expected-value (EV) test I give you before you deposit. Do that and you’ll avoid the three most common cashback traps that eat bonus value. Short version — not every 20% is worth it; sometimes 5% with clean cashout rules is better.

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)

How cashback offers actually work (fast primer)

Quick observation: cashback isn’t a “free refund” guarantee.
Most sites pay cashback as a percentage of your net loss (losses minus wins) over a period — usually a week. They often cap the amount, and sometimes apply wagering requirements to the cashback itself. That’s the catch. Understand these four variables and you understand the deal:

  • Base: is cashback on gross deposit, gross losses, or net losses?
  • Rate & cap: what percent and what’s the maximum payout?
  • Eligibility window: weekly, daily or single-session?
  • Conditions: wagering, game weighting, bet limits and KYC delays.

Mini-method: EV quick test (use this every time)

My gut rule: run an EV on the cashback portion only. It’s easy. Here’s the formula I use when checking an offer:

Cashback EV = Cashback rate × Expected net loss (over offer period) − Cost of wagering restrictions

Example: 20% cashback, cap $200. You expect to lose $500 this week. Simple EV = 0.20 × 500 = $100. But if the site forces 20× wagering on cashback and you’d need to bet $2,000 to clear it (and games available have RTP ~96%), the effective value falls quickly. That 20% might be worth $50 after friction. Do the math before you click.

Comparison table — common cashback styles

Type How it pays Good for Main risk
Weekly net-loss rebate % of losses over week, credited cash Regular players with predictable sessions Caps, wagering on rebate
Loss-only (session) Refund if session ends negative High-variance bettors, short sessions Small windows, bet limits
VIP tier cashback Ongoing %, often higher for higher stakes High-volume players seeking steady returns Hard to reach tiers; comp points devalued
Deposit-linked cashback Bonus credited on specific deposit Casual players wanting one-off cushion Often heavy wagering and game weighting

Middle of the article: choosing a safe place to take cashback

Alright, check this out — not all operators are equal. You want an operator that pays promptly, has transparent T&Cs and doesn’t invent last-minute “bonus abuse” reasons to claw back funds. For Australians especially, licensing and clear KYC processes matter: an unlicensed or opaque operator increases the chance of withdrawal headaches.

One practical option to consider while researching weekly cashback routines is gwcasino, which advertises promotional structures and game lists clearly so you can compare wagering rules against other sites. Use the site only as a data point in your checks — never hand over documents or large deposits without confirming payout reliability first. Do your KYC early if you plan to withdraw.

Quick Checklist — Decide in 3 minutes

  • Is cashback applied to net losses or gross deposit? (Net-loss is better.)
  • What’s the cap and realistic max you can receive this week?
  • Any wagering on the cashback itself? If yes, what multiple?
  • Are the eligible games full-weight (100% towards wagering) or restricted?
  • Withdrawal limits and minimums — can you cash out the rebate?
  • Is the operator licensed or at least transparent with T&C and KYC?

Common Mistakes and How to Avoid Them

  • Chasing headline percentage without checking caps — solution: compute realistic max cashback before deposit.
  • Ignoring wagering on the rebate — solution: treat wagering as a “cost” and reduce EV accordingly.
  • Playing wrong games that don’t count — solution: stick to 100% weight games for cashback weeks.
  • Delaying KYC until withdrawal — solution: complete verification upfront to avoid delays.
  • Mixing bonuses that conflict — solution: read T&Cs for “one promotion at a time” rules.

Two small cases — what actually happens in real sessions

Case A — conservative player: Jess bets low variance table games, loses $300 during the week. On a 15% net-loss cashback (cap $150), she’s due $45. No wagering on paid rebate. Outcome: $45 cold cash, no strings. Net benefit: a small but real cushioning on loss.

Case B — aggressive spinner: Tom hits 20% cashback with a $200 cap but must wager the cashback 30× and slots count only 50% towards wagering. Tom’s expected value shrinks because he needs to wager more and on lower-RTP weighted games; admin friction and possible KYC pauses further reduce the practical payout. Net: the headline 20% turned into an illiquid promotion that rarely sees his wallet.

Rules-of-thumb for different player types

  • Novice/casual (low frequency): prefer smaller % but clean cash promotions with no wagering and low caps — easier cashouts.
  • Regular player (weekly sessions): weekly net-loss rebates with moderate caps and clear payout timing work best.
  • High-volume/VIP: tiered cashback often wins long-term, but only if provider honors payouts reliably and separates player funds.

Mini-FAQ

Q: Does cashback reduce my losses in the short run?

A: Short answer — yes, it cushions losses, but it’s never a guarantee. The practical value depends on caps, wagering and game weighting. If cashback is credited as cash with no wagering, it’s highest value. If it’s a bonus with WR, treat it like a promo that may not be withdrawable without extra turnover.

Q: Can cashback be combined with other bonuses?

A: Sometimes. Many operators forbid stacking active promotions. Always check the “single promotion” clause. If stacking is allowed, make sure combined wagering doesn’t multiply your cost astronomically.

Q: What’s the safest way to test a new site’s cashback?

A: Small deposit and early KYC. Try a low-risk sequence: clear small bets on high-weight games, request a modest withdrawal to confirm payout speed and customer support responsiveness. If problems arise, stop funding immediately.

Practical session plan (a simple routine)

Here’s a practical routine I use when chasing weekly cashback:

  1. Read T&Cs (2 minutes): note cashback base, cap, WR and eligible games.
  2. Run EV test: estimate weekly net loss (conservative), multiply by rate, subtract WR-cost.
  3. Deposit small for first week (safety cap), complete KYC immediately.
  4. Play eligible games with sensible bet sizing to avoid being excluded for “abuse”.
  5. At week end, request cashback and (if applicable) try a small withdrawal to confirm process.

Responsible gaming and Australian context

Quick note: this content is for adults only. 18+ rules apply. If you’re in Australia, remember the Interactive Gambling Act and local rules around offshore sites. Always use self-exclusion and deposit limits when needed. If gambling is becoming a problem, contact local services such as your state’s Gambling Help line or the national resources listed below.

If you’re feeling out of control, seek help. Resources: GamblingHelp Online (Australia) and your state health services. Set a deposit limit and stick to it — cashback isn’t insurance.

Sources

  • https://www.acma.gov.au
  • https://www.gamblinghelponline.org.au
  • https://www.gamblingcommission.gov.uk

About the Author

Sam Fletcher, iGaming expert. Sam has eight years’ practical experience in online casino operations and player advocacy, focusing on bonus maths, game RTPs and player protection. He writes guides that prioritise clarity and responsible play.

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