Cashback Programs and Casino Advertising Ethics: A Practical Guide for Beginners

Hold on. If you’ve ever clicked an ad promising “cashback” after a losing streak, you’re not alone—these offers are everywhere and they often sound kinder than they are. In the first two paragraphs I’ll give you three practical takeaways: how cashback actually works in casino-style products, how advertising can mislead, and a short checklist to spot ethical red flags before you hand over money.

Here’s the thing. Cashback isn’t magic; it’s a retention tool with math behind it. When operators advertise “10% cashback,” that may apply only to very specific bets, only after costly wagering or within a tight VIP scheme. Read the headline, then always scan the fine print: eligible games, time windows, bet caps and wagering requirements change the real value dramatically.

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How Cashback Programs Work — the mechanics you need to know

Wow! Cashback programs come in a handful of flavours. Most fall into three practical types: simple percentage refunds, capped refunds, and tiered/VIP cashback. The short version is this: only one of those types is likely to deliver predictable value to a casual player, and even that requires clear terms.

Percentage cashback — simple on the surface. Example: 10% cashback on “net losses” over 7 days. Net losses = wagers − payouts. If you lose $1,000 in a week, you get $100 as coins or bonus funds. Sounds good, right? But many operators credit that $100 as non-withdrawable bonus money with a wagering requirement (WR) of, say, 30×. That converts $100 into $3,000 theoretical turnover before you can withdraw — if withdrawal is even allowed.

Capped refunds — many sites advertise “up to $500 cashback”. The trick: they often cap on per-day losses, exclude big-bet games, or require opt-in. Read the cap rules carefully: a $500 cap spread over a large player base is rarely as valuable as it sounds.

Tiered or VIP cashback — this is usually the most lucrative for high-spenders, because the operator ties cashback percentage to VIP level. Casual players rarely reach tiers that pay meaningful cashback. The operator’s objective is to reward high lifetime value (LTV) customers, not to subsidise casual play.

Real math: two short examples you can run yourself

Hold on—let me show two mini-cases so this isn’t theoretical.

Case A — Percentage cashback with WR:

  • You lose $500 over a week. 10% cashback → $50 credited as bonus funds.
  • Wagering requirement = 30× on bonus → you must stake $1,500 before any withdraw.
  • If average bet is $2, that’s 750 spins; at a 95% RTP average, expected return on that $1,500 is $1,425 — but that expectation ignores variance and game weighting; effectively the cashback often costs you time more than it helps you.

Case B — Capped daily refund:

  • “Up to $100/day cashback on losses” for 7 days. You lose $700 every day. You receive $100/day as site credits (total $700).
  • But the cashback excludes bonus games and progressive jackpots, and is only usable on low-RTP slots. Real value is significantly less than the headline amount.

To be blunt: cashback can be useful if it’s given as withdrawable funds with no or low WR, and if the eligible games have fair RTPs. Those offers are rare; most setups prioritise retention mechanics.

Why advertising ethics matter: the levers operators use

Here’s what bugs me. Advertising often highlights a single appealing metric (“10% cashback!”) while burying the qualifiers. This is classic framing bias: the operator aims your attention at the positive number and away from the conditions that limit value. An honest ad should present the core limits plainly and link to a short plain-language summary of how the cashback converts to real value.

On the other hand, there are legitimate educational uses of cashback and bonus offers. For example, social casino apps and free-play environments give newcomers an accessible way to learn game mechanics without real-money risk. If you want to try out mechanics or evaluate an operator’s interface before risking real money, a reputable social platform can be useful — many players start there to develop strategy and discipline. If that fits your goals, consider trying a social slot app where spending is purely entertainment-focused; for an easy entry point you can register now and explore mechanics without real-money withdrawals.

Comparison table: cashback program models at a glance

Model Typical Headline Common Limitations When it’s actually useful
Percentage cashback “10% cashback on losses” Wagering requirements, eligible games, bet caps Low WR, withdrawable funds, broad game eligibility
Capped refund “Up to $500 back” Cap per day, excludes big bets, opt-in Casual loss cushion when cap and terms are transparent
Tiered VIP cashback “Higher cashback for VIPs” Requires high spend to access, opaque tier thresholds High LTV players who value status and perks

Quick Checklist: spot a misleading cashback offer in 60 seconds

  • Check what “cashback” actually means: withdrawable cash vs site credits vs bonus spins.
  • Look for wagering requirements (WR) and calculate turnover: WR × bonus amount = required turnover.
  • Confirm eligible games and whether progressive jackpots or live casino are excluded.
  • Check time windows: is cashback weekly, daily, or requires opt-in within 24 hours?
  • Scan for maximum bet caps while on cashback funds (some offers void if you bet over a small limit).
  • Verify who resolves disputes—platform support vs an independent ADR body (rare for social casinos).

Common Mistakes and How to Avoid Them

Hold on—most players trip over three recurring mistakes. Fix these and you’ll avoid 70% of the disappointment.

  1. Reading only the headline: Always find the summary table in the full T&Cs. If a site buries the qualifying terms, treat the offer with suspicion.
  2. Assuming bonus equals value: Non-withdrawable bonuses with heavy wagering multiply your risk exposure. Convert WR into required turnover and ask yourself if you’d be comfortable making that number of bets.
  3. Chasing cashback: Cashback can encourage chasing losses. Set preset loss limits and avoid increasing bet size to “recover” cashback amounts; that’s gambler’s fallacy territory.

Mini-case: responsible approach to an enticing cashback ad

Example: You see a “15% cashback weekend” ad. Quick proof test:

  • Step 1 — Click the ad, find the T&Cs in under 2 minutes. If there’s no clear T&Cs, ignore the offer.
  • Step 2 — Identify whether cashback is withdrawable. If not, calculate WR × bonus to estimate required turnover.
  • Step 3 — Decide if the required turnover fits your bankroll plan. If it doesn’t, skip.

If you prefer to practice without monetary risk, social casino apps offer a sandbox to learn spins and feature mechanics before engaging with real-money products. For a straightforward, casual-first experience that mirrors land-based pokie feel, you can register now and test gameplay mechanics before deciding if real-money wagering is for you.

Ethical indicators regulators and civil society watch for

Advertisers are judged on transparency, clarity of financial impact, and whether promotions avoid exploiting vulnerable groups. In Australia, ad standards and consumer protection bodies expect that ads don’t mislead or omit material facts. Operators are ethically obliged to present cashback offers with the conditions upfront. If you see ads that hide core restrictions, report them to advertising standards bodies or consumer protection agencies.

Mini-FAQ

Q: Can cashback offers be legally misleading?

A: Yes. Advertising that omits material limitations (e.g., WR, exclusions) can be considered misleading under consumer law. In many jurisdictions, including Australia, regulators can require clearer disclosures or penalise deceptive ad copy.

Q: Are cashback funds the same as winning money?

A: No. Cashback often arrives as bonus funds with conditions. Treat headline amounts as potential value, not guaranteed disposable cash, unless the operator explicitly credits withdrawable cash with no WR.

Q: How should a beginner evaluate an offer?

A: Convert any bonus into required turnover and time commitment. Ask: “Would I reasonably make this number of bets?” If not, the practical value is low.

Q: Does cashback reduce the house edge?

A: Not directly. Cashback can offset losses in the short term but does not change the underlying RTP or variance of the games you play. Use cashback as a buffer, not a strategy to overcome the house edge.

18+ only. If you or someone you know has a gambling problem, contact Gambling Help Online (Australia) at 1800 858 858 or visit https://www.gamblinghelponline.org.au. Set pre-play loss limits, use self-exclusion tools where available, and never chase losses.

Practical final checklist before you accept a cashback offer

  • Locate the T&Cs and read the short summary — must include WR, eligibility, cap, time window.
  • Calculate required turnover: WR × bonus amount.
  • Confirm whether credited funds are withdrawable cash or bonus credit.
  • Decide if the offer fits your bankroll plan: set a firm loss limit and stick to it.
  • When in doubt, practise on a social play platform or a demo before staking real money.

Final echoes: ethics are not just compliance — they’re design choices

To be honest, the best operators make cashback offers that are easy to evaluate: a simple percentage, clear caps, minimal wagering, and plain-English summaries. The worst hide the work behind complicated WRs and narrow game lists. As a player you have agency: vet the terms, run quick math, and treat promotional headlines as invitations to investigate rather than a promise of guaranteed savings.

If you want to get hands-on without the pressure of cash withdrawals, consider starting on a social slot platform to understand mechanics and your reactions to wins and losses. For those curious about Aristocrat-style pokies in a free-play environment, you can register now and explore how bonus features and RTP-like mechanics feel before making any real-money decisions.

Sources

  • https://www.accc.gov.au/consumers/advertising-promotions
  • https://adstandards.com.au
  • https://responsiblegambling.vic.gov.au

About the Author

{author_name}, iGaming expert. Practical operator experience across social and real-money platforms; focuses on product transparency, player protection and responsible-play design. Regular contributor to industry briefings and player-education initiatives.

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