No-deposit bonuses and free spins: where to find them, how to value them, and the psychology that hooks you

Hold on. Free spins sound irresistible—no deposit, instant play, maybe a few dollars in winnings.
Most people read those three words and feel a tiny rush: “sweet, free money.”

Here’s the practical payoff up front: if you want free spins that are actually worth your time, focus on three things—wagering requirements, game weighting, and cashout caps. Check those before you click. I’ll show quick calculations you can run in 60 seconds, give examples of where freebies commonly appear, offer a short comparison table, and list common mistakes to avoid. Read the Quick Checklist now if you want a fast decision-test before signing up.

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Why “no-deposit free spins” aren’t always free (and how to tell the real offers)

Wow — an offer that sounds free is rarely unconditional.
Casinos love the psychological hook of zero cost; the reality is the word “free” hides a math problem. Read the T&Cs. Seriously.

Start with the two numbers that decide value: the wagering requirement (WR) and the maximum cashout from bonus-derived winnings. If a free-spin win is subject to a 40× WR and you keep only €100 max, then a $10 free-spin win might never materialise as withdrawable cash. Here’s a quick mini-formula you can use:

Expected playable value (EPV) ≈ (Free-spin win) × (1 – house edge on chosen game) × (contribution factor) – (expected turnover cost imposed by WR).

That looks academic but in practice you run a simpler check: multiply the bonus or spin-win by the WR and compare to what you’re realistically willing to stake. Example: you get $5 free spins, WR 40×, eligible slots only. Turnover required = $5 × 40 = $200. If you plan $1 average bets, that’s 200 spins—doable. If the casino limits max bet to $0.20 when a bonus is active, it becomes impractical.

Where to find legitimate no-deposit free spins

Alright, check this out—there are repeatable sources for free spins that reliably show up:

  • New player promotions on casino lobby pages (small casinos sometimes offer genuine no-deposit spins to drum up traffic).
  • Casinos’ social channels and Telegram groups (time-limited, region-specific codes).
  • Affiliate review pages and newsletters that aggregate no-deposit codes (watch for stale codes).
  • Loyalty/VIP tiers where operators grant free spins as monthly perks.
  • Crypto or payment-provider promos: deposits via specific crypto wallets sometimes trigger complementary free spins.

For a practical example: a mid-tier offshore casino might give 20 no-deposit spins on a specific slot, with a 35× WR and a €50 max cashout. If your average bet on that slot is $0.20, expect to need turnover that’s hard to reach from a single $0.20 free-spin return. So you either accept that the spins are mainly “play-for-fun” or you size your post-win bets strategically to meet WR without busting your bankroll.

Comparison: quick table of sources and when to use them

Source Typical Offer Pros Cons Best for
Casino lobby/new-player bonus 10–50 free spins, WR 30–50× Easy to claim; instant Often game-locked; high WR Casual players who like trying new slots
Affiliate/code pages 10–100 spins via code, sometimes better WR Aggregated options; occasionally exclusive Codes expire; quality varies Deal-hunters who check T&Cs
Social media / Telegram Flash spins, small WR Fast; community tips Short windows; scammy posts exist Players who monitor promos closely
VIP/loyalty reward Moderate spins; lower WR Better long-term value Requires real-play history Regular players

How to value a free spin offer in 60 seconds

Hold on—this is the actionable mini-method I use:

  1. Find: note number of spins, eligible game(s), WR, max cashout, max bet.
  2. Estimate average spin win (ASW). Conservative default: $0.10–$0.50 per spin depending on volatility.
  3. Calculate required turnover = (ASW × number of spins) × WR.
  4. Decide if required turnover is realistic given the max bet and your bankroll. If not, mark the offer “entertainment only.”

Example: 30 spins, ASW $0.30 → expected win $9. WR = 40× → turnover = $360. If the max bet is $2, you’d need 180 bets; doable for a larger session, not for a quick tinker. If the casino caps bonus-derived winnings at $50, set your expectation accordingly.

Where to register and claim codes safely (a contextual recommendation)

If you’re exploring new casinos to find no-deposit spins, use a platform that lists T&Cs plainly and keeps regional legality in view. For instance, some modern crypto-friendly platforms and lobby aggregators maintain clear promo pages and a helpful support team to confirm eligibility for Australian players—use their promo page or support chat to ask before you sign up. One place that often lists clear, regionally relevant promos and has a large game library is visit site, which makes promo details easy to check before you hand over ID for KYC.

Common mistakes and how to avoid them

  • Ignoring max-bet rules: Bet above the capped amount during WR and the operator may forfeit winnings. Always check the cap.
  • Assuming all games pay equally to WR: Table games and live dealers often contribute less or zero. Use eligible slots only unless stated otherwise.
  • Not completing KYC early: Waiting until withdrawal triggers delays. Submit clear proof of ID/address when you register if you plan to cash out.
  • Chasing tiny WRs on high-volatility slots: High volatility can kill small bankrolls fast. Match WR strategy to the slot’s volatility.
  • Using VPNs in regulated markets: You may violate local law and lose protections. Know your jurisdiction rules.

Mini-FAQ

Are no-deposit free spins actually illegal in Australia?

No — offering free spins is not illegal per se, but offshore casinos that target Australians without local licensing operate in a legal grey area. Australian regulators (e.g., ACMA) block illegal sites and warn consumers. Always prioritise licensed, locally regulated operators when possible, and be aware that offshore sites may offer promos but carry higher risk.

How much is a free spin really worth?

Usually the raw value is small—commonly $0.05–$0.50 per spin in expected return. The real cost is the wagering requirement attached to any winnings. Use the 60-second method above to convert a boastful “50 spins” into an expected turnover and decide whether that’s worth your time.

Can you turn no-deposit spins into real cash?

Yes, but only if the WR and max-cashout conditions are achievable. Low WR (e.g., ≤20×) and a reasonable max cashout make this feasible. Higher WRs (35×–50×) usually mean the spins are entertainment rather than real profit.

Psychology: why free spins hook us and how to fight the pull

Here’s what bugs me about how offers are presented: they’re designed to short-circuit deliberation. “Free” triggers an emotional reward loop; scarcity cues (limited-time or limited-claim codes) force quick action. On the one hand, grabbing a few spins to try a new pokie is harmless fun. On the other hand, players who regularly chase “just one more promo” can slowly erode their bankroll through losses masked as chasing value.

To defend yourself, use a behavioral rule: set a promo budget (e.g., $20/month) and a maximum time-per-session when using free spins. If the offer requires time or money beyond that, walk away. Also, keep a simple log: date, offer, claimed spins, net result, and whether you met WR. Over a month, the data will show if promos are enriching you or simply giving the house more action.

Quick checklist before you claim any no-deposit free spins

  • 18+ verification done and you are legally allowed in your jurisdiction.
  • Read WR, max-cashout, max-bet, eligible games.
  • Check KYC requirements and whether withdrawals are possible without deposit (many casinos require a deposit first).
  • Estimate ASW and required turnover (use the 60-second method).
  • Decide whether the offer is “fun” or “value”—treat accordingly.

To be honest, I still enjoy claiming an occasional small spin bundle for the novelty. But I never treat it as revenue. Watch for cognitive biases: confirmation bias (“this casino paid me once, it’ll do so again”) and the gambler’s fallacy (“I’m due a win”) are common—and costly.

Responsible gaming: 18+. If gambling is causing harm, seek help—Gamblers Anonymous, local counselling services, or gambling-help organisations in Australia. Set deposit/session limits and use self-exclusion tools if needed. Never chase losses.

Sources

  • https://www.acma.gov.au
  • https://www.legislation.gov.au/Series/C2004A00860
  • https://www.gamcare.org.uk

About the Author

Alex Mercer, iGaming expert. Alex has ten years’ experience analysing online casino promos and player protections across APAC markets, specialising in bonus math and responsible-play design. He writes practical guides aimed at helping players make informed choices without the hype.

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