Skip to main content
Uncategorized

Crypto Casino Payments & Smart Online Slot Strategies for Beginners

By October 15, 2025No Comments

Hold on—before you hit “deposit”, two quick wins: use crypto for faster cashouts when possible, and size your bets to the slot’s volatility, not the bonus headline. These are small changes that protect your bankroll and reduce withdrawal friction.

Here’s the thing. If you’re new to online casinos and curious about using Bitcoin or Litecoin, you want clarity, not hype. Below I give step-by-step checks you can run in your first 48 hours, a practical comparison of payment options, simple math for wagering requirements, and slot play rules that actually help you stay in the green more often.

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

Why crypto payments change the game (and when they don’t)

My gut says crypto is a useful tool for players—but it’s not a free pass. Crypto can cut withdrawal times from days to hours, reduce banking blocks, and lower identification hassles. On the other hand, price volatility, exchange fees and poorly implemented KYC at some casinos can introduce new headaches.

Fast, practical rule: if you’re chasing convenience and lower friction, prefer on-chain cryptocurrencies (BTC, LTC) or casino-implemented Lightning/instant rails when available. If you value buyer protection or chargeback safety, traditional e-wallets win, but often at the cost of slower trust-building verification by the operator.

Quick Checklist — first 48-hour routine (do this before big deposits)

  • Register, then deposit a small test amount (A$10–$25) using your chosen payment method.
  • Play a session long enough to meet any tiny wagering trigger (or not) and then request a withdrawal of the small amount.
  • Track timestamps for: deposit, verification request, withdrawal pending, payout arrival.
  • Confirm fees shown at the wallet/exchange and on the casino side (double-check conversion rates).
  • Save screenshots of transaction IDs and support chat in case of disputes.

Payment options compared — quick reference table

Method Typical Speed (AU) Fees KYC / AML friction When to pick
Bitcoin (on-chain) Hours–1 day Network fee + exchange spread Moderate (some casinos still require full KYC) Fast withdrawals, privacy preference
Lightning / Instant BTC Minutes Low Low–Moderate Micro-deposits & quick play
Cryptos (LTC, BCH) Minutes–Hours Low Moderate Lower fees than BTC at times
E-wallets (Skrill/Neteller) Instant deposit; withdrawals 24–72h Medium (withdrawal fees possible) High (linked to bank & ID) Reliable, chargeback-capable
Prepaid (Neosurf/Paysafecard) Instant deposit Voucher cost Low for deposit; high for withdrawal (verification) Good for deposits without bank card
Bank transfer / Card 1–15 business days (withdrawals vary) High for wire High When you need fiat directly to bank

Mini-case #1: The test-deposit that saved A$2,400

Quick story. A mate deposited A$250 using a credit card, grabbed a welcome bonus and wagered heavily. When he requested a A$2,400 withdrawal after a lucky run, KYC exploded—documents repeatedly rejected and payout stalled for weeks. Lesson: the low test-deposit (A$25 via Bitcoin), immediate successful withdrawal, and saved receipts would have signalled issues earlier and avoided the larger stuck balance.

Understanding bonus math — practical formulas you’ll use

Most casinos apply wagering requirements to D+B (deposit + bonus). That tripwire is the main source of confusion and wasted time. Here’s a simple formula and an example.

Formula: Required Turnover = (Deposit + Bonus) × Wagering Requirement

Example: A$100 deposit + 275% bonus = Bonus A$275 → Total A$375. If WR = 30× (D+B), Required Turnover = 375 × 30 = A$11,250. Hold on — that’s huge for a modest bankroll. Always compute this before opting in.

Slot strategy for beginners — RTP, volatility, bet sizing

Short: respect RTP and volatility. Long: match bet size to bankroll and slot volatility, not the bonus. Here’s a three-step practical method.

  1. Find stated RTP and volatility (low/medium/high). If RTP is not published, assume conservatively (≤95%).
  2. Decide session bankroll (e.g., A$100). Set a unit bet of 0.5–1% of that bankroll (A$0.50–A$1). This buys more spins and exposure to bonus rounds.
  3. Adjust bet if volatility matches your goal: high volatility → smaller unit bets; low volatility → slightly larger bets but still within 2% cap.

To be honest, chasing hits with large bet jumps (Martingale) is a fast route to depletion. Don’t do it on unfamiliar games without known max win mechanics.

Mini-case #2: Volatility mismatch

A player with a A$200 bankroll chose a high-volatility pokie and bet A$5 per spin (2.5% per spin). After 40 spins the bankroll was gone. If they had scaled to A$1 per spin, they’d have had 200 spins and a significantly higher chance to hit a bonus round—statistically better exposure.

Where to test payment flows — a practical recommendation

If you want a WGS-focused experience with straightforward deposit rails and visible tournaments, test an operator that exposes both crypto and voucher options so you can compare speed and KYC friction. For example, try the redstagcasino official site for a small A$10–A$25 Bitcoin deposit and a withdrawal test before committing to larger sums—observe processing times, KYC requests, and support responsiveness.

Common Mistakes and How to Avoid Them

  • Assuming “instant payout” claims are guarantees — always test with a small amount.
  • Not factoring D+B in wagering math — compute required turnover before you claim bonuses.
  • Using large base bets on high-volatility slots — use unit-bet sizing tied to bankroll percentage.
  • Ignoring conversion and network fees — check exchange spreads and on-chain fees before transacting.
  • Failing to document transactions — save TXIDs, screenshots, and chat logs for disputes.

Regulatory & safety notes for Australian players

Important: playing offshore from Australia is generally not a criminal offence for the player, but operators offering services to Australians may be in a legal grey area. The Australian Communications and Media Authority (ACMA) regulates advertising and operator conduct, not individual player access. Always verify licensing claims and be sceptical of operators that cannot or will not display verifiable license numbers and audit certificates.

Quick rules for KYC and AML when using crypto

Casinos will often ask for ID, proof of address, and proof of payment, even for crypto users. My experience: submit clear, high-resolution scans once (passport + utility bill) and follow up proactively if a withdrawal is pending. If an operator keeps asking for repeated re-submissions without a plausible reason, treat it as a red flag and escalate or close the account.

Mini-FAQ

Is crypto always the fastest withdrawal method?

Not always. Crypto can be faster, but casino-specific processing windows, manual KYC holds, and network congestion can add delays. Test and document.

Should I avoid bonuses when using crypto?

Not necessarily. Bonuses are valuable when you understand the wagering math. If a bonus forces D+B wagering and you have a small bankroll, it can be a trap. Calculate required turnover first.

How much should I bet per spin?

Use 0.5–2% of your session bankroll as a unit bet, adjusted down for higher volatility slots. This preserves playtime and reduces ruin probability.

Practical step-by-step play plan for your first month

  1. Week 1: Create accounts, perform 1–2 small deposits via different methods (crypto + voucher), and request withdrawals to test flows.
  2. Week 2: Play only games with visible RTP and low–medium volatility; log session length and outcomes.
  3. Week 3: If comfortable, try one welcome bonus but compute the WR: Required Turnover = (D+B) × WR and see if it’s realistic.
  4. Week 4: Reassess the operator using your test logs. If withdrawals were slow or KYC was painful, move to an operator with clearer licensing and audit proof.

On a final practical note: keep records. Always. If a dispute happens, you’ll thank yourself for timestamps, TXIDs, and chat copies.

18+ only. Gamble responsibly. If gambling feels out of control, contact Lifeline (13 11 14) or Gambling Helpline services in your state. This guide is informational and not financial advice.

Sources

  • https://www.acma.gov.au
  • https://www.ecogra.org
  • https://curacao-egaming.com

About the Author

Jack Turner, iGaming expert. Jack has 10+ years’ experience testing payment rails and gameplay flows for online casinos in APAC, with hands-on experience running test-deposits, KYC audits and bonus math reviews for operators and players.

Leave a Reply

Close Menu

Hydrate Podcast

By Jacalyne Price
Business Strategist, Coach & Educator

About Us

We Educate about
how Water Hydration
Is Your Best Choice
For Good Health

T: +61404889644
E: contact@hydratepodcast.com