Hold on. This isn’t another dry primer with textbook definitions. Read the two paragraphs below and you’ll get actionable steps you can use tonight: how to size a sports bet sensibly and how social casino games differ from real-money pokies. If you want one immediate takeaway: treat sports bets as trades with probability, and social casino games as entertainment tokens with no cash-back guarantee. The rest of this guide explains how to do both safely, with checklists, mini-cases and the exact traps beginners fall into.
Alright — quick roadmap. First, we cover the core betting math you need (stake sizing, implied probability, expected value). Then we switch gears to social casino games — how they feel similar to pokies but behave differently in value and regulation. After that you get comparison tools, a practical walkthrough to place a small, responsible bet, a couple of worked examples and a short FAQ for immediate questions. I’ll flag Australian legal and safety issues as we go, and include resources at the end so you can verify facts yourself.
!
(data:image/webp;base64,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)
Core concept 1 — Betting like a trader (simple math you actually use)
Something simple first: the bookmaker price encodes implied probability. That’s the cheap trick that most newbies miss. If a team is priced at $2.50, the implied probability is 1 / 2.50 = 0.40 or 40%. Multiply your stake by (true probability − implied probability) to see if a bet has positive expected value. For a practical formula: EV = (P * decimal_odds − 1) * stake. Use that to compare your estimate of the outcome (your P) against the market price.
Example — small worked case. Suppose you think Team A has a 45% chance to win, and the book shows $2.20 (implied 45.45%). Stake $20. EV = (0.45 * 2.20 − 1) * 20 = (0.99 − 1) * 20 = −0.20. That’s a tiny negative EV; not worth the bet. If your model instead gives 50%, EV = (0.50 * 2.20 − 1) * 20 = (1.10 − 1) * 20 = $2.00 — a positive EV bet. Small differences in your probability estimate matter a lot.
Core concept 2 — Stake sizing and bankroll rules
My gut says many people break this rule on their first week of betting. Don’t bet more than a small percentage of your bankroll on single events. A simple practical rule: fixed-fraction staking — 1–2% of your available bankroll per standard bet if you’re a recreational punter. If you’re starting with $500, that’s $5–$10 per bet.
Why it works. Small percentages smooth variance and keep you in the market while you refine judgment. If you prefer a mathematically optimal approach, learn the Kelly Criterion: fraction = (bp − q) / b, where b = decimal_odds − 1, p = your estimated probability, and q = 1 − p. Use a fractional Kelly (e.g., half-Kelly) to limit risk; full Kelly can swing widely and is hard to follow emotionally for beginners.
What social casino games are — and why they feel like gambling
Quick observation: social casino games often feel identical to real-money pokies. They have the same visuals, the same win animations, and the same dopamine hooks. But there’s a crucial legal difference — most social casino games are free-to-play or use in-app currency and are regulated differently. In Australia, real-money online casino games (pokies, table games) are heavily restricted, while social apps can operate under app-store rules rather than gambling licences.
Practically: your “credits” in social casino apps usually have no cash value and vendors can change redeem rules at will. That makes “wins” in social slots entertainment, not an investment. If you enjoy the mechanics, that’s fine — but don’t treat in-app currency as a substitute for banked winnings. Always check the app’s terms and whether it is merely social (no cash payouts) or links to a real-money operator.
Comparison table — Sports betting vs Social casino vs Real-money casino
| Feature |
Sports betting |
Social casino games |
Real‑money casino (online) |
| Main value proposition |
Speculative/trading on outcomes |
Entertainment; mechanics mimic casino games |
Monetary gambling with RTP and house edge |
| Typical regulation (AU) |
Licensed operators for sports wagering; permitted |
Often unregulated as “social” (app-store rules) |
Mostly offshore for pokies; ACMA blocks illegal sites |
| Responsiblegaming tools |
Strong (deposit limits, timeouts) on licensed sites |
Varies; often weaker or hidden |
Depends on licence (MGA/UKGC stronger; Curaçao weaker) |
| Cash withdrawal |
Yes, subject to KYC and payout rules |
No (in-app credits) or via third-party promotions |
Yes, but watch withdrawal limits and KYC delays |
| Best for |
Skillful bettors, value-seekers |
Casual play and social interaction |
Players seeking monetary wins (riskier) |
Where to try things safely (what to look for)
Hold on — choosing a platform matters more than the fancy homepage. Look for local regulation or reputable third-party audits, transparent cashout rules, clear KYC and withdrawal times. If you’re evaluating offshore sites, check licence jurisdiction (MGA/UKGC are stronger; Curaçao is common but offers weaker player protection), withdrawal limits, and player reviews about payments.
One place that demonstrates the modern UX for casinos and strong game selection is shown on sites that emphasise gamification and crypto options; for an example of that design approach and how a large game library looks, see here. Use that as a visual benchmark only — don’t interpret design as a guarantee of reliable payouts or legal safety.
Mini-case 1 — A $20 sports-bet walkthrough
Short: try this the next time you see a market you think is mispriced. Step 1: estimate your probability. Step 2: compute implied probability from the odds. Step 3: calculate EV and stake size (1–2% bankroll). Step 4: log the bet and outcomes.
Worked example: Bankroll $400, you estimate Player X has a 40% chance to win. Market odds $3.00 (implied 33.33%). EV per $20 = (0.40 * 3.00 − 1) * 20 = (1.20 − 1) * 20 = $4.00. Stake rule at 1% = $4. So you can choose $4 to align with bankroll management or $20 if you’re comfortable risking 5% — but expect higher volatility. Logging helps you judge model quality over time.
Mini-case 2 — Social casino spend discipline
Here’s what bugs me: people conflate hours played with value. Set a monthly entertainment budget and stick to it. Example: cap $30 per month on in-app purchases. If you get enjoyment, treat the spend like Netflix or cinema money. If you chase in-app wins to recover losses, that’s a behavioural red flag — step back and use self-exclusion or cooling-off features if available.
Quick Checklist — what to do before you place money
- Verify the licence or platform origin (site terms, regulator, audits).
- Decide your bankroll and stick to 1–2% typical stake per single bet.
- Estimate probability for the event; compare with implied probability (1/odds).
- Calculate EV; if positive and within bankroll rules, proceed.
- Complete KYC proactively on cash-out platforms to avoid delays.
- Set deposit, loss and session time limits before you start.
Common Mistakes and How to Avoid Them
- Overbetting early: avoid embracing “hot streaks” — variance exists. Use fixed-fraction staking.
- Ignoring vig/commission: remember exchanges vs bookies change effective odds.
- Betting on emotion: don’t wager because you “want revenge” after a loss; pause and re-evaluate.
- Not reading terms: bonuses often carry (D+B)x wagering, bet caps and excluded games — read them.
- Using unverified offshore sites: avoid platforms blocked by regulators (e.g., ACMA in Australia) if you want legal recourse.
Mini-FAQ
Is sports betting legal in Australia?
Yes, licensed sports betting is legal in Australia; licensed bookmakers provide regulated wagering options. However, online casino games (pokies/table games) for real-money are largely prohibited domestically and many offshore casino sites are blocked by the Australian Communications and Media Authority (ACMA). If an operator is blocked by ACMA it means they are considered to be operating illegally in Australia — proceed with caution and be aware you lose local legal protections.
Are social casino wins real money?
Mostly no. Social casino apps typically use in-game credits that can’t be cashed out. Some hybrid products may offer promotional routes to convert rewards, but those are uncommon and heavily restricted. Treat social games as entertainment and not as an investment.
How long do withdrawals take?
Licensed sportsbooks and casinos usually process withdrawals within a few business days, but KYC checks can delay payouts. E-wallets and crypto are typically fastest; bank/card transfers take longer. If a site has repeated user complaints about pending withdrawals, treat that as a major red flag.
Practical risk controls and Australian-specific notes
Here’s the reality. Australia’s Interactive Gambling Act and ACMA actively restrict offshore casino operations that offer real-money pokies to residents. If you use offshore sites you lose the comfort of local regulatory oversight and dispute resolution. Always prioritise licensed local sportsbooks for wagering and use social casino apps only for entertainment.
Before depositing anywhere: prepare KYC documents (ID, proof of address, proof of payment) to speed withdrawals, use deposit limits, and if you feel you’ve lost control, contact GamblingHelpOnline (13 78 48) or Lifeline in Australia for immediate support. Set audible timers and session limits on your device if you’re prone to extended sessions — small friction helps curb impulsive chasing behaviour.
Finally, don’t forget record-keeping. A simple spreadsheet that logs date, event, stake, odds, implied probability, your estimated probability and result will reveal whether your estimates are improving. If your long-run ROI is negative, stop and reassess assumptions rather than increasing stakes.
18+ only. Gambling can be addictive. If gambling is causing you harm, seek help: GamblingHelpOnline (1800 858 858) and Lifeline (13 11 14) are available in Australia. Always set deposit and time limits and never chase losses.
Sources
- https://www.acma.gov.au — regulator notices and blocked site list.
- https://www.legislation.gov.au/Details/C2004C00523 — federal legislation governing online gambling in Australia.
- https://www.ecogra.org — one of the independent testing and certification bodies for fairness and RNG auditing.
About the Author: {author_name}, iGaming expert. {author_name} has worked across product and compliance in online wagering and casino platforms and focuses on practical risk controls and clear explanations for beginners.