Sports Betting Basics and How Casino Loyalty Programs Actually Work

Hold on — before you place your first bet, two quick wins: (1) decide a bankroll you can afford to lose and lock it away mentally; (2) pick one market to learn well (e.g., match winners in soccer or line betting in AFL).

Here’s the thing. Sports betting is simple to start and fiendishly deep once you care about long-term outcomes. Understanding odds, stake sizing and value is more useful than chasing “sure things”. If you also play online casinos, loyalty programs change the math on retention and value — they can be useful, but they come with rules that often reduce real payout value.

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)

Quick practical primer: sports-betting essentials (2 paragraphs that help you act)

Short: Always set a session limit.

Medium: Convert odds into an implied probability to spot value quickly — decimal odds of 2.50 mean an implied probability of 1/2.50 = 0.40 or 40%. If your model (or judgement) says the event has >40% chance, that’s value. Long: Over many bets, betting only when you find positive expected value (EV) is the single mathematical lever that separates recreational luck from an approach that can (in theory) be profitable: EV = (probability × payoff) − (1−probability) × stake; be honest with your probability estimates and track results.

How to size stakes: the conservative approach

Hold on. Don’t over-stake when you’re excited.

Use a fixed-fraction model: risk 1–2% of your bankroll per bet for recreational play; professionals often vary stakes using Kelly fraction variations but require accurate edge estimates. Example: bankroll $1,000, risk 1% = $10 per typical bet. If you truly believe you have +10% edge on a $100 bet, Kelly would suggest a larger stake — but real-world variance and estimation error make small fixed fractions safer for beginners.

Mini-case: a realistic sports-betting example

OBSERVE: I backed a favourite at short odds and got burned.

EXPAND: Let’s run numbers: Team A at 1.80 (implied 55.6%) but your model gives them 62% — edge = 6.4%. On a $100 stake, expected value = 0.064 × (0.8 × 100) ≈ $5.12 expected profit per bet — small, but positive; you still might lose many times in a row because variance dominates in short samples. ECHO: That tiny edge is useful only with discipline, tilt control and good staking; it’s not a ticket to riches.

Casino loyalty programs — how to think about them

Hold on — loyalty points are not free money.

Most programs convert play into points (Comp Points, CPs) at a set rate (e.g., 1 CP per $20 wagered). Points unlock tiers, perks and sometimes cashbacks or free spins. The crucial arithmetic: ask how many wagering dollars are needed per CP and what that CP converts to in cash value, then compare that effective rebate to the house edge on games you play. Long: A program that pays back an effective 0.5% in CP value may be meaningful if you’re a regular slot player with known RTPs, but if bonus wagering requirements or game weightings kill value, the nominal CP conversion is misleading.

Comparison: loyalty program structures (simple table)

Program Type How You Earn Typical Rewards When It’s Valuable
Flat CP-for-play Fixed CP per $ wagered Free spins, cash, small bonuses High-volume players on slots with known RTP
Tiered VIP CPs + Tier progress via weekly/monthly thresholds Higher cashbacks, withdrawal limits, personal manager Frequent players who hit higher tiers
Activity-based Promos Special challenges/tournaments Prize pools, tournament rewards Players who enjoy competition and volatility
Cashback/Real-money Loss-based percentage Small immediate cash returns Players who accept lower wagering friction

Where loyalty programs add or subtract real value

OBSERVE: Free spins sound great; they’re often limited to specific games.

EXPAND: Two main traps reduce value — high wagering requirements and game-weighting rules. For example, if a site requires 40× wagering on bonus funds including free-spins winnings, a $20 bonus effectively demands $800 of turnover before withdrawal, and game weightings (e.g., 100% for slots, 10% for blackjack) slow completion and tilt expected value undesirably. ECHO: You must translate the headline reward into “real cash expected value after WR and game weights” to judge whether a VIP perk is actually helpful.

Where to look for transparency (licenses, KYC, audits)

Short: check licensing and audit info.

Medium: A licence (e.g., Curaçao, Kahnawake) shows the operator’s regulatory home; independent RNG audit certificates (iTech Labs, eCOGRA) add assurance. Long: For Australian players it’s essential to understand offshore licensing limitations — sites licensed offshore don’t offer the same consumer protections as domestically regulated operators, and regulators like ACMA can block access or pursue other measures. Always complete KYC early to avoid withdrawal delays and confirm withdrawal limits.

Golden middle: choosing a platform sensibly

Here’s a practical anchor: after you understand the math above, shortlist casinos and sportsbooks that publish clear T&Cs, reasonable WRs on bonuses, readable loyalty conversion rates and fast payout histories. For a convenient way to review a platform’s game selection, VIP mechanics and payment options, a visit to resources such as bizzooz.com can help you compare features without relying on hype — use it as one of several references rather than the sole decision-maker.

Mini-cases: two quick real-world scenarios

Case A (beginner): Anna deposits $50, claims a 100% match (WR 40×). She bets $2 spins on 96% RTP slots. Result: after $2,000 of turnover she cashes out small. Lesson: high WRs often mean bonuses are more entertainment credit than withdrawable money.

Case B (regular): Marcus wagers $5,000 monthly on a casino with a 30-level VIP. Effective CP rebate is ~0.6% and higher tiers grant occasional cashbacks with low WR (3×). Result: the program meaningfully offsets house edge over time — only because he already had that play volume and accepted the platform’s rules.

Quick Checklist — what to do before you sign up

  • Set an affordable bankroll and per-session deposit cap.
  • Read bonus T&Cs: check WR, max bet, game weights, expiry.
  • Check licence and any audit certificates (RNG testing reports).
  • Confirm accepted currencies and withdrawal times; complete KYC early.
  • Calculate CP conversion: how many $ to earn 1 point, and point → cash value.

Common Mistakes and How to Avoid Them

  • Chasing bonuses without reading WRs — always compute the true turnover required.
  • Mixing bankrolls across too many promos — keep one tracked plan.
  • Ignoring game weightings — if you favour table games, confirm their contribution to WR.
  • Assuming loyalty tiers are permanent — most platforms use rolling periods.
  • Delaying KYC — submit ID/address documents immediately after signup to avoid payout stalls.

Mini-FAQ

Is a loyalty program worth chasing as a beginner?

Short answer: only if you already plan to play enough to reach useful rewards. For small, occasional play the admin cost and wagering traps often negate gains. Focus on bankroll control and understanding odds first.

How do I compare the value of two casinos’ VIP programs?

Calculate the effective rebate (CP value per $ wagered) and factor in any WRs tied to rewards. Then check how those rewards map to games you actually play (slots vs table games). Prefer programs that publish clear CP rates and low WRs on redeemed rewards.

Can loyalty points replace smart staking?

No. Loyalty value can supplement a smart staking plan by reducing effective cost of play, but points don’t change the underlying variance and risk management you must use for sports betting or casino play.

18+. Play responsibly. If gambling is causing harm, seek help — Australia: Gambling Help Online (https://www.gamblinghelp.org.au) or phone 1800 858 858. Complete KYC early and never bet money you need for essentials.

Sources

  • https://www.acma.gov.au
  • https://www.gamblinghelp.org.au
  • https://kahnawake.com

About the Author

James Carter, iGaming expert. I’ve worked with operators and played both sports markets and casino products for over a decade; I write practical guides that help beginners avoid avoidable losses and evaluate real value in bonuses and loyalty programs.

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