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Understanding RTP and Variance — How They Apply to Live Dealer Studios

Hold on — this one trips up a lot of new players fast.

If you want practical value right away: focus on two things when you choose a live dealer table — the effective RTP (house edge after side-bets and fees) and the short-run variance (how jagged your bankroll swings will be). Short sentence. These two numbers decide whether a session feels steady or like a rollercoaster, and they should drive your bet sizing, session length and which tables you open first.

Here’s the useful bit up front: for most live casino games the theoretical RTP is published (e.g., 99.5% for optimal blackjack strategy variants, ~97.3% for European roulette excluding suspicious side bets), but actual experience depends on rules, side bets and human factors (dealer speed, table limits, and your own bet choices). Long sentence that connects the math, the rules and the human elements so you can act on them.

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What RTP really means at a live table

Wow. The abbreviation misleads many people.

RTP stands for Return to Player and it’s an average over an enormous number of rounds. It isn’t a promise for a session. Expanding that, if a blackjack variant advertises 99.5% RTP, that assumes perfect basic strategy and often excludes side bets. Echoing that — if you don’t use optimal decisions, your real RTP will be lower.

Important nuance: live dealer games have human and procedural variances that digital RNG tables don’t — dealer mistakes are rare but possible; shuffling and shoe penetration change expected outcomes for advantage players; and some live variants include commission or rake that subtly reduces RTP. Play with the rules in front of you and do the quick math before you commit to a table.

Variance: the thing that makes sessions feel unfair

My gut says variance is the real enemy for newbies.

Variance (aka volatility) measures how bumpy your results will be. Low variance = lots of small wins/losses. High variance = infrequent big swings. For live dealer games, variance is driven by bet types: single-number roulette bets create huge variance, even though the table’s theoretical RTP remains constant; whereas blackjack (if you avoid big side bets) tends to show lower variance per spin/hand.

On top of that, session structure affects variance: playing many small hands reduces variance per hand and smooths the ride; making a few large wagers increases the chance of severe short-term drawdowns. One trick: set a session plan — target playtime, max loss per session and a minimum profit to walk away — and pick tables that match those risk parameters.

Mini-case: two players, one live roulette table

Quick story — short and useful.

Adam bets $2 on single numbers (high variance). He averages 1 big hit for every 37 spins; his bankroll jumps and crashes. Beth bets $74 once every 37 spins on even/odd (low variance). The expected value per 37 spins is similar, but Beth’s swings are much smaller and she can sustain longer sessions without emotional tilt. So choose the approach that fits your bankroll and temperament.

How to calculate the effect of RTP and wagering choices

Hold on — a simple formula helps here.

Expected Loss per bet = Bet size × (1 − RTP). For example, if you place a $100 blackjack wager on a 99% RTP table, expected loss = $100 × 0.01 = $1 per hand on average. Expand that to session planning: multiply by hands per hour to estimate hourly theoretical loss. Echo this: variance will cause real results to differ substantially from that small expected loss during any one session, but over many sessions the average will approach it.

Comparison table: approaches and tools to manage RTP & variance

Option / Tool Best for Pros Cons
Low-variance betting (even/odd, low spread) Bankroll preservation Steadier sessions; less tilt Lower upside; can be boring
High-variance plays (singles, progressive side-bets) Chasing big wins Large payout potential High drawdowns; needs larger bankroll
RTP-focused table selection (compare rules) Value-conscious players Improves long-term edge Requires homework; rules can change
Demo / observation mode Learning & variance feel No financial cost; learn dealer speed Doesn’t simulate real emotional pressure

Practical checklist before you sit at a live table

  • Quick Rules Check — does the variant have commission, special payouts or restricted strategies?
  • Calculate Expected Loss — Bet size × (1 − RTP) gives you per-hand leakage.
  • Match Table Limits to Bankroll — a 1% max-bet rule keeps sessions sustainable.
  • Decide Variance Appetite — low, medium or high and stick to it for the session.
  • Document KYC/Budget Limits — verify you can withdraw and that your identity docs are ready.

Where to find reliable RTP and fairness information

Something’s off when a site hides game documentation.

Always check the casino’s fairness pages and provider documentation. Reputable providers and aggregators publish theoretical RTP and often detailed rules for each live variant. If you want a practical starting point in a market-focused platform that supports AUD and crypto-friendly banking for testing live tables, consider checking established aggregators and review pages like the one on visit site which list provider details, accepted currencies and common terms — useful input when you’re shortlisting where to play.

Common mistakes and how to avoid them

  • Mixing strategies mid-session — fixes nothing and increases tilt. Plan and stick to it.
  • Ignoring side-bet math — side bets often look juicy but carry much worse RTP; treat them as entertainment, not strategy.
  • Not accounting for rake/commission — a 0.5–2% commission can erode your edge quickly in frequent play.
  • Skipping KYC prep — delays on first withdrawals are common; prepare ID and proof of address beforehand.
  • Chasing rare outcomes — gambler’s fallacy in action; prior runs don’t change probabilities.

Mini-FAQ

Q: Does a higher RTP guarantee profit?

No — RTP is a long-run average. Short-run sessions can still lose heavily due to variance. Use RTP to compare environments, not promise returns.

Q: How much bankroll do I need for live dealer play?

It depends on variance. For low-variance play, a 50–100× per-bet bankroll (e.g., $1 bet → $50–$100) gives breathing room. For high-variance plunge plays, increase that multiple significantly or reduce bet size.

Q: Are live studios fairer or less fair than RNG tables?

Fairness is comparable if providers are certified, but transparency differs: RNG audits are easy to publish; live fairness depends on rules, human error handling and studio procedures. Look for provider certification and clear rules.

Two short examples you can copy

Example A — conservative plan: deposit $200, choose a low-house-edge blackjack table (RTP ~99%), bet $2 per hand, target 2 hours or $30 loss cap. You’ll trade small expected loss for many hands and a calmer session.

Example B — speculative plan: deposit $300, play roulette with a $50 single-number bet only after 30 minutes of observation and clear table rhythm; you accept long losing runs for occasional big payouts. This is entertainment with a cost — set a strict stop-loss.

Quick Checklist: Before you press “Join”

  • Confirm the table’s published RTP and special rules.
  • Estimate expected loss per hour and compare it to budget.
  • Prepare KYC documents if you plan to withdraw within the week.
  • Set session time and absolute loss limit; enable responsible gaming tools.
  • Use demo/observe mode for 10–15 minutes to feel dealer speed and table flow.

18+ only. Live dealer play can be addictive. If gambling is causing you harm, seek help: Australian support services such as Gambling Help (ph. 1800 858 858) are available. Use deposit limits, cool-off and self-exclusion features provided by casinos and verify any operator’s licensing and KYC/AML practices before funding an account.

Sources

  • https://www.ecogra.org
  • https://softswiss.com
  • https://www.acma.gov.au

About the Author: Jordan Blake, iGaming expert. Jordan has worked in online casino operations and product testing, specialising in live dealer product evaluation and player-protection workflows. He writes practical guides aimed at helping Australian players make safer, smarter choices at live tables.