Live Dealer Studios & Progressive Jackpots Explained

Hold on. Live dealer games with progressive jackpots feel like a two-for-one adrenaline hit: the theatre of a live studio and the slowly swelling promise of a life-changing payout. For a beginner, that mix is intoxicating — but it also hides some tricky math and operational realities you should know before you bet.

Here’s the practical benefit right away: understand how the jackpot grows, how it changes the effective RTP of a table game, and what to watch for in the rules so you don’t misread the “value” of the feature. That knowledge saves money and time; it helps you choose which live tables to play (or avoid).

![image](data:image/webp;base64,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×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)

What is a progressive jackpot in a live dealer context?

Short version: part of some bets is diverted into a pooled prize (the jackpot). Over time that pool climbs until someone wins it under pre-set conditions. Live dealer games host these features in several ways — from a mystery jackpot that triggers randomly on any qualifying bet, to a must-hit-by (MHB) meter that guarantees the jackpot will be won by a certain threshold.

My gut says people imagine slots when they hear “progressive.” The reality is broader: live blackjack side bets, roulette mystery jackpots, and live casino variants of Caribbean Stud or Three Card Poker often attach progressive meters. Each implementation alters the house edge and your short-term variance differently.

Types of progressive setups (and their practical effects)

Here’s the taxonomy that matters when you’re picking a table.

  • Local studio progressive — Jackpot grows only from bets at a single studio or operator. Contribution rates are usually small; RTP impact modest.
  • Networked progressive — Multiple casinos share the same meter (also called pooled or networked). Faster growth, larger jackpots, bigger impact on RTP, and usually clearer rules.
  • Must-Hit-By (MHB) — The jackpot must drop before reaching a given cap; often shown as a countdown target. These offer large spikes but typically increase effective house edge while the meter nears the cap.
  • Mystery/random trigger — Any qualifying bet can randomly win. Attractive psychologically, often lower odds but also lower subtraction from base RTP per bet.

How the math works — a simple model

Quick example so you can see how EV and RTP shift.

Scenario: live blackjack side bet. Bet size = $1. Contribution to progressive = 2% of side bet. Base RTP of side bet (without progressive) = 92%.

Calculations (per $1 side bet):

  • Progressive contribution = $0.02
  • Operator keeps base margin on the remainder; assume net payout yield on side bet outcomes is 92% of $0.98 = $0.9016
  • Total expected return ≈ $0.9016 (from outcomes) + expected jackpot return (depends on jackpot size and probability)

When the progressive pool is small, the expected jackpot return per bet is tiny, so overall EV is below the advertised base. But as the pool grows, the jackpot component scales the EV up — sometimes turning an otherwise negative-EV side bet into a positive one for a short window. That’s the key: timing matters.

Break-even jackpot — a simple rule

Hold on. You can estimate the jackpot size required to make a side bet break-even.

Formula (simplified): Break-even jackpot J = (Bet × (1 – BaseRTP_effective)) / WinProbability_of_jackpot_trigger

Example continued: if the effective RTP without jackpot is 90% (you lose $0.10 expected per $1 bet), and the chance a given $1 side bet triggers the jackpot is 1 in 100,000, then J ≈ $0.10 × 100,000 = $10,000. So unless the meter is ≥ $10k, EV remains negative. That’s why tiny meters rarely represent real value.

Operational mechanics inside a live studio

Studios implement progressives server-side. A portion of qualifying wagers is flagged and routed to a jackpot accounting service. That service is usually auditable and should be independent of the game’s RNG (if the main game is RNG-based). In live games, outcomes are human/dealer-driven, but progressive triggers are often determined by the casino system based on deterministic or stochastic rules. Transparency varies by operator.

Here’s what I check personally when I sit at a progressive table:

  • Exact percentage of the bet that goes to the meter (stated in the Rules).
  • Trigger probability or trigger condition (random, outcome-based like hitting a suited royal, or a special roll/hand).
  • MHB caps or guaranteed win thresholds.
  • Any payout caps or multiple-winner rules.

Comparison table — which progressive type suits which player?

Progressive Type Contribution Rate (typical) Transparency RTP Impact Best for
Local studio 1–3% Medium Small negative Casual players wanting occasional big-payout chances
Networked (pooled) 1–5% High Moderate negative when meter small; better when large Jackpot chasers; higher variance
MHB / Ladder 2–6% High (meter visible) Heavily variable; can spike EV near cap Speculators who watch meter and time bets
Mystery/random 0.5–2% Low–Medium Small negative Players seeking surprise wins without big edge shifts

Practical checks before playing a live progressive

Here’s a quick checklist to run through in the lobby or rules pop-up.

  • Is the jackpot meter public and updated in real time?
  • What exact contribution percentage is taken from qualifying bets?
  • Are trigger odds or required hand/outcome explained clearly?
  • Does the operator show historic jackpot hits or “last won” details?
  • Are there wagering or withdrawal restrictions tied to jackpot-related bonuses?

Where operators hide value-draining rules

Short observation: the devil’s often in the “qualifying bet” clause. Many tables exclude certain bet types, cap maximum side bets, or apply different weights to live/bonus chips. Read the small print — especially around maximum bet and eligibility immediately before a dealer rotation or a meter hitting a cap. I’ve seen players assume they’re eligible, then lose a hit because their bet type didn’t qualify.

To be pragmatic: always confirm with live chat if anything in the rules is ambiguous, and take a screenshot of the rules at the time you play.

Example mini-case 1 — “The late sprint”

Observation: A friend once watched a roulette-like live progressive increase to $45,000 and decided to play only when the meter reached $40k. He increased his side-bets modestly, believing the EV turned positive. Expand: We ran the numbers and found a trigger probability of ~1 in 80,000 per $1 qualifying bet — his stakes would need to be large to make EV positive; instead he increased variance dramatically without meaningful expected return. Echo: He got lucky once and won; that skewed his perception forever — but statistically he bought a long-shot ticket and happened to cash it.

Example mini-case 2 — “Transparency wins”

Short: I played a networked progressive where the operator published contribution rates and historic hit data. Expand: Because they were honest about the meter rules, I could model the break-even point and waited for an honest opportunity. Echo: This time the meter hit the threshold where EV was roughly neutral and, with a conservative stake, I treated the play as entertainment rather than an investment. It was calmer and less emotionally charged.

Where to look for progressive live tables

Many licensed operators list progressive live tables in their Live Casino section. If you’re checking a specific operator for progressive offerings, look for a live feature page or rules popup that namedrops the progressive type and contribution rate. For context or product exploration, some live lobbies and promotional pages (for example, gday77.games) show the studio meters in the lobby view — but always pair that with a license check and rule verification before staking real money.

Common mistakes and how to avoid them

  • Mistake: Assuming a visible large meter equals positive EV. Avoid: Use the break-even formula; estimate trigger probability first.
  • Mistake: Betting max immediately when meter climbs. Avoid: Size bets relative to bankroll and treat it as a long-shot; don’t chase with debt.
  • Mistake: Playing on an operator without license transparency. Avoid: Verify licensing (jurisdiction and regulator) and read T&Cs for jackpot rules.
  • Mistake: Not confirming qualifying bet types. Avoid: Confirm with live support and keep a screenshot copy of the rules.

Mini-FAQ

How often do progressives pay out?

It varies. Networked progressives pay when random triggers or must-hit thresholds are reached; smaller local progressives may pay rarely. There’s no regular schedule — pay attention to the documented trigger mechanics and recent hit history.

Does a progressive make the base game fairer or worse?

Adding a jackpot typically reduces the base game’s effective RTP because part of the wager funds the meter. However, when the meter is large enough, the jackpot component may offset that and temporarily improve EV for the player. Fairness depends on transparency and actual math, not marketing.

Are progressive payouts taxed?

Tax treatment depends on where you live. In Australia, winnings from gambling are generally tax-free for recreational players, but professional status and local rules can change obligations. Seek local tax advice if you’re unsure.

18+ only. Play responsibly. If gambling is causing you harm, contact Gambling Help Online (1800 858 858) or Lifeline (13 11 14). Always verify an operator’s license (jurisdiction and regulator), KYC, and T&Cs before depositing.

Final practical rules — a short checklist before you risk money

  • Confirm contribution % and qualifying bets.
  • Estimate trigger probability (or find it in rules) and calculate break-even J.
  • Set a strict bankroll allocation (max 1–2% for speculative progressive plays).
  • Avoid unverified operators; check licensing and recent payout proofs.
  • Document rules and take screenshots before play.

Sources

  • https://www.acma.gov.au — guidance on illegal online gambling and consumer protections.
  • https://www.itechlabs.com — independent testing lab covering RNG and game certification processes.
  • https://www.legislation.gov.au/Series/C2004A00818 — legal framework relevant to Australian players and operators.

Author: Alex Carter, iGaming expert.

About the Author: Alex Carter is an iGaming practitioner with a decade of experience in live casino operations and player risk analytics. He writes practical guides to help recreational players spot value, reduce avoidable losses, and play responsibly.

Leave a Comment

Your email address will not be published. Required fields are marked *