collegegyaan.in

How Regulation Changes Blackjack: Practical Basic-Strategy Adjustments for Australian Players

Hold on — quick, useful takeaway first: small rule tweaks driven by regulation (deck count, dealer hits, surrender availability, payout for blackjack) change the house edge by tenths of a percent and can flip the optimal basic strategy for dozens of common hands. Play the wrong chart at the wrong table and you quietly surrender expected value (EV) and bankroll resilience.

Here’s the useful bit you need right away: when you sit down, scan three table rules — dealer 17 (H17 vs S17), blackjack payout (3:2 or 6:5), and surrender allowed — then pick the matching basic-strategy chart. If you do that, you will stop bleeding EV from avoidable mismatches. Read on for exact examples, mini-cases, and a checklist you can use at any online table or PWA on your phone.

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

Why Regulation Matters to Blackjack Play — a practical lens

Something’s off when players talk about “basic strategy” as one static chart. Rules vary. Regulators — whether national (e.g., Australian restrictions on advertising) or market-driven platform policies — affect which tables survive and which rules dominate. A regulator that allows many small operators may yield more variant-friendly rules; a strict market tends to standardise tables.

Regulation affects three practical things that players feel at the table:

  • Table rules on dealer behaviour and side options (surrender, double after split, re-splitting aces).
  • Allowed bet sizes and bet spread limits (some operators constrain maximum/minimum bets for compliance).
  • Game offerings — e.g., simplified “fast” blackjack or reduced-payout tables (6:5) to satisfy commercial margins under compliance costs.

These are not academic. For example, changing from S17 (dealer stands on soft 17) to H17 (dealer hits soft 17) increases the house edge by roughly 0.2–0.3% on average. That’s a sizeable swing when you know basic strategy and count on thin edges.

Core rule changes and the exact EV / strategy impact

Here’s the matter: each rule change nudges both EV and the correct play. Below are the main rules to check and their rough effects (practical numbers derived from widely accepted simulations):

  • Blackjack payout: 3:2 → 6:5 increases house edge by ~1.4% — avoid these tables if possible.
  • Dealer hits soft 17 (H17): house edge +0.2–0.3%; changes many soft-hand decisions.
  • Number of decks: 1 → 8 decks increases house edge slightly (~0.5% aggregate), and some splits/doubles change.
  • Surrender allowed (late or early): gives a 0.07–0.14% reduction in house edge (late surrender is common; early is rare in online casinos).

Short note: blackjack math compounds. A table that moves from S17 + 3:2 to H17 + 6:5 is literally several percent worse for you — that’s the difference between marginally profitable counter-strategies and certain expected losses over time.

Practical basic-strategy adjustments (cheat sheet)

Here’s what changes most often and what you should do immediately when the table rules differ from your default chart.

  • H17 vs S17: Be more conservative with soft totals. E.g., on A-6 vs dealer 2, hit on H17 but stand on S17 in some charts. Double/stand thresholds shift slightly.
  • 6:5 blackjack: There’s no “extra strategy” that recoups the straight 1.4% loss — folding this table is the right play unless you have a non-bonus necessity to play.
  • Multiple decks: Wider deck counts shift pair-splitting and doubling indices; always check provider table header for decks and use the corresponding chart.
  • No surrender: Avoid gambles that rely on surrender as a safety valve; substitute more conservative doubling choices where surrender would have applied.

Mini-case 1 — Realistic example: H17, 6-deck, late surrender allowed

Alright, check this out. You sit at an online table that states: 6 decks, dealer hits soft 17, late surrender allowed, blackjack pays 3:2. You’re dealt A-7 vs dealer 3. What do you do?

Quick EV-aware answer: with H17, A-7 (soft 18) vs dealer 3 — you should stand in most modern H17 charts. Why? H17 slightly increases the dealers’ chance to improve; standing preserves the strong soft-18 expectation. If the site had S17, doubling or hitting might be preferred in certain indices, but H17 pushes towards standing.

Numbers (approximate): standing here versus hitting may preserve ~0.1–0.2% EV in the long run — small per hand but real across sessions.

Mini-case 2 — When rules grind you: 6:5 and no surrender

To be honest, this is the table to avoid. You deposit, and the casino’s “fast table” uses a 6:5 blackjack payout and disallows surrender. You win some small hands but your long-term expected loss is ~1.5–2.0% worse compared with a standard 3:2 table with surrender. If you’re chasing bonuses or trying to unlock loyalty tiers, factor this into your math: the bonus EV may be negative when played at 6:5 tables under wagering rules.

Comparison table — Rules vs Practical Impact

Rule Change Typical EV Shift Biggest Strategy Effect Player Advice
3:2 → 6:5 blackjack payout House edge +1.2 to +1.6% No strategy fix; overall worse Avoid; only play for entertainment
S17 → H17 House edge +0.2 to +0.3% Soft totals and doubling more conservative Use H17 chart; stand more on soft hands
Single → Multi-deck Aggregate +0.1 to +0.5% Pair splitting and doubling indices shift Check deck count; use matching chart
Surrender allowed → not allowed House edge +0.07–0.14% Riskier late-game hands without bailout Lower bet size or avoid aggressive doubles

Where to practise matched-to-rule basic strategy

My gut says players often overestimate their read on “table rules” — don’t. Always open the table info and confirm: decks, dealer rule, doubling after split, surrender. Then choose a practice table that matches those settings. For instance, if you prefer live dealer tables with standard 3:2 payouts and S17, you can find demo and low-stakes options at casino platforms that detail rules in the lobby — I recommend testing similar tables in a demo mode before staking real money. One place that lists clear table rules and supports AUD and demo play is casino-richard.games official, where tables are labelled with deck/payout details so you can pick the right strategy chart before you play.

Quick Checklist — What to do before you sit

  • Read the table rules header: decks, S17/H17, blackjack payout, surrender, DAS (double after split).
  • If payout = 6:5, leave the table unless playing for fun.
  • Match your basic strategy chart to the rules; keep a small laminated or app chart if needed.
  • Complete KYC and confirm withdrawal rules before chasing bonuses — regulatory policies can limit which tables count toward wagering requirements.
  • Set session bankroll and time limits (use the casino’s session tools or your own timer).

Common Mistakes and How to Avoid Them

  • Assuming all blackjack is the same. Avoid this by checking rules every session.
  • Using a single “universal” chart. Fix: keep multiple charts (S17 vs H17; single vs multi-deck) and switch by rule header.
  • Chasing bonuses at poor-rule tables. Fix: compute expected bonus value BEFORE you accept — high wagering requirements plus 6:5 quickly make a “good” bonus negative EV.
  • Ignoring bet-size constraints from operators due to regulatory limits. Fix: check min/max bets and VIP escalation options; don’t get trapped mid-session.

Mini-FAQ

Q: Does regulation change my ability to use basic strategy?

A: Regulation changes the rule-set landscape and sometimes forces operators to standardise tables. The strategy itself still exists, but you must adapt to the table’s specific rules. If surrender is removed, you play more conservatively on hands where you would have surrendered.

Q: Are online live dealer rules consistent with RNG tables?

A: They can be different. Live dealer tables often mirror land-based rules (S17, 3:2), but some operators offer RNG or “fast” live variants with 6:5 pay. Always read the table descriptor before joining.

Q: Will stricter local regulation (e.g., advertising limits in AU) affect table rules?

A: Indirectly, yes. Stricter market rules raise operator costs and compliance risk, which can push them to tweak rules (e.g., higher house edge tables) to preserve margins. That’s why players need to be vigilant.

18+ only. Gamble responsibly — set deposit, loss and session limits. If gambling is causing problems, seek help: Lifeline (13 11 14) or Gamblers Anonymous Australia. Verify casino licensing and T&Cs before depositing; complete KYC early to avoid withdrawal delays.

Final practical tips — how to keep EV from regulatory side-effects

Here’s what I do personally: I maintain three basic-strategy charts on my phone (S17-multi, H17-multi, single-deck), I always confirm table headers, and I use demo modes to validate the real-game settings before staking a full buy-in. If a platform imposes unusual bet caps or weird payouts, I walk away. Little regulatory-driven shifts add up over sessions.

Regulation won’t make blackjack “easy” or “unbeatable” — it will keep the industry safer and more consistent if done well, or drive poorer product choices if it’s patchy. Your job as a player is to read the table rules, match your basic-strategy, manage bankroll, and use demo modes to test tables before real stakes.

Sources

  • https://www.acma.gov.au
  • https://wizardofodds.com
  • https://www.gamblingresearch.org.au

About the Author

Alex Reed, iGaming expert. Alex has 8+ years’ experience analysing casino rules, advising players on bankroll strategy, and testing live and RNG blackjack products across AU-facing platforms.

Leave a Comment

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

Exclusive Counseling
Experience personalized guidance from our experienced professionals.
Please enable JavaScript in your browser to complete this form.
Sessions Now Available!
Scroll to Top