Card Counting Online — Practical Reality & CSR in the Gambling Industry

Hold on. Card counting online isn’t the same animal as in a brick‑and‑mortar casino. The practical value, the detection vectors, and the social responsibilities of operators all shift when games live behind RNGs, shuffled shoes, or continuous shufflers. Long story short: if you came here hoping for a quick cheat-sheet that guarantees profit, this isn’t it. But if you want a clear, practical read on what works, what doesn’t, and how operators should act ethically — read on.

Here’s the useful bit first. If the blackjack game you play is driven by an audited Random Number Generator (RNG) with automatic shuffling between hands, card counting yields essentially zero edge. Conversely, if you find a live-dealer shoe game that uses a finite‑deck shoe and deals multiple hands without reshuffle, a counting strategy can change your expected value — but only modestly and at substantial execution risk. In either case, operator policies and corporate social responsibility (CSR) shape whether counting is tolerated and how players are treated when patterns are detected.

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)

What “card counting online” actually means

Short version: there are three distinct online contexts.

  • RNG blackjack (instant play / app): every hand is independently generated by an RNG or uses auto-shuffle. Counting is mathematically ineffective here.
  • Live-dealer shoe games streamed from a studio: deck composition matters only when the shoe isn’t shuffled between each hand; some providers use rota shuffle or continuous shuffler, making counting impractical.
  • Peer-to-peer or asynchronous card games (rare): where deck state may matter across hands; those are the only online formats where skilled advantage play could approach land‑based outcomes.

Wow. The nuance is crucial. Before you try to backtest anything, verify the game type and the shuffle rule in the rules or with support.

Quick technical primer — math you can use

OBSERVE: My gut says beginners underestimate variance.

Counting’s theoretical benefit is converting information about remaining high/low cards into a betting/playing strategy. You usually convert a running count (RC) to a true count (TC) by dividing by remaining decks: TC = RC / decks_remaining. EXPAND: For a simple Hi-Lo system, a TC of +2 may yield ~1% to 1.5% player advantage versus basic strategy, depending on rules. ECHO: That means on a $100 base bet you’d expect average EV ~ +$1–$1.50 per hand at TC +2 — before considering variance, table limits, bet spread constraints, and detection risk. Put bluntly: you need large volume and low detection cost to net anything meaningful.

Mini-calculation example: suppose a player faces a 6‑deck shoe, achieves an average TC of +2 on 20 hands per hour, and uses a bet spread of 1× at TC ≤0 and 8× at TC ≥+2 with a $10 base bet. Rough EV estimate:

  • Edge per hand at TC +2 ≈ +1.2% → EV per big bet = $10 × 8 × 0.012 = $0.96
  • If you see TC +2 in ~20% of hands: hourly EV ≈ 20 hands × 0.2 × $0.96 ≈ $3.84 per hour

This is tiny, and variance is large. Also, online casinos quickly limit spreads or suspend accounts — so the realized ROI is usually lower or negative.

Real-world constraints that make online counting hard

Short list:

  1. Continuous shufflers / auto-shuffle after every hand (RNG) — kills counting.
  2. Limited bet spreads and maximum bet caps — reduce amplifiable edge.
  3. Clickstream and behavioral detection — operators can flag patterns of bet change correlated with hand composition.
  4. KYC and account scrutiny — withdrawals trigger document requests and delays.

Hold on — detection is not just an anti-cheat hobby for operators. EXPAND: For online businesses, detecting advantage play is both a fraud-protection task and a regulatory risk management exercise: unusual patterns can indicate bots, collusion, or exploited software. ECHO: Good operators should balance prevention with fair treatment — e.g., warn, restrict, or offer explanations rather than immediate bans or funds seizure.

Comparison table — approaches and their online effectiveness

Approach Where found online Technical effectiveness Operational risk / detection
Manual counting (Hi‑Lo) Live-dealer finite shoe games Moderate if shoe not shuffled and bet spread allowed High — pattern detection, account limits
Automated bots / software Any streamed game; disallowed by T&Cs High theoretically, but illegal per most sites’ rules Very high — immediate account closure, legal action possible
Simulation & training tools Standalone apps, local simulators High for skill building; zero casino detection None — safe practice
Bet spreading without play changes RNG or live Low — spreads often capped Moderate — flagged for odd betting patterns

Where CSR (Corporate Social Responsibility) fits

OBSERVE: Companies often hide behind “we follow the law” statements. EXPAND: For online operators serving Australian players — especially those in grey markets — CSR must address: transparent game mechanics (RNG audits), fair bonus T&Cs, speedy/written dispute-resolution processes, and non-predatory withdrawal practices. ECHO: Ethically run platforms publish RNG audit certificates, a clear ADR pathway (independent mediation), and practical self‑exclusion tools. They avoid dark patterns such as excessive minimum withdrawal thresholds or deliberately slow KYC that trap funds — practices seen in many offshore operators targeting AU players.

Practical CSR checklist for operators (what to demand as a player):

  • Published, recent RNG / game fairness certificates from reputable labs (e.g., iTech Labs, GLI).
  • Clear shuffle rules and live-dealer deck policies per table.
  • Reasonable withdrawal limits and transparent KYC timelines.
  • Independent ADR or a documented escalation path.
  • Accessible responsible-gaming tools (instant self-exclude, deposit limits in account settings).

How operators detect counting — and what ethical handling looks like

Detection methods:

  • Statistical monitoring: correlations between bet size and favorable outcomes more than expected by chance.
  • Behavioral telemetry: rapid bet changes, consistent reaction times, improbable strategy deviations.
  • Device and IP fingerprinting for bot detection or collusion.

Ethical operator response: first send a transparent notice explaining the flag and requesting clarification; offer temporary holds while investigating; provide evidence and an appeal route; only escalate to account closure if fraud or bots are proven. That’s CSR in practice — protect house integrity without unfairly seizing disputed funds.

Practical recommendations for beginners (what to do)

OBSERVE: If you’re curious, start with training — not real money. EXPAND: Use offline simulators and apps to learn true-count conversion, bet spread discipline, and bankroll variance. Practice until you can maintain error rates below ~3% under timed conditions. ECHO: Then test on low‑stakes live tables only if the dealer/shuffle rules make counting theoretically possible — and be mentally prepared for detection and account limitations.

Quick Checklist

  • Confirm table shuffle rule (auto-shuffle vs finite shoe).
  • Check bet spread and table max/min before trying larger bets.
  • Train with simulators — time yourself and log errors.
  • Keep stakes small; expect long variance periods.
  • Know the operator’s T&Cs and dispute process before you play.

Common Mistakes and How to Avoid Them

  • Assuming online equals like-for-like land casino: Avoid this. Verify shuffle rules and RNG statements.
  • Over-spreading bets early: Spreading aggressively raises detection risk. Use conservative spreads.
  • Using automation or bots: Many sites explicitly ban this — and detection is swift. Don’t.
  • Ignoring withdrawal & KYC realities: Even with winnings, withdrawals can be delayed or limited; read T&Cs.
  • Neglecting responsible gaming: Counting can create chasing behavior. Use deposit/session limits.

Mini-cases (short examples)

Case A — The Live Shoe: Sophie plays a 6‑deck live dealer table that reshuffles after ~75% depletion. She achieves TC +3 occasionally and uses a modest 4× spread on a $5 base. Outcome: gains are intermittent and small; after several flagged sessions the operator reduced her max bet. Lesson: modest theoretical edge but operational friction kills net gains.

Case B — The RNG Trap: Marcus uses a “live-looking” instant-play blackjack table that claims to be live but is RNG-driven and auto-shuffles. He tries to count and quickly becomes frustrated: no pattern ever sustains. Lesson: always confirm real shuffle mechanics.

Where to find fair operators and verification cues

Look for visible audit badges that link to lab reports, clear T&Cs about shuffle policies, independent ADR mention, and prompt, documented support responses to payout queries. If you see evasive terms like high minimum withdrawals, vague ADR, or multiple company names with opaque ownership — proceed with extreme caution. For an example of an operator UX and marketing, you can check user-facing sites such as aussieplay — but always do the verification homework described here before depositing real money.

Mini-FAQ

Q: Is card counting illegal online in Australia?

A: No — counting itself is not a criminal offence. However, using bots or breaching an operator’s terms can result in account closure and forfeiture of funds. Also, many offshore operators targeting Australia may operate illegally under the Interactive Gambling Act 2001; that adds regulatory risk for players.

Q: Can I train safely without risking my account?

A: Yes — use offline simulators and practice apps. Many are free and accurately simulate shoe penetration and variance without any online account risk.

Q: How do operators justify blocking counters?

A: From an operator perspective, counting is a form of advantage play that reduces expected revenue. Operators also cite fraud prevention and software protection. Ethically run platforms should follow a transparent process when restricting accounts rather than immediate punitive actions.

Q: If I believe my account was unfairly restricted, what can I do?

A: First escalate through the operator’s internal dispute resolution. If that fails, look for independent ADR bodies named in the site T&Cs or third-party mediators. For Australian players, be aware that offshore licensed sites may not provide accessible local arbitration.

18+. Responsible gaming matters. Set deposit and session limits, and seek help if gambling causes harm (Lifeline Australia: 13 11 14; Gambling Help Online: https://www.gamblinghelponline.org.au). Do not attempt to use software or bots to manipulate games; that may be a breach of law or T&Cs.

Final practical takeaways

OBSERVE: Counting online is tempting to romanticise. EXPAND: In reality, counting is only sometimes profitable online and is often constrained more by operator rules and detection systems than by mathematics. ECHO: If your goal is skill development, practice offline; if your aim is to play advantageously online, prioritise sites with transparent shuffle rules and fair CSR policies. Above all, protect your bankroll and insist on operators that publish independent audits, reasonable withdrawal practices, and clear dispute resolution steps.

Sources

  • Australian Communications and Media Authority — Online gambling guidance: https://www.acma.gov.au/online-gambling
  • Edward O. Thorp — author background and Beat the Dealer resources: http://www.edwardothorp.com/
  • Nevada Gaming Control Board — regulations and advantage play context: https://gaming.nv.gov/
  • Responsible Gambling resources — Gambling Help Online (Australia): https://www.gamblinghelponline.org.au

About the Author

Alex Mercer, iGaming expert. Alex has 10+ years working across online casino product and player protection policy, with hands-on experience testing live‑dealer systems and player analytics for compliance teams. This article blends practical math, policy insight, and a commitment to ethical play.

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