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Skill vs Luck: How the Debate Shapes Asian Gambling Markets

Hold on—this debate isn’t just academic.
Skill changes everything for a player and for a regulator.
At a glance: poker rewards study and edge extraction; slots deliver randomness and quick variance.
But in Asia the lines blur because laws, culture, and payment rails rewire incentives.
This guide gives you practical rules, short math checks, and market-aware advice you can use right away.

Here’s the value up front: if you want to assess a game or a platform fast, use three checks—(1) measurable skill pathways, (2) long-term expected value math, and (3) withdrawal/regulatory friction.
Do those three and you’ll know whether you’re dealing with a skill-led offering (low variance, edge opportunities) or a luck-led product (high variance, house edge dominated).
I’ll show examples, a quick checklist, and common mistakes players and operators make in Asian jurisdictions so you can act deliberately rather than reactively.

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Why the distinction matters (short practical frame)

Something’s off when people call every win “skill”.
Games that allow repeated decision-making with feedback can be optimised; those with sealed RNG outcomes cannot.
On the one hand, skilled play (poker, certain sports bets) shifts EV over long samples.
On the other hand, games like slots or crash games are probabilistic: strategy at best manages variance, it does not create positive EV against honest odds.
Understanding which bucket a product sits in affects bankroll sizing, tax treatment, and whether you should expect predictable returns.

How regulators and markets in Asia treat skill vs luck

Quick snapshot: Macau treats casino table games and slots within licensed resorts; the Philippines uses PAGCOR licensing plus special economic rules; Singapore strictly limits remote gambling but has clear licensing for land-based integrated resorts; mainland China bans online casino activity and heavily restricts cross-border payment channels.
These differences matter practically—if a product is classed as a “game of skill” in one jurisdiction it may escape gambling-specific restrictions elsewhere.
For operators, classification alters compliance needs (e.g., KYC intensity, AML monitoring, and required proof of fairness).
For players, it affects dispute options and recourse: licensed venues often have ADR routes; offshore platforms may not.

Core mechanics: What makes a game “skillful”?

Quick checklist to decide, in under 60 seconds:

  • Does player action repeatedly influence odds? (Yes = skill candidate.)
  • Is feedback immediate and learnable via strategy? (Yes = skill candidate.)
  • Is there an objectively optimal policy that experienced players can follow? (Yes = skill.)
  • Are outcomes cryptographically random and independent of choices? (Yes = luck.)

Practical examples

Example A — Texas Hold’em: decisions (bet size, position, hand reading) change the long-run ROI. Experienced players extract edges via expected value (EV) calculations and bankroll management.
Example B — 5‑reel slot with 96% RTP: your bet selection per spin cannot alter RTP; the only control is bet sizing and session limits to manage variance.

Mini math: EV, house edge and how to compare

Hold on—numbers now, but they’re useful.
Expected value (EV) per bet = (Win probability × average win) − (Lose probability × average loss).
House edge = 1 − RTP (for slots); convert to percent of wagered amount.
Practical check: if a platform offers a “skill” tournament with entry fee $100 and a prize pool minus 10% house rake, your break-even skill requirement is to outperform the field enough to overcome the rake.
Small calculation: field of 100 identical players; prize pool = $10,000 − $1,000 rake = $9,000. If you expect to finish in top 10% historically, your expected ROI must be positive after entry fees and volatility—otherwise it’s a loss-making chase.

How Asian market specifics tilt the skill-luck balance

Asia-specific dynamics change incentives.
Payment rails: where cross-border banking is restricted, anonymous or crypto deposits make it harder to enforce AML and KYC—players may choose offshore sites that present higher payout friction.
Cultural preferences: “pokies” in Australia/New Zealand and slot culture in the Philippines favour quick luck products; in Hong Kong and Macau, baccarat and other table games dominate.
Regulatory blocking: Mainland China’s ban pushes activity offshore, increasing the prevalence of luck-based instant games on unlicensed portals.

Comparison table: Skill-led vs Luck-led (what to look for)

Factor Skill-led (poker, strategy betting) Luck-led (slots, roulette)
Player control High — decisions alter probabilities Low — bet size only
Typical variance Moderate — depends on player distribution High — short-term swings large
Best for Long-term players, analysts Casual players, entertainment
Regulatory treatment Often stricter (fraud prevention, player protection) Varies, often allowed in licensed resorts
Value extraction Possible via edge-play and game theory Not possible unless promotions/bonus misuse

Case mini-studies (realistic/hypothetical)

Case 1 — Hanoi recreational player: invested in a poker training course after losing $1,200 over six months; post-training ROI improved, and the player moved from break-even to a modest monthly profit. The takeaway: skill investment changed outcomes.
Case 2 — Singapore tourist at Macau: won a large baccarat pot in one session but returned home with net loss across multiple visits due to house edge and betting tilt. The takeaway: single-session wins are noise, not proof of skill.

Where platforms and affiliates mislead players

Here’s what bugs me: operators sometimes position pay-to-play tournaments and leaderboard bonuses as “skill opportunities” while imposing wagering rules and withdrawal hurdles that negate long-term gains.
To spot dark patterns, look for: unclear wagering contributions, punitive withdrawal fees (e.g., 10% after two daily withdrawals), and opaque KYC practices. These are typical in some offshore operations and can convert a fair skill environment into a money trap.

Practical selection framework for players in Asian markets

Use this three-step filter before depositing:

  1. Verify licensing and ADR options (is there a clear regulator and a dispute body?).
  2. Map the game type to your goals—do you want entertainment or an investable strategy?
  3. Simulate bankroll stress: run simple EV and worst-case drawdown scenarios to set limits.

For Australians and regionally-focused players wanting a smooth mix of pokies and skill offerings with clear UX and local-friendly payments, platforms that publish provider lists, RTPs, and transparent bonus terms are a baseline test. For actual product checks, I sometimes look at comparative lobbies and verified provider lists on sites such as goldenreels.games where provider transparency and mobile UX are visible—this helps me assess whether a platform prioritises fairness and variety or just bonus headlines.

Quick Checklist: Before you play

  • 18+ verification: confirm age and jurisdiction rules.
  • Licensing: check regulator and active licence number.
  • RTP/house edge: ask for published figures or provider-sourced data.
  • KYC & withdrawal policy: read the fine print—expect delays and document requirements.
  • Bankroll plan: set session limits and stop-loss rules now, not later.

Common Mistakes and How to Avoid Them

  • Chasing hot streaks on luck games — avoid increasing bets after losses; use fixed-percentage staking.
    Tip: set a max session loss as a % of bankroll (2–5%).
  • Assuming “skill” means guaranteed returns — understand rake and tournament fields.
    Tip: compute breakeven frequency given rake to see if training ROI is realistic.
  • Ignoring jurisdictional payment friction — players often treat deposit convenience as equivalence to payout reliability.
    Tip: check withdrawal reviews and processing times before wagering large amounts.
  • Not verifying ADR — if a site lacks an independent dispute resolution, your complaint may have limited traction.
    Tip: prefer operators with third-party audit certificates or listed ADR partners.

Mini-FAQ

Is poker skill or luck?

Poker is both. Short-term outcomes include luck; long-term results reflect skill. Skillable components include hand reading, pot odds, and position. A disciplined bankroll and study plan convert variance into positive ROI over time for skilled players.

Are slots ever skill-based?

Not in the traditional sense. You can choose bet size and variance mode, but the underlying RNG and RTP make them luck-led. Some modern games add decision points (hold, respin buy) — these may slightly affect outcomes but don’t create a sustainable edge.

How should I size bankroll for skill games vs luck games?

For skill games, use Kelly or fractional Kelly staking based on your edge estimate. For luck games, use fixed bankroll percentages and tighter session loss limits (2–5% per session) to protect long-term playability.

18+ only. Gambling involves risk—never wager money you can’t afford to lose. For help with problem gambling in Australia, visit https://www.gamblinghelponline.org.au or call Lifeline on 13 11 14. Check your local rules and licensing before depositing; complete KYC early to avoid withdrawal delays.

Sources

  • https://www.dicj.gov.mo/
  • https://www.gra.gov.sg/
  • https://www.gamblingcommission.gov.uk

About the Author: Alex Mercer, iGaming expert. Alex has 8+ years working across operator compliance and player education in Asia-Pacific markets, focusing on game fairness, payments, and player risk management.