Same-Game Parlays and eSports Betting Platforms: A practical beginner’s playbook

Wow — that same-game parlay on a CS:GO final can look irresistible. Short, sharp thrill; a handful of linked bets; a headline payout that makes your mates jealous. But hold on: the math and the platform rules matter more than the hype.

Here’s the quick value: same-game parlays (also called bet builders) multiply correlated outcomes inside a single match and therefore change the odds math and the house edge. If you understand correlation, stake sizing, and platform limits, you can treat these bets as high-variance, high-entertainment plays rather than stealth investments. Below I give you concrete checks, a comparison table of platform approaches, two mini-case math examples, a checklist, and common mistakes to avoid — all tuned for beginners in Australia exploring eSports markets.

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

What a same-game parlay actually is — fast, and practically

Hold on — not all parlays are created equal. A classic parlay combines separate events (Team A win; Over 2.5 goals in another match). A same-game parlay ties multiple legs to the same match: match winner + total rounds + first-kill, for example. Because the legs share a single source (one match), the outcomes can be strongly correlated — which breaks naïve probability multiplication.

Practically, that means a 2-leg parlay of “Team X wins” (implied probability 55%) and “Player Y first kill” (20%) is not simply 0.55 × 0.20 = 11% probability if those events interact. If Player Y getting the first kill greatly increases Team X’s chance of winning, the combined true probability will be higher than the naïve product; sportsbooks price this via adjusted parlay odds or by blocking certain combinations entirely. Knowing how your chosen platform handles correlation is essential: it determines expected value (EV) and how often the market offers fair value versus pure vig.

How platforms handle same-game parlays — the three practical models

Here’s the thing: sportsbooks vary widely. Some allow unrestricted builders but shade odds; some disallow combinations they consider “too correlated.” Others use algorithmic odds engines to internally model joint distributions and then display a single parlay price. Below is a concise comparison to guide platform choice.

Platform model What it does Beginner pros Key cons
Unrestricted Builder (many US/crypto books) Lets you combine many legs freely; odds are simple product or lightly adjusted Flexible, creative slips High hidden vig on correlated legs; risk of false value
Correlation-aware Engine Models joint probabilities; many sensible combos priced fairly More realistic odds; less surprise variance Less extreme payouts; fewer “long-shot” opportunities
Restricted/Blocked Combinations Prevents certain pairs (e.g., player prop + match outcome) or caps payouts Stops obvious exploitation Frustrating; you might not place your intended bet

Mini-case math: two simple examples

Example A — Correlated leg misunderstanding:

Imagine an Overwatch match where Team A is 60% to win; you pick Team A to win (0.60). You also pick “first map pistol round” by Team A, a 25% event (0.25). These aren’t independent — winning initial rounds statistically increases match win probability. If we falsely multiply: 0.60 × 0.25 = 0.15 (15% implied). But correlation-aware pricing might give a true implied probability near 22–28%, so the book’s parlay price will be shorter (lower payout) than 6.67× (which the naive model suggests). The takeaway: naïve multiplication can overstate payout expectations.

Example B — Value-seeking on neutral legs:

Pick three low-correlation legs: Map 1 winner (Team X) at 1.80, Map 2 total rounds Over 24.5 at 1.90, and Player Z to get 15+ kills at 2.10. If independent, parlay odds = 1.80 × 1.90 × 2.10 ≈ 7.19 (6.19× profit). If platform treats these as near-independent, the implied parlay probability equals product odds; that’s where true EV can exist — if your assessment of independence and the leg probabilities is accurate.

Choosing the right eSports betting platform: a practical checklist

  • Licence & jurisdiction — verify a reputable regulator (for AU customers, check whether the operator accepts Australians legally; ACMA restrictions apply to some offshore services).
  • Parlay rules page — read the builder terms: allowed combinations, max legs, correlated-leg rules, payout caps.
  • Market depth on specific eSports titles — are the prop markets (first kill, map totals) present and liquid?
  • Odds transparency — does the site show how combined odds are calculated or which legs are restricted?
  • Bet limits and max payout caps — especially relevant for big swings or tournament play.
  • KYC & withdrawals — quick verification matters; check withdrawal speed and review forums for payment reliability.
  • Responsible tools — deposit limits, session timers, and self-exclusion options should be available.

Comparison: bet builders vs same-game parlay exchanges vs manual parlays

Short version: builders are convenient; exchange-style matching can offer peer pricing (but with liquidity risk); manual parlays across separate markets may be cheaper or more expensive depending on the product mix.

Approach When to use Risk / Reward
Site Bet Builder Fast, single interface for same-game parlay Convenient but platform-dependent vig
Exchange (peer pricing) When liquidity exists for the prop markets Potentially fairer prices; may need patience
Manual parlay (separate markets) When builder blocks combos you want Higher effort; pricing can be inconsistent

Where to place that parlay — a practical nudge

If you’re testing same-game parlays, start small and pick a platform that documents its builder rules and has steady eSports coverage (market depth = smaller spreads). For Australian readers who want a straightforward signup flow and crypto + fiat options, some international books offer a simple builder UI and regular eSports props; for convenience you can choose to register now on a platform that lists clear builder terms and supports both desktop and mobile play. But remember: registration is just step one — the real test is how the platform treats correlated legs and how they process payouts. Read the terms and check community reviews before staking larger amounts.

Quick Checklist — money and bet management

  • Set a session bankroll for parlays (e.g., 1–3% of total gambling bankroll per parlay).
  • Limit the number of legs — 2–4 legs keeps variance high but not catastrophic.
  • Prefer low-correlation mixes if after EV; otherwise treat correlated parlays as entertainment stakes.
  • Always pre-calc the maximum acceptable stake given your loss tolerance.
  • Record every parlay: event, odds, stake, result — this builds a personal edge assessment over time.

Common mistakes and how to avoid them

  • Mistake: Treating advertised parlay payouts as “value” without checking correlation. Avoid: Look for explicit correlation rules and adjust your implied probabilities.
  • Mistake: Betting large because of a single improbable “long-shot” leg. Avoid: Cap single-leg exposure and never chase losses.
  • Mistake: Ignoring max payout caps and market void rules. Avoid: Check the max payout and bonus/void clauses before staking.
  • Bias trap: Overweighting recent results (hot-hand). Avoid: Use broader samples and watch for selection bias in props.

Mini-FAQ

Is a same-game parlay a good way to make money?

Short answer: not reliably. Same-game parlays are high-variance; most retail players will experience frequent losses. They’re best used sparingly and with a clear bankroll plan. If you’re systematically seeking EV, focus on independent-leg combos or markets where you can model joint probabilities better than the book.

How many legs should I include?

For entertainment: 2–3 legs. For attempting disciplined EV plays: 2 legs that you judge to be low-correlation. As legs increase, odds may look attractive but the probability of at least one leg failing grows rapidly.

Are same-game parlays available on most eSports platforms?

Major sportsbooks now offer builders for mainstream titles (CS:GO, LoL, Dota 2). Market depth varies: ensure the platform covers the props you want and offers decent liquidity or stable odds.

18+ only. Gamble responsibly. Set deposit limits and use self-exclusion tools if play becomes problematic. If you are in Australia and unsure about legality, check ACMA guidance and only use services that comply with local regulations. For help, contact Gambling Help Online (https://www.gamblinghelponline.org.au) or your local support services.

Sources

  • https://www.esic.gg
  • https://www.acma.gov.au
  • https://www.americangaming.org

About the Author

James Everett, iGaming expert. James has worked in sports and eSports wagering product strategy and has advised operators on prop-market design and player protection tools. He writes to help beginners understand risk, not to promise wins.

Leave a Comment

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