Types of Poker Tournaments — and the Evolution of Slots: From Mechanical Reels to Megaways

Hold on — this isn’t two separate guides stitched together. You’ll get practical, usable takes on tournament formats (so you stop guessing on buy-ins and structure) and a clear timeline of how slots moved from clunky metal boxes to Megaways’ chaos. Read the first two sections and you’ll be able to pick the right tournament type and avoid three common mistakes when playing online pokie titles.

Here’s the value up front: a quick decision checklist for tournaments and a one-page comparison of slot eras. Use them before depositing, and you’ll save time and money. If you want depth after that, I unpack maths, mini-cases, and a short FAQ designed for beginners.

Title: Poker Tournaments & Slot Evolution — Practical Guide
Description: A beginner-friendly guide covering poker tournament types and the evolution of slot machines from mechanical reels to Megaways, with checklists, math, and common mistakes.

Alright — quick observation: tournaments are a different animal to cash games. Same chips, different goals.

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

Part 1 — Types of Poker Tournaments: Pick the Right One

Hold on. Tournament selection matters more than you think. The structure determines variance, required skill, and how much time you’ll need to invest. Below I’ll walk you through main tournament types, what they mean for your bankroll, and simple formulas to size buy-ins sensibly.

Core tournament formats (what they mean practically)

  • Sit & Go (SNG) — single-table: Fast, predictable duration (30–120 mins). Good for beginner bankroll building. Lower variance than MTTs but still exposes you to all-in spots.
  • Multi-Table Tournament (MTT): Longer, bigger fields, top-heavy payouts. Higher variance; payoff comes from deep runs. Ideal for players with strong late-game/ICM skills.
  • Turbo / Hyper-Turbo: Blinds escalate quickly. Skill edge shrinks; variance up. Use for short sessions or satellite farming, not steady ROI unless you’re elite.
  • Freezeout: One stack only — no rebuys. Standard competitive format; optimal for long-term ROI if you manage variance.
  • Rebuy / Add-on: You can buy more chips during an early period. Increases effective rake and short-term variance; profitable if you’re confident and the rebuy prize pool gives implied value.
  • Shootout: Win your table to advance. Strategy differs: table dominance beats pure chip accumulation early on.
  • Satellite: Low buy-in chance to win seats into bigger events. Good ROI if value pricing is present — treat as lottery with overlay analysis.

Practical bankroll rule of thumb

Hold on — don’t gamble what you can’t afford. For tournaments, a conservative rule:

  • MTTs (recreational): 150–300 buy-ins for the stake you want to play regularly.
  • SNGs (single table): 30–100 buy-ins depending on speed (higher for turbos).
  • Satellites: treat separately — allocate a small speculative bank (10–30 buy-ins of the satellite level).

Example mini-case: you want to play $10 MTTs weekly. With a 150-buy-in rule you’d keep $1,500 in your tournament bankroll and risk 0.67% per buy-in when playing one event. That reduces ruin probability and preserves mental clarity after losses.

Simple math for ICM-aware choices

ICM matters late-stage. Here’s a compact way to think about it:

  • Chip EV ≠ Cash EV. Convert your stack into equity at payout jumps. If a shorter stack risks elimination, lean towards survival fold near bubble when coinflip EV is lower than your tournament equity to ladder up.
  • Use a quick bubble test: if your post-fold cash equity (based on payouts) is greater than the EV of a risky all-in, fold. Many free ICM calculators exist — learn one basic output for a few stack-to-blind ratios (10BB, 15BB, 25BB) and memorize the thresholds.

Comparison Table — Tournament Formats (quick reference)

Format Duration Variance Bankroll (buy-ins) Best for
SNG (Regular) 30–90 min Medium 30–100 Building steady ROI
SNG (Turbo) 10–30 min High 50–150 Fast sessions, satellites
MTT (Large field) 4–12+ hrs Very high 150–300 Deep gameplay, big wins
Freezeout Varies Medium 100–250 Standard competition
Rebuy 3–6 hrs High 150+ (speculative) Aggressive players
Shootout 2–8 hrs Medium 100–200 Table dominance strategy

Quick Checklist — Deciding Which Tournament to Enter

  • Time available: short = SNG/turbo; long = MTT.
  • Bankroll health: apply buy-in rules above.
  • Skill edge: choose formats where your skill (ICM, late play, reads) matters most.
  • Rake & structure: prefer lower rake and slower blind growth to reduce variance.
  • Use satellites if expected value > buy-in and your time ROI favors it.

Part 2 — Evolution of Slots: From Mechanical Reels to Megaways

Wow — slots have a surprising engineering and regulatory history. From the first one-armed bandits to modern algorithmic beasts, the changes are more than cosmetic.

Brief timeline and why it matters to players

  • Late 1800s — Mechanical beginnings: early payout mechanisms were purely mechanical with limited paylines and simple symbols.
  • 1960s–1970s — Electromechanical era: lights and more complex payout lines; still physical reels, still predictable patterns compared to today.
  • 1990s — Video slots & RNG introduction: virtual reels decoupled symbol probabilities from visible stops; RTPs became programmable.
  • 2000s — Online boom: floating RTPs, many variants, server-side RNG. Provable fairness became a talking point for crypto casinos.
  • 2016 onward — Megaways & dynamic paylines: Big Time Gaming’s Megaways (licensed widely) introduced variable reel-to-reel counts, effectively multiplying paylines into tens of thousands — huge variance shift and new volatility dynamics.

What changed mathematically

Hold on — the visible reels are often a lie. Modern slots use weighted virtual stops. That means you might see three cherries on the screen but the underlying RNG could map far fewer virtual stops to that symbol, making it rarer than a visual read suggests.

Key practical points:

  • RTP is a long-run expectation — think thousands to millions of spins. Short sessions are dominated by variance.
  • Volatility increased with mechanic complexity; Megaways titles often have extreme paytable variance (small frequent wins + rare massive hits).
  • Bonus-buy mechanics change effective RTP and variance — calculate required turnover if wagering requirements apply to bonus funds.

Comparison Table — Slot Eras

Era Mechanic RTP Range (typical) Player impact
Mechanical Physical reels, fixed lines ~80–92% Predictable but small jackpots
Electromechanical Electric components, multi-line ~85–95% More features, higher house edge variability
Video RNG Virtual reels, weighted stops ~88–97% Wide RTP spread; bonus features
Megaways / Dynamic Variable reels & paylines ~90–96% (wide variance) Big variance; big hit potential

Where to focus as a beginner player

To be honest, RTP and volatility are what you must check before playing. Many casinos list both on the game details screen. If it’s not listed, google the exact game + provider — reputable providers publish the RTP. Also understand bonus weighting: some games contribute less to wagering requirements (e.g., blackjack 1%, slots 100%).

For a practical playground and to test feel and variance, try demo modes first — it costs nothing and teaches you speed, volatility, and feature frequency.

Middle third — Where to look for safe and convenient play

If you’re testing sites for both tournaments and slots, favour platforms that clearly list game RTP, provide demo modes, and have transparent KYC/withdrawal policies. One accessible place many players land for a combined experience — tournament lobbies and large slot libraries in one interface — is stay-casino.games. Use their demo play and read the payment/KYC details before committing funds.

Common Mistakes and How to Avoid Them

  • Mistake: Chasing losses after an MTT bust. Avoid: Stick to your bankroll rule and take scheduled breaks.
  • Mistake: Playing turbo SNGs as a steady income source. Avoid: Use them for practice; expect higher variance and smaller edge.
  • Mistake: Treating slot RTP as a short-term predictor. Avoid: Understand RTP only speaks to very long-run samples; prefer lower volatility for short sessions.
  • Mistake: Not completing KYC before a big withdrawal. Avoid: Verify ID early — it speeds payouts and prevents frustration.

Mini-FAQ (fast answers for beginners)

Q: How many tournaments should I play to estimate my skill ROI?

A: It depends on variance. For low-stakes SNGs you might need 2,000+ games to estimate a stable ROI; for MTTs, thousands of entries are common. Track results and segment by structure (turbo vs regular).

Q: Is Megaways ‘better’ than classic slots?

A: “Better” depends on your goal. Megaways offers high variance and big-feel swings; classic slots are lower volatility. Choose based on session length and bankroll.

Q: Should I always play games with the highest RTP?

A: Higher RTP is good, but volatility and bonus features matter. A 97% RTP high-volatility game can still bankrupt you faster than a 95% low-volatility game with the same bankroll.

Two concise mini-cases (practice learning)

Case A — Tournament tilt: I once played a $100 buy-in MTT and lost three in a row due to early double-ups by short stacks. Solution: I paused, reviewed hands for tilt cues and halved session volume next day. Result: better decisions and a steadier ROI over the next 200 events.

Case B — Slot demo testing: I tested a Megaways demo for 1,000 spins to gauge feature frequency. It confirmed very rare big respins but frequent small wins — I switched to lower stakes and extended session time to handle variance.

Hold on — remember the regulatory angle: in Australia, online casino services offered from offshore sites are in a grey area. Always check KYC requirements, payout limits, and deposit/withdrawal speed before locking funds. Responsible play is not optional: set deposit, loss, and session limits, and use cool-off tools if needed. If gambling causes harm, contact Gambling Help Online (1800 858 858 or https://www.gamblinghelponline.org.au) — help is local and confidential.

18+. Gamble responsibly. Know your local laws and tax obligations. Complete KYC early to avoid withdrawal delays. If in doubt, use demo modes and limit stakes.

Sources

  • https://www.wsop.com
  • https://gaminglabs.com
  • https://www.gamblinghelponline.org.au
  • https://en.wikipedia.org/wiki/Slot_machine

About the Author

Alex Reid, iGaming expert. Alex has seven years’ experience in online poker coaching and casino product analysis across APAC, and writes practical guides for beginners and semi-regular players.

Leave a Comment

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