Evolution of Slots: From Mechanical Reels to Megaways — Innovations That Changed the Industry

Hold on — before you spin, here’s the practical pay-off: if you want to understand why modern pokies behave so differently from the old one-armed bandits, this piece gives you the concrete mechanics, key dates, short maths checks, and a checklist you can use next time you pick a machine. Short wins: learn which innovations affect RTP, volatility, and bonus speed; longer wins: spot design choices that make a slot fun versus exploitative.

Here’s the thing. The lineage from mechanical reel to digital Megaways isn’t just tech evolution; it rewired player psychology, regulation, and how operators construct bonuses. I’ll walk you through tangible examples, two mini-cases, a comparison table, a quick checklist, and a Mini‑FAQ — all geared to a beginner who wants useful, usable knowledge, not fluff.

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)

1. The first shift: Mechanical reels to electromechanical (late 1800s–1960s)

Wow! The earliest coin-operated machines — think Liberty Bell (1895) — used physical reels and simple pay-outs. Mechanically predictable? Not really. But simple: matched symbols on 3 reels paid.

From a practical perspective, early mechanical slots had fixed paylines (usually one), one coin size, and visible mechanics. That meant volatility was high in a straight sense: when you hit, you got a clear physical payout. But there was no way to finely tune RTP beyond changing reel symbol distribution.

By the 1960s, electromechanical parts allowed manufacturers to add more paylines and subtle engineering tweaks. The maths remained simple: payout frequency = number of winning symbol combinations / total reel positions. But now you could hide higher‑value symbols on larger drums to control hit rates without obvious visible cues.

2. The big leap: Microprocessors and video slots (1970s–1990s)

Hold on — this is where things get clever. With microprocessors, manufacturers replaced visible reels with randomized digital outcomes mapped to on‑screen reels. Suddenly, the physical reel positions became virtual stops. One visible reel stop could correspond to many virtual stops, allowing precise crafting of volatility and RTP.

Practically, that meant: you could make “near miss” patterns more common, create free spin triggers, and set RTP centrally in software. Regulators later required RNG testing and certs because the player could no longer verify outcomes by sight.

Example calculation: if a virtual reel has 100 stops and a jackpot symbol occupies 1 stop, the raw chance is 1%. But if the physical display maps that 1 stop to one visible symbol while the virtual mapping includes deceptive weighting, perceived frequency and actual probability diverge — a major turning point for fairness debates.

3. Paylines, ways, and the 243/1024 revolution

Here’s what bugs me: people still talk about paylines like they’re set in stone. They’re not. Once video slots arrived, developers experimented with paylines (fixed number visible), “ways to win” (any left‑to‑right symbol match), and then 243 or 1024 ways models where each reel symbol just needs to match across reels.

How that changes play: with 243 ways, each spin has many small wins, reducing variance but often throttling the size of big hits unless a multiplier or progressive system is added. For a quick mental model — think more drops of water vs fewer big buckets.

4. The game changer: Megaways (2016 → present)

Hold on — Megaways rewired the slot. Big Time Gaming (BTG) introduced a dynamic reel mechanic where the number of symbols per reel varies each spin, creating up to hundreds of thousands of ways to win. Suddenly, payline counting was irrelevant; a single spin could produce vast combinations, and volatility profiles changed dramatically.

Why it matters for players: the variation in ways produces frequent mid-sized wins mixed with the potential for very large cascades (if cascading reels are present). For operators, Megaways is powerful because it’s exciting and wallet‑sticky; for regulators, it prompted fresh scrutiny.

5. Bonus mechanics, RNGs and modern fairness

Something’s off when people assume flashy bonus features mean better returns. They don’t. Bonus frequency and size are parameters coded into the RNG mapping and game maths. Responsible auditors check RNG (seed entropy, distribution uniformity) and GLI/independent labs certify the implementation.

Practical note: an advertised RTP (e.g., 96%) is an average over a very large sample. Short sessions are dominated by variance. Quick formula: Expected Return = Bet × RTP. So, $1 spin at 96% RTP → theoretical loss $0.04 per spin on average over millions of spins. But variance can produce long droughts or streaks.

6. Mobile, social, and cryptographic trends

Okay, check this out — mobile changed session style: shorter sessions, more frequent play, micro-bets. Developers optimized UI for touch, reduced load times, and offered soft‑currency loops. Social slots added meta‑progression and engagement mechanics without real‑money risk.

Blockchain integration introduced provably fair mechanics for some titles: a server seed + client seed hash system lets players verify that a result wasn’t altered after the spin. However, mainstream regulated casinos still rely on certified RNGs rather than public hash systems.

Comparison: Key slot architectures and what they mean for players

Era / Type Core mechanic Player impact (RTP/Volatility) Example features
Mechanical reels Physical reels, fixed stops Transparent but limited control Single payline, physical payout
Electromechanical Mechanical + electrical pay-outs More paylines, subtle weighting Multiple coins per line
Video slots Virtual stops, RNG Centralized RTP control, varied volatility Bonus rounds, stacked symbols
243/1024 ways Combinatorial matching Lower variance per hit, more frequent small wins Fixed ways, cluster pays
Megaways / dynamic Variable reel heights per spin Highly variable volatility; exciting highs Cascades, multipliers

Mini‑case A — Two £10 sessions, different mechanics

Short observation: same stake, different feel.

Session 1: Classic 25‑line video slot, $0.40 bet per spin for 25 spins. Average hit = small, RTP advertised 95%. You’ll see many small wins; variance low. Over 25 spins, expect mostly noise.

Session 2: Megaways with cascading reels, $0.40 per spin, 25 spins. You might have zero hits, then a cascade trigger that nets multiples of stake. Volatility higher; risk of longer droughts but with upside. Which is “better”? Depends on your bankroll and tolerance for streaks.

Where to check fairness and certification

On the operator side, look for independent lab seals (e.g., GLI, iTech Labs), clear RNG audit reports, and a visible license number from a recognised regulator. In AU context, know that unlicensed offshore sites remain accessible but carry risks; the ACMA increasingly blocks illegal operators, and state regulators expect strong KYC/AML practices.

For hands‑on exploration, demo modes let you feel volatility without real money. If you play real stakes, keep your max bet small relative to your bankroll — a practical rule: no single bet should exceed 1% of your session bankroll.

To get a sense of how modern sites package novelty games and promos, a few operators present WGS or BTG content alongside crypto options — if you want to sample a different library, libertyslotz.com lists WGS titles and promos where you can try demos before depositing. Use that only to explore game design, not as a trust endorsement.

Quick Checklist — What to look for before you play

  • License number and visible regulator (e.g., MGA, UKGC) — verify on regulator site.
  • Independent RNG audit or lab seal (GLI / iTech Labs / Jacobson as applicable).
  • Published RTP by game, not just site-wide average.
  • Withdrawal rules: max limits, verification timeframes, KYC steps.
  • Session bet rule: keep single spin ≤1% of your session bankroll.
  • Responsible Gaming tools: deposit limits, timeouts, self‑exclusion (self-service preferred).

Common Mistakes and How to Avoid Them

  • Chasing bonus WR myths — Mistake: treating a 100% match as “free money”. Fix: calculate turnover using WR × (D+B). Example: $50 deposit + $50 bonus with WR 20× → turnover = ($100)×20 = $2,000.
  • Ignoring max bet rules — Mistake: betting big to clear bonus quickly and getting bonus voided. Fix: read T&Cs for max bet when wagering bonus funds.
  • Confusing demo mode behaviour with real play — Fix: use demo to learn features, not to estimate short‑term luck.
  • Playing at unverified sites for big jackpots — Fix: confirm progressive jackpot payouts and provider terms; big wins on offshore sites may be subject to aggressive withdrawal limits.

Mini‑FAQ

Q: Does Megaways mean better RTP?

A: No. Megaways alters volatility and hit patterns but RTP is set by the game’s maths independent of the reel mechanic. Always check published RTP and, if possible, the game provider’s whitepaper.

Q: Are online slots fair?

A: They can be. Fairness hinges on a certified RNG, transparent RTP, and reputable licensing. Regulated operators must meet KYC/AML rules and store player funds appropriately. Unregulated sites carry added risk.

Q: How many spins to reach expected RTP?

A: RTP converges over millions of spins. Practically, even thousands of spins carry substantial variance. Treat RTP as a long‑run statistic, not a session predictor.

18+ only. Gambling involves risk — never wager money you cannot afford to lose. If you’re in Australia and need help, contact Gambling Help Online (https://www.gamblinghelponline.org.au/) for support and self‑exclusion resources. Be wary of unlicensed offshore operators and ensure any site you use follows KYC/AML procedures.

Final echoes and practical takeaways

To be honest, the evolution from mechanical reels to Megaways is as much about psychology as it is about engineering. Designers learned to craft experiences that feel fair, exciting, and reward‑weighted. For a beginner wanting to play smart: prioritise licensed sites, understand RTP and volatility, use the quick checklist above, and test in demo mode before depositing real funds.

One last practical trick: when evaluating a new game, play 50 demo spins at your intended bet size to feel volatility and bonus frequency. It won’t predict short‑term luck, but it will teach you whether you prefer frequent small wins or rare big payouts.

Sources

  • https://en.wikipedia.org/wiki/Slot_machine
  • https://www.bigtimegaming.com/
  • https://www.gaminglabs.com/
  • https://www.acma.gov.au/

About the Author

{author_name}, iGaming expert. I’ve worked across game math, product testing and player protection for a decade, with hands‑on experience testing RNG behaviour and auditing bonus mechanics. I write practical guides to help newcomers make safer, smarter choices in a fast‑moving market.

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