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High Roller Tips — The Story Behind the Most Popular Slot – Wonderways

High Roller Tips — The Story Behind the Most Popular Slot

Hold on — before you chase a “hot” machine, a short practical tip: size your bets so a single bonus round won’t bankrupt your session. That simple rule saves more money than any superstition. Now, let me expand: if you’re testing a high-volatility slot, aim to have at least 50–100 base spins in your bankroll plan; that gives volatility room to breathe and lets you evaluate whether the game actually hits its features. Finally, here’s the payoff: I’ll walk through why certain slots become crowd favorites, how high rollers should approach them differently from casual players, and a compact checklist you can use tonight at the casino or on an online site.

Wow. The most-played slots often combine three things: a clean math model (RTP + hit frequency), a memorable bonus loop that pays frequently enough to keep attention, and polish—sound, animation, and simple rules. But the math matters most. At first glance a 96% RTP seems generous, yet short sessions obscure that expectation; on the other hand, a 94% slot with low variance might be a better fit for longer, steadier play.

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)

How a slot becomes “the most popular” — quick anatomy

Here’s the thing. Popularity isn’t just wins. Players vote with time-on-game and re-buys. A slot with a frequent small-bonus loop, clear feedback, and a few +visual surprises will retain casual users. High rollers decide differently: they value max hit potential, jackpot structures, and volatility profiles that let a single session produce life-changing outcomes, or at least headline wins.

At the system level, providers tune three levers: RTP (the long-run return), volatility (variance), and feature frequency (how often free spins/bonus rounds trigger). Combining these creates a payout curve. For example, two games with the same 96% RTP can feel completely different if one pays many small wins while the other rarely pays but hits big. For high rollers, the second can be more attractive—but it also demands a different bankroll plan.

High roller tips: bankrolling and bet-sizing

Hold on. This is crucial: never confuse “affordable high-variance play” with “undisciplined gambling.” Here’s a compact strategy.

  • Decide session bankroll in unit terms, not cash: express your session as N base spins at your intended bet. For example, 200 base spins at $10 = $2,000 session.
  • Set a target and a stop-loss: typical high-roller targets are 100%–500% of session bankroll; stop-loss commonly 30%–50% of bankroll.
  • Scale bets relative to feature cost: if bonus rounds cost an average of 200 spins to hit, adjust bet so a full cycle won’t exceed your stop-loss.

At first I thought a “go big” approach was charismatic, then I realized that structured risks keep you in the game longer and reduce tilt. On the one hand you can lose quickly; on the other, you can stretch variance into liveable swings.

Mini-case: Two approaches to the same slot

Example 1 — Conservative high roller: bankroll $5,000; base bet $5; target +200% (to $15,000); stop-loss $2,500. Plays 1,000 base spins in blocks, periodically reassessing. Example 2 — Aggressive high roller: bankroll $5,000; base bet $25; target +500%; stop-loss $3,500. The conservative plan aims for multiple bonus rounds over time; the aggressive plan puts more capital into fewer opportunities and accepts higher volatility.

To be honest, the conservative path preserves optionality. The aggressive one can produce big headlines, but I once hit the cap on an aggressive run and learned that losing streaks are emotionally costlier when each spin hurts more.

Understanding slot math (short formulas you can use)

Hold on—math, but useful. Use these mini-formulas at the table.

  • Expected loss per spin = Bet × (1 − RTP). Example: $2 bet at 96% RTP → expected loss $0.08/spin.
  • Required turnover for a wager requirement (WR): if WR = 35× on (D+B), turnover = 35 × (deposit + bonus). A $100 deposit + $100 bonus → 35 × $200 = $7,000 turnover.
  • Bankroll-rule-of-thumb for high volatility = base bet × 50–200 (depends on risk tolerance). So a $10 base bet might need $500–$2,000 to be reasonably resilient.

Comparison table: approaches for popular-slot play

Approach Bankroll Horizon Typical Bet Size Pros Cons
Conservative High Roller Medium–Long Low–Medium Longevity, less tilt Slower headline wins
Aggressive High Roller Short High Potential big hits fast Large downswings, emotional risk
Casual Play Short Low Low stakes, entertainment Less chance of big payoffs

Where to try your approach — practical platform note

If you want to test a new plan on a platform with single-wallet play and a wide selection of proprietary and provider slots, consider starting small and using deposit limits; a practical way to begin is to register now on a site that shows RTP and volatility where available, toggle deposit and session limits, and practice the bankrolled session approach above. Remember: in CA jurisdictions you must follow local KYC and age verification rules (18+/21+ depending on the product).

Quick Checklist — what to set before you spin

  • Session bankroll in spins and dollars (e.g., 500 spins at $2 = $1,000).
  • Target (take-profit) and stop-loss levels in both % and absolute dollars.
  • Deposit and session time limits set in account tools; enable self-exclusion if needed.
  • Confirm RTP and volatility data for the game (if public). If RTP is missing, treat the game as unknown and reduce bet size.
  • Document bet patterns and wins in a simple log for 1–3 sessions to evaluate if the slot suits your style.

Common Mistakes and How to Avoid Them

  • Mistake: Betting up after losses (chasing). Fix: Enforce a rule—no bet increases after two consecutive net-negative feature cycles.
  • Mistake: Misreading RTP as short-term guarantee. Fix: Use RTP only for long-run expectations; rely on volatility metrics and session planning for short-term play.
  • Mistake: Ignoring max cashout or bonus caps in promotions. Fix: Read T&Cs, compute effective max win, and model worst-case WR (wagering requirements).
  • Mistake: Playing with a bankroll that’s too small for the slot’s variance. Fix: Reduce bet size or switch to lower-volatility games until bankroll grows.

Mini-FAQ

Q: How many spins should I sample before judging a slot?

A: OBSERVE: Ten spins tell you nothing. EXPAND: For a feel test, 200–500 spins at your planned bet size give a better sense of feature frequency and short-term variance. ECHO: But remember, even 1,000 spins can produce misleading tails; use them to refine bet sizing, not to prove the RTP.

Q: Is volatility the same as hit frequency?

A: Not exactly. Volatility measures the spread of outcomes; hit frequency is how often you get any win. A game can have frequent small hits (high hit frequency) but still be high volatility if wins are tiny compared to the occasional large payout.

Q: Are jackpot slots better for high rollers?

A: They can be—but they often shift RTP toward the jackpot, increasing variance. If your objective is a headline win, jackpots are an option; if you prefer sustained play with occasional features, select a game with balanced feature economy and known volatility.

Practical mini-case: reading a slot’s feature economy

Example: Slot A advertises a 20-spin free-spin feature with average multiplier 5× and trigger rate ~1/500 spins. Slot B has a frequent 10-spin mini-bonus with smaller multipliers but triggers ~1/50 spins. Slot A is a headline-maker (favored by aggressive high rollers). Slot B produces steady engagement and bankroll longevity (better for conservative rollers). Pick according to your bankroll horizon.

Alright, check this out — psychological edges matter. Players who journal their sessions, including emotional state before and after losses, reduce tilt significantly. Cognitive bias check: anchoring on a single big win makes players overestimate skill. Be honest: if you feel compelled to chase, pause and use the site’s responsible tools (limits, timeouts).

18+/21+ rules apply depending on product and jurisdiction. Play responsibly. If you feel gambling is becoming a problem, contact your local support services (e.g., Problem Gambling Helplines) and use self-exclusion tools. In CA jurisdictions check provincial resources and KYC/AML rules before depositing.

Sources

  • https://www.itechlabs.com/
  • https://www.gamblingcommission.gov.uk/
  • https://www.cagaming.ca/

About the Author

{author_name}, iGaming expert. I’ve spent a decade testing slots and building bankroll frameworks for recreational and high-stakes players; I focus on translating math into practical rules you can use at the machine or online.

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