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Hold on — before you stake your first $20, read this. Short rules now save long headaches later. Practical benefit first: follow the three-step starter plan below and you’ll protect your bankroll while still having fun.

Starter plan (right away): 1) Set a session bankroll = 2–5% of your overall play funds. 2) Choose a base bet that gives you at least 200 spins per session on the pokie you like. 3) Stop when you hit either +30% or −50% of that session bankroll and call it a day. Do this for five sessions and you’ll have real, testable data about your variance and tilt triggers.

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)

Why bankroll rules beat “lucky systems”

Something’s obvious: chasing losses is where most players lose control. That rush to double-up? It feels clever in the moment but it’s mathematically perilous. The house edge and volatility are independent of recent outcomes. That means a 96% RTP slot still pays back ~96% over huge samples — not your next ten spins.

At first I thought strict percent rules were too rigid. Then I blew a week of play chasing jackpots and changed my tune. On the one hand, rigid rules feel boring; on the other, they prevent catastrophic losses. A balanced approach gives you structure without sucking the fun out of the session.

Four practical bankroll strategies (with real numbers)

OBSERVE: You need a baseline. EXPAND: pick an overall bankroll — the money you can afford to lose without stress. ECHO: That’s your anchor; everything else (session limits, bet sizing) comes from it.

Example baseline: You set aside $500 as play bankroll. Here are four working methods, each with a short case.

Method Rule Example (with $500 bankroll) Best for
Fixed % per session 2–5% of bankroll/session $500 × 3% = $15 per session Beginners who want controlled exposure
Flat-bet with spin count Choose bet so you get 200+ spins 200 spins → $15 session → $0.07 bets Players who value playtime over volatility
Kelly-inspired fraction Portion of bankroll proportional to edge (conservative fraction) If perceived edge ≈ 1%, play 0.5% → $2.50/session Analytical players with advantage ideas (rare)
Loss-limit + win-target Stop if +X% or −Y% in session Stop if +30% (gain $150) or −50% (lose $75) of session Players wanting clear exit rules to curb tilt

Mini-case 1 — conservative beginner

Hold on — quick scenario. Jess bankrolls $300 and uses 3% per session ($9). She sets $0.10 base bet, gets ~90 spins per session and limits loss to 50% of session. After 10 sessions she’s learned which games burn her fast and which give long playtime. Net result: slower losses, more useful data on tilt points.

Mini-case 2 — time-rich, value-seeker

My mate Tom prefers long sessions. He has $1,000 and wants long play. He chooses flat-bet $0.05 giving 10,000+ spins potential across many sessions, uses a win-target of +20% on a session and a strict stop-loss of −25%. He rarely chases and treats big swings as “data” not destiny. His variance is high, but his bankroll survives longer.

Comparison: Session-based vs stake-based approaches

OBSERVE: Both work. EXPAND: pick the one you’ll stick to. ECHO: behavioural fit > theoretical perfection.

Characteristic Session-based Stake-based
Primary control Time and stop rules Bet size and spin count
Simpler for beginners? Yes Moderate
Best for Those who want emotional control Those who prioritise ROI per spin

Colour psychology in slots — why designers use colour and how that affects your play

Quick take: colours aren’t decoration — they’re behavioural cues. Warm, saturated reds and golds increase arousal and perceived reward frequency. Cooler palettes slow you down and encourage longer sessions. Designers pick contrast and motion to mask long losing runs and make wins “pop”.

At first I underestimated this. Then I noticed I played longer on neon-red, fast-feedback games. On the one hand, that’s personal taste; on the other, it’s engineered engagement. So, if you find a game makes you ignore your stop-loss, it’s not you — it’s the design doing its job. Pick simpler, lower-arousal themes if you want discipline.

How to combine psychology and maths practically

1) Pick low-arousal skins for strategy sessions; high-arousal themes for casual, small-stake fun. 2) Use the same stop-loss and win-target regardless of theme — this prevents design-driven drift. 3) If you notice acceleration (bet size creeping up after losses), pause and reset for 24 hours.

Where to practice safely

Try demos and free-play to learn volatility without risk. When you move to real money, test withdrawals and KYC with small amounts first. If you want to explore new casinos or game libraries, do so cautiously; reputable platforms with large libraries can help you find the right volatility profile. For convenience, players often test a platform’s interface and game mix first on sites like jet4bet before committing larger funds — that kind of testing also exposes you early to customer support responsiveness and withdrawal workflows.

Quick Checklist

  • Decide your overall bankroll (money you can afford to lose).
  • Choose session size = 2–5% of bankroll.
  • Set base bet to allow ≥200 spins per session.
  • Set hard session stop: win-target (e.g. +30%) and loss-limit (e.g. −50%).
  • Log five sessions: record buy-in, loss, win, biggest bet, and emotional notes.
  • Verify account & test small withdrawal before risking large amounts.

Common Mistakes and How to Avoid Them

  • Gambler’s fallacy: “I’m due” thinking. Avoid by treating each spin as independent.
  • Bet creep: incremental bet increases after losses. Fix with pre-commitment to bet sizes and cooling-off periods.
  • Mixing entertainment money and essential savings. Keep separate accounts and never use bills money.
  • Ignoring volatility: confusing high RTP with frequent payouts. Check hit frequency and variance, not just RTP.
  • Failing KYC prep: large withdrawals freeze funds. Pre-upload ID and proof-of-address to avoid delays.

Tools and simple formulas

Session bankroll = Total bankroll × Session percentage (2–5%).

Spins per session = Session bankroll ÷ Base bet. Aim for ≥200 spins to reduce volatility per session.

If WR (wagering requirement) applies to a bonus, compute turnover: WR × (Deposit + Bonus). Example: 35× on $100 deposit + $100 bonus = 35 × $200 = $7,000 turnover.

Mini-FAQ

How much should a beginner deposit?

Start small. Deposit an amount that equals 10–20 sessions at your planned session bankroll. If your session bankroll is $10, deposit $100–$200 to test behaviour and withdrawal processes without emotional pressure.

Is RTP enough to choose a slot?

No. RTP is long-term. Also consider volatility, hit frequency, and bonus mechanics. Low volatility = frequent small wins; high volatility = rare big wins. Match that to your bankroll and play goals.

Can I use bonuses safely?

Bonuses can add value but read wagering requirements, game weightings, and max cashout clauses. If terms are unclear or punitive, skip the bonus and value your time-to-withdraw more than free spins.

18+. Play responsibly. If gambling is causing harm, seek help: Gambling Helpline Australia — 1800 858 858 or visit https://www.gamblinghelponline.org.au. Consider self-exclusion or deposit limits if you feel out of control.

Final, practical routine you can adopt tonight

OBSERVE: You’ll be tempted to skip rules when you’re winning. EXPAND: That’s human. ECHO: Discipline preserves future fun. Tonight’s routine: 1) Fund a separate play wallet, 2) Set session bankroll = 3% of it, 3) Choose a base bet for ≥200 spins, 4) Pre-declare stop conditions in a note on your phone, 5) Log results and feelings after the session. Do this consistently for two weeks and you’ll have data-driven tweaks for your approach.

Sources

  • https://www.gamblinghelponline.org.au
  • https://www.austrac.gov.au
  • https://www.statista.com/topics/3086/online-gambling/

About the Author

James Carter, iGaming expert. James has worked in product and player safety roles for online casinos and spent a decade testing bankroll strategies and player psychology in live and online environments. He writes to help new players play longer and safer.

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