Thursday, October 16, 2025

Transformation: From Offline to Online — Practical Bankroll Management Strategies

Hold on. You’ve played pokies at the pub and suddenly you’re staring at a mobile lobby full of games, promos, and crypto options.

Here’s the thing. The rules that kept your losses manageable in a bricks-and-mortar venue don’t automatically translate online. The pace is different, the incentives are louder, and the temptations are constant — which is why a deliberate bankroll system matters more now than ever.

Short benefit first: use a session bank, a percentage-based stake, and a simple stop-loss/target rule and you’ll dramatically improve longevity and decision quality. Below I give concrete numbers, two mini-cases, a comparison table of approaches, a checklist you can copy, and tactical advice for dealing with bonuses and rapid withdrawals.

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

Why offline habits fail online (and what to change)

Wow. The cadence online is relentless. You can spin 500 times per hour — that’s not a guess, it’s normal.

Offline, you paced yourself between drinks, mates, and the jukebox; bets were often visible and social friction helped moderate size. Online removes that friction and adds features that amplify play: autoplay, Bonus Buys, push promotions, and 24/7 access.

So change three things: shrink the psychological unit (use sessions), formalise staking (percentages not “feel” bets), and separate play money from living money (dedicated bankroll accounts or wallets).

Core tactics — practical rules with numbers

Hold on — here are the exact rules I use with novice players I advise.

  1. Define your bankroll: Money you can afford to lose without changing lifestyle. Example: AUD 1,000.
  2. Session bank: Divide bankroll into session chunks. Conservative: 1/20 of bankroll per session (AUD 50 from AUD 1,000). Aggressive recreational: 1/10 (AUD 100).
  3. Unit size (bet sizing): Use 1–2% of session bank per spin for slots. For table games, reduce to 0.5–1% of session bank per hand/round.
  4. Stop-loss / Take-profit: Stop-loss = lose 50% of session bank → walk away. Take-profit = win 100% of session bank → secure winnings or withdraw half.
  5. Deposit cadence: Only deposit at the start of a planned session. Avoid on-the-fly top-ups.

Example calculation (Case A): Sarah has AUD 800 bankroll. Session bank (1/20) = AUD 40. Unit spin = 1% of session bank = AUD 0.40 per spin. Stop-loss = lose AUD 20 → stop. Take-profit = win AUD 40 → stop and withdraw half or lock it away.

Mini-case: bonus math you must understand

Hold on — bonuses look good on the surface. They hide the math.

Say a casino offers a 100% match up to AUD 150 with a 60× wagering requirement (WR) on the bonus only — not uncommon. You deposit AUD 100, get AUD 100 bonus; WR = 60 × AUD 100 = AUD 6,000 turnover on bonus funds alone. If the operator applies WR to (D+B), you’d calculate WR on AUD 200 meaning 60 × 200 = AUD 12,000 turnover — a huge difference.

Practical takeaway: unless you can comfortably make the turnover with your staking plan without risking household funds, skip the bonus. Beginners should start without offers until they master session discipline.

Comparison table: bankroll approaches

Approach Ease Discipline Needed Best For Pros Cons
Percentage staking (1–2% per session) Easy Moderate Beginners & casuals Scales with bankroll; simple math May feel small when behind
Session bank (fixed chunk per session) Very easy Low Social players transitioning online Supports short, controlled play Requires discipline to not top up
Kelly-like sizing (edge-based) Complex High Skilled advantage players, matched bettors Optimal growth when edge is known Needs accurate edge estimate; risky for slots
Time-limited sessions Easy Low Players who chase losses Prevents marathon losses Doesn’t control bet size

Where to place trusted info and how to choose a platform

Here’s a useful mid-point: when you’re vetting an online site, look for clear withdrawal policies, KYC rules, and sensible wagering terms. If you want to check operator details and processing expectations quickly, the casino’s terms and payment pages are the right place to start — and for a readable operator overview you can consult casino-4u.com official which lists games, payment types and support options relevant to AU players.

Two practical mini-cases — how rules play out

Case 1 — Sarah (novice, AUD 500 bankroll): Sarah sets session bank = AUD 25 (1/20). She bets AUD 0.25 per spin (1% session). After a string of small losses she hits stop-loss at -AUD 12.50, closes browser, and logs the session in a short play diary. Outcome: no panic top-up, lost less than 2.5% of total bankroll, learned to respect timeouts.

Case 2 — Ben (casual high-variance fan, AUD 5,000 bankroll): Ben prefers Bonus Buys and high volatility. He sets risk profile: 0.5% per bet (AUD 25), session bank = AUD 250 (1/20). He applies stricter stop-loss 30% of session (AUD 75) and caps Bonus Buys at one per week. Outcome: less chance of ruin from one bad streak; slower variance but preserves capital.

Quick Checklist — copy this before you log in

  • 18+ only. Confirm personal legal eligibility. (Australia: follow local laws)
  • Define total bankroll and write it down.
  • Set session bank = bankroll ÷ 10–20.
  • Set unit stake = 0.5–2% of session bank.
  • Set stop-loss (30–50%) and take-profit (50–100%) per session.
  • Decide in advance: bonus or no bonus — then stick to it.
  • Log every session: date, game, start/end balance, reason to stop.
  • Use operator limits: daily deposit caps, cooling-off if needed.

Common mistakes and how to avoid them

  • Chasing losses: Mistake — increasing stakes after losses. Fix — enforce stop-loss and leave a cooling-off period (24–72 hours).
  • Ignoring wagering terms: Mistake — treating bonus money like cash. Fix — do the math before accepting any bonus; if WR × (D+B) > 10× your bankroll, decline.
  • Mixing bankrolls: Mistake — playing with household funds or credit. Fix — separate accounts/wallets and never use credit for gambling.
  • No session plan: Mistake — open the site with no time or loss limit. Fix — use the Quick Checklist and set an alarm.
  • Overlooking KYC/withdrawal rules: Mistake — expecting instant cashout without verification. Fix — verify ID early; know deposit/withdrawal minimums and fees.

Mini-FAQ

How much of my total bankroll should I risk per session?

Start conservative: 1/20 (5%) or 1/10 (10%) depending on how fast you want play to progress. If you’re learning, use 1/20. If you’re comfortable with variance and have a steady income, 1/10 is reasonable.

Are percentage rules suitable for slots and table games equally?

Not exactly. Slots are higher variance; use smaller units (1% of session bank). Table games like blackjack with low house edge can tolerate larger effective bets but only with proper strategy; still start smaller until you’ve logged results.

What’s a safe way to approach bonuses?

Only accept bonuses whose wagering requirements you can satisfy within your staking plan. If WR is enormous (e.g., 60×) relative to your bankroll, decline it. Remember deposit turnover clauses — they can trigger fees or restrictions on withdrawals.

Tools and habits that actually help

Here are tools that changed outcomes for players I coach:

  • Bankroll spreadsheet or simple app (one-line session logs). Track stake, result, and time.
  • Use operator responsible-gambling limits — set daily/weekly deposit caps and session reminders immediately after signup.
  • Pre-verify your account (KYC) so withdrawals aren’t delayed; that reduces panic top-ups when you need money out.
  • Turn off autoplay and auto-bonus features; manual control slows decisions and reduces tilt.

Regulatory, KYC and AU-specific notes

Something to note: many AU players use offshore-licensed sites. Offshore licences (e.g., Curaçao) allow cross-border play but offer different dispute and consumer protections than an MGA or UKGC licence. Verify KYC timelines in the site’s terms — typical verification is within 24–72 hours — and plan your withdrawals accordingly. If you suspect problem gambling, contact Gambling Help Online or Lifeline immediately.

Responsible gambling: This article is for adults 18+. If gambling is causing you harm, call Lifeline on 13 11 14 (Australia) or visit Gambling Help Online for support and resources. Set limits, use self-exclusion tools if needed, and never gamble money you need for essentials.

Final practical routine (copy-paste version)

  1. Decide bankroll for gambling only (e.g., AUD 1,000).
  2. Split into 20 sessions → session bank = AUD 50.
  3. Set unit = 1% of session bank (AUD 0.50 per spin).
  4. Set stop-loss 50% of session bank; take-profit 100%.
  5. Log results; adjust unit after every 10 sessions (not daily swings).

Sources

  • https://www.gamblinghelponline.org.au
  • https://responsiblegambling.vic.gov.au
  • https://www.itechlabs.com

About the Author

Alex Mercer, iGaming expert. I’ve worked with recreational players for eight years, helping many move from pub pokies to safer online play. I write practical guides that focus on behaviour, math, and systems you can actually use.

All Categories

Related Articles

Casino Trends 2025 — How regulation is reshaping online gambling (what players and operators must know)

Casino Trends 2025 — Regulation’s Real Impact Hold on. Regulation isn’t just a legal checkbox anymore. It’s the single biggest cost and differentiation factor shaping...

Player Demographics: Who Plays Casino Games — and How Affiliates Turn Profiles into Conversions

Quick benefit: this piece gives you three clear audience segments to target, a short checklist you can copy into your outreach emails, and an...

VIP Host Insights: How the RNG Certification Process Really Works (and what to ask)

Here’s the useful part up front: if you work with VIP players, you need to be able to explain, in plain language, how an...

How a $50M Bet on Mobile Gamification Could Rewire Online Gambling (practical plan for beginners)

Hold on — that $50 million figure sounds wild. But break it down, and you get a practical roadmap any product or ops...

Casino X (22AUD) Review — A Player’s Honest View on Mobile Gambling Apps

Hold on — here’s the practical bit up front: if you’re wondering whether to sign up, deposit, or install an app from Casino X...

Types of Poker Tournaments — Practical Deposit-Limit Setting for New Players

Hold on—before you register for your first multi-table event, there are two essentials you need: an understanding of tournament types, and a sensible rule...

Opening a Multilingual Responsible-Gambling Support Office: Practical blueprint for 10 languages

Hold on. If your operator expects players from multiple language groups, you need more than Google Translate and a tired ticket form. ...

Future Technologies in Gambling — Casino Mobile Apps: A Practical Usability Rating

Hold on. This article gives you a fast, usable framework to pick or evaluate casino mobile apps today — no fluff, just the checks...

Casino Mathematics: Understanding the House Edge — and what a crypto jackpot payout really means

Hold on. Here are two things you can use right away: 1) a quick formula to convert RTP into expected loss per hour, and...