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Minimum-Deposit Casinos: A Practical Basic Blackjack Strategy for Small Bankrolls

October 15, 2025 | by orientco

Hold on. If you want to play blackjack with small deposits and not burn your bankroll in an hour, you need a plan that fits tiny amounts. A short, actionable plan is: set a session bankroll, use conservative bet sizes (1–2% of session bankroll), and stick to basic strategy for every hand. The two paragraphs that follow give exact numbers, simple rules, and a mini-checklist you can print and use at the table or on your phone.

Wow. Start here: if your deposit is AU$5–AU$20, aim for sessions where the most you risk in a single run is 25% of that deposit, and size your bets so you get at least 20–40 meaningful hands per session. That means with AU$10 and a 25% session risk you should play AU$0.05–AU$0.25 bets—yes, tiny bets, but that’s the point: longevity beats volatility for beginners. The rest of this article explains why, gives a clear one-page basic strategy for common situations, shows how to pick casinos that accept micro-deposits, and offers a quick checklist and FAQ so you can start smartly tonight.

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Why minimum-deposit play needs a different approach

Hold up. Tiny bankrolls amplify two things: variance and temptation to chase losses. Play conservatively because a single double-down or spread bet can eat most of a micro-deposit in one hand, and you’ll feel tilt quickly. If you accept that short-term variance will overshadow theoretical expected value, your job becomes survival: squeeze value where you can and treat every session as a controlled experiment where the goal is to learn, not to “win big.”

Core rules for a small-bankroll blackjack plan

Alright. Rule 1: set a session bankroll equal to 20–50% of your deposit depending on how much you’re psychologically ready to lose, and never top up mid-session. Rule 2: keep bets small—1–2% of session bankroll per hand, and no more than 5% after a win only if you’re intentionally taking a short press. Rule 3: use a simple, correct basic strategy—no side-systems, no card-counting attempts when you’re low-stakes or playing online single-hand formats. To put numbers on it, with AU$10 deposit and 40% session bankroll (AU$4), a 1% per-hand bet is AU$0.04 which is impractical at many tables; choose the smallest bet available or aggregate across a few sessions and keep the principles consistent so variance is manageable.

Short, printable basic strategy — the essentials

Hold on. You don’t need to memorise a full chart today; focus on five high-impact rules that cover roughly 80% of your decisions. The rules: (1) Always stand on hard 17+; (2) Always hit on hard 8 or less; (3) Double on 10/11 vs dealer 2–9 when allowed; (4) Split Aces and 8s always; (5) Never split 10s or 5s. These five moves reduce most costly mistakes and are simple enough to use under pressure, producing a large chunk of the theoretical edge you gain from full basic strategy.

Mini-case: AU$10 deposit, AU$0.20 minimum bet table

Hold on. Example is helpful. You deposit AU$10, pick a table with a AU$0.20 minimum, and decide your session bankroll is AU$4 (40%). Bet AU$0.20 every hand—this gives you about 20 hands per session which is enough to learn and keeps variance less brutal than a single AU$2 bet. If you double after a 10 or 11 when the dealer shows 2–9 you are increasing expected value; if you follow the five-rule core strategy you reduce the house margin materially compared to naive play, while still keeping stakes within your comfort zone.

How to choose a minimum-deposit casino (technical checklist)

Hold on. Not all micro-deposit casinos are equal: check wallet options, minimum deposit, bet table minima, withdrawal terms, and KYC rules before you sign up. Prefer platforms that accept AU$ and offer low table minimums; also look for clear withdrawal processing times and transparent wagering requirement maths on any bonus you accept. If you need a place to try micro-play while keeping things simple and you want casino and sportsbook options in one account, consider malinacasino which lists low minimums and a wide provider selection—use the demo mode and confirm table minima before you deposit.

Comparison table: micro-deposit approaches

ApproachBest forProsCons
Micro-bet tables (AU$0.10–0.50)Absolute beginnersLow risk, many hands, good learningSmall winnings, limited strategy variance
Min-deposit + small incrementsCasual players experimentingFlexible bankroll control, repeat sessionsRequires discipline; fees may apply
Crypto micro-depositsPrivacy-focused playersFast deposits, low feesVolatility in currency value, KYC still common

Bet-sizing and session planning — a simple formula

Hold on. Use this formula: Per-hand bet = SessionBankroll × BetFraction, where BetFraction = 1–2%. For small bankrolls, translate that to the closest table minimum and stick to it. If your session bankroll is AU$5 and you want 40 hands per session, pick a per-hand bet near AU$0.10–0.15; that keeps you playing long enough to evaluate decisions without reckless exposure to bad beats. Remember: doubling down and splitting increases variance; only use those options when basic strategy says it’s EV-positive given the dealer upcard.

Quick Checklist (printable)

Hold on. Here’s a tidy checklist you can screenshot before you play. 1) Set deposit and session bankroll. 2) Choose table with suitable min bet. 3) Bet 1–2% of session bankroll per hand. 4) Follow the 5 high-impact basic strategy rules above. 5) Stop after target loss or target win, and don’t top up mid-session. This checklist turns vague discipline into concrete actions and reduces tilt-driven mistakes.

Common mistakes and how to avoid them

Hold on. Mistake #1: chasing losses by raising bets—avoid by pre-committing to flat betting or a pre-set small press after a profit only. Mistake #2: ignoring table rules like dealer hits soft 17 or no-double-after-split—these change expected value and you should adjust aggression accordingly. Mistake #3: taking confusing bonuses with high wagering requirements that lock your funds—read T&Cs and calculate true turnover before accepting; bonuses often hurt small deposit players because WR multiplies deposit and bonus value dramatically.

Mini-FAQ

Frequently asked questions

Can I make money with AU$5 deposits?

Hold on. Realistically, AU$5 sessions are for entertainment and learning rather than profit objectives. With disciplined play and a favourable run you might come away ahead, but don’t treat micro-deposits as an income strategy—prioritise skill-building and bankroll survival instead.

Should I accept a welcome bonus with low deposit?

Hold on. Only if the wagering requirement is low and you can meet bet limits without exceeding your strategy; otherwise skip it. For example, a 30×WR on (D+B) will often be impossible to meet sensibly on AU$10 deposits and will simply tie your funds behind rules that reduce your control.

Does card counting help at minimum-deposit online tables?

Hold on. No—online single-deck or shuffled-every-hand formats and low stakes make counting impractical. Focus on perfecting basic strategy first; counting requires bankroll, table penetration, and specific live conditions.

Responsible play, KYC, and Australian players

Hold on. If you’re in Australia be aware of local rules and the Interactive Gambling Act; always verify a site’s licensing, KYC, and withdrawal policies before depositing. Use deposit limits or reality checks provided by reputable casinos and contact local support lines like Gambling Help Online if play becomes problematic. Practising these discipline rules protects funds and mental health: set time limits, stop-losses, and avoid gambling when emotional or intoxicated.

Final practical tips to start tonight

Hold on. Actionable next steps: pick a micro-bet table, screenshot the five-rule basic strategy, set a 30–60 minute session timer, and stick to bets of 1–2% of your session bankroll. Keep a quick ledger: starting balance, end balance, number of hands, and the one decision you got unsure about—review it after the session and learn. If you want a single site to test micro-play on mobile with low table minimums, demo modes, and both casino and sportsbook options all under one roof, malinacasino is one practical place to try while you confirm table rules and withdrawal terms.

18+. Play responsibly. If gambling is causing harm call Gambling Help Online (GHO) at 1800 858 858 or visit https://www.gamblinghelponline.org.au for free, confidential support in Australia.

Sources

1) Interactive Gambling Act 2001 — Australian Government legislation: https://www.legislation.gov.au/Details/C2021C00125

2) Gambling Help Online — Australian Government health resource: https://www.gamblinghelponline.org.au

3) Blackjack basic math and strategy overview — Wizard of Odds: https://wizardofodds.com (strategy and rules reference)

About the Author

{author_name}, iGaming expert. I write from years of small-stakes play and operational experience in online casinos, focusing on practical bankroll methods and clear, teachable strategy for beginners. My aim is to help new players make smart, safe choices while they learn the game.

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