Poker Tournament Tips for Multi-Currency Casinos — a practical guide for beginners

Hold on. You don’t need to be a whale to do well in crypto-friendly poker tournaments. Small, consistent edges and smart money management beat flashy one-off hero calls every day.

Here’s the quick value up-front: focus on three things — stack preservation (bankroll rules), currency friction (conversion & fees), and stage-specific adjustments (early/late play). Get those right, and you’ll turn volatility from an enemy into an ally.

Now let’s unpack how to do that in real terms, including short worked examples and a comparison of deposit/withdrawal options so you can pick the best path for your region (I’m writing with an AU perspective in mind). Expect checklists, a compact comparison table, and a small FAQ. Read the Quick Checklist before you deposit.

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

Why multi-currency matters in tournaments (observe, then plan)

Short: fees and timing decide whether a crypto route is worth it. Longer: a tournament win shown in BTC can swing 10–20% in fiat value overnight; that’s volatility risk you must accept or hedge.

At first glance, poker is about cards and reads. But the money rails matter. Crypto deposits often mean faster play and fewer bank blocks for AU players, but they also add conversion costs and KYC triggers. On the other hand, fiat-to-crypto gateways add fees and higher wagering ties that may affect eligibility for certain promotions.

Mini-case: you deposit AUD 100 via a fiat-to-crypto service that charges 3% + a spread, and the site charges a 1% crypto deposit fee. Your effective starting balance is closer to AUD 95. If the tournament buy-in requires several rebuys, those fees compound. That’s why tournament sizing and fee math should be part of your pre-game routine.

Table stakes: bankroll rules adapted to multi-currency play

Here’s the thing. Traditional poker bankroll rules still apply — but with tweaks for currency choice and withdrawal friction.

Concrete rules to start with (beginner-friendly):

  • Cash-game BR: 25–50 buy-ins for the limit you play. Tournaments are higher variance — plan 100–300 buy-ins for regular MTT play.
  • If you deposit in crypto and plan to convert winnings to fiat, add a 15–25% buffer for volatility and fees before you decide your cashout threshold.
  • Don’t play a tournament where your stake would exceed 2–3% of your net bankroll after accounting for conversion fees.

Example calculation: bankroll AUD 2,000. A 1% stake limit equals AUD 20 per tournament. If the buy-in is AUD 15 + 10% fees/spread, you’re exposure is still within limits. If you plan rebuys, assume worst-case one full rebuy to set aside provisional funds.

How tournament strategy shifts by stage (practical plays)

Early: tighten. Multi-table tournaments (MTTs) with deep stacks need patience. Preserve your buy-in value while extracting free-rolls on marginal hands. If you deposit using a service with larger stake minimums, that pressure to “convert value” is precisely what ruins novices.

Middle: look for exploitative edges — players open up, and blinds start to bite. Switch from pure tight to “active survival”: widen your steal range from late position and play aggressively in position. If you’re short-stacked and on a crypto platform with fast withdrawals, avoid desperate all-ins that trigger heavy KYC at cashout time; instead take spots where fold equity is real.

Late/Final table: be dynamic. Heads-up and short-handed play reward aggression plus understanding of payout jumps. Also, remember payouts may be capped or handled oddly when currency conversion is involved; read payout rules carefully before final table moves.

Practical money math: calculate conversion break-even

Use this simple formula to see if converting before or after a tournament is better for you:

Net payout after conversion = Nominal payout × (1 − site fee − gateway spread − local tax/withdraw fee) ± crypto volatility

Worked example: you win 0.01 BTC (≈ AUD 500 at time of writing). Site fee 0.5%, gateway spread 2%, withdrawal fee 0.0005 BTC. Immediate conversion to AUD yields roughly AUD 485 after fees; hold in BTC and it could be AUD 430–540 the next day. If you need the cash for immediate banking, taking the AUD may be best despite slight fee erosion.

Choosing a platform and deposit method — comparison table

Option Speed Typical Fees KYC Likelihood Best for
Direct crypto deposit (wallet) Fast (minutes) Low on-site; network fee applies Medium (large wins trigger checks) Experienced crypto users, fast withdrawals
Fiat → crypto gateway (MoonPay etc.) Minutes to hours High (2–5% + spread) High (gateway KYC) Novices without crypto; convenience
E-wallets (Skrill/Neteller) / Cards Instant to 1 day Moderate; currency conversion fees High Players needing fiat stability or bonuses tied to fiat

Platform selection in practice — how to read the fine print

On the one hand, many crypto-first sites advertise “no withdrawal limits” and instant payouts. But on the other hand, large balances reliably trigger Source of Funds checks under Curaçao/Anjouan operations and may require manual processing. A reputable house that lists providers, license details, and clear KYC tiers is preferable.

If you want a practical reference when comparing casinos and poker lobbies, check the platform’s withdrawal speed policy, listed fees, and whether promotions impose wagering locks on fiat-to-crypto deposits. For a modern crypto-first ecosystem with clear UX, see the operator’s main page for current banking options and KYC rules; that helps you map the fee versus convenience trade-off you’re about to accept.

Practical tournament tips tied to multi-currency mechanics

1) Verify payout currency and conversion process before late-table swings. A final-table payout listed in “USD equivalent” but paid in BTC can expose you to overnight price swings.

2) Start KYC early. If you’re a beginner, complete Level 2 (ID + liveness) before you reach the money. Nothing ruins a win like a delayed payout because you waited until you were cashing out to upload a utility bill.

3) Use buy-in ladders. If the site permits multiple buy-in tiers, pick a tier where rebuys are manageable given your deposit route’s fees. Avoid frequent rebuys via high-fee gateways.

4) Consider partial cashouts. If you win a big prize in crypto and need fiat security, cash out a portion immediately and leave the rest in crypto for upside.

Quick Checklist (read before you deposit)

  • Check the tournament’s buy-in currency and payout currency.
  • Estimate total fees (deposit + site + withdrawal + gateway spread).
  • Complete at least basic KYC (ID + selfie) before late stages.
  • Set session stop-loss and win-goal (expressed in your household currency).
  • Test a small deposit/withdrawal first to confirm timing and fees.

Common Mistakes and How to Avoid Them

  • Mistake: Depositing the full bankroll via a high-fee gateway. Fix: Split deposits; move a test amount first and calculate effective starting balance.
  • Mistake: Playing above bankroll after a big temporary gain due to crypto appreciation. Fix: Convert a portion to fiat; stick to pre-set stake percentages.
  • Mistake: Waiting to KYC until you hit the money. Fix: Complete at least Level 2 KYC on sign-up.
  • Mistake: Forgetting tax/reporting requirements in AU. Fix: Keep clear records; consult an accountant for large or frequent wins.

Mini-FAQ

Q: Should I deposit crypto or use a fiat gateway for tournaments?

A: If you already hold crypto, deposit from your wallet to avoid gateway spreads. If you don’t, use a reputable gateway but factor in the higher fees when calculating your buy-in viability. For beginners who want simplicity, gateways are fine for small buy-ins; for regular MTT play, learn direct crypto funding.

Q: Do tournaments paid in crypto trigger immediate KYC?

A: Not always. Many sites let you play with minimal verification but will require KYC once you request a significant withdrawal. To avoid delays, submit verification proactively when you start regular play.

Q: How should I manage volatility after a big crypto win?

A: A sensible approach is to cash out enough to cover immediate needs and tax obligations, and leave a portion in crypto if you’re comfortable with price movement. Hedging via conversion or using stablecoins for holding are other options.

Before you sign up anywhere, always read the tournament T&Cs and the casino’s withdrawal/KYC policy. For a clear list of banking routes, KYC tiers, and current promos, the operator’s main page is a handy place to cross-check options and estimated processing times — use that data when you’re deciding which deposit path to take.

18+. Play responsibly. If gambling is causing harm, seek help via Gambling Help Online (Australia) or your local support services. Sites operating under Curaçao/Anjouan licenses follow international AML frameworks, but Australian players won’t have ACMA protections. Keep sessions controlled, set deposit limits, and use self-exclusion tools when needed.

Sources

  • https://www.acma.gov.au
  • https://www.gamblinghelponline.org.au
  • https://www.pokerstars.com/poker/strategy/

Author: {author_name}, iGaming expert.

About the Author: {author_name} has years of hands-on experience with online poker and multi-currency gambling platforms, advising recreational players on bankroll and risk management. They focus on practical, accountable strategies that work for beginners in Australia and similar markets.

Leave a Comment

Your email address will not be published. Required fields are marked *

Scroll to Top