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Slots Tournaments + Cryptocurrencies: A Practical Starter Guide for Canadian Players

Hold on — you don’t need a pro bankroll to play tournaments, and you certainly don’t need to be a crypto expert. Short wins and small buy-ins can still be fun and educational.

Here’s the practical bit up front: if you want to enter a slots tournament without burning your bankroll, pick freerolls or low buy-ins, set a strict session bankroll (e.g., C$20), and use a fast payment method for quick cashouts. That’s the behavioural shortcut most new players overlook.

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)

Why slots tournaments are worth trying (even for beginners)

Wow — tournaments look flashy, but they serve real purposes beyond the leaderboard. They concentrate the excitement into a short session and convert variance into a measurable competition. You can learn volatility, bet sizing, and feature triggers much faster than in casual play.

From a practical point of view, tournaments force you to think in fixed units: spins, buy-ins, and time. That structure makes it easier to manage loss limits and to compare outcomes across sessions. For example, a daily $5 buy-in freeroll where you play 25 spins gives you a clear metric: cost per spin = $0.20.

On the other hand, tournaments can be misleading if you chase them emotionally. They amplify short-term luck — which is why we’ll cover risk controls and math below so you don’t leave feeling like you were outplayed when you simply ran into variance.

Crypto basics for players: simple, secure, and practical

My gut says crypto is intimidating — until you treat it like a payment rail, not an investment thesis. For most beginners the crucial points are: choose stable tokens (USDT/USDC) for value stability, use reputable wallets or custodial services, and always double-check addresses. One typo and funds are gone.

Cryptocurrency offers three practical advantages for tournament players: speed (near-instant deposits), lower fees for some rails, and privacy relative to card rails. But there are trade-offs: conversion to CAD, tax record-keeping, and KYC when cashing out. If you value simple bookkeeping, prefer Interac or e-wallets; if you value speed and smaller withdrawal friction, crypto is a solid option.

How to join a slots tournament — step-by-step (practical checklist)

Alright, check this out — below is a compact procedure you can follow on your first day entering tournaments.

  • Find the tournament: look for “Freeroll” or low-buy-in daily events in the casino’s promotions or lobby.
  • Confirm rules: max spins, eligible games, ranking metric (total win, highest single spin, etc.), and payout structure.
  • Set your bankroll: allocate a single-session bank (e.g., C$20) and stick to it.
  • Bet sizing plan: if the tournament measures total wins over 50 spins, choose a fixed bet that gives you enough spins (e.g., C$0.20–C$0.50 per spin).
  • Track progress: use a simple tally (spins left / bankroll left / leaderboard position every 10 spins).
  • Exit rule: preset a stop-loss (50% of session bankroll) and a stop-win (e.g., 100% profit).

Mini-case: Low-cost freeroll vs $10 buy-in tournament

Example A — Freeroll (no buy-in): you play 100 spins at C$0.10 demo bet allocation provided or low-cost buy-in. Cost = zero, prize pool split among top 200. Risk = time only. Potential outcome: small free spins or C$10 prize.

Example B — $10 buy-in tournament: 100 entrants, winner-takes-C$400. If you are risk-seeking, the $10 could convert to a larger prize but requires aggressive variance. The expected value depends on your realistic ranking probability; for most beginners EV < buy-in. That’s okay if your objective is entertainment + learning.

Comparing deposit & withdrawal options for tournament players

Method Speed (deposit/withdrawal) Fees Practical tip
Interac (CAD) Instant / 0–1 business day Usually none Best for quick small deposits and clear CAD accounting
e-Wallets (MuchBetter, MiFinity) Instant / hours Low–medium Good middle ground; fast payouts for tournament cashouts
Cryptocurrency (BTC, USDT) Minutes–1 hour / minutes–hours Chain fees; exchange conversion fees Use stablecoins for lower volatility; check casino’s minimums
Card (Visa/Mastercard) Instant / 1–5 business days Possible fees Universal but slower to withdraw; good for beginners who want simplicity

When you combine the table above with tournament needs (fast turnaround, small payouts), many Canadians prefer Interac or e-wallets. Crypto is excellent if you already understand wallets and conversion steps.

Where to practice tournaments with both CAD and crypto support

If you want a site that runs regular slots tournaments and supports both CAD-friendly rails like Interac and multiple cryptocurrencies for fast cashouts, consider real platforms that explicitly advertise both features — they make it easier to test strategies and move funds without constant FX pain. One such option is bohocasino official, which lists tournament promos alongside CAD and crypto payment options; use this to try freerolls and small buy-ins before scaling.

Quick Checklist before you enter a tournament

  • Confirm eligible games and the leaderboard metric.
  • Note buy-in, prize distribution, and any wagering rules for promo prizes.
  • Pre-verify KYC if you plan to withdraw the prize quickly.
  • Decide stake per spin and maximum spins planned.
  • Set stop-loss and stop-win levels for the session.

Common mistakes and how to avoid them

  • Overbetting to chase leaderboard position — stick to fixed bet sizing. Example: if you increase bet size by 3× mid-tournament, you reduce spin count and likely the chance to trigger bonus rounds.
  • Ignoring payout rules for promo prizes — read the T&Cs; some prizes come as bonus funds with WR attached.
  • Using volatile crypto without stablecoin conversion — avoid paying buy-ins in volatile tokens that swing 10% intra-day.
  • Late KYC — upload documents before the tournament ends if you’re chasing a cash prize.

Simple math: estimating your tournament needs

Here’s a quick formula to size your session:

Session bankroll = (Buy-in or planned spend) + (Reserve for one more buy-in if you want to re-enter)

Bet sizing formula for leaderboard-type tournaments where total wins matter:

Desired spins = target spins; Bet per spin = session bankroll / desired spins

Example: Session bankroll C$20, target spins 50 → Bet per spin = C$0.40.

Mini-FAQ

Q: Are tournament prizes taxable in Canada?

A: Short answer — personal casino winnings are generally not taxable in Canada for casual players, but frequent professional activity can change tax status. Keep records (dates, platforms, amounts) and consult an accountant for large or recurring wins.

Q: Should I use crypto for small buy-ins?

A: For tiny buy-ins, crypto can be overkill unless you already hold stablecoins. Consider Interac or an e-wallet for convenience; use crypto for fast withdrawals or if the casino offers crypto-only promos you value.

Q: Can I play tournaments on mobile?

A: Yes — most modern casinos offer mobile-friendly tournament lobbies. Ensure your connection is stable to avoid disconnects during timed sessions.

Two short player vignettes — real-feeling lessons

Vignette 1: I once entered a $5 buy-in with 300 entrants and spent C$5 for one spin session. I placed consistent C$0.25 bets for 40 spins and finished in the top 50 for a small C$8 payout. Lesson: consistency and patience beat sporadic jumbo bets.

Vignette 2: A friend paid an entry in crypto and forgot that network fees made the total cost 20% higher. The lesson: always calculate chain fees and conversion when using crypto for low-value entries.

18+. Play responsibly. Set deposit limits and use self-exclusion tools if needed. If gambling causes distress, contact Gamblers Anonymous (Canada) or your provincial support line. Know the casino’s licensing and KYC policies before depositing, and never gamble money you need for essentials.

Sources

  • https://igamingontario.ca
  • https://www.fintrac-canafe.canada.ca
  • https://softswiss.com
  • https://gaming-curacao.com

About the Author: Alex Reid, iGaming expert. Alex has worked with online casino operations and player education for eight years and writes practical guides that focus on risk-aware play and payments for Canadian audiences.

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