Weekend Tournaments: Where to Find the Biggest Prizes — and How SSL Keeps Your Winnings Safe

Hold on. If you only read two things here, make them practical: (1) scout tournaments by prize pool and entry model, not hype; (2) always check that the casino uses modern SSL/TLS and certificate pinning before staking real money. Simple steps up-front cut wasted time and avoid messy KYC or payout headaches later.

Here’s the thing. Weekend tournaments come in many flavours — leaderboards, Sit & Go series, Buy-in brackets, and spin‑style jackpot races — and the biggest advertised prize pools are often gated by entry fees or wagering requirements. I’ll show you how to compare real value (net expected prize per entry), how to spot tournaments that actually pay, and why SSL/TLS matters when you move money and personal docs around during verification. You’ll get checklists, a comparison table, two short case examples, and a Mini-FAQ to use as a quick reference when you’re choosing where to play this weekend.

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

Quick primer: Which weekend tournaments genuinely carry big prizes?

Something’s off when a “$100k weekend” needs 5,000 entries to reach that pool. Pause.

Prize pool size alone is misleading. A sizeable pool funded by many tiny free spins or tiny promotional tickets often means low expected return per real-money entry. Instead, use two metrics: (A) advertised prize pool; (B) minimum real-money buy-in required to access the prize pool. Divide pool by number of paid entries (or estimated paid-equivalent entries) to get the expected prize per paid ticket. That number tells you whether the tournament is worth your time.

How to compare tournaments — practical checklist

Hold on—don’t rush into the flashiest promo. Work through this quick checklist every time you sign up:

  • Prize pool vs. paid buy-ins: calculate prize-per-paid-entry.
  • Entry model: free-to-play with wagering, buy-in, or token-based? (Tokens often hide value.)
  • Wagering requirements attached to bonus-funded entries (if any).
  • Game weighting: do the tournament games have low RTP or poor contribution to wagering?
  • Withdrawal eligibility: KYC requirements and hold periods for tournament winnings.
  • Security: does the site use TLS 1.2/1.3 and a valid certificate (more below)?
  • Past payout transparency: public leaderboards or payout proofs from previous tournaments.

Comparison table: Tournament types and which prize structures favour players

Tournament Type Typical Entry Prize Distribution Best for Player Caveat
Buy‑in Leaderboard Real-money buy-in Large pool, top-heavy Skilled players chasing top spots Variance; buy-in may be large
Free spins → leaderboard Promotional/free tickets Big headline pool, many qualifiers Casuals testing games Often low expected value per paid entry
Bracketed Sit & Go Small buy-ins Grouped payouts, predictable Bankroll-friendly grinders Less upside but steadier ROI
Progressive Jackpot Race Any real bet (contributes) Progressive grows over time High-volume players Edge depends on house contribution rate

Where to find the biggest real-value prizes (not just headlines)

Here’s the rule I use: rank tournaments by “expected prize per paid entry” first, then by payout transparency. If a site shows historical leaderboards or published payout schedules, they score higher. If a tournament requires many free tickets and heavy wagering to qualify, it scores lower.

Localised platforms and weekend series run by established operators often show the best mix of real buy-ins and clear payout tables. For example, a weekend buy‑in leaderboard with a $50 entry and $25,000 advertised pool that lists historical paid entries allows you to compute expected payout reliably. Conversely, “spin-to-win” races tied to free spins frequently inflate the headline pool with non‑cash contributions.

To check multiple sites and compare quickly, I use three parallel criteria: transparency, prize-per-paid-entry, and KYC friction. If you want a practical spot to start scouting tournaments with good prize value and fair terms, consider joining weekend series run by long-standing platforms and aggregator partners that publish past payout data and runner-up details. For tools and aggregator feeds that list upcoming series and prize structures, look for trusted casino aggregators and tournament calendars that consolidate events across operators — they make side‑by‑side comparisons fast. One reliable resource that merges tournament listings with operator info and security signals is useful when vetting where to deposit for a weekend run; consider checking a respected aggregator before you commit to a buy‑in, particularly when crossover offers are involved (example: casino tournament calendars that verify provider and payment methods). betting

Tools and tactics: maximise your ROI on weekend tournaments

Hold on — small math will save you a lot. Here are three short calculations to do before entering:

  1. Expected prize per paid entry = (advertised cash pool × percent in cash payouts) / estimated number of paid entries.
  2. Net value after wagering traps = expected prize × (1 – expected wagering drain). If bonus entries are weighted badly, adjust downwards.
  3. Turnover requirement for bonus-funded entries: WR × (Deposit + Bonus) to estimate realistic time & stake cost.

Practical tactic: target bracketed Sit & Go or small multi-level buy‑in series if your bankroll is modest. The variance is lower and the tournament ROI (expected payout ÷ entry cost) is easier to estimate. If you’re chasing headline pools, pool your buy‑ins across several similar events — diversification reduces variance risk clumping.

Mini-case 1 — A quick, realistic example

Example: a weekend leaderboard advertises $20,000. Entry is $20 direct or 2,000 free tickets gathered from spins. The site estimates 500 paid entries plus 5,000 ticketed entries. Expected prize per paid entry ≈ $20,000 × 0.85 / 500 ≈ $34 (assuming 85% goes to cash payouts). That means a $20 buy-in has an expected gross return of $34 — good on paper — but if your only way to participate is via free tickets that require heavy wagering to convert, the actual value collapses.

Mini-case 2 — KYC + tournament payout delay

Example: a player wins $3,500 in a Sunday grand final but hadn’t completed KYC. The casino places a 72‑hour hold pending documents, then clears the payout in 3 business days after identity and proof-of-source checks. Lesson: complete KYC before weekends — delays cost psychological momentum and sometimes cause players to miss payout windows or promotional eligibility.

SSL Security in Online Casinos: what to check and why it matters

Something’s wrong if you’re entering identity docs over an unprotected connection. Don’t do it.

SSL/TLS isn’t “just” about encryption; modern implementations protect account credentials, payment transfers, and uploaded KYC documents from interception and tampering. For weekend tournaments — where deposits, withdrawal requests, and document uploads often happen in a compressed time window — secure transport is essential.

Quick technical checklist for SSL/TLS:

  • TLS version: prefer TLS 1.2 or TLS 1.3. Avoid sites that still allow SSLv3 or TLS 1.0/1.1.
  • Valid certificate from a known CA and no browser warnings.
  • HSTS enabled and redirects to HTTPS on all pages (including static content).
  • Certificate transparency & recent issuance (look for current expiry dates).
  • Content served over HTTPS with no mixed-content warnings (images, scripts all secure).

On mobile: use the official responsive site or app from the operator; check certificate details in your browser by tapping the padlock icon. If the app uses in‑app browsers or webviews, validate TLS behaviour by opening the site in your system browser too.

How SSL failures play out in the wild

On the one hand, a weak TLS setup can expose credentials; on the other hand, sloppy security often correlates with poor operational practices like slow KYC or opaque payout processing. In my experience, operators that invest in solid platform providers and third-party audits (RNG testing, security scans) are more likely to run transparent weekend series with predictable payout behaviour.

Common Mistakes and How to Avoid Them

  • Chasing headline pools without calculating expected value — avoid by doing the prize-per-paid-entry math.
  • Entering tournaments before completing KYC — avoid by verifying your account ahead of the weekend.
  • Trusting promos without reading the T&Cs — avoid by checking wagering contributions and max-bet limits for each promo used.
  • Depositing on a non‑TLS site or ignoring mixed‑content warnings — avoid by using the padlock and checking TLS version.
  • Over-betting to climb leaderboards without bankroll rules — avoid with pre-set stake caps and session stop-losses.

Mini-FAQ

Q: How can I tell if a tournament payout is reliable?

A: Look for prior instances of the same series and posted leaderboards or payout proofs. Prefer operators that publish payout rules, percentages allocated to cash vs. bonus, and have independent RNG/provider audits.

Q: If a site uses TLS 1.3, am I fully safe?

A: TLS 1.3 is strong, but security is a stack: ensure the operator also has clear KYC/AML, reputable payment processors, and independent testing (iTech Labs or similar). TLS protects transport, not internal operator practices.

Q: Should I use crypto for tournament buy‑ins?

A: Crypto can reduce processing time for deposits/withdrawals and sometimes lower KYC friction, but volatility and exchange fees matter. Check whether the operator treats crypto deposits as qualifying for tournaments and whether withdrawal limits differ.

18+ only. Play responsibly. If gambling is causing you harm, contact Gambling Help Online (find local support at 1800 858 858) or your preferred national helpline. Complete KYC before wagering large sums and set deposit/session limits in your account settings.

Final practical checklist before you commit this weekend

  1. Calculate expected prize per paid entry.
  2. Confirm KYC is complete and you’ve read withdrawal windows.
  3. Verify TLS (padlock), certificate validity, and HSTS behaviour in your browser.
  4. Check game RTP and weighting for tournament contribution.
  5. Set bankroll limits (daily/weekly), and stick to them.

Sources

  • https://www.gamblinghelponline.org.au
  • https://www.itechlabs.com
  • https://cheatsheetseries.owasp.org/cheatsheets/Transport_Layer_Protection_Cheat_Sheet.html

About the Author

{author_name}, iGaming expert. Seasoned online tournament player and adviser with hands-on experience in tournament mathematics, operator vetting, and secure deposit/withdrawal workflows. Regularly reviews weekend series and platform security for Australian players.