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Wagering Contribution Calc

Not all games contribute equally toward unlocking a bonus (read our guide on Excluded Games & Contribution Traps). This Wagering Contribution Calculator audits the blended impact of game weights, letting you find the most efficient and cost-effective path to clear your rollover requirements (see the full math behind Wagering Requirements Explained).

Wagering Contribution Calculator

Add a row per game category. The calculator shows how much of the wagering requirement you've actually cleared and what the effective edge is across your mix.
Amount wageredWeight %HE %

Total wagered
Effective contribution
% of requirement cleared
Remaining wagering needed
Blended effective HE

The hidden trap of wagering weights

When you claim a casino bonus, you must complete a set amount of wagering (e.g., $3,000) before withdrawing. To speed this up, you might think of playing low-house-edge games like blackjack. However, casinos are well aware of this strategy and enforce **Game Weights** (or contributions) to protect their edge.

While slots usually contribute 100% of your wagers, table games might only contribute 10%, and some games are completely excluded (0%). This means a $10 bet on blackjack only clears $1 of your wagering requirement. This calculator lets you input different games and stakes to see the true mathematical cost of your clearing strategy.

The Blackjack Weight Trap: Playing a game with a 10% weight effectively multiplies your wagering requirement by 10x. Even though blackjack has a low house edge (0.50%), scaling your required volume by 10x makes it twice as expensive to clear as a slot machine with a 4.00% house edge at 100% weight.

The math: Blended weights and effective house edge

To find the cheapest clearing strategy, the tool calculates the blended contribution and the true financial cost across all games played:

1. Blended Contribution Cleared

The actual progress you make toward your wagering requirement ($W$) across different games:

Wagering_Cleared = Σ (Wagered_Amount_i * Contribution_Weight_i)

2. Blended House Edge

The average house edge across your entire session, weighted by the amount bet on each game:

Blended_House_Edge = Σ (Wagered_Amount_i * House_Edge_i) / Total_Wagered

3. The True Cost of Clearing

The expected loss to clear $100 of wagering requirement on a specific game is:

Expected_Loss_per_100 = (100 / Contribution_Weight) * House_Edge

Data Sandwich: Slots vs. Roulette vs. Blackjack

Let’s audit the true cost of clearing a $1,000 wagering requirement across three different games:

Option A: Slot Machine

  • Weight: 100%
  • House Edge: 4.00%
  • Wagers Required: $1,000 / 1.00 = $1,000
  • Expected Loss: $$1,000 times 0.04 = mathbf{$40.00}$

Option B: European Roulette

  • Weight: 20%
  • House Edge: 2.70%
  • Wagers Required: $1,000 / 0.20 = $5,000
  • Expected Loss: $$5,000 times 0.027 = mathbf{$135.00}$

Option C: Blackjack Table

  • Weight: 10%
  • House Edge: 0.50% (basic strategy)
  • Wagers Required: $1,000 / 0.10 = $10,000
  • Expected Loss: $$10,000 times 0.005 = mathbf{$50.00}$

Despite blackjack having an edge eight times lower than the slot (0.50% vs 4.00%), the slot machine remains **the cheaper game to clear the bonus on** ($40 expected loss vs $50) because of its 100% wagering contribution weight.

Frequently asked questions

What happens if I play an excluded (0% weight) game?

Any bets placed on excluded games contribute absolutely nothing toward your wagering requirement. Worse, many casinos consider playing excluded games while a bonus is active a breach of terms, which can result in the casino confiscating your bonus and all associated winnings.

How does a blended strategy work?

A blended strategy involves split play—for example, playing slots to quickly clear the bulk of your wagering, and then switching to low-variance table games to protect your remaining balance. This calculator helps you map out the exact blended math of this approach.

Why do casinos restrict low-risk bets on roulette?

To prevent players from hedging their bets to clear wagering without risk—such as betting on both Red and Black simultaneously. Casinos enforce terms that exclude even-money bets or high-coverage layouts (covering more than 67% of the wheel) from contributing to wagering.