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Roulette Wheel with 37 vs 38 Pockets

American Roulette features 38 pockets, comprising numbers 1 through 36, a single zero (0), and a double zero (00). This configuration results in a house edge of 5.26%. For comparison, European Roulette uses a wheel with 37 pockets, omitting the double zero.
The presence of the double zero pocket on the American Roulette wheel significantly increases the house edge. While payouts for individual bets remain the same as on a European wheel, such as 35:1 for a straight-up number, the additional pocket doubles the casino's theoretical advantage.
For players, this difference translates directly into a lower Return to Player (RTP). The American Roulette RTP stands at 94.74%, meaning for every €100 wagered over the long term, €94.74 is returned to players. This contrasts with the French Roulette with La Partage option, offering a much higher 98.65% RTP on even-chance bets.
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House edge and payouts of table games at Golden Genie compared

Craps: Pass Line plus Odds lowers the average

When playing Craps, a Pass Line bet combined with Free Odds offers a favourable outcome for the player. The Pass Line bet itself carries a house edge of 1.41%, with an RTP of 98.59%. However, the Free Odds bet operates with a 0.00% house edge.
By strategically placing Free Odds bets after a point has been established, players can effectively reduce the overall house edge on their wagers. For instance, using 3-4-5x odds on a Pass Line bet with a point of 4 or 10 results in a combined RTP of 99.63%.
This combination allows for a portion of the game to be played with no house advantage, as the Odds payout is based on true probabilities. The Free Odds bet is only available as a secondary wager to a Pass Line or Come bet after a point has been set.

En Prison on Zero Gives Second Chance

French Roulette introduces a rule called 'En Prison' which can be applied to even-chance bets when the ball lands on zero. This rule provides a unique advantage to the player by offering a second chance on their wager. Without 'En Prison', a zero roll typically results in the loss of even-chance bets.
With 'En Prison', if the ball lands on zero and an even-chance bet (such as Red/Black or Odd/Even) has been placed, the stake is 'imprisoned' for the next spin. This effectively means the bet is held, and if the player wins on the subsequent spin, their original stake is returned without profit.
This rule significantly lowers the house edge on these specific bets. For example, French Roulette with La Partage, a similar rule, reduces the house edge on even-chance bets to 1.35%. This makes French Roulette a more player-friendly option compared to American Roulette, which has a 5.26% house edge on all bets.

Video Poker 9/6: What the Two Numbers Mean

In Video Poker, the notation '9/6' refers to the payout ratios for specific hands, namely the Full House and the Flush. A '9/6' Video Poker game pays 9 coins for a Full House and 6 coins for a Flush, relative to the coin denomination wagered.
This specific payout structure, often found in Jacks or Better variations, results in a Return to Player (RTP) of 98.39%. This figure is a theoretical long-term average and represents the percentage of wagered money expected to be returned to players over countless hands played using optimal strategy.
For context, other Jacks or Better variations exist with different RTPs: a '9/5' game offers 98.45% RTP, while a '7/5' game drops to 96.15% RTP. Understanding these numbers is crucial for players aiming to maximise their potential returns.

French Roulette: La Partage Lowers to 1.35 Percent

French Roulette offers a distinct advantage to players through the 'La Partage' rule, primarily affecting even-chance bets like Red/Black, Odd/Even, and High/Low. This rule stipulates that if the ball lands on zero, players receive half of their stake back on these wagers.
The implementation of 'La Partage' significantly reduces the house edge on these specific bets. On French Roulette with La Partage, the house edge is 1.35%, a considerable improvement for players compared to standard European Roulette, which has a 2.70% house edge, or American Roulette at 5.26%.
This means for every €100 wagered on an even-chance bet in French Roulette with La Partage, the theoretical return to player is 98.65%. This rule only applies to even-money bets and not to internal bets such as straight-up numbers or splits.
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CategoryExamplesStakes FromHighlight
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Jackpot gamesMega Moolah, Divine Fortune, Age of the Gods0,20 EURprogressive pools
Instant gamesAviator, Plinko, Mines0,10 EURfast rounds
Video pokerJacks or Better, Deuces Wild0,25 EURstrategy based

Minimum deposit 20 EUR, table games count 10 percent

A minimum deposit of 20 EUR is established for new players. This initial deposit activates the welcome bonus package, which includes a 300% match up to €2,000 and 100 free spins. Players should be aware that table games contribute only 10% towards the wagering requirements of this bonus.
For example, if a player wagers €100 on Blackjack, only €10 will count towards clearing the bonus. This means that to fulfil the wagering requirement, a player would need to wager significantly more on table games compared to slots, which contribute 100%.
The wagering requirement for the bonus funds is not explicitly stated in the provided data, but the 10% contribution rate for table games implies a much longer time to clear the bonus compared to slots. This is a crucial detail for players intending to use table game strategies for bonus completion.

37 vs. 38 Sectors: What the Double Zero Costs

The difference between European and American Roulette lies in the number of pockets on the wheel. European Roulette features 37 sectors, numbered 1 to 36 plus a single zero (0). This setup results in a lower house edge for players compared to its American counterpart.
American Roulette, however, includes an additional sector, the double zero (00), bringing the total to 38 sectors. This extra pocket significantly increases the house edge. For instance, inside bets like a Straight bet pay 35:1 in both versions, but the odds are worse with 38 sectors.
The presence of the double zero directly impacts the house edge. While European Roulette typically has a house edge of 2.70% on inner bets (without La Partage), American Roulette, due to the extra pocket, has a higher house edge of 5.26% on its standard layout.

American Roulette: 5.26 Percent Due to Double Zero

American Roulette wheels are distinguished by their 38 numbered pockets, which include digits 1 through 36, a single zero (0), and a double zero (00). This configuration is standard for the American version of the game, differentiating it from European Roulette's 37 pockets.
The inclusion of the double zero pocket directly contributes to a higher house advantage for the casino. This means that, on average, a larger portion of wagers is retained by the house over the long term when playing American Roulette. For example, the overall house edge stands at 5.26%.
This 5.26% house edge means that for every €100 wagered, the casino expects to keep €5.26 in profit over an extended period. This contrasts with European Roulette, which generally offers a lower house edge of 2.70% on its inner bets, making it statistically more favourable for players.

Read Statistics of Last 500 Rounds Correctly

While some games display historical data, such as the last 500 rounds, these statistics should be interpreted with caution. This data provides a snapshot of recent outcomes but does not influence future results due to the random nature of casino games. For example, seeing a streak of red does not make black more likely on the next spin.
The concept of Return to Player (RTP) is a theoretical long-term average, calculated over millions of simulated rounds. An RTP of 98.59% for Craps Pass Line means that, in theory, players can expect to get back €98.59 for every €100 wagered over a vast number of plays.
Understanding that game outcomes are governed by Random Number Generators (RNGs) is crucial. For instance, Blackjack with a 6 Deck setup and basic strategy has an RTP of 99.54%, indicating a low house edge of 0.46%. However, short-term results can deviate significantly from this average.

Video Poker: check payout table before betting

Before engaging in Video Poker, it is essential to locate and examine the payout table. This table details the payoffs for different winning hands, such as a Royal Flush or Four of a Kind. For example, Deuces Wild typically offers a higher RTP when specific hands are paid generously.
Different versions of Video Poker have varying payout tables, which directly impact the Return to Player (RTP) percentage. For instance, Video Poker Deuces Wild — Not So Ugly Ducks (NSUD) boasts an RTP of 99.73% with its specific paytable, including a Natural Royal at 800.
Players should prioritize games with favourable paytables, as these offer better long-term value. For example, a Jacks or Better 8/5 Video Poker game with an RTP of 97.29% is less advantageous than a game with a 9/6 paytable, which would yield a higher RTP, illustrating the importance of checking these details.

Martingale Fails After 8 Rounds at Table Limit

A Martingale strategy, when applied to Craps Don't Pass bets with a 1:1 payout, would see a progressive increase in wagers following losses. If the initial bet is €1, after seven consecutive losses, the total wager would reach €128.
Reaching the eighth round of a Martingale system on Craps Don't Pass, assuming an initial €1 bet and a 1:1 payout, requires a total stake of €256. This bet would need to win to recoup prior losses, according to the 1.36% house edge.
The theoretical limit of a casino table, or a player's bankroll, often makes executing a prolonged Martingale system unfeasible. For instance, a player starting with €1 would need €255 in total to cover the bets up to round 8, before the potential €256 bet.

9/6 table: nine for Full House, six for Flush

In Video Poker, the 9/6 Jacks or Better machine offers a 9-coin payout for a Full House and a 6-coin payout for a Flush. This specific paytable configuration results in a Return to Player (RTP) of 97.29%.
The difference between a 9/6 and a less favorable 8/5 Jacks or Better paytable represents a significant shift in RTP. An 8/5 table, paying eight for a Full House and five for a Flush, yields an RTP of 97.29%, a reduction from the optimal 9/6.
A player seeking to maximize returns on Video Poker Jacks or Better should aim for tables with higher payouts for Full House and Flush hands, such as 9/6. The house edge on such a 9/6 table is 2.71%.

House Edge and RTP: Two Names for the Same Number

The house edge and RTP are two sides of the same coin, representing the casino's advantage and the player's theoretical return, respectively. For Baccarat Player bets, the RTP is 98.76%, translating to a house edge of 1.24%.
In French Roulette with La Partage, even-money bets like Red/Black have an RTP of 98.65%, resulting in a house edge of 1.35%. This rule, where half the bet is returned on a zero, significantly lowers the casino's advantage compared to standard European Roulette.
Understanding the house edge is crucial for beginners as it directly impacts potential long-term winnings. For example, Casino Hold'em Ante + Call bets, with a standard RTP of 99.18% per round, have a combined house edge of 2.16% on the Ante bet.

When to Surrender 16 vs 10?

In Blackjack, a player holding a total of 16 against a dealer's upcard of 10 has a strategic decision to make. Basic strategy dictates whether to hit, stand, or surrender if the option is available.
While specific surrender rules can vary, in many standard Blackjack variations, a player with a hard 16 against a dealer's 10 would typically opt to hit. Surrendering a hard 16 against a 10 is generally not advisable under optimal strategy.
The optimal strategy in Blackjack is designed to minimize the house edge. For a player with 16 versus a dealer's 10, hitting is usually the recommended play, aiming to improve the hand without busting, given the dealer's strong upcard.

Straight 35:1 Instead of 36:1: Where House Edge Originates

The payout for a straight bet in Roulette, which is placing a wager on a single number, is typically 35:1. This means a €1 winning bet returns €35 in profit, plus the original €1 stake, for a total of €36.
The theoretical payout for a single number bet in Roulette, if calculated purely on probability without a house advantage, would be 37:1 (as there are 37 sectors on a European wheel). The reduction from 37:1 to 35:1 accounts for the casino's profit margin.
This discrepancy between the true odds and the payout is a primary source of the house edge in Roulette. For example, American Roulette, with its 5.26% house edge, offers the same 35:1 payout for a straight bet, but on a wheel with 38 sectors.

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