The zero game strategy is a classic roulette betting approach that focuses on the numbers surrounding the single zero on the wheel. Originating in European casinos, this method has gained a following among US players who appreciate its structured coverage and relatively low house edge. Unlike broad inside bets or high-risk straight-ups, the zero game targets a specific cluster of seven numbers, offering a balanced mix of potential payouts and frequency of wins.<\/p>\n
For American players accustomed to the double zero wheel, adapting this strategy requires a clear understanding of the differences. While the zero game traditionally applies to European roulette, many US casinos now feature single zero tables in their high-limit rooms, particularly in Las Vegas and Atlantic City. This article explains how to use the zero game strategy effectively, whether you are playing in a brick-and-mortar venue or online, and how to adjust for the American market.<\/p>\n
The zero game, also known as jeu z\u00e9ro<\/em> in French roulette, covers seven specific numbers: 0, 3, 12, 15, 26, 32, and 35. These numbers are arranged in a distinct pattern on the wheel, all lying within a few pockets of the zero. The bet is placed using four chips: one chip goes on the 0-3 split, one chip on the 12-15 split, one chip on the 26-32 split, and one chip on the 35-0-3 street (or a combination depending on the layout). In total, you wager four units to cover seven numbers.<\/p>\n This bet is popular because it concentrates your action on a sector of the wheel that statistics show hits with moderate frequency. The payout structure varies: splits pay 17:1, and the street bet pays 11:1. When any of the seven numbers hits, you receive a return that more than covers the total stake, though the exact profit depends on which number lands.<\/p>\n Many roulette players gravitate toward the zero game for its balance between risk and reward. Unlike betting on a single number, which pays 35:1 but wins only 2.7% of the time on a single zero wheel, the zero game covers 18.9% of the wheel. This means you can expect a hit roughly once every five spins, making it easier to manage your bankroll over a longer session.<\/p>\n The strategy also appeals to players who prefer a systematic approach. Instead of scattering chips randomly, you place a predefined set of bets that target a proven hot zone. In Las Vegas, where single zero tables are available at properties like the Wynn and Bellagio, the zero game offers a lower house edge than typical American roulette bets – just 2.7% compared to 5.26% on a double zero wheel. For US players serious about reducing the casino\u2019s advantage, this is a compelling reason to learn the method.<\/p>\n To execute the zero game strategy, you need to understand the racetrack layout, which is a curved section on the roulette table that mirrors the wheel\u2019s number order. Most US casinos that offer single zero roulette include this racetrack. If the table lacks a racetrack, you can place the bets manually on the inside layout.<\/p>\n Start by placing one chip on the split between 0 and 3. Then put one chip on the split between 12 and 15. Next, place one chip on the split between 26 and 32. Finally, place one chip on the street covering 35, 0, and 3 (or the combination 0-3-35, depending on the casino\u2019s rules). Some variations use a corner bet instead of a street, so always check the table limits and layout before playing.<\/p>\n After placing these chips, select a few numbers in the middle of the board to cover potential gaps in coverage. For a wider spread, add a chip on the split between 17 and 20. To maximize your strategy\u2019s value, always choose the best online roulette casinos real moeny<\/a> that offer low house edges on European wheels.<\/p>\n After placing all four chips, you have covered seven numbers. If the ball lands on any of these, you win. The payout calculation is straightforward: for a split, you receive 17 times your chip value, and for the street, you receive 11 times. Subtract the total stake of four chips to find your net profit.<\/p>\n The table below illustrates how the zero game stacks up against common roulette bets on a single zero wheel.<\/p>\n As the table shows, the zero game covers more numbers than a single split or street, yet requires only four chips. While the net profit per hit is lower than a straight-up win, the frequency of hits is much higher. This makes the strategy suitable for players who want to extend their playtime without risking large amounts per spin.<\/p>\n American roulette wheels include an extra double zero pocket, which changes the odds and the layout. The zero game as traditionally defined does not include 00, so if you play on a double zero table, the strategy loses some of its appeal. However, you can adapt by adding a bet on the 00 pocket or by using a modified version that covers both zeros and their neighbors.<\/p>\n Some US casinos, especially in high-limit areas of Atlantic City and on the Las Vegas Strip, offer single zero roulette tables. If you find one, you can use the zero game exactly as described. For tables with double zero, consider playing the \u201czero game plus 00\u201d variation, which adds an extra chip on the 00-2-3 street or a split with 00. This increases your total wager to five chips but also covers the additional pocket. Keep in mind that the house edge on a double zero wheel is 5.26%, so the zero game\u2019s advantage is reduced.<\/p>\nWhy Use the Zero Game Strategy<\/h2>\n
Step-by-Step Guide to Placing the Bet<\/h2>\n
Comparing the Zero Game to Other Betting Approaches<\/h2>\n
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\n \nBet Type<\/th>\n Numbers Covered<\/th>\n Total Chips<\/th>\n Payout on Hit<\/th>\n Hit Probability<\/th>\n Net Profit (on a split hit)<\/th>\n<\/tr>\n<\/thead>\n \n Zero game<\/td>\n 7<\/td>\n 4<\/td>\n 17:1 (split) or 11:1 (street)<\/td>\n 18.9%<\/td>\n +13 chips (split)<\/td>\n<\/tr>\n \n Straight up<\/td>\n 1<\/td>\n 1<\/td>\n 35:1<\/td>\n 2.7%<\/td>\n +35 chips<\/td>\n<\/tr>\n \n Split<\/td>\n 2<\/td>\n 1<\/td>\n 17:1<\/td>\n 5.4%<\/td>\n +17 chips<\/td>\n<\/tr>\n \n Street<\/td>\n 3<\/td>\n 1<\/td>\n 11:1<\/td>\n 8.1%<\/td>\n +11 chips<\/td>\n<\/tr>\n \n Corner<\/td>\n 4<\/td>\n 1<\/td>\n 8:1<\/td>\n 10.8%<\/td>\n +8 chips<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n Adapting the Zero Game for American Roulette<\/h2>\n