Description:
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)
Invention Summary
A Method and apparatus that allows side bets for dice games with a particular emphasis on Sic Bo. This method is comprised of a processor, gaming logic, a video display and player input system. Two distinct sets of three dice in each set are used, the processor accepts the initial wage based on standard dice (set 1) random outcomes. The processor accepts a secondary wage on a contemporaneous event but for a separate set of dice (set 2). The processor than displays the outcomes for the first set of dice and the second set of dice which can be composed of special/unique symbols. The various combination of numbers and unique symbols are compared to the pre-determined paytables in order to determine outcomes and rewards to the players and side betters.
Market Opportunity
According to IBISWorld: Table games are typically associated with more high-risk gambling and typically require higher minimum investments to play. This segment that includes dice games such as Craps, Hazard and Sic Bo, is estimated to make up 15.8% of industry revenue in 2019.
Over the five years to 2019, industry revenue is expected to increase at an annualized rate of 3.4% to reach $22.0 billion, including expected growth of 1.0% in 2019 alone.
Features and Benefits
• Allows for new players to be exposed to Sic Bo which is a game most popular in the Asian Continent
• Retains players familiar with the game(s)
• Side bet aspect of the game adds to the foot traffic and entices current and new players to participate
• Tables games increase high-risk gambling
• Side bet aspect to a table game increases the amount waged per wagering event which can give the house an advantage depending on the pre-determined paytables and pay ratios
Intellectual Property
U.S. Utility Patent No.: 10,058,770