Description:
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)
Invention Summary
An apparatus that uses a smart system of led or LCD screen lights to allow a dealer to track the outcome of multiple hands in casino games like roulette or baccarat for multiple bets. The system not only tracks the progress of multiple betting streaks, but also informs the dealer when to collect a lost wager or pay a winning outcome.
Market Opportunity
The casino and gambling market has been steadily increasing with the expansion of online gambling as well as the increasing legality of gambling in and out of the United States. According to IBISWorld, industry revenue for casinos and online gambling is expected to increase by 3.5% to $318.7 billion over the five years to 2024. Furthermore, as gaming expenditure increases by an annualized rate of 3.1%, the market will also expand by an annualized rate of 2.6% as more gaming enterprises are established.
These factors point to the steady growth of the casino and gambling industry and as a result, the spread and appeal of table games. According to IBISWorld, gaming tables are the major product offered by the industry with 35% dedicated to this segment alone. This segment is estimated to make up 15.8% of industry revenue in 2019 and includes games such as blackjack, roulette, and poker. A system that intuitively tracks wagers and winnings would be invaluable in this increasing market. It would allow casinos to not only decrease their margins of error but also to expedite the training process for new dealers to meet higher demand.
Features and Benefits
• Identifies placement of wagers on a series of sequential random outcomes
• Has 6 distinct areas for receiving markers (each able to accommodate a marker indicating wagers from a single player)
• Will allow dealers and casinos greater accuracy in tracking bets and paying out winnings
• Decreases margin of error for dealers by providing an intuitive system for tracking wagers through an LCD display
• Expedites training process for new dealers
Intellectual Property
U.S. Utility Patent Filed