Description:
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)
Invention Summary
The present invention relates to the field of wagering devices and methods, novel wagering systems and system for enabling execution of the wagering games.
A wagering event requires a first and second wager to receive a partial hand for a player position and a dealer position. After receipt of the partial hand, a play wager must be made at the player position for the event to continue to a potentially positive conclusion, or the first and second wagers are taken by the dealer position.
Cards are dealt to complete the hands and poker ranks in the player’s hand and dealer hand are compared and wagers resolved, including by a comparison with poker ranks in a pay table.
Market Opportunity
According to IBISWorld, over the next five years, growth is expected to be driven by increased legalization of sports betting and rising per capita income. Furthermore, advancements in technology will increase gambling participation. Industry revenue is expected to increase an annualized 2.0% over the five years to 2023, making the industry worth $238.8 billion.
• Global Hotels & Resorts
• Global Casinos & Online Gambling
• Global Tourism
Features and Benefits
A method of playing a wagering game, includes:
• placing a first single part wager to participate in a casino three-card poker-type game
• a dealer dealing a hand consisting of three cards to each player who placed a first wager
• and resolving each player’s three card hand according to a predetermined hierarchy of poker
A more complex variant includes a method of playing a card game, having the steps of:
• receiving a first wager from a player that a first outcome will occur
• receiving a second wager from the player that a second outcome will occur,
Wherein:
• both the first wager and the second wager must be received to play the game
• a larger of the first wager and the second wager is a primary wager
• and a smaller of the first wager and the second wager is a secondary wager, and the primary wager cannot exceed a predetermined multiple of the secondary wager
Intellectual Property
U.S. Utility Patent No.: 14/965,599