Description:
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)
Invention Summary
This technology is a gaming system which provides a wagering venue of a gaming table with a top flat surface, a processor to simulate a physical random gaming event outcome and a memory storing three-dimensional holographic video displayable image data of a gaming element. The player’s input control will comprise a near field communication system with manual movement position recognized by the near field processor.
Market Opportunity
According to IBISWorld, The growing number of mobile internet and broadband connections, coupled with direct marketing to gamers via internet-connected consoles, has facilitated a rise in direct game downloads. Internet connectivity through consoles gives major players Microsoft Corporation, Sony Corporation and Nintendo Co. Ltd. an edge in marketing because they also produce the consoles that most players use. By selling products through their respective consoles, these companies have developed a marketplace to advertise and feature their games without competition from other publishers. As a result, companies are encouraging consumers to download games directly from the internet, raising the average industry profit margin due to lower distribution costs. Furthermore, internet platforms, such as the Apple App Store and Valve's Steam marketplace, have opened up a new market for publishers and significantly increased the number of operators. One person with coding skills can now develop a game for release on mobile phones and tablets, considerably reducing the industry's barriers to entry.
• Table Gaming bets or wagering portals
• Casinos
• Online gaming
• Virtual or video card games companies
o Nintendo Corp.
o Microsoft Corp.
o Sony Corp.
o Apple App Store
Features and Benefits
Further advances in three-dimensional technology are particularly desirable in the live gaming industry. As publishers adapt their products to a greater variety of technologies, such as smartphones, streaming gaming services and interconnected TVs, video games will appeal to an even greater audience. Industry revenue is forecast to continue growing as new platforms, blockbuster releases and rereleases of previous hits keep video game sales high, while consumers continue to benefit from increasing disposable income. Revenue is expected to grow at an annualized rate of 3.7% to total $29.0 billion over the five years to 2024.
Intellectual Property
U.S. Provisional Patent No.: 62/139,827