CZ2017589A3 - A gambling and non-skill version of a popular game - Google Patents

Abstract

The solution makes it possible to create gambling with the game logic of a popular game known from the gaming world (eg Pac-Man) so that the game only depends on the random number generator (RNG) and not the player's skills.

Description

The invention relates to the development of games for the gambling industry.

BACKGROUND OF THE INVENTION

There are currently casino games in the casinos, the outcome of which depends:

a) purely by chance, the result of which is determined by the RNG random number generator and is not a game logic in the form of amusement games (eg slot games)

b) a combination of player skill and RNG, so-called hybrid games (for example, modified Fun Games)

c) purely to the skill of the player (for example, modified Fun Games)

So there is no solution that modifies the Fun Game so that it depends purely on the RNG and not on the player's skill.

SUMMARY OF THE INVENTION

The solution described in this patent makes it possible to create a game that is the same logic of play as the Fun game, but its outcome depends only on RNG and not on the player's skill.

In practice, such a solution looks as follows:

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- 1 Mar 2017 - 589 A3

Source: Youtube channel of the patent applicant. All of the above games are games owned by the patent applicant.

The outcome of each game is determined by the result of the random number generator (RNG). A player plays a Fun game and can gain a win size in a given game, ranging from "0 x bet size" (inclusive) to "RNG result x bet size" (inclusive). If a player fails to win the full "RNG result x bet size" by his skill, either:

a) the remainder of this amount is added to the prize earned by the RNG for the next game in the next game. At the moment of withdrawal from the game the player is paid the remaining amount compared to RNG in the form of a gift.

b) the remainder of this amount is paid as a gift in the current game (turn)

A special solution is to deliberately adjust the length of one game (game turn) so that the player has more options to accomplish the task that pays the prize, for example, gaining extra time during a turn or correcting when the game end turns). This solution is manifested by the fact that the length of all the games (game turns) of the Fun Game is not always the same.

Each game is created in such a way that it is not possible to win more winnings than the one sent by the server at the beginning of the game (for example, the game does not spawn fruit to pay more winnings); htips y / youtu, be / ZggoE43k [in U).

DETAILED DESCRIPTION OF THE INVENTION

According to the result, the RNG server sends to the client information on the amount of winnings in the following game (game turn; turn number 1), for example 2 times the bet size. The player plays the Fun Game and by his skill, according to the payout conditions in the game, he managed to win:

a) 2 x bet size. The client sends to the server information that the player was able to win 2 times the size of the bet and is then credited to the credit win 2 times the size of the bet.

b) less than 2 times the bet size, for example 1.5 times the bet size.

Solution 1 for b):

The client sends information to the server that the player was able to win 1.5 times the size of the bet. The server sends information to the client to pay the player a 1.5 x bet size (in a turn with sequence number 1). The server calculates the size of the additional win, which is the difference between the value obtained by RNG (in this case 2 x the size of the bet) and the winnings the player was able to earn (in our case 1.5 x the size of the bet). How many players the game owes to pay in real currency. For example, if the bet was USD1, then the game owes players 0.5 x USD1, which is USD0.5. The server stores the information that players in the following game (turn; turn with sequence number 2) must increase the RNG win by USD0.5 and only work with this adjusted value, which it converts back to the bet multiplier, .

Example continuation:

For game 1: RNG decided to win 2 x bet size

For game 2: RNG decided to win 5 x bet size -> player bets USD1 -> system works as if RNG has decided for this game (((5 x USD1) + USD0.5) / lUSD) x bet size -> server sends to

-2GB 2017 - 589 A3 client information about the size of the winnings in the following game (in turn with the serial number 2) in size 5.5 x bet size

According to this logic, the transfer of the owed result from the last game to the next game is continued until the player leaves the game. At the moment of leaving the game, the player receives a gift equal to the amount owed by the player.

Example continuation:

For game 1: RNG decided to win 2 x bet size

For game 2: RNG decided to win 5 x bet size, but the value was adjusted to 5.5 x bet size -> player only won 4 x bet size, bet: USD1 -> game players owe USD 1.5 -> player leaves the game and At the time of departure he receives a gift of USD1.5 (1.5 x bet size)

These two actions may have different information labels for players (first win 4 x wager size and in a moment 1.5 x wager size), but from a casino perspective, this is the result of one game: win 5.5 x wager size. The player is then credited with a win of 5.5 x the size of the bet.

When a player leaves one session (a set of one or more games), the player gets exactly the amount of winnings that he would get by summing the RNG results for each game (game turn). Therefore, the outcome of the game depends only on RNG and not on the player's skill.

Solution 2 for b):

The client sends information to the server that the player was able to win 1.5 times the size of the bet. The server calculates the amount of the additional win, which is the difference between the value obtained by RNG (in this case 2 x the size of the bet) and the winnings the player was able to earn (in our case 1.5 x the size of the bet). The server sends information to the client to send a gift of 0.5 x the size of the bet. These two actions may have different information labels for players (first win 1.5 x bet size and after 0.5 minute bet size), but from a casino perspective, this is the result of one game: win 2 x bet size. Subsequently, the player is credited with a 2 x bet size win as in the previous case. Therefore, the outcome of the game depends only on the RNG and not on the player's skill.

Industrial applicability

In some jurisdictions, hybrid and pure skill games are not allowed, but pure random games are allowed. Without the technical solution described in this patent, it is therefore not possible to legally operate in these markets. In addition, the above solution allows the creation of a product for a target group other than the target groups of hybrid and pure skill games.

PATENT CLAIMS

Claims (8)

1. A popular game in the gambling and skill-free version is characterized in that the amount owed by the player to the player (the difference in what the player gained in their skill compared to the RNG result) is transferred to the next (other) game (added to the RNG result of the next game). 2. A popular game in the gambling and skill-free version is characterized in that any multiple of the amount (for example, a part of it) owed to the player (the difference in what the player gained with their skill compared to the RNG) is transferred (added) to the next (other) game. added to the RNG result of another game). -3 2017 - 589 A3 3. A popular game in the gambling and skill-free version is characterized by the amount that the game owes to the player (the difference in what the player gained with their skill compared to the RNG result) is used to increase the pool for bonus or jackpot or typically called a gamble, which doubles winnings in the current game). 4. A popular game of gambling and non-skill is characterized by the fact that any multiple of the amount owed to the player (the difference of what the player gained with their skill compared to the RNG result) is used to increase the pool for bonus or jackpot or game (typically called a gamble that doubles the win in the current game). 5. A popular game in the gambling and skill-free version is characterized by an uneven duration of games (turns) in order to give the player the opportunity to win another win. 6. A popular game in the gambling and skill-free version is characterized by an increase in the duration of the game (turn) to give the player the opportunity to win another win. 7. A popular gambling and skill-free game is characterized by the amount that the game owes to the player (the difference in what the player gained in their skill compared to the RNG) is paid to the player in any form of gift (generally not rewarded for what the player was able to win) ) in the (current) game. Gift also means any form of jackpot, bonus, the possibility of evaluating the current winnings in a given game (typically the so-called gamble, which doubles the winnings in the current game) or additional games in the game that could increase the current earnings from the current game, etc. 8. A popular gambling and skill-free game is characterized by the fact that any multiple of the amount owed to the player (the difference in what the player gained in their skill compared to the RNG result) is paid to the player in any form of gift (generally not rewarded for what the player could win their skill) in the game. Gift also means any form of jackpot, bonus, the possibility of evaluating the current win in the game (typically the so-called gamble, which doubles the win in the current game) or additional games in the game, which could increase the current earnings from the current game, etc.