Abstract: In the present invention, a method is provided for biasing or controlling the deal of cards, or other indicia, to players of a game. The cards are biased such that each player in the game will receive a hand that is close in ranking to all the other players of the game. Each player of the game is assigned a deviation multiplier selected from a list. Next an initial single hand rank is randomly selected and each player's deviation number is used to identify a range of hand rankings from which each player's hand is selected. If the initial hand ranking is 50 and the average deviation for a player is 2, the player's hand ranking will be in the range of 50±(10×deviation multiplier) or 50±(20) which is 30-70. (i.e. 50±20 or 50?20=30 and 50+20=70). Biasing the deal of the cards increases the excitement and competition of the game by allowing all players of the game to have relatively close hand rankings.

Abstract: A poker card game and apparatus and software for its play are disclosed, particularly adapted for casino play, in which each player in a given game, using only a single dealt hand, plays simultaneously separately against the dealer (the house) and against the other players. Betting for the two lines of play may be separate or linked, and a player can elect to play only against the dealer or to play both games together. The game is played as a form of five-card stud with betting before each deal. At the end of each game a player's status as to whether he/she beat the dealer, beat the other players or both is determined and displayed, and winners are paid accordingly. Conventional dealing may be used, but it is preferred that a biased deal, which enhances the opportunities for players to be dealt reasonably good poker hands, be used.

Abstract: In the present invention, a method is provided for biasing or controlling the deal of cards, or other indicia, to players of a game. The cards are biased such that each player in the game will receive a hand that is close in ranking to all the other players of the game. Each player of the game is assigned a deviation multiplier selected from a list. Next an initial single hand rank is randomly selected and each player's deviation number is used to identify a range of hand rankings from which each player's hand is selected. If the initial hand ranking is 50 and the average deviation for a player is 2, the player's hand ranking will be in the range of 50±(10×deviation multiplier) or 50±(20) which is 30-70. (i.e. 50±20 or 50?20=30 and 50+20=70). Biasing the deal of the cards increases the excitement and competition of the game by allowing all players of the game to have relatively close hand rankings.