发明名称 Game of Inheritance
摘要 A card game involves players competing for respective shares of an inheritance from a decedent. Trick-taking rounds are played in which players estimate the number of tricks they expect to take based on their dealt hands. Successful achievement of the estimated number of tricks earns an inheritance payout, while failure to match the estimate results in a debt owed to the bank. The majority of cards are divided into suits, each of which corresponds to a different line of descendants related to the decedent, and each of which has a hierarchy of familial positions. A small number of ‘lawyer cards’ are included that outrank the suited family cards, and that can be played to take the hand when a player cannot follow suit.
申请公布号 US2014203508(A1) 申请公布日期 2014.07.24
申请号 US201414155444 申请日期 2014.01.15
申请人 Pedde Anita 发明人 Pedde Anita
分类号 A63F1/00 主分类号 A63F1/00
代理机构 代理人
主权项 1. A method of playing a trick-taking card game in which competing players each compete for shares of an imaginary financial inheritance, and a highest achieved share of said imaginary financial inheritance at the end of the card game determines a winner of said card game, the method comprising: (a) playing a number of rounds each comprising: (i) having a respective hand of cards dealt to each competing player from a deck of cards having a plurality of suits each having a plurality of ranked cards, and at least one non-suited card that outranks each ranked card of each suit;(ii) having each player estimate a number of tricks to be taken by playing of said player's respective hand of cards against the respective hand of cards of each other player, and recording said estimated number of tricks for each player;(iii) playing a number of tricks equal to the number of cards dealt for each hand, each trick involving the players sequentially discarding one card each for comparison of the rank of said discarded cards to determine a taker of said trick as being the player who discarded the highest ranking card in said trick; and(iv) after completion of said number of tricks, comparing a number of tricks taken by each player against said player's estimated number of tricks, and adding an imaginary inheritance payout to an imaginary financial status for each player whose number of tricks taken matches said player's estimated number of tricks; and (b) comparing the imaginary financial status of the players against one another to determine a winner of the game as being the player having the greatest imaginary financial status.
地址 East St. Paul CA