Apparatus and method of playing a game with multi-colored sticks
OwnerJohn Fayloinventor
Life of this patent
Estimating the term…
Abstract
A game played between two or more players comprises a plurality of elongated sticks of generally square cross-section. Each of the four sides of each stick are of a different color. Some colors occur more frequently than others and are worth fewer points. The less frequently a color appears, the more it is worth. The game is played by tossing the sticks into the air and having them land on a surface. Points are scored according to the assigned values of the respective colors appearing on the upwardly facing sides of the sticks. Each player attempts to outscore his opponent by rolling rare combinations of colors. The player who can roll the rarest combination wins.
Claims9
A game apparatus comprising a total of n elongated sticks of substantially square cross-section, each of said sticks having four, laterally adjacent sides, each of said sides being of a different color selected from a predetermined set of n colors, one of said colors appearing on said sticks a total of n times and each of the other said colors appearing on said sticks in descending frequency a total of [n-1, n-2, . . . , n-(n-1)] times with each of said sticks having a unique set of four of said colors.
A method of playing a game between at least two players with a total of n elongated sticks of substantially square cross-section, each of said sticks having four sides with each of said sides of a different color totaling a set of n colors, each said color representing a respective, predetermined number, said method comprising the steps of:
- a) determining which player will go first by any random chance method;
- b) said first player picking up and tossing said sticks at least once to land and come to rest upon a surface;
- c) determining said first player's score by adding said respective, predetermined numbers on each tossed stick in accordance with the color on the upwardly facing sides of said tossed sticks;
- d) continuing play by a second of said at least two players picking up and tossing said sticks at least once;
- e) determining said second player's score by adding said respective, predetermined numbers on each tossed stick in accordance with the color on the upwardly facing sides of said tossed sticks;
- and
- f) continuing alternating tossing of said sticks between said first and second players in accordance with steps 5 b) through e) until one of said players fails to obtain a score higher than the other of said players' score whereby the highest score determines the winner of the game and the loser of the game receives points equal to the difference between said first player's score and said second player's score.
A method of playing a game between at least two players with a total of n elongated sticks of substantially square cross-section, each of said sticks having four sides with each of said sides of a different color totaling a set of n colors, each said color representing a respective, predetermined number, said method comprising the steps of:
- a) determining which player will go first by any random chance method;
- b) said first player picking up and tossing said sticks at least once to land and come to rest upon a surface;
- c) determining said first player's score by adding said respective, predetermined numbers on each tossed stick in accordance with the color on the upwardly facing sides of said tossed sticks;
- d) continuing play by a second of said at least two players picking up and tossing said stocks at least once;
- e) determining said second player's score by adding said respective, predetermined numbers on each tossed stick in accordance with the color on the upwardly facing sides of said tossed sticks;
- and
- f) continuing alternating tossing of said sticks between said first and second players until one of said first and second players refuses to toss again whereby said one player loses the game and receives points equal to the difference between the score of said one player's last toss and the score of the other player's last toss.
A method of playing a game between at least two players with a total of n elongated sticks having four, laterally adjacent sides each of a color selected from a total of n colors with a first of said colors appearing a total of n times and each of the other said colors appearing on said sticks a total of [n-1, n-2, . . . , (n-(n-1)] times in descending frequency with no one of said sticks having exactly the same set of colors as any other said stick, said method comprising:
- a) determining which player will go first by any random chance method;
- b) said first player tossing said sticks at least once to land and come to rest upon a surface;
- c) determining said first player's score by awarding N points for X sticks having upwardly facing sides of the same color;
- d) continuing play by a second player tossing said sticks at least once;
- e) determining said second player's score by awarding N points for X sticks having upwardly facing sides of the same color;
- and
- f) continuing alternating tossing of said sticks between said first and second players in accordance with steps 5 b) through e) until one of said players fails to obtain a score higher than the other of said players' score whereby the highest score determines the winner of the game and the loser of the game receives points equal to the difference between said first player's score and said second player's score.
Dependencies are inferred from the claim text.