| 摘要 |
I Jacinta Lawson designed a game in which two players take turn making five moves that will place their chosen numbered cell into their allowed position in the invention. Their chosen numbered cell must be a cell the when summed with any previously played number that is next to it (up, diagonally, and across) will give a sum that is in the Game Objective (a sum that is a Prime, Even, or Odd number). Each sum will be given (+2 pts) points when the Game's Objective is achieved and (-2 pts) when not. These points will be added to the Player's Total. The players can only choose numbers 0 through 9 inclusively. Once a number is used, it will is eliminated from the choices. Then game Winner is the player with the highest positive Total once all the numbers are played.
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