Page 43 - GALIET PHYSICS BLOSSOMS I+

viii. (96) to (76)
ix. (99) to (79)
11. For each player, her first turn starts by throwing the die to end up in position N1, where N1 = any number from 1 to 6 thrown by the die.
a. Let T [token] go to N1.
b. Let D [the number on the face that comes up from the throw of the die] = {1,2,3,4,5,6} with equal probability
c. Let Nx = N1 + D
i. Nx is the location of the token [T] for the second and additional throws of the die.
d. Is Nx = or ˃100?
i. If it is, then the Game is won.
ii. If not, then the Game continues.
e. Is Nx in any one of the following positions (7,13,15,23,25,32,44,56,62,72)?
i. If yes, then the token (T) goes to the following positions:
1. i.e. Set N = (67,33,35,43,46,52,65,75,97,92) correspondingly and the game continues
ii. If no, then the token (T) stays in that square, and the game continues.
f. Is Nx in any of the following positions (37,47,53,63,77,88,94,96,99)? i. If yes, then the token (T) goes to the following positions:
1. i.e. Set N = (17,28,29,42,19,69,74,76,79) correspondingly and the game continues
ii. If no, then the token (T) stays in that square, and the game continues
12. Next player, next turn until the game is won.
•43•