﻿ Boolean Maze — Keep Talking and Nobody Explodes Module

## On the Subject of Boolean Maze

Punished by the wrath of Nor

This module contains four movement keys: U, L, R, D, a STUCK? key, a RESET! key and a display which will display random integers from 0 to 3.

### Tips for Success

• In order to solve this module, travel from the starting point to the ending point.
• Starting Location: (3rd,4th) positions of the serial
• Ending Location: (5th,6th) positions of the serial
• Make sure to convert letters to numbers (A = 1, B = 2, ...) and take their value modulo 10.
• The starting and ending locations will be in (row,column) format, with the top left space of the maze being (0,0).
• Convert the number on the display to 2-digit binary.
• Use U,L,R,D to move Up, Left, Right, and Down respectively.
• A move is considered legal only if, upon using the two digits of the binary converted display as the two inputs for the logic gate in an adjacent space, would result in a 1. (See Appendix A)
• If you attempt to enter a space, and the logic gate would return a 0, you will receive a strike and you will not be moved.
• You may not leave the edges of the maze. Doing so will result in a strike, and you will not be moved.
• If you have no legal moves you can press STUCK? to change the display until you can move again, but be careful, using this when you have a legal move will result in a strike and you will be reset back to the start.
• If you think you may be lost you can press RESET! to reset back to the starting position.
• NOTE: If the Ending Location lands on a NOR or an AND, then it will shift 1 cell at a time until it is no longer a NOR/AND. The direction of the shift depends on the original displayed number (0 = UP, 1 = RIGHT, 2 = DOWN, 3 = LEFT). If the shift reaches the edge of the grid it will wrap around to the other side of the grid.

### Maze

0 1 2 3 4 5 6 7 8 9
0 NOR XOR OR AND OR AND XOR NOR OR XOR
1 XOR AND OR NOR OR OR OR AND XOR AND
2 OR AND OR OR XOR NOR OR AND OR OR
3 AND NOR OR NOR OR XOR AND NOR OR OR
4 OR OR AND OR OR NOR OR OR NOR XOR
5 XOR OR AND NOR OR OR AND NOR XOR OR
6 OR OR AND NOR OR AND XOR OR OR XOR
7 XOR AND OR OR OR XOR NOR NOR OR OR
8 XOR OR OR OR AND AND NOR NOR OR XOR
9 OR OR XOR NOR AND OR XOR OR AND NOR

### Appendix A

Decimal Binary Logic Gates
NOR XOR OR AND
0 00 1 0 0 0
1 01 0 1 1 0
2 10 0 1 1 0
3 11 0 0 1 1