On the Subject of Not The Fan
Don’t blow my cover!
This module features a fan which is spinning and a display with red text.If the fan is stationary or the text is not red, this is the wrong manual.
- The lower button submits a Morse dot (.) and the upper a dash (-)
- When the first correct input is made, the display will go blank.
- An incorrect input will cause a strike and reset the module with a new initial word.
- When a word is correctly submitted, a green LED is lit on the display.
- Solve the module by lighting all three LEDs and submitting the final word.
Step 1: Submitting the First Word
The display shows the first word to submit with up to two letters replaced by numbers (e.g., “AnG13” for “ANGLE”). Convert each character to Morse code and submit using the buttons. After each letter, note the fan’s state.
Step 2: Determining Subsequent Words
Use the fan’s state after each of the letters in the previous word's submission to determine the next word:
State | Value |
---|---|
Static | 0 |
Spin CW | 1 |
Spin CCW | 2 |
Convert the first three fan states to digits using the table on the right. Concatenate them to form a ternary number. Convert to decimal and find its letter (A=1, Z=26). This is the first letter of the base word. Find the word starting with this letter in Table 1. The last two fan states determine which letters are replaced by numbers:
- If the fourth state is clockwise, the first replaceable letter is replaced by a number.
- If the fifth state is clockwise, the second replaceable letter is replaced by a number.
Use Table 2 to identify which letters can be replaced and Table 3 to find their replacements. Submit the modified word in Morse. Repeat this step until three LEDs are lit on the display.
Step 3: Final Word
Once three LEDs are lit, collect all numbers from the submitted words. For each number n, calculate 3(n+1), sum the results and subtract 26 until the value falls in the range 1-26. Find the base word in Table 1 starting with the letter corresponding to this value (A=1, 26=Z). Take 0 to be Z. Submit this word with no number substitutions to solve the module.