Basically On the Optimization of Basic Morse

Screwed? I would say otherwise.

Refer to the original manual for the instructions.

  • Each letter in Morse is represented in ternary via the following:
    • If the character is a dash, its corresponding ternary number is a one.
    • Otherwise, if the character is a dot at the beginning of the letter then it is a two.
    • Otherwise, it is a zero.
  • To convert a number from any base to base ten, and then to ternary do the following:
    • For each digit in your current number, list out that many powers of the current base starting from zero.
    • Align each digit from the current number under each power and multiply the columns. Add the product of the columns to get your base ten number. This is the new current number.
    • Take your current number and find the nearest power of three that is smaller than the current number and subtract it from the current number. Note how many times you subtracted that.
    • Go to the next smallest power of three and subtract as many times as possible without making the current number negative. Append how many times you subtracted to the end of the previous number you noted down even if it is zero. Repeat until the current number equals zero.

A wordlist checker can be used on this module here.
This manual does NOT provide a word bank.

LetterValue In Base
2345678910
A1112113121110777
B1101110001231024336333027
C1111010101321105042363330
D10011002114131211109
E1022222222
F1110012010321212133111716357
G110011030222015141312
H1101102000312204130105666054
I110201211106666
J1000011211110032321511241037467
K101010122201413121110
L1111112100333223143120777063
M1001110444444
N11103333333
O110111131232116151413
P1000010211010022311501231027366
Q100101110121112210152454137
R10101210111413330252321
S10010200102333024222018
T111111111
U10011201103343125232119
V1101112001313210131106676155
W10110211112423431262422
X1110010011301034440343128
Y1111110111331115143373431
Z100100110021012110051444036