#Cryptograhy
LECTURE #3: NIHILIST NUMBER CODE
[BACKGROUND]
Nihilist cipher is a manually operated symmetric encryption cipher originally used by Russian Nihilists in the 1880's to organize terrorism against the tsarist regime. The term is sometimes extended to several improved algorithms used much later for communication by the First Chief Directorate with its spies.[ALGORITHM]
This code requires a KEYWORD and the Polybius square. And, simple mathematics.Sa mga hindi po nakaka-alam ng Polybius square it looks like this (see the attached photo):
1 2 3 4 5
1 A B C D E
2 F G H I/J K
3 L M N O P
4 Q R S T U
5 V W X Y ZSo, let's make an example. The keyword will be QED. And the plaintext (hidden message) will be LOMIE FOR THE WIN. After that, do this (newbie style):
(Legend: P - Plaintext) (K - Keyword)
P - K
L - Q
O - E
M - D
I - Q
E - E
F - D
O - Q
R - E
T - D
H - Q
E - E
W -D
I - Q
N - EUse Polybius Square for the Plaintext and also for the Keyword for their equivalents. Like this:
P K
L (31) - Q (41)
O (34) - E (15)
M (32) - D (14)
I (24) - Q (41)
E (15) - E (15)
F (21) - D (14)
O (34) - Q (41)
R (42) - E (15)
T (44) - D (14)
H (23) - Q (41)
E (15) - E (15)
W (52) - D (14)
I (24) - Q (41)
N (33) - E (15)After getting their equivalents using POLYBIUS SQUARE, let's do the simple math: ADDITION.
So it will look like this:
L= 72
O= 49
M= 46
I= 65
E= 30
F= 35
O= 76
R= 57
T= 58
H= 64
E= 30
W= 66
I= 65
N= 48The encrypted form will look like this:
72 49 46 65 30 35 76 57 58 64 30 66 65 48
You can put symbols for division like hypen (-), or slash (/), or this (>). Also to make it look like a hard code.
To decrypt Nihilist, you need to look for the keyword. For example: 72 is the code and QED is the keyword. Look for polybius and the equivalent of Q, which is 41 then subtract it to 72. The result will be 31 which is "L" in polybius. Repeat the process until you finish the Decrypted text.
Try to solve this:
KEYWORD - LOKI
62>68>67>39>56>58>38>55>76>46>
And thats it. Hope you enjoy it. 🙂🙂
- Futhark 🔮 -

BINABASA MO ANG
Codes And Ciphers
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