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1 | Hill Cipher - trying to find a matrix to decode onion3.1 and onion3.2 text | |
2 | ||
3 | (1) normal matrix | |
4 | 272 138 341 131 151 | |
5 | 366 199 130 320 18 | |
6 | 226 245 91 245 226 | |
7 | 18 320 130 199 366 | |
8 | 151 131 341 138 272 | |
9 | ||
10 | original matrix with non-primes marked with x | |
11 | x272 x138 x341 131 151 | |
12 | x366 199 x130 x320 x18 | |
13 | x226 x245 x91 x245 x226 | |
14 | x18 x320 x130 199 x366 | |
15 | 151 131 x341 x138 x272 | |
16 | ||
17 | (2) matrix with non-primes replaced by phi(n) | |
18 | 128 44 150 131 151 | |
19 | 120 199 48 128 6 | |
20 | 112 168 72 168 112 | |
21 | 6 128 48 199 120 | |
22 | 151 131 150 44 128 | |
23 | ||
24 | original matrix with non-primes and no totient of a prime marked with x | |
25 | x272 138 x341 131 151 | |
26 | 366 199 130 x320 18 | |
27 | 226 x245 x91 x245 226 | |
28 | 18 x320 130 199 366 | |
29 | 151 131 x341 138 x272 | |
30 | ||
31 | ||
32 | (3) matrix with non-primes and not a totient of a prime replaced by their totient | |
33 | 128 138 300 131 151 | |
34 | 366 199 130 128 18 | |
35 | 226 168 72 168 226 | |
36 | 18 128 130 199 366 | |
37 | 151 131 300 138 128 | |
38 | ||
39 | - | matrixModularInverse29 of numbe 3? not sure |
39 | + | (1) inverse modulo matrix with mod 29 |
40 | - | 4 2 2 27 28 |
40 | + | 23 22 15 2 17 |
41 | - | 8 27 14 18 8 |
41 | + | 24 25 4 2 24 |
42 | - | 4 11 20 11 4 |
42 | + | 20 28 12 28 20 |
43 | - | 8 18 14 27 8 |
43 | + | 24 2 4 25 24 |
44 | - | 28 27 2 2 4 |
44 | + | 17 2 15 22 23 |
45 | ||
46 | (2) dito | |
47 | 23 12 17 12 18 | |
48 | 3 3 3 23 0 | |
49 | 13 18 2 18 13 | |
50 | 0 23 3 3 3 | |
51 | 18 12 17 12 23 | |
52 | ||
53 | (3) dito | |
54 | 4 2 2 27 28 | |
55 | 8 27 14 18 8 | |
56 | 4 11 20 11 4 | |
57 | 8 18 14 27 8 | |
58 | 28 27 2 2 4 | |
59 | ||
60 | ||
61 | ~ChuckFive |