Advertisement
lurker69

Untitled

Nov 12th, 2016
10,371
0
Never
Not a member of Pastebin yet? Sign Up, it unlocks many cool features!
text 16.06 KB | None | 0 0
  1.  
  2.  
  3. 1 2 3 4 5 6 7 8 9 10 11 12 13 ... Rune Count
  4. o 1 2 3 o 1 2 3 4 o 1 2 3 ... Rep of 1
  5. A N E N D W I TH I N TH E D ... Letter
  6. (1^) 27v 4^ (6^) 10^/19v 17v/12^ 16^ 11v 7v 1v 1^22v 18v ... Shift
  7. (1) 9 4 (6) |1| 8 3 7 2 (7) 1 5 9 ... Patterns
  8. ^ v ^ ^ ^ v v ^ ^ v v v ^ v v ... Direction
  9. o 1 2 o 1 2 3 4 o 1 2 3 4 ... Rep of 1, 6, 7
  10.  
  11. What does (1)94(6)|1|832(7)159... represent? It should be allowed to say as much. (2 words)
  12.  
  13. 194618372(7)159
  14. <|343373|> 11 12
  15. <|343373|> TH E
  16. <|343373|> 1^22v
  17. <|343373|> 5
  18. <|343373|> ^ v
  19. <|343373|> 2 3
  20. <|343373|> not 1v
  21.  
  22. lIlp
  23.  
  24. ^ v ^ ^ ^andv vand^ ^ v v v ^andv v ^ vand^ ^ ^andv vand^ ^andv v vand^ vandv
  25. 1 0 1 1 10 01 1 0 0 0 10 0 1 01 1 10 01 10 0 01 11
  26.  
  27.  
  28.  
  29.  
  30. AN END WITHIN THE DEEP WEB
  31.  
  32. ᚫᛄ•ᛟᛋᚱ ᛗᚣᛚᚩᚻ•ᚩᚫ•ᚳᚦᚷᚹ•ᚹᛚᚫ
  33.  
  34.  
  35. ᚫᛄ ᛟᛋᚱ ᛗᚣᛚᚩᚻ ᚩᚫ ᚳᚦᚷᚹ ᚹᛚᚫ ciphertext
  36. AN END WITHIN THE DEEP WEB plain text
  37.  
  38. 26 12 23 16 5 20 27 21 25 9 4 26 6 3 7 8 8 21 26 original rune position in gematria
  39. 25 10 19 10 24 8 11 3 11 10 3 19 24 19 19 14 8 19 18 deciphered rune position in gematria
  40.  
  41. 1 2 4 6 10 12 16 18 22 28 30 36 40 42 46 52 58 60 66 value of totient function of primes
  42. 1 2 4 6 10 12 16 18 22 28 1 7 11 13 17 23 0 2 8 φ(p) mod 29 = our shift ^up
  43.  
  44. 26 12 23 16 5 20 27 21 25 9 4 26 6 original rune position
  45. 25 10 19 10 24 8 11 3 11 10 3 19 24 deciphered rune position
  46.  
  47. 1^ 2^ 4^ 6^ 10^ 12^ 16^ 18^ 22^ 28^ 1^ 7^ 11^ our shift
  48. (1^) 27v 4^ (6^) 10^/19v 17v/12^ 16^ 11v 7v 1v 1^ 22v 18v ... Shift by 343373
  49.  
  50. 1 2 3 4 5 6 7 8 9 10 11 12 13 ... Rune Count
  51. o 1 2 3 o 1 2 3 4 o 1 2 3 ... Rep of 1
  52. A N E N D W I H I N TH E D ... Letter
  53. (1^) 27v 4^ (6^) 10^/19v 17v/12^ 16^ 11v 7v 1v 1^22v 18v ... Shift
  54. (1) 9 4 (6) |1| 8 3 7 2 (7) 1 5 9 ... Patterns
  55. Dr1 Dr27Dr4 Dr6 Dr10=Dr19 Dr17 Dr12 Dr16 Dr11 Dr7 Dr1 Dr1+Dr22 Dr18 my explanation of how he got patterns
  56. ^ v ^ ^ ^ v v ^ ^ v v v ^ v v ... Direction
  57. o 1 2 o 1 2 3 4 o 1 2 3 4 ... Rep of 1, 6, 7
  58.  
  59.  
  60.  
  61.  
  62.  
  63.  
  64.  
  65. 97,29, 67,29,89, 19,31,5,31,29, 5,67, 89,67,67,43, 19,67,61,
  66. Key: phi(prime). Shift down forward Gematria.
  67. Note: Every clear text F is an ᚠ (F), and needs to be skipped.
  68.  
  69.  
  70. 10^/19v 17v/12^ 1^22v
  71. |1| 8 3 5
  72. Dr10=Dr19 Dr17 Dr12 Dr1+Dr22
  73.  
  74. 1 2 4 6 10 12 16 18 22 28 30 36 40 42 46 52 58 60 66 70 72 78 82 88 96 100 102 106 108 112 126 130
  75. ᚫᛄ ᛟᛋᚱ ᛗᚣᛚᚩᚻ ᚩᚫ ᚳ | ᚦᚷᚹ ᚹᛚᚫ ᛉᚩᚪ | ᛈ ᛗᛞᛞᚢᚷᚹ ᛚ ᛞᚾᚣᛄ ciphertext
  76. A N E N D W I TH I N TH E D | E E P W E B TH E R | E EXISTS A PAGE plain text
  77. 26 12 23 16 5 20 27 21 25 9 4 26 6 | 3 7 8 8 21 26 | original rune position in gematria
  78. 25 10 19 10 24 8 11 3 11 10 3 19 24 | 19 19 14 8 19 18 3 19 5 | 19 19 15 11 16 17 16 25 14 25 7 19 deciphered rune position in gematria
  79. 1^ 2^ 4^ 6^ 10^ 12^ 16^ 18^ 22^ 28^ 1^ 7^ 11^ | | our shift
  80. (1^)27v 4^(6^)10^/19v 17v/12^ 16^ 11v 7v 1v 1^ 22v 18v | | ... Shift by 343373
  81. ^ v ^ ^ ^andv vand^ ^ v v v ^andv v | ^ vand^ ^ ^andv vand^ ^andv v vand^ vandv|
  82. (1) 9 4 (6) |1| 8 3 7 2 (7) 1 1+4=5 9 ... Pattern
  83. (1)94(6)|1|8372(7)159 (Pattern of /7=948372615)
  84. 1 0 1 1 10 01 1 0 0 0 10 0 | 1 01 1 10 01 10 0 01 00 | moves in bin 1=^ 0=v
  85. 15char 101110011000100 (23748dec) 9019 if 1<>0 | 101110011000100 (23748dec) 9019 if 1<>0 | 0 and 1 nospaces
  86.  
  87.  
  88.  
  89.  
  90. ᚫᛄ-ᛟᛋᚱ-ᛗᚣᛚᚩᚻ- ᚩᚫ- ᚳᚦᚷᚹ- ᚹᛚᚫ- ᛉᚩᚪᛈ-ᛗᛞᛞᚢᚷᚹ-ᛚ-ᛞᚾᚣᛄ-ᚳᚠᛡ-ᚫᛏᛈᛇᚪᚦ-ᚳᚫ-ᚳᛞ-ᚠᚾ-ᛡᛖ-ᚠᚾᚳᛝ-ᚱF-ᚫᛁᚱᛞᛖ-ᛋᚣᛄᛠᚢᛝᚹ-ᛉᚩ-ᛗᛠᚹᚠ-ᚱᚷᛡ-ᛝᚱᛒ-ᚫᚾᚢᛋ
  91.  
  92. AN END WITHIN THE DEEP WEB THERE EXISTS A PAGE THAT HASHES TO IT IS THE DUTY OF EUERY PILGRIM TO SEEC OUT THIS PAGE
  93.  
  94.  
  95.  
  96. 25,10,19,10,24,8,11,3,11,10,3,19,24,19,19,14,8,19,18,3,19,5,19,19,15,11,16,17,16,25,14,25,7,19,3,25,17,9,25,16,9,19,16,17,4,11,
  97.  
  98.  
  99. Cover William Blakes painting with some triangles
  100. Page 1 Liber Primus (latin letters)
  101. Page 2 Warning monoalphabetic cipher (atbash) (/14 pattern in base30) (F encrypted)
  102. Page 3 Chapter 1 Intus (latin letters)
  103. Page 4 1033 Magic Square (not encrypted)
  104. Page 5,6 polyaplhabetic cipher (vigenere) DIUINITY 23^6v 10^19v 1^28v 10^19v 9^20v 10^19v 16^13v 26^3v (F unencrypted)
  105. Page 7,8,9,10 monoalphabetic cipher (similar to atbash on page 3 shifted by +3 down) (or /14 shifted by 16> or 14<) (F encrypted)
  106. Page 11,12,13,14 (not encrypted)
  107. Page 15,16 polyaplhabetic cipher (vigenere) FIRFUMFERENFE 29^29v 10^19v 4^25v 29^29v 1^28v 19^10v 29^29v 18^11v 4^25v 18^11v 9^20v 29^29v 18^11v (F unencrypted)
  108. Page 17 (not encrypted)
  109.  
  110.  
  111. 1 2 4 6 10 12 16 18 22 28 30 36 40 | 42 46 52 58 60 66 70 72 78 82 88 96 100 102 106 108 112 126 130
  112. ᚫᛄ ᛟᛋᚱ ᛗᚣᛚᚩᚻ ᚩᚫ ᚳ | ᚦᚷᚹ ᚹᛚᚫ ᛉᚩᚪ | ciphertext
  113. A N E N D W I TH I N TH E D | E E P W E B TH E R | plain text
  114. 26 12 23 16 5 20 27 21 25 9 4 26 6 | 3 7 8 8 21 26 15 4 25 | original rune position in gematria
  115. 25 10 19 10 24 8 11 3 11 10 3 19 24 | 19 19 14 8 19 18 3 19 5 | deciphered rune position in gematria
  116. 1^ 2^ 4^ 6^ 10^ 12^ 16^ 18^ 22^ 28^ 1^ 7^ 11^ | 13^ 17^ 23^ 0 2^ 8^ 12^ 14^ 20^ | our shift
  117. (1^)27v 4^(6^)10^/19v 17v/12^ 16^ 11v 7v 1v 1^ 22v 18v | 13^ 17^/12v 23^ 29vor29^ 27v2^ 8^21v 17v 15v14^ 9v9v| ... Shift by 343373
  118. ^ v ^ ^ ^andv vand^ ^ v v v ^andv v | ^ ^andv ^ ^andv vand^ ^andv v vand^ vandv|
  119. (1) 9 4 (6) |1| 8 3 7 2 (7) 1 1+4=5 9 | 4 8 3 5 2 2 9 2 8 3 8 6 5 9 9| ... Pattern
  120. (1)94(6)|1|8372(7)159 (167) |1| (Pattern of /7=948372615) ?-6?| 4 8 3 5+2=7 2 5 9 | pattern looks like
  121. 1 0 1 1 10 01 1 0 0 0 10 0 | 1 10* 1 10 01 10 0 01 00 | moves in bin 1=^ 0=v
  122. 15char 101110011000100 (23748dec) 9019 if 1<>0 | 1*1*0*110011000100 | 0 and 1 nospaces
  123.  
  124. 272 138 341 131 151 2 3 8 5 7
  125. 366 199 130 320 18 6 1 4 5 9
  126. 226 245 91 245 226 1 2 1 2 1
  127. 18 320 130 199 366 9 5 4 1 6
  128. 151 131 341 138 272 7 5 8 3 2
  129.  
  130. 11 | 22 | 22 | 15 | 6
  131. 18 | 25 | 14 | 1 | 18
  132. 23 | 13 | 4 | 13 | 23
  133. 18 | 1 | 14 | 25 | 18
  134. 6 | 15 | 22 | 22 | 11
  135.  
  136. mod 29 https://www.wolframalpha.com/input/?i=%5B%5B272,138,341,131,151%5D,%5B366,199,130,320,18%5D,%5B226,245,91,245,226%5D,%5B18,320,130,199,366%5D,%5B151,131,341,138,272%5D%5D+mod+29
  137.  
  138. 434 1311 312 278 966 2 6 6 8 3
  139. 204 812 934 280 1071 6 2 7 1 9
  140. 626 620 809 620 626 5 8 8 8 5
  141. 1071 280 934 812 204 9 1 7 2 6
  142. 966 278 312 1311 434 3 8 6 6 2
  143.  
  144. (11) 22 22 15 (6)
  145. (18) 25 14 1 18
  146. (23) 13 4 13 23
  147. 18 (1)(14) 25 18
  148. 6 15 (22)(22) 11
  149.  
  150. 11 | 22 | 22 | 15 | 6
  151. 18 | 25 | 14 | 1 | 18
  152. 23 | 13 | 4 | 13 | 23
  153. 18 | 1 | 14 | 25 | 18
  154. 6 | 15 | 22 | 22 | 11
  155.  
  156.  
  157.  
  158.  
  159. 1 2 4 6 10 12 16 18 22 28 30 36 40 | 42 46 52 58 60 66 70 72 78 82 88 96 100 102 106 108 112 126 130
  160. ᚫ ᛄ ᛟ ᛋ ᚱ ᛗ ᚣ ᛚ ᚩ ᚻ ᚩ ᚫ ᚳ | ᚦ ᚷ ᚹ ᚹ ᛚ ᚫ ᛉ ᚩ ᚪ ᛈ ᛗ ᛞ ᛞ ᚢ ᚷ | ciphertext
  161. A N E N D W I TH I N TH E D | E E P W E B TH E R E E X I S T | plain text
  162. 26 12 23 16 5 20 27 21 25 9 4 26 6 | 3 7 8 8 21 26 15 4 25 14 20 24 24 2 7 | original rune position in gematria
  163. 25 10 19 10 24 8 11 3 11 10 3 19 24 | 19 19 14 8 19 18 3 19 5 19 19 15 11 16 17 | deciphered rune position in gematria
  164. 1^ 2^ 4^ 6^ 10^ 12^ 16^ 18^ 22^ 28^ 1^ 7^ 11^ | 13^ 17^ 23^ 0 2^ 8^ 12^ 14^ 20^ 24^ 1^ 9^ 13^ 15^14v 19^10v| our shift
  165. (1^)27v 4^(6^)10^/19v 17v/12^ 16^ 11v 7v 1v 1^ 22v 18v | 13^ 17^/12v 23^ 29^ 2^ 21v 12^ 14^ 20^ 24^ 1^/28v 9^ 13^ | ... Shift by 343373
  166. ^ v ^ ^ ^andv vand^ ^ v v v ^andv v | ^ ^ / v ^ and ^ ^ v and ^ ^ ^ ^ ^/v |^ v pattern
  167. (1) 9 4 (6) |1| 8 3 7 2 (7) 1 1+4=5 9 | 4 8 3 5 + 2=7 2 3 + 3=6 (5) + (2)=(7)(6) |1|... | ... Pattern
  168. (1)94(6)|1|8372(7)159 (167) |1| | 4 8 3 7 2 6 (7) (6) |1|... | pattern looks like
  169. (Pattern of /7=948372615) with missing 6 | /7=948372615
  170.  
  171.  
  172. [16:54:21] <|343373|> 13^ 17^/12v 23^29 ^2 21v12^ (14^20^) (^24) (^1/28v) 20v16^ 14v ...
  173. [16:56:32] <|343373|> 1 12 12 1 12 12 1 12 12 1 in this set and a 761, also 9 5 instead of 5 9
  174. [16:57:34] <|343373|> by 12 i mean n?/n? or n?n?
  175. [16:57:45] <|343373|> by 1 just n?
  176. [19:00.38] <|343373|> 13^ 17^/12v 23^29 ^2 21v12^ (14^20^) (^24) (^1/28v) 20v16^ 14v ...
  177. [19:00.39] <|343373|> 4 8 3 7 2 6 (7) (6) |1| 9 5 ....
  178. [19:00.39] <|343373|> 1 2 2 1 2 2 1 2 2 1 ... [1 = n?, 2 = n?n? or n?/n?]
  179. [23:13.19] <|343373|> Page 56 at base30, incredibly simplistically, and elegantly follows the pattern of /7, 167, and 761
  180.  
  181. 1 2 4 6 10 12 16 18 22 28 30 36 40 | 42 46 52 58 60 66 70 72 78 82 88 96 100 102 106 108 112 126 130
  182.  
  183. 1 2 4 6 10 12 16 18 22 28 30 36 40 | 42 46 52 58 60 66 70 72 78 82 88 96 100 102 | 106 108 112 126 130
  184. 1^ 2^ 4^ 6^ 10^ 12^ 16^ 18^ 22^ 28^ 1^ 7^ 11^ | 13^ 17^ 23^ 0 2^ 8^ 12^ 14^ 20^ 24^ 1^ 9^ 13^ 15^ |19^10v|
  185. (1^)27v 4^(6^)10^/19v 17v/12^ 16^ 11v 7v 1v 1^ 22v 18v | 13^ 17^/12v 23^ 29^ 2^ 21v 12^ 14^ 20^ 24^ 1^/28v 20v 16v 14v | |
  186. ^ v ^ ^ ^andv vand^ ^ v v v ^andv v | ^ ^/v ^ and ^ ^ v and ^ ^ ^ ^ ^/v v and v v | |
  187. (1) 9 4 (6) |1| 8 3 7 2 (7) 1 1+4=5 9 | 4 8 3 5 + 2 = 7 2 3 + 3=6 (5) + (2)=(7)(6) |1| 2+ 7=9 5 | | Pattern
  188. (1)94(6)|1|8372(7)159 (167) |1| | 4 8 3 7 2 6 (7) (6) |1| 9 5 (76) |1| 9 5 instead of 5 9 | pattern looks like
  189. (Pattern of /7=948372615) with missing 6
  190.  
  191.  
  192. DIUINITY
  193. 23^6v 10^19v 1^28v 10^19v 9^20v 10^19v 16^13v 26^3v
  194. 5 6 1 1 1 1 1 1 9 2 1 1 7 4 8 3
  195.  
  196. FIRFUMFERENFE
  197. 29^29v 10^19v 4^25v 29^29v 1^28v 19^10v 29^29v 18^11v 4^25v 18^11v 9^20v 29^29v 18^11v
  198. 2 2 1 1 4 7 2 2 1 1 1 1 2 2 9 2 4 7 9 2 9 2 2 2 9 2
  199.  
  200. 11 | 22 | 22 | 15 | 6
  201. 18 | 25 | 14 | 1 | 18
  202. 23 | 13 | 4 | 13 | 23
  203. 18 | 1 | 14 | 25 | 18
  204. 6 | 15 | 22 | 22 | 11
  205.  
  206. 1111111111111111
  207. 110 12 101
  208. 1 1
  209. 112 14 121
  210. 1 1
  211. 110 12 101
  212. 1111111111111111
  213.  
  214. 3333333333333333
  215. 310 12 103
  216. 3 3
  217. 312 14 123
  218. 3 3
  219. 310 12 103
  220. 3333333333333333
  221.  
  222. 0000000000000000
  223. 010 12 100
  224. 0 0
  225. 012 14 120
  226. 0 0
  227. 010 12 100
  228. 0000000000000000
  229.  
  230.  
  231. 1111111111111111
  232. 110 12 101
  233. 1 1
  234. 112 14 121
  235. 1 1
  236. 110 12 101
  237. 1111111111111111
  238.  
  239.  
  240.  
  241. 1st set
  242. 1 2 4 6 10 12 16 18 22 28 30 36 40
  243. 1^ 2^ 4^ 6^ 10^ 12^ 16^ 18^ 22^ 28^ 1^ 7^ 11^
  244. (1^)27v 4^(6^)10^/19v 17v/12^ 16^ 11v 7v 1v 1^ 22v 18v
  245. ^ v ^ ^ ^andv vand^ ^ v v v ^andv v
  246. 1 1 1 1 2 2 1 1 1 1 2 1 | 1 = n?, 2 = n?n? or n?/n?
  247. 1 0 1 1 10 01 1 0 0 0 10 0 | moves in bin 1=^ 0=v
  248. (1) 9 4 (6) |1| 8 3 7 2 (7) 1 1+4=5 9
  249. (1)94(6)|1|8372(7)159 (167) |1| !missing 6!
  250.  
  251. 2nd set
  252. 42 46 52 58 60 66 70 72 78 82 88 96 100 102
  253. 13^ 17^ 23^ 0 2^ 8^ 12^ 14^ 20^ 24^ 1^ 9^ 13^ 15^
  254. 13^ 17^/12v 23^ 29^ 2^ 21v 12^ 14^ 20^ 24^ 1^/28v 20v 16v 14v
  255. ^ ^/v ^ and ^ ^ v and ^ ^ and ^ ^ ^/v v and v v
  256. 1 2 2 1 2 2 1 2 2 1 | 1 = n?, 2 = n?n? or n?/n?
  257. 1 10 11 1 01 11 1 10 00 0 | moves in bin 1=^ 0=v
  258. 4 8 3 5 + 2 = 7 2 3 + 3=6 (5) + (2)=(7)(6) |1| 2 + 7=9 5
  259. 483726(7)(6)|1|95 (76) |1| 9 5 !instead of 5 9!
  260.  
  261. <|343373|> Idk how much I can stretch the line but... ^ v and ^ ^ ^ and v v and ^ ^ and v v v and ^ v and v ...
  262. [11:08:45] <|343373|> also 17^12v (8 3) not 12v17^(3 8)
  263. <|343373|> stretched rules, not the pattern.
  264. <|343373|> in that function/formula the ^ v ^v v^ ^/v v/^ arent permanently fixed they keep changing places
  265. according to that stretch 5th and 6th line for second set should be
  266. [19:00.38] <|343373|> 13^ 17^/12v 23^29 ^2 21v12^ (14^20^) (^24) (^1/28v) 20v16^ 14v ...
  267. [19:00.39] <|343373|> 4 8 3 7 2 6 (7) (6) |1| 9 5 ....
  268. [19:00.39] <|343373|> 1 2 2 1 2 2 1 2 2 1 ... [1 = n?, 2 = n?n? or n?/n?]
  269.  
  270. 1 2 1 2 2 2 1 2 2
  271. 1 01 1 10 01 10 0 01 00
  272. but actual patterns there are
  273. 1 2 2 1 2 2 1 2 2 1
  274. 1 10 11 1 01 11 1 10 00 0
  275.  
  276. 3rd set
  277. φ(p) 106 108 112 126 130 136 138 148 150 156 162 166 172 178 180 190 192 196 198 210 222 226 228 232 238 240 250 256 262 268 270
  278. ^ 19 21 25 10 14 20 22 3 5 11 17 21 27 4 6 16 18 22 24 7 19 23 25 0 6 8 18 24 1 7 9 ^ shift direction
  279. v 10 8 4 19 15 9 7 26 24 18 12 8 2 25 23 13 11 7 5 22 10 6 4 29 23 21 11 5 28 22 20 v shift direction
  280. 1+3=4 7+1=8 ? ? ? ? ?
  281. expected pattern 483726159
  282.  
  283. http://prnt.sc/bv9gnr
  284. http://prntscr.com/bv9gnr
  285. http://prntscr.com/bv9t1a
Advertisement
Add Comment
Please, Sign In to add comment
Advertisement