Bible Numbers 2.0

Isaiah's Vision Of Jesus' Crucifixion

Isaiah foresaw Jesus' crucifixion (Isaiah 53:5-12). A part of this prophecy, verse 10, has already appeared with Acts 8:30-36 as Jesus: The Suffering Servant. In this section, a greater portion of the prophecy is tied in with John 19:2-15, where the ruling elite of Jesus' day allied themselves with Rome, and called for his death.

5 But he was wounded for our transgressions, he was bruised for our iniquities; upon him was the chastisement that made us whole, and with his stripes we are healed. 6 All we like sheep have gone astray; we have turned every one to his own way; and the LORD has laid on him the iniquity of us all. 7 He was oppressed, and he was afflicted, yet he opened not his mouth; like a lamb that is led to the slaughter, and like a sheep that before its shearers is dumb, so he opened not his mouth. 8 By oppression and judgment he was taken away; and as for his generation, who considered that he was cut off out of the land of the living, stricken for the transgression of my people? 9 And they made his grave with the wicked and with a rich man in his death, although he had done no violence, and there was no deceit in his mouth. 10 Yet it was the will of the LORD to bruise him; he has put him to grief; when he makes himself an offering for sin, he shall see his offspring, he shall prolong his days; the will of the LORD shall prosper in his hand; 11 he shall see the fruit of the travail of his soul and be satisfied; by his knowledge shall the righteous one, my servant, make many to be accounted righteous; and he shall bear their iniquities. 12 Therefore I will divide him a portion with the great, and he shall divide the spoil with the strong; because he poured out his soul to death, and was numbered with the transgressors; yet he bore the sin of many, and made intercession for the transgressors. (Isaiah 53:5-12)¹

Jesus' crucifixion was the ultimate sacrifice to pay the price of sin for all of us. This was God's way of opening salvation to everyone since the system instituted by Moses was too limited.

Although Moses himself told Israel they were sons of God (Deuteronomy 14:1, and although the psalmist Asaph concurred (Psalm 82:6), the religious rulers of Jesus' day chose to reject his claim as the son of God (John 19:7). They knew the Romans held that their emperor was the only man who could claim to be a god. Anyone else claiming to be a god would be challenging Caesar. In one stroke, the ruling elite abandoned their own religion to align with the religion of Rome.

2 And the soldiers plaited a crown of thorns, and put it on his head, and arrayed him in a purple robe; 3 they came up to him, saying, "Hail, King of the Jews!" and struck him with their hands. 4 Pilate went out again, and said to them, "See, I am bringing him out to you, that you may know that I find no crime in him." 5 So Jesus came out, wearing the crown of thorns and the purple robe. Pilate said to them, "Behold the man!" 6 When the chief priests and the officers saw him, they cried out, "Crucify him, crucify him!" Pilate said to them, "Take him yourselves and crucify him, for I find no crime in him." 7 The Jews answered him, "We have a law, and by that law he ought to die, because he has made himself the Son of God." 8 When Pilate heard these words, he was the more afraid; 9 he entered the praetorium again and said to Jesus, "Where are you from?" But Jesus gave no answer. 10 Pilate therefore said to him, "You will not speak to me? Do you not know that I have power to release you, and power to crucify you?" 11 Jesus answered him, "You would have no power over me unless it had been given you from above; therefore he who delivered me to you has the greater sin." 12 Upon this Pilate sought to release him, but the Jews cried out, "If you release this man, you are not Caesar's friend; every one who makes himself a king sets himself against Caesar." 13 When Pilate heard these words, he brought Jesus out and sat down on the judgment seat at a place called The Pavement, and in Hebrew, Gabbatha. 14 Now it was the day of Preparation of the Passover; it was about the sixth hour. He said to the Jews, "Behold your King!" 15 They cried out, "Away with him, away with him, crucify him!" Pilate said to them, "Shall I crucify your King?" The chief priests answered, "We have no king but Caesar." (John 19:2-15)

The chief priests took the final step with public announcement that Caesar and Rome was their king (John 19:15). This has been Israel's failing ever since. By allying with Rome and accepting the Roman emperor, they sided with the world ever since against God.

If John 19:2-15 is not the fulfillment of Isaiah 53:5-12 there should be no or very few numeric features when the two are put together. It would be the most stupendous fluke if numeric features were found like those in The Proclamation where God described Himself. Providentially, what is discovered is something even more astonishing than the other Old and New Testament passages that are put together. Many numbers are multiples of 13, the number associated with God's name in Hebrew. Thirteen is almost twice the value of seven. It is almost twice as difficult to get a total of 13 than it is to get a total of 7. This is a sign this is not random chance.

Primary Features

(Derived from Revelation 1:8 and grouped for easy reference.)

I Am (Present tense - living through it) Add up everything.

A.1Numeric total: 125385 = 3 x 5 x 13 x 643. (See feature 1.)

Is, Was, Is To Come (Second present tense - skipping sequentially through it) Add up every other occurrance.

B.3Every other word (odd): 65416 = 2³ x 13 x 17 x 37. (See feature 2.2.1.)

B.3.2Every other word (even): 59969 = 7 x 13 x 659. (See feature 2.2.2.)

B.4Every other letter (odd): 59774 = 2 x 11² x 13 x 19. (See feature 4.2.1.)

B.4.2Every other letter (even): 65611 = 7² x 13 x 103. (See feature 4.2.2.)

C.3.2First and last letter of each word: 47658 = 2 x 3 x 13² x 47. (See feature 3.)

D.3.3First letter of each word: 17160 = 2³ x 3 x 5 x 11 x 13. (See feature 3.1.)

E.3.3Last letter of each word: 30498 = 2 x 3 x 13 x 17 x 23. (See feature 3.2.)

The Verses

Together, the two passages have 22 verses. (2 x 11. SF: 13.) The factor 13 hides in the second level. Twenty-two and its factor of 11 are both symmetrical numbers. This could be explained as the same God who is Alpha and Omega. The factor of 2 seems appropriate since Jesus, the Word, was also with God in the beginning. (John 1:1)

The first and last words of Isaiah's prophecy produce another symmetrical number: 191. The first and last words of John's account also produces a symmetrical number: 212. Thus the first and last words of the two sections (which could also be considered first section and last section), total 403 (13 x 31; a symmetry of factors). Providentially, the difference between 191 and 212 is 21 (3 x 7).

The combined passage would have 18 and 192 as the first and last words: 210 (2 x 3 x 5 x 7). It would also have letters 6 and 1 as the first and last letters: 7. These are all signs of a promising union of two passages from the Old and New Testaments.

List of verses:
3264 2411 2822 3516 4274 3066 3168 6601 6160 5772 7255 7054 12088 5201 2790 6001 7517 5960 8547 7794 5110 9014

1Numeric total of the combined passage: 125385 = 3 x 5 x 13 x 643. (Getting a multiple of 13 is almost twice as rare as getting a number divisible by 7.)

1.1The first and last verses: 12278 = 2 x 7 x 877.

1.2.1Verses where the last digit is odd (i.e. odd valued totals):

2411 6601 7255 5201 6001 7517 8547

Total of the odd valued verses: 43533 = 3² x 7 x 691.

1.2.2Verses where the first digit is even:

2411 2822 4274 6601 6160 2790 6001 8547

Total of these verses: 39606 = 2 x 3 x 7 x 23 x 41.

Since the combined passage is a multiple of 13, there are no matching features for the even valued verses, or for verses with an odd valued first digit. This is because these passages are the prophecy and fulfillment of the crucifixion. These are not passages where God is speaking.

1.3To show God's hand behind the prophecy and its fulfillment, apply the letter values of God's name to the 22 verses.

a) 10   5    6    5    10   5    6    5    10   5    6    5    10   5
b) 10   15   21   26   14   19   25   8    18   23   7    12   22   27
c) 10   15   21   4    14   19   3    8    18   1    7    12   22   5
d) 5772 2790 5110 3516 5201 8547 2822 6601 5960 3264 3168 7054 9014 4274

a) 6    5    10   5    6    5    10   5     6    5    10   5    6
b) 11   16   26   9    15   20   30   13    19   24   12   17   23
c) 11   16   4    9    15   20   8    13    19   2    12   17   1
d) 7255 6001 3516 6160 2790 7794 6601 12088 8547 2411 7054 7517 3264

a) 5      (Letter from the Name.)
b) 6      (Count.)
c) 6      (Count adjusted to 22 verses.)
d) 3066   (Verse found.)

Total of verses found (d): 157157 = 7 x 11 x 13 x 157. (The result is also divisible by 7!)

1.4Six verses have totals that are multiples of 7. Out of 22 verses, the odds would have suggested only 3 verses divisible by 7.

Verse position: 6    8    9    14   19   21
Verse total:    3066 6601 6160 5201 8547 5110

Total of the positions: 77 = 7 x 11. (These verses appear to be perfectly placed.)

1.5.1When the verses are added one by one, providentially, there are exactly 14 cases where the accumulated total is an odd number.

a) 2    3    4     5     6     7     11    12    13    16    19     20     21     22
b) 2411 2822 3516  4274  3066  3168  7255  7054  12088 6001  8547   7794   5110   9014
c) 5675 8497 12013 16287 19353 22521 48309 55363 67451 81443 103467 111261 116371 125385

a) Verse position.
b) Verse value.
c) Accumulated total at that point.

Total of the verse positions (a): 161 = 7 x 23.

1.5.2When the verses are added one by one, three times the accumulated total is divisible by 7.

Verse position:    12    18    19
Verse total:       7054  5960  8547
Accumulated total: 55363 94920 103467

Total of the positions: 49 = 7².

1.5.3There are two cases where the verse position, verse total, and accumulated total are all odd valued.

a) b)   c)
11 7255 48309
19 8547 103467

There are two cases where the verse position, verse total, and accumulated total are all even valued.

a) b)   c)
10 5772 41054
18 5960 94920

a) Verse position.   b) Verse total.   c) Accumulated total.

These verses can be termed purely odd/even. Their total: 27534 = 2 x 3 x 13 x 353. SF: 371 = 7 x 53.

The Words

2Like feature 1.3, the letter values of God's Hebrew Name are applied 16 times to cover all 401 words. This overshoots the number of words and wraps around to the beginning.

a) 10  5   6   5   10  5   6  5   10  5   6  5   10  5   6  5   10  5
b) 10  15  21  26  36  41  47 52  62  67  73 78  88  93  99 104 114 119
c) 10  15  21  26  36  41  47 52  62  67  73 78  88  93  99 104 114 119
d) 331 311 401 175 126 475 30 120 100 285 41 277 382 282 36 360 18  20

a) 6   5   10  5   6   5   10  5   6    5   10  5   6    5   10  5
b) 125 130 140 145 151 156 166 171 177  182 192 197 203  208 218 223
c) 125 130 140 145 151 156 166 171 177  182 192 197 203  208 218 223
d) 700 20  133 923 135 20  169 901 1080 160 300 20  1261 133 901 352

a) 6   5   10  5   6   5   10  5   6   5    10  5   6   5   10  5   6
b) 229 234 244 249 255 260 270 275 281 286  296 301 307 312 322 327 333
c) 229 234 244 249 255 260 270 275 281 286  296 301 307 312 322 327 333
d) 200 309 200 184 42  290 901 145 451 1171 14  694 159 720 323 14  128

a) 5   10  5   6   5   10  5   6   5   10  5   6   5
b) 338 348 353 359 364 374 379 385 390 400 405 10  15
c) 338 348 353 359 364 374 379 385 390 400 4   10  15
d) 200 200 290 9   360 18  300 42  128 37  65  331 311

a) Letter from the Name.
b) Count.
c) Count adjusted to 401 words.
d) Word found.

Total of the words found (a): 19214 = 2 x 13 x 739. SF: 754 = 2 x 13 x 29.

2.1.1Precisely 7 pairs of words, Nth and Nth last together and individually are divisible by 7.

a) Nth word:  3   17  31  51  68  186  188
b) Value:     546 196 49  490 98  42   273
c) Nth last:  399 385 371 351 334 216  214
d) Value:     14  42  42  168 406 994  84
e) Sum:       560 238 91  658 504 1036 357

Sum of positions (a + c): 2814 = 2 x 3 x 7 x 67.

2.1.2Exactly 14 pairs of words, Nth and Nth last together are multiples of 13.

a) Nth word: 12  31  38  42  43  48  63  77  105 114 126 144 182 185
b) Value:    106 49  498 138 407 260 31  216 808 18  146 740 160 20
c) Nth last: 390 371 364 360 359 354 339 325 297 288 276 258 220 217
d) Value:    128 42  360 18  9   104 60  538 37  190 270 183 321 45
e) Sum:      234 91  858 156 416 364 91  754 845 208 416 923 481 65

Sum of positions (a + c): 5628 = 2² x 3 x 7 x 67.

2.2.1Every other word (odd positioned):

a) 1  3   5   7   9   11 13  15  17  19  21  23  25 27 29 31 33  35 37
b) 18 546 632 432 624 86 161 311 196 168 401 106 18 37 96 49 264 32 37

a) 39 41  43  45 47 49  51  53  55  57  59  61  63 65  67  69 71 73 75
b) 96 475 407 50 30 331 490 123 466 620 407 458 31 375 285 32 31 41 341

a) 77  79  81  83 85  87  89  91  93  95 97  99 101 103 105 107 109 111
b) 216 241 184 22 180 216 482 204 282 12 100 36 407 148 808 280 436 500

a) 113 115 117 119 121  123 125 127 129 131 133 135 137 139 141 143 145
b) 18  252 536 20  1090 636 700 561 343 249 292 20  300 20  495 417 923

a) 147 149 151 153 155 157 159 161 163 165 167 169 171 173 175 177  179
b) 213 382 135 655 350 42  18  279 655 748 349 994 901 300 456 1080 209

a) 181 183  185 187 189 191 193 195 197 199 201 203  205 207 209 211
b) 20  1090 20  460 60  165 118 69  20  472 323 1261 460 350 401 20

a) 213 215 217 219 221 223 225 227 229 231 233 235 237 239 241 243 245
b) 608 660 45  160 901 352 230 20  200 408 169 273 286 300 60  560 183

a) 247 249 251 253 255 257 259 261 263 265 267 269 271 273 275 277 279
b) 389 184 160 140 42  366 14  60  456 270 901 300 60  104 145 164 455

a) 281 283 285  287 289 291 293 295 297 299 301 303 305 307 309 311 313
b) 451 20  1005 95  456 509 111 349 37  248 694 520 506 159 262 15  60

a) 315 317 319 321 323 325 327 329 331 333 335 337 339 341 343 345  347
b) 132 401 9   431 46  538 14  360 161 128 779 700 60  350 740 1100 655

a) 349 351 353 355 357  359 361 363 365 367 369 371 373 375 377 379 381
b) 406 168 290 330 1167 9   47  464 562 47  122 42  442 60  870 300 181

a) 383  385 387 389 391 393 395 397 399 401  (Word position.)
b) 1261 42  60  200 870 321 679 540 14  192  (Word value.)

Total of the odd positioned words (b): 65416 = 2³ x 13 x 17 x 37.

2.2.2Every other word (even positioned):

a) 2   4  6   8   10  12  14  16  18 20 22  24  26  28  30  32 34  36
b) 108 65 306 116 331 106 536 260 32 8  126 353 175 498 325 48 170 126

a) 38  40  42  44  46  48  50 52  54 56  58  60  62  64  66 68 70  72
b) 498 400 138 216 332 260 68 120 76 401 308 580 100 108 37 98 178 53

a) 74  76  78  80  82 84  86  88  90  92 94  96  98  100 102 104 106
b) 750 436 277 100 26 138 436 382 214 86 572 102 139 254 256 360 501

a) 108 110 112 114 116 118 120 122 124 126 128 130 132  134 136 138 140
b) 476 407 145 18  351 173 69  381 55  146 107 20  1090 401 747 401 133

a) 142 144 146 148 150 152 154 156 158 160 162 164 166 168 170 172 174
b) 60  740 20  901 20  140 60  20  460 604 401 50  169 160 45  135 60

a) 176 178 180 182 184 186 188 190 192 194 196 198 200 202  204 206 208
b) 655 200 636 160 249 42  273 949 300 401 679 69  431 1261 42  60  133

a) 210 212  214 216 218 220 222 224 226 228 230 232 234 236 238 240 242
b) 334 1267 84  994 901 321 69  141 540 112 230 234 309 406 165 412 350

a) 244 246 248 250 252  254 256 258 260 262 264 266 268 270 272 274 276
b) 200 171 20  104 1049 20  700 183 290 9   369 664 42  901 350 260 270

a) 278 280  282 284 286  288 290 292 294 296 298 300 302 304 306 308
b) 169 1005 95  455 1171 190 270 455 295 14  47  159 14  60  35  151

a) 310 312 314 316 318 320 322 324 326 328 330 332 334 336 338 340 342
b) 419 720 350 451 69  352 323 560 270 479 341 60  406 192 200 300 452

a) 344 346 348 350 352 354 356 358 360 362 364 366 368 370 372 374 376
b) 723 59  200 20  84  104 263 296 18  9   360 681 690 20  259 18  417

a) 378 380 382 384 386 388 390 392  394 396 398 400  (Word position.)
b) 431 138 181 401 460 350 128 1761 69  270 128 37   (Word value.)

Total of the even positioned words (b): 59969 = 7 x 13 x 659. SF: 679 = 7 x 97. SF: 104 = 2³ x 13.

2.2.3Continuing with the same idea of taking every other word, one can also take every Nth word.

2.2.3.1Beginning with the first word and taking every Nth word after, the following values of N produce a total divisible by 7:

6 10 21 24 36 60 63 70 75 91 94 107 109 112 124 130 132 141 150
154 160 162 189 190 194

Total of the N values: 2604 = 2² x 3 x 7 x 31.

2.2.3.2Taking every Nth word, the following N values produce multiples of 7:

2 3 10 14 29 30 34 48 57 71 72 80 85 86 92 105 108 109 115 121
132 137 139 157 161 175 183 186

Total of the N values: 2541 = 3 x 7 x 11².

2.2.4Over a hundred extra sub-features can be gleaned from the words by choosing alternating words or groups of words from the results in 2.2.1 and 2.2.2, and then doing it again from those results.

2.3Forty-six words are prime numbers, and there is no feature with their sum together, or with their positions. However, 46 is significant since the prophecy and its fulfillment is of Jesus, the Word, coming as a man, and there are 46 chromosomes in the average person. The feature is in the remaining words that are not prime numbers. The focus is on events surrounding Jesus.

a) 1  2   3   4  5   6   7   8   9    11 12  13  14   16  17  18 19
b) 18 108 546 65 632 306 432 116 624  86 106 161 536  260 196 32 168

a) 20  22  23   25 26   28  29 30  31 32 33  34  35 36   38  39 40  41
b) 8   126 106  18 175  498 96 325 49 48 264 170 32 126  498 96 400 475

a) 42  43  44  45 46  47 48   50 51  52  53  54 55   57  58  59  60
b) 138 407 216 50 332 30 260  68 490 120 123 76 466  620 308 407 580

a) 61  62   64  65   67  68 69 70     74  75  76  77    80  81  82 83
b) 458 100  108 375  285 98 32 178    750 341 436 216   100 184 26 22

a) 84  85  86  87  88  89  90  91  92 93  94  95 96  97   99 100 101
b) 138 180 436 216 382 482 214 204 86 282 572 12 102 100  36 254 407

a) 102 103 104 105 106 107 108 109 110 111 112 113 114 115 116 117  119
b) 256 148 360 808 501 280 476 436 407 500 145 18  18  252 351 536  20

a) 120 121  122 123 124 125 126 127  129 130 131 132  133  135 136 137
b) 69  1090 381 636 55  700 146 561  343 20  249 1090 292  20  747 300

a) 139 140 141 142 143 144 145 146 147 148 149 150 151 152 153 154 155
b) 20  133 495 60  417 740 923 20  213 901 382 20  135 140 655 60  350

a) 156 157 158 159 160 161  163 164 165 166  168 169 170 171 172 173
b) 20  42  460 18  604 279  655 50  748 169  160 994 45  901 135 300

a) 174 175 176 177  178 179 180 181 182 183  184 185 186 187 188 189
b) 60  456 655 1080 200 209 636 20  160 1090 249 20  42  460 273 60

a) 190 191 192 193  195 196 197 198 199  201 202  203  204 205 206 207
b) 949 165 300 118  69  679 20  69  472  323 1261 1261 42  460 60  350

a) 208  210 211 212  213 214 215 216 217 218 219 220 221 222 223 224
b) 133  334 20  1267 608 84  660 994 45  901 160 321 901 69  352 141

a) 225 226 227 228 229 230 231 232 233 234 235 236 237 238 239 240 241
b) 230 540 20  112 200 230 408 234 169 309 273 406 286 165 300 412 60

a) 242 243 244 245 246  248 249 250 251  253 254 255 256 257 258 259
b) 350 560 200 183 171  20  184 104 160  140 20  42  700 366 183 14

a) 260 261 262 263 264 265 266 267 268 269 270 271 272 273 274 275 276
b) 290 60  9   456 369 270 664 901 42  300 901 60  350 104 260 145 270

a) 277 278 279 280  281 282 283 284 285   287 288 289 290  292 293 294
b) 164 169 455 1005 451 95  20  455 1005  95  190 456 270  455 111 295

a) 296   299 300 301 302 303 304 305 306 307  309  311 312 313 314 315
b) 14    248 159 694 14  520 60  506 35  159  262  15  720 60  350 132

a) 316  318 319 320  322 323 324 325 326 327  329 330 331 332 333 334
b) 451  69  9   352  323 46  560 538 270 14   360 341 161 60  128 406

a) 335 336 337 338 339 340 341 342 343 344 345   347 348 349 350 351
b) 779 192 700 200 60  300 350 452 740 723 1100  655 200 406 20  168

a) 352 353 354 355  357  358 359 360  362 363 364 365 366  368 369 370
b) 84  290 104 330  1167 296 9   18   9   464 360 562 681  690 122 20

a) 371 372 373 374 375 376 377  379 380   383   385 386 387 388 389 390
b) 42  259 442 18  60  417 870  300 138   1261  42  460 60  350 200 128

a) 391 392  393 394 395 396 397 398 399  401  (Word position.)
b) 870 1761 321 69  679 270 540 128 14   192  (Word value.)

Total of the positions: 71407 = 7 x 101 x 101. God said He is the Alpha and Omega in Revelation 1:8, and this shows in the factor of 101, a visual representation of the same one God at either end of eternity. Jesus claimed something similar as first and last in Revelation 1:17, and this is the reason for the second occurrence of 101.
Total of the words: 112189 = 7 x 11 x 31 x 47.

2.4Providentially, 63 word values are multiples of 7. (63 =3² x 7. SF: 13.)

a) 3   13  17  19  22  26  31 36  51  58  68 107 108 115 125 129 140
b) 546 161 196 168 126 175 49 126 490 308 98 280 476 252 700 343 133

a) 152 155 157 169 186 188 196 204 207 208 212  214 216 228 235 236 242
b) 140 350 42  994 42  273 679 42  350 133 1267 84  994 112 273 406 350

a) 243 253 255 256 259 268 272 279 284 292 296 302 306 314 324 327 331
b) 560 140 42  700 14  42  350 455 455 455 14  14  35  350 560 14  161

a) 334 337 341 349 351 352 371 372 385 388 395 399 (Word position.)
b) 406 700 350 406 168 84  42  259 42  350 679 14  (Word value.)

Total of the positions: 13708 = 2² x 23 x 149. (The positions produce a multiple of 23, half the number of 46.)
Total of the words: 19019 = 7 x 11 x 13 x 19. (The words were chosen for being multiples of 7, and when they are put together the sum is also divisible by 13.)

2.5.1When the words are added up one by one, 60 times the accumulated total will be divisible by 7.

a)  b)   c)       a)  b)   c)       a)  b)   c)       a)  b)   c)       a)  b)   c)
2   108  126      89  482  21049    152 140  41349    254 20   77119    335 779  102375
3   546  672      92  86   21553    156 20   42434    255 42   77161    338 200  103467
7   432  2107     94  572  22407    157 42   42476    256 700  77861    342 452  104629
10  331  3178     101 407  23457    174 60   48804    266 664  80542    344 723  106092
14  536  4067     111 500  27629    177 1080 50995    286 1171 88865    353 290  109074
27  37   6258     116 351  28413    182 160  52220    293 111  90951    355 330  109508
37  37   7903     120 69   29211    190 949  55363    295 349  91595    368 690  114121
40  400  8897     123 636  31318    218 901  67291    296 14   91609    374 18   115024
56  401  12880    130 20   33250    230 230  70567    298 47   91693    378 431  116802
61  458  15253    133 292  34881    234 309  71687    310 419  94920    387 60   119826
66  37   15904    138 401  36750    235 273  71960    312 720  95655    388 350  120176
83  22   19215    151 135  41209    236 406  72366    318 69   97118    396 270  124474

a) Word position.     b) Word value.     c) Accumulated total.

Total of the positions (a): 11942 = 2 x 7 x 853.

2.5.2When the words are added up one by one, 33 times the accumulated total will be a prime number.

a)  b)   c)       a)  b)   c)       a)  b)   c)
21  401  5443     97  100  22621    241 60   73589
22  126  5569     117 536  28949    242 350  73939
26  175  6221     128 107  32887    244 200  74699
30  325  7177     132 1090 34589    284 455  86689
44  216  10133    163 655  44893    319 9    97127
55  466  12479    165 748  45691    325 538  99377
67  285  16189    169 994  47363    327 14   99661
69  32   16319    202 1261 59671    346 59   107251
75  341  17713    232 234  71209    362 9    111317
76  436  18149    238 165  72817    363 464  111781
91  204  21467    240 412  73529    377 870  116371

a) Word position.     b) Word value.
c) Accumulated total that is a prime number.

Total of the positions (column a): 5889 = 3 x 13 x 151.
Total of the words (column b): 12337 = 13² x 73.

2.5.3This leaves 368 words with accumulated totals that are not prime numbers. Since the total of the entire passage is divisible by 13, this means the total of these words is also a multiple of 13: 113048 = 2³ x 13 x 1087. SF: 1106 = 2 x 7 x 79. (The sum of the positions of these words yields nothing because these words are not special like the words that are prime numbers.)

2.6A hundred and thirty-six word values are unique in that they occurred only once in the combined passage.

546 65 632 306 432 116 624 311 196 8 353 175 325 49 48 264 170 400 475 332 30 68 490 120 123 76 466 620 308 580 458 375 285 98 178 53 41 750 277 241 26 22 180 482 214 204 282 572 12 102 139 36 254 256 148 808 501 280 476 500 252 351 173 381 55 146 561 107 343 292 747 495 923 213 604 279 748 1080 209 949 118 472 334 1267 608 660 141 112 408 234 309 286 412 171 389 1049 366 369 664 164 1171 190 509 111 295 248 694 520 506 35 151 262 419 15 720 132 46 538 479 779 452 723 1100 59 330 263 1167 296 464 562 681 690 122 259 442 1761

Total of the word values that appeared only once. 51590 = 2 x 5 x 7 x 11 x 67.

First And Last

3From Revelation 1:8's Alpha and Omega, add up the first and last letters of each word: 47658 = 2 x 3 x 13² x 47. SF: 78 = 2 x 3 x 13. There are two factors of 13, and the sum of the factors is also 13. This divides perfectly as the first and the last letters of each word also stand by themselves.

3.1The total of the first letter of each word: 17160 = 2³ x 3 x 5 x 11 x 13.

The list in 3.1 can be subdivided four ways.

3.1.1.1Odd valued:

1 5 1 3 1 5 1 1 7 5 1 1 5 5 1 5 1 9 1 7 1 5 9 5 1 5 5 1 9 1 1 5 9 3 1 5 5 1 5 9 5 1 9 1 9 1 5 1 1 5 1 1 5 3 5 5 1 1 1 1 9 7 5 1 5 5 7 5 5 5 9 5 9 1 5 1 1 5 5 5 1 5 5 1 9 5 5 5 5 7 1 1 5 5 5 1 1 9 5 5 1 5 5 1 1 7 5 9 5 5 5 5 3 7 7 5 9 9 5 5 1 1 1 1 1 1 5 5

Total: 520 = 2³ x 5 x 13.

3.1.1.2Even valued:

6 40 40 40 40 40 300 70 6 50 30 20 20 400 30 80 6 2 70 20 50 6 50 6 10 80 20 30 10 6 30 50 6 10 80 40 6 30 6 4 40 10 20 50 40 8 40 70 50 30 6 200 100 6 70 2 70 30 8 70 6 40 2 6 8 4 400 50 10 10 10 6 10 2 10 40 50 10 10 2 10 90 70 30 6 10 30 30 2 6 70 10 300 400 30 50 6 80 50 6 8 200 50 6 10 10 60 90 70 90 100 10 10 70 70 10 70 10 400 60 2 100 10 80 10 70 60 70 10 20 200 60 60 60 60 300 100 90 10 100 70 10 20 60 60 60 60 10 60 200 20 90 90 20 60 70 20 200 10 90 60 60 40 10 10 100 40 60 60 200 8 60 60 60 70 100 100 20 30 10 100 70 70 10 20 100 70 90 60 4 60 20 60 60 70 60 20 60 60 60 90 10 90 90 60 10 60 30 4 90 4 100 60 70 30 90 30 100 60 70 60 4 20 100 60 300 100 10 70 60 2 70 100 10 60 60 70 100 20 100 100 10 2 100 20 20 4 4 70 100 70 600 600 10 20 100 60 2 200 60 90 20 60 70 100 2 200 90 60 60 2 30 10

Total: 16640 = 2⁸ x 5 x 13.

3.1.2.1First digit odd:

300 70 50 30 1 30 5 1 70 50 50 10 30 10 30 3 50 10 30 10 50 70 50 30 1 100 70 70 30 70 5 1 1 50 10 7 10 10 10 10 50 10 10 10 90 70 30 5 10 30 1 30 70 10 300 1 5 30 50 50 50 10 10 90 70 90 5 1 5 1 100 10 10 9 70 70 1 10 7 70 1 10 5 100 9 10 5 1 10 5 70 5 70 10 1 9 1 1 5 9 3 1 5 5 1 5 9 5 300 100 1 90 10 100 70 9 10 1 9 1 5 1 1 10 5 90 90 1 70 1 10 90 5 3 5 5 1 1 1 1 9 7 5 10 10 100 1 5 5 7 70 100 100 30 5 10 5 5 100 70 70 10 100 9 70 5 90 9 1 5 1 1 70 5 5 5 1 90 10 5 5 90 90 1 9 5 5 10 5 5 30 7 90 1 100 70 30 90 30 1 5 5 100 70 5 1 1 9 5 5 100 1 5 300 100 10 70 5 70 1 100 10 70 1 100 100 7 5 100 9 10 5 5 5 100 5 3 7 70 100 70 7 5 10 100 9 9 5 5 1 1 90 1 1 70 100 90 1 1 5 5 30 10

Total: 8710 = 2 x 5 x 13 x 67.

3.1.2.2First digit even:

6 40 40 40 40 40 6 20 20 400 80 6 2 20 6 6 80 20 6 6 80 40 6 6 4 40 20 40 8 40 6 200 6 2 8 6 40 2 6 8 4 400 6 2 40 2 6 2 6 400 6 80 6 8 200 6 60 400 60 2 80 60 20 200 60 60 60 60 20 60 60 60 60 60 200 20 20 60 20 200 60 60 40 40 60 60 200 8 60 60 60 20 20 60 4 60 20 60 60 60 20 60 60 60 60 60 4 4 60 60 60 4 20 60 60 2 60 60 20 2 20 20 4 4 600 600 20 60 2 200 60 20 60 2 200 60 60 2

Total: 8450 = 2 x 5² x 13².

3.1.3The letters of God's name are applied 16 times to the first letter of each word.

a) 10 5  6  5  10 5  6  5  10 5  6  5  10 5  6  5   10  5   6   5   10
b) 10 15 21 26 36 41 47 52 62 67 73 78 88 93 99 104 114 119 125 130 140
c) 10 15 21 26 36 41 47 52 62 67 73 78 88 93 99 104 114 119 125 130 140
d) 50 1  1  50 50 6  20 70 70 40 1  7  10 30 30 300 8   10  1   10  5

a) 5   6   5   10  5   6   5   10  5   6   5   10  5   6   5   10  5
b) 145 151 156 166 171 177 182 192 197 203 208 218 223 229 234 244 249
c) 145 151 156 166 171 177 182 192 197 203 208 218 223 229 234 244 249
d) 9   5   10  60  1   300 100 60  10  90  20  1   9   100 200 100 5

a) 6   5   10  5   6   5   10  5   6   5   10  5   6   5   10  5   6
b) 255 260 270 275 281 286 296 301 307 312 322 327 333 338 348 353 359
c) 255 260 270 275 281 286 296 301 307 312 322 327 333 338 348 353 359
d) 20  90  1   20  1   90  5   1   90  100 20  5   2   10  100 2   4

a) 5   10  5   6   5   10  5   6  5  (Letter from the Name.)
b) 364 374 379 385 390 400 405 10 15 (Count.)
c) 364 374 379 385 390 400 4   10 15 (Count adjusted to 401 words.)
d) 100 9   60  20  2   30  40  50 1  (First letter of word found.)

Total (a): 2723 = 7 x 389.

3.2The total of the last letter of each word: 30498 = 2 x 3 x 13 x 17 x 23.

3.2.1The letters of God's name are applied 16 times to the last letter of each word.

a) 10 5   6   5  10 5  6  5  10 5  6  5  10 5  6  5   10  5   6   5
b) 10 15  21  26 36 41 47 52 62 67 73 78 88 93 99 104 114 119 125 130
c) 10 15  21  26 36 41 47 52 62 67 73 78 88 93 99 104 114 119 125 130
d) 1  300 400 5  5  9  10 10 30 5  40 70 70 40 6  30  1   9   40  9

a) 10  5   6   5   10  5   6   5   10  5   6   5   10  5   6   5   10
b) 140 145 151 156 166 171 177 182 192 197 203 208 218 223 229 234 244
c) 140 145 151 156 166 171 177 182 192 197 203 208 218 223 229 234 244
d) 40  40  40  9   9   600 40  60  40  9   40  5   600 9   40  40  40

a) 5   6   5   10  5   6   5   10  5   6   5   10  5   6   5   10  5
b) 249 255 260 270 275 281 286 296 301 307 312 322 327 333 338 348 353
c) 249 255 260 270 275 281 286 296 301 307 312 322 327 333 338 348 353
d) 40  9   200 600 90  9   9   9   40  9   200 90  9   1   9   40  90

a) 6   5   10  5   6   5   10  5   6  5    (Letter from the Name.)
b) 359 364 374 379 385 390 400 405 10 15   (Count.)
c) 359 364 374 379 385 390 400 4   10 15   (Count adjusted to 401.)
d) 5   200 5   40  9   1   7   1   1  300  (Last letter of word found.)

Total: 4774 = 2 x 7 x 11 x 31.

3.3Add the first and last letters of each word. This produces a list of 401 totals.

7 70 46 41 46 240 306 76 12 51 36 26 70 406 301 36 86 11 75 8 401 120 26 350 7 55 7 18 86 25 38 40 36 40 8 55 7 18 86 240 15 38 406 10 50 18 30 250 130 48 110 80 120 36 56 401 240 106 406 270 8 100 31 68 75 7 45 8 11 98 10 15 41 440 41 56 15 77 30 50 96 15 8 18 70 56 15 80 8 110 190 80 70 46 6 40 80 101 36 42 406 110 110 330 800 201 10 430 56 406 120 55 7 9 240 51 46 80 19 69 99 160 130 55 41 45 201 107 17 19 49 110 110 41 19 67 160 41 19 45 405 120 92 140 49 19 45 601 81 19 45 110 605 120 160 19 29 91 14 601 240 41 605 10 8 69 100 41 605 45 601 45 100 120 99 605 340 140 41 130 19 160 110 49 19 29 91 209 120 91 65 100 45 41 69 91 19 69 209 45 110 130 130 29 91 120 160 25 41 290 19 95 605 83 460 605 45 601 41 41 601 69 18 97 80 45 19 11 140 80 69 41 69 240 208 45 45 65 100 47 120 160 140 140 60 70 12 19 45 95 160 110 110 19 29 700 209 110 14 290 120 9 99 41 70 45 601 29 100 601 120 160 14 260 110 70 150 69 45 605 10 95 19 45 605 99 95 8 99 70 95 45 110 205 100 14 37 47 44 99 41 5 160 120 160 35 99 31 41 14 15 300 120 160 14 10 41 69 9 18 45 110 45 140 91 70 14 390 300 100 160 120 3 45 110 10 700 19 120 100 160 91 140 60 140 47 605 140 49 19 45 14 92 95 140 60 60 14 9 4 47 9 77 300 71 601 47 690 12 19 29 190 99 14 120 92 240 45 100 14 41 41 130 41 29 91 120 160 140 3 240 690 41 69 91 70 45 3 14 37 11

3.3.1The letters of God's name are applied 16 times to count through the list of totals.

a) 10 5   6   5  10 5  6  5  10  5  6  5  10 5  6  5   10  5   6   5
b) 10 15  21  26 36 41 47 52 62  67 73 78 88 93 99 104 114 119 125 130
c) 10 15  21  26 36 41 47 52 62  67 73 78 88 93 99 104 114 119 125 130
d) 51 301 401 55 55 15 30 80 100 45 41 77 80 70 36 330 9   19  41  19

a) 10  5   6   5   10  5   6   5   10  5   6   5   10  5   6   5   10
b) 140 145 151 156 166 171 177 182 192 197 203 208 218 223 229 234 244
c) 140 145 151 156 166 171 177 182 192 197 203 208 218 223 229 234 244
d) 45  49  45  19  69  601 340 160 100 19  130 25  601 18  140 240 140

a) 5   6   5   10  5   6   5   10  5   6   5   10  5   6   5   10  5
b) 249 255 260 270 275 281 286 296 301 307 312 322 327 333 338 348 353
c) 249 255 260 270 275 281 286 296 301 307 312 322 327 333 338 348 353
d) 45  29  290 601 110 10  99  14  41  99  300 110 14  3   19  140 92

a) 6   5   10  5   6   5   10  5   6  5   (Value from the Name.)
b) 359 364 374 379 385 390 400 405 10 15  (Count.)
c) 359 364 374 379 385 390 400 4   10 15  (Count adjusted to 401.)
d) 9   300 14  100 29  3   37  41  51 301 (First/last pair found.)

Total of the pairs found (d): 7497 = 3² x 7² x 17. The outside of this number has 7 at either end. 49 sits inside.

3.3.2.1Beginning with the first number in 3.3 and taking every Nth after, the following values of N produce totals divisible by 7.

3 23 28 36 38 55 62 64 94 95 98 99 103 120 133 134 149 157 164 177 
187 193

Total of the N values: 2212 = 2² x 7 x 79.

3.3.2.2From the list in 3.3, take every Nth. The following values of N produce totals that are multiples of 7.

4 18 26 32 45 52 68 70 73 92 96 121 134 137 145 157 161 166 172 173 
181 187 188 190

Total of the N values: 2688 = 2⁷ x 3 x 7.

3.3.3Eighty-seven of the totals in 3.3 are prime numbers.

a) 1   4   18  21  25  27  37  56  63  66  69  73  75  98  113 119
b) 7   41  11  401 7   7   7   401 31  7   11  41  41  101 7   19

a) 125 128 129 130 134 135 136 138 139 146 148 150 156 157 160 162
b) 41  107 17  19  41  19  67  41  19  19  601 19  19  29  601 41

a) 168 171 179 181 185 186 194 197 204 209 211 214 218 219 220 221
b) 41  601 41  19  19  29  41  19  29  41  19  83  601 41  41  601

a) 224 227 228 232 240 248 254 255 264 267 268 270 283 297 298 301
b) 97  19  11  41  47  19  19  29  41  601 29  601 19  37  47  41

a) 302 308 309 317 333 338 346 350 361 365 366 367 370 371 381 382
b) 5   31  41  41  3   19  47  19  47  71  601 47  19  29  41  41

a) 384 385 390 393 398 400 401  (Word position of pair.)
b) 41  29  3   41  3   37  11   (First/last total.)

Total of the positions: 18788 = 2² x 7 x 11 x 61.
Total of the pairs: 8071 = 7 x 1153.

3.3.4Exactly 70 of the totals in 3.3 are divisible by 7.

a) 1 2  13 14  15  24  25 27 37 43  55 59  66 70 76 78 85 86 93 100 101
b) 7 70 70 406 301 350 7  7  7  406 56 406 7  98 56 77 70 56 70 42  406

a) 109 110 113 131 144 145 158 159 178 184 187 190 196 205 229 243 244
b) 56  406 7   49  140 49  91  14  140 49  91  91  91  91  140 140 140

a) 246 256 259 265 273 276 290 296 306 310 315 324 325 326 327 337 342
b) 70  700 14  70  14  70  70  14  35  14  14  140 91  70  14  700 91

a) 343 345 348 349 352 355 358 363 374 380 386 389 395 396 399
b) 140 140 140 49  14  140 14  77  14  14  91  140 91  70  14

a) Word position of pair.
b) First/last pair total.

The total of these pairs is also a multiple of 13: 8099 = 7 x 13 x 89.

3.3.6Twenty-two of the first/last pairs are multiples of 13.

a) 12 23 49  123 158 180 187 190 191 196 202 203 205 235 238 274 325
b) 26 26 130 130 91  130 91  91  65  91  130 130 91  208 65  260 91

a) 328 342 383 386 395  (Word position of pair.)
b) 390 91  130 91  91   (First/last pair total.)

The total of these pairs is also a multiple of 7: 2639 = 7 x 13 x 29. SF: 49 = 7 x 7. SF: 14 = 2 x 7.

3.3.7The middle N totals in 3.3 added together are multiples of 7 when N is one of the following values:

379 373 329 313 301 291 289 285 283 265 263 251 249 235 221 191 179 
175 163 159 153 143 121 119 109 45 27 11

There are precisely 28 of them, and the total of the N values is 5922 (2 x 3² x 7 x 47).

3.3.8When the pair totals of the list in 3.3 are added up one by one, 70 times the accumulated total is a multiple of 7. But there are no other features with this list.

3.3.9When the pair totals of the list in 3.3 are added up one by one, 39 times the accumulated total will be divisible by 13.

a)  b)  c)      a)  b)  c)      a)  b)  c)
8   76  832     139 19  13871   276 70  33787
13  70  1027    154 120 16367   286 99  35529
20  8   1950    157 29  16575   303 160 36803
24  350 2847    158 91  16666   323 45  38259
33  36  3159    168 41  18395   330 100 39364
42  38  3666    170 45  19045   339 120 40651
44  10  4082    193 45  22373   341 160 40911
69  11  6786    207 160 23686   342 91  41002
78  77  7579    216 605 25909   355 140 42588
96  40  8567    220 41  26637   359 9   42731
105 800 10582   226 45  27547   368 690 44577
115 240 12116   233 69  27976   397 45  47593
121 99  12480   243 140 29146   401 11  47658

a) Word position of pair.
b) First/last pair total.
c) Accumulated total.

Total of the positions (column a): 7672 = 2³ x 7 x 137.

3.3.10Of the 401 totals in 3.3, 37 of them appeared only once.

4 5 6 17 35 42 44 48 67 68 71 76 81 83 96 97 98 101 106 107 150 205 
208 250 260 270 301 306 330 340 350 390 405 430 440 460 800

Total of these numbers: 7147 = 7 x 1021.

3.3.11Alternating groups of numbers can be extracted from the list in 3.3 that are multiples of 13.

3.3.11.1Alternate between extracting 49 and 39 numbers from 3.3. This produces five groups of 49, and four groups of 39.

3.3.11.1.1The groups of 49:

7 70 46 41 46 240 306 76 12 51 36 26 70 406 301 36 86 11 75 8 401 120 26 350 7 55 7 18 86 25 38 40 36 40 8 55 7 18 86 240 15 38 406 10 50 18 30 250 130
8 110 190 80 70 46 6 40 80 101 36 42 406 110 110 330 800 201 10 430 56 406 120 55 7 9 240 51 46 80 19 69 99 160 130 55 41 45 201 107 17 19 49 110 110 41 19 67 160
340 140 41 130 19 160 110 49 19 29 91 209 120 91 65 100 45 41 69 91 19 69 209 45 110 130 130 29 91 120 160 25 41 290 19 95 605 83 460 605 45 601 41 41 601 69 18 97 80
70 45 601 29 100 601 120 160 14 260 110 70 150 69 45 605 10 95 19 45 605 99 95 8 99 70 95 45 110 205 100 14 37 47 44 99 41 5 160 120 160 35 99 31 41 14 15 300 120
92 95 140 60 60 14 9 4 47 9 77 300 71 601 47 690 12 19 29 190 99 14 120 92 240 45 100 14 41 41 130 41 29 91 120 160 140 3 240 690 41 69 91 70 45 3 14 37 11

Total of the groups of 49: 28769 = 13 x 2213. SF: 2226 = 2 x 3 x 7 x 53. SF: 65 = 5 x 13.

3.3.11.1.2Groups of 39:

48 110 80 120 36 56 401 240 106 406 270 8 100 31 68 75 7 45 8 11 98 10 15 41 440 41 56 15 77 30 50 96 15 8 18 70 56 15 80
41 19 45 405 120 92 140 49 19 45 601 81 19 45 110 605 120 160 19 29 91 14 601 240 41 605 10 8 69 100 41 605 45 601 45 100 120 99 605
45 19 11 140 80 69 41 69 240 208 45 45 65 100 47 120 160 140 140 60 70 12 19 45 95 160 110 110 19 29 700 209 110 14 290 120 9 99 41
160 14 10 41 69 9 18 45 110 45 140 91 70 14 390 300 100 160 120 3 45 110 10 700 19 120 100 160 91 140 60 140 47 605 140 49 19 45 14

Total of the groups of 39: 18889 = 13 x 1453.

3.3.11.2Alternate between extracting 168 and 65 numbers from 3.3 This produces two groups of 168, and one group of 65.

3.3.11.2.1The groups of 168:

7 70 46 41 46 240 306 76 12 51 36 26 70 406 301 36 86 11 75 8 401 120 26 350 7 55 7 18 86 25 38 40 36 40 8 55 7 18 86 240 15 38 406 10 50 18 30 250 130 48 110 80 120 36 56 401 240 106 406 270 8 100 31 68 75 7 45 8 11 98 10 15 41 440 41 56 15 77 30 50 96 15 8 18 70 56 15 80 8 110 190 80 70 46 6 40 80 101 36 42 406 110 110 330 800 201 10 430 56 406 120 55 7 9 240 51 46 80 19 69 99 160 130 55 41 45 201 107 17 19 49 110 110 41 19 67 160 41 19 45 405 120 92 140 49 19 45 601 81 19 45 110 605 120 160 19 29 91 14 601 240 41 605 10 8 69 100 41
240 208 45 45 65 100 47 120 160 140 140 60 70 12 19 45 95 160 110 110 19 29 700 209 110 14 290 120 9 99 41 70 45 601 29 100 601 120 160 14 260 110 70 150 69 45 605 10 95 19 45 605 99 95 8 99 70 95 45 110 205 100 14 37 47 44 99 41 5 160 120 160 35 99 31 41 14 15 300 120 160 14 10 41 69 9 18 45 110 45 140 91 70 14 390 300 100 160 120 3 45 110 10 700 19 120 100 160 91 140 60 140 47 605 140 49 19 45 14 92 95 140 60 60 14 9 4 47 9 77 300 71 601 47 690 12 19 29 190 99 14 120 92 240 45 100 14 41 41 130 41 29 91 120 160 140 3 240 690 41 69 91 70 45 3 14 37 11

Total of the groups of 168: 38077 = 13 x 29 x 101. SF: 143 = 11 x 13.

3.3.11.2.2The groups of 65:

605 45 601 45 100 120 99 605 340 140 41 130 19 160 110 49 19 29 91 209 120 91 65 100 45 41 69 91 19 69 209 45 110 130 130 29 91 120 160 25 41 290 19 95 605 83 460 605 45 601 41 41 601 69 18 97 80 45 19 11 140 80 69 41 69

Total of the groups of 65: 9581 = 11 x 13 x 67. SF: 91 = 7 x 13.

3.4There are 1079 letters that are not first or last in a word. (1079 = 13 x 83. SF: 96 = 2⁵ x 3. SF: 13.)

List of letters not first/last in a word:
5 6 8 30 80 300 70 50 4 20 70 6 50 400 10 50 6 60 30 6 40 50 30 10 2 8 2 200 400 200 80 50 30 50 90 1 70 10 50 10 4 200 20 50 10 50 10 5 6 80 3 10 6 30 50 3 5 6 70 50 30 80 400 10 300 9 2 6 2 20 200 8 80 50 7 7 10 1 30 40 30 80 400 10 70 90 40 40 300 80 100 1 6 200 300 6 8 3 7 1 200 10 10 80 300 40 3 40 10 400 300 70 10 2 200 1 300 10 40 400 10 40 300 30 200 40 80 10 10 5 6 80 20 1 8 30 300 10 300 80 300 200 1 200 1 200 10 40 10 8 80 5 6 10 4 90 30 70 40 80 300 200 1 300 2 4 70 400 90 4 10 4 10 2 4 200 2 10 70 6 50 400 6 60 2 20 8 30 200 2 10 1 90 6 40 10 8 30 30 8 300 70 200 40 6 80 300 1 300 70 10 40 50 5 6 9 2 10 300 30 80 300 70 10 80 3 10 1 100 80 1 100 9 600 100 1 20 5 50 1 40 100 5 100 5 300 1 40 60 10 1 40 8 600 70 5 8 7 10 1 200 100 60 5 300 1 20 1 30 1 100 9 60 60 80 300 200 80 60 200 5 80 9 5 2 1 20 60 200 100 60 1 80 400 60 40 100 80 60 200 100 60 1 20 5 3 60 1 9 80 1 90 9 20 5 200 600 60 200 4 1 9 600 1 4 9 4 60 90 1 200 100 1 70 9 90 30 1 100 1 50 7 20 8 5 1 20 9 50 9 20 1 100 60 1 5 3 5 200 100 60 9 4 3 30 9 200 100 60 50 40 40 600 100 100 200 4 5 30 9 1 9 100 9 1 200 80 9 90 10 200 100 50 7 20 8 5 200 7 90 60 200 50 60 80 600 60 10 1 40 8 9 40 60 100 5 300 1 40 60 1 60 80 300 200 80 60 200 30 1 100 9 60 1 5 3 5 200 100 60 9 4 60 40 8 80 600 70 60 100 200 9 4 60 200 100 60 80 400 9 5 80 5 9 1 70 7 80 5 100 1 10 80 1 200 3 1 90 1 5 3 60 40 100 5 100 1 200 80 600 90 60 100 1 200 80 600 90 60 5 3 5 200 100 60 9 9 20 1 100 60 1 2 5 100 200 100 60 30 5 9 1 100 1 200 80 600 90 1 100 3 1 200 200 80 9 90 10 200 100 9 100 9 1 70 5 10 80 9 8 7 90 1 200 100 60 200 4 1 9 60 30 5 9 60 30 60 400 60 30 5 1 1 100 60 60 30 60 300 5 9 20 5 70 60 8 1 40 5 9 100 9 60 5 60 1 200 100 60 70 60 9 7 90 5 100 200 10 60 200 90 5 9 20 1 100 60 60 200 100 60 60 60 3 60 1 20 20 60 300 60 2 7 8 1 9 90 7 20 8 5 9 80 1 9 100 600 80 9 60 1 20 9 1 5 3 5 7 90 60 60 8 5 7 90 60 200 70 60 10 80 9 90 9 200 4 600 10 5 200 100 5 3 5 200 200 100 9 20 1 100 60 30 60 1 20 5 9 200 9 4 1 100 50 60 200 90 9 1 400 70 60 20 200 90 1 1 50 60 200 90 9 1 400 100 1 200 80 600 90 1 70 5 10 80 9 8 7 90 60 200 200 9 400 5 50 60 200 90 9 1 1 30 60 200 4 5 30 9 1 5 4 60 30 5 40 60 60 40 600 8 5 9 60 200 100 1 80 1 4 60 200 60 5 9 6 60 40 30 1 80 100 9 1 400 5 60 200 100 60 9 20 1 100 60 6 7 100 5 70 60 20 200 90 1 200 100 60 60 200 4 1 9 60 10 80 1 200 3 1 90 1 5 3 60 40 100 5 1 60 200 100 60 70 60 20 200 90 7 200 9 20 60 60 1 9 90 1 80 60 1 1 90 9 20 5 1 200 100 60 60 9 600 40 100 9 20 5 3 5 1 9 90 1 80 200 9 20 1 100 60 10 60 200 90 1 600 60 3 600 60 200 100 600 3 1 3 5 50 60 7 90 60 200 1 10 1 8 9 90 5 70 7 30 1 100 60 9 60 70 60 5 3 60 30 5 40 60 9 8 60 90 100 80 600 100 60 2 80 1 9 90 100 1 2 2 1 8 1 80 1 90 10 5 200 60 1 90 400 80 10 100 1 5 3 5 60 9 60 200 4 1 9 60 9 4 1 90 9 20 5 200 30 600 10 80 1 200 3 1 90 1 200 10 5 9 40 60 80 60 80 60 100 1 200 80 600 90 60 200 100 60 5 3 5 200 100 60 9 9 20 1 100 60 60 1 90 9 20 5 30 600 100 1 200 80 600 90 70 5 10 80 9 8 7 90 1 80 400 9 5 80 5 9 200 400 60 30 5 1 90 9 20 5 1 9 90 1 80

3.4.1The letters from the Name are applied 7 times to count through a portion of the letters that are not first or last.

a) 10 5  6  5  10 5  6  5  10 5  6  5  10 5  6  5   10  5   6   5   10
b) 10 15 21 26 36 41 47 52 62 67 73 78 88 93 99 104 114 119 125 130 140
c) 20 10 40 8  1  4  10 10 80 2  80 1  40 6  7  80  2   40  200 5   80

a) 5   6   5   10  5   6   5    (Letter from the Name.)
b) 145 151 156 166 171 177 182  (Count.)
c) 1   80  90  4   10  2   400  (Letter not first/last found.)

Total: 1313 = 13 x 101.

3.4.1The letters from the Name are applied 13 times to count through a portion of the letters that are not first or last.

a) 10 5  6  5  10 5  6  5  10 5  6  5  10 5  6  5   10  5   6   5   10
b) 10 15 21 26 36 41 47 52 62 67 73 78 88 93 99 104 114 119 125 130 140
c) 20 10 40 8  1  4  10 10 80 2  80 1  40 6  7  80  2   40  200 5   80

a) 5   6   5   10  5   6   5   10  5   6   5   10  5   6   5   10  5
b) 145 151 156 166 171 177 182 192 197 203 208 218 223 229 234 244 249
c) 1   80  90  4   10  2   400 1   8   200 1   10  70  100 600 100 60

a) 6   5   10  5   6   5   10  5   6   5   10  5   6   5
b) 255 260 270 275 281 286 296 301 307 312 322 327 333 338
c) 70  1   1   80  5   1   40  100 60  90  9   4   1   1

a) Letter from the Name.
b) Count.
c) Letter not first/last found.

Total: 2926 = 2 x 7 x 11 x 19. SF: 39 = 3 x 13.

3.4.2Groups of letters can be gathered, positioned Nth and Nth last from the list of letters that are not first or last in a word. There are 864 of them that together and individually are multiples of 13.

a) 1     1     1     2     2     2     2     2     3     3     4
b) 144   309   434   103   201   265   373   441   236   458   154
c) 21892 44941 64090 14690 29822 39130 55016 64519 35256 67015 22529

a) 4     5   5    5     5     5     5     6     7    7     8     8
b) 412   13  33   235   293   339   497   525   20   304   75    99
c) 60632 871 4693 35048 42705 49829 72670 75894 1755 43966 10023 13520

a) 8     8     8     8     9     9     9     10   10    10    11    11
b) 175   185   237   398   192   407   483   58   330   481   374   452
c) 24440 27560 34723 57395 28223 59761 69485 6721 47385 68991 54522 65520

a) 11    12    12    12    12    13   13    13    13    14   14    14
b) 468   146   254   405   488   22   107   114   186   33   235   293
c) 67509 21229 36790 58812 69836 1950 14222 15795 27495 3822 34177 41834

a) 14    14    15  15    16    16    17    18    18    19   19    19
b) 339   497   19  428   262   417   182   92    533   48   189   311
c) 48958 71799 455 61139 36439 59579 25337 11427 75504 4589 26533 43342

a) 19    19    19    20    21    22    22    22    22    22    23
b) 352   357   372   428   304   134   137   162   170   274   107
c) 49049 49920 52091 60684 42211 16601 17719 20943 22243 37245 12272

a) 23    23    24    24    24    24    24    24    25   25    25    26
b) 114   186   211   222   232   256   474   532   63   408   472   213
c) 13845 25545 29016 30316 31317 34918 66274 74503 6188 57473 65793 29198

a) 26    27   27    27    28    29    29    30   30    30    30    30
b) 421   64   301   345   393   383   485   79   167   209   247   268
c) 58929 6253 41223 47307 54340 52910 67028 7280 20605 27950 32812 35750

a) 30    30    30    31    31    32    32    32    32    32    32
b) 283   439   456   129   284   105   160   228   332   387   436
c) 37882 60710 63050 15054 37687 11011 19084 29549 44681 52546 59956

a) 33    33    34    34    34    34    35    36    36    37   37    38
b) 279   377   235   293   339   497   431   231   426   97   496   356
c) 36673 51623 30355 38012 45136 67977 58188 28756 57408 8866 66950 46722

a) 38    38    39    39    40    40    40    40    40    40    41
b) 390   454   422   490   111   143   194   320   406   489   116
c) 51454 60970 55952 65455 10348 15483 23088 40911 54171 64766 10972

a) 41    41    42   42    42    42    42    43    43    43    43    44
b) 165   451   67   150   156   199   240   140   234   334   487   285
c) 17849 60151 3718 16146 16601 23348 29601 14625 28665 42562 64129 35529

a) 44    44    45  45   45    46    46    47    47    47    48    48
b) 515   519   55  100  419   152   529   338   370   494   151   346
c) 68458 68952 884 7813 55185 15860 70590 42965 47528 65091 15626 43511

a) 49    49    49    49    49    50    51   51   51    51    51    52
b) 189   311   352   357   372   195   74   90   130   313   340   61
c) 21944 38753 44460 45331 47502 22477 3692 6383 12038 38857 43095 1053

a) 52   52    53   53    53    53    54    55    55    55    56   56
b) 93   149   65   365   378   380   229   183   382   459   100  419
c) 6578 15275 2743 46046 48815 48867 26598 20670 48750 60125 6929 54301

a) 57    57    57    57    57    57    57    58    58    59    59
b) 153   161   205   219   277   500   503   385   420   330   481
c) 15106 16042 22854 25233 33293 65585 66183 48815 54405 40664 62270

a) 60    60    60    60    61    61    61    62   62    63   63    64
b) 318   381   467   477   202   238   343   93   149   71   389   408
c) 39156 48425 60554 61802 21983 27534 42302 5525 14222 2210 48698 51285

a) 64    65    65    66    66    66    67   67    67    67    68    68
b) 472   301   345   365   378   380   110  180   187   364   150   156
c) 59605 34970 41054 43303 46072 46124 5993 17134 18694 43173 12428 12883

a) 68    68    69    69    69    69    69    69    70    71    71
b) 199   240   163   310   410   414   482   531   449   168   171
c) 19630 25883 13728 35594 50648 51155 59982 67366 55601 14703 14924

a) 71    71    72    73    73    73    74   74    75   75   75    75
b) 400   536   389   243   255   429   96   384   90   130  313   340
c) 48308 67860 46488 25558 27287 52533 3536 45669 2691 8346 35165 39403

a) 76   76    76    76    76    77   77    77    77    77    78   78
b) 99   175   185   237   398   122  139   327   353   484   125  299
c) 3497 14417 17537 24700 47372 7436 10244 37336 40924 59605 7761 33059

a) 79   80    80    80    80    80    80    80    81    81    81    81
b) 126  167   209   247   268   283   439   456   203   248   351   379
c) 7800 13325 20670 25532 28470 30602 53430 55770 19084 25532 40170 44837

a) 81    82    83    84    85   86    86    87    87    87    88  88
b) 427   401   475   455   141  328   354   159   196   230   91  95
c) 51701 47411 58019 54912 9464 36140 39728 10374 16731 21398 754 1365

a) 88    88    88    89   90    90    91   91    91    92  92    92
b) 214   291   366   102  461   521   130  313   340   95  214   291
c) 19526 29991 40599 1703 54574 62231 5655 32474 36712 611 18772 29237

a) 92    93    94   95    95    95    96    96    96    97    98    99
b) 366   533   149  386   394   469   214   291   366   384   496   206
c) 39845 64077 8697 42770 43836 54665 18161 28626 39234 42133 58084 16263

a) 99    100   100   100   100   101   102   104   104   104   104
b) 462   175   185   237   398   419   478   201   265   373   441
c) 53807 10920 14040 21203 43875 47372 54964 15132 24440 40326 49829

a) 105  105   106  106   106   106   106   108  108   109   109   109
b) 142  413   160  228   332   387   436   114  186   424   437   465
c) 6786 46202 8073 18538 33670 41535 48945 1573 13273 47112 48841 52845

a) 109   111   111   111   112  112   112   112   112   114   114   114
b) 509   180   187   364   143  194   320   406   489   226   241   335
c) 58760 11141 12701 37180 5135 12740 30563 43823 54418 16887 19162 32305

a) 114   115   116  116   117  117   118  118   119   119   120   120
b) 537   186   131  443   165  451   132  329   275   369   253   363
c) 61425 11700 1963 47580 6877 49179 1729 30732 22594 36270 19422 35386

a) 120   121   122  122   122   123  123   123   123   124   124   124
b) 492   348   138  257   278   139  327   353   484   215   362   505
c) 54132 32396 2496 19773 22763 2808 29900 33488 52169 13832 34541 55484

a) 125   125   125   125   126   129   129   129   129   130   131
b) 317   361   480   511   299   252   442   448   491   284   313
c) 28327 34450 51272 55848 25298 18018 45578 46553 52637 22633 26819

a) 131   132   133   134 134   134   134   135  135  135  135   136
b) 340   443   329   136 208   445   450   137  162  170  274   286
c) 31057 45617 29003 819 12077 45513 46800 1118 4342 5642 20644 22074

a) 136   136   136   136   137   137   137   138  138  138   139   139
b) 360   403   510   517   208   445   450   162  170  274   257   278
c) 32825 39403 54223 55315 11258 44694 45981 3224 4524 19526 17277 20267

a) 140   140   140   141   141   141   143   144  144   144   144   145
b) 327   353   484   234   334   487   413   194  320   406   489   309
c) 27092 30680 49361 14040 27937 49504 39416 7605 25428 38688 49283 23049

a) 145   146   146   147   147   147   148   149   149   149   149
b) 434   300   526   254   405   488   463   319   404   447   460
c) 42198 22295 54561 15561 37583 48607 45890 24869 37245 43277 45435

a) 149   151 151  151   152   153   154 154  154   154   154   154
b) 518   156 199  240   346   529   161 205  219   277   500   503
c) 53183 455 7202 13455 27885 54730 936 7748 10127 18187 50479 51077

a) 155   156   157  157   158  158   159  159   159   160  160   161
b) 412   522   199  240   220  337   198  466   507   196  230   228
c) 38103 52819 6747 13000 9945 26676 6539 45266 51064 6357 11024 10465

a) 161   161   161   162  162  162   162   162   163  163   164   164
b) 332   387   436   205  219  277   500   503   170  274   310   410
c) 25597 33462 40872 6812 9191 17251 49543 50141 1300 16302 21866 36920

a) 164   164   164   165  165   165   166   167  167   167   167   167
b) 414   482   531   184  287   342   451   216  333   336   341   498
c) 37427 46254 53638 4108 18057 26208 42302 8060 24622 25246 25987 48737

a) 167   168  168   168   168   168   168   169 169   169   171   172
b) 506   209  247   268   283   439   456   171 400   536   274   400
c) 49803 7345 12207 15145 17277 40105 42445 221 33605 53157 15002 33384

a) 172   173   174   174   174   174   176  176   176   177   178  178
b) 536   528   399   501   508   514   185  237   398   249   207  233
c) 52936 52143 33072 48256 48971 49725 3120 10283 32955 10855 5330 8450

a) 178   178   178   178   181  181   182   182   182   184   184   185
b) 263   325   367   423   187  364   258   453   504   382   459   287
c) 12662 21931 27534 36114 1560 26039 10868 39377 46800 28080 39455 13949

a) 185   186  186   188   189   189   190   190   190   190   191  192
b) 342   237  398   364   288   476   311   352   357   372   224  295
c) 22100 7163 29835 24479 13689 40950 16809 22516 23387 25558 4511 14443

a) 192   192   193   193   194  194   195   195   195   197  199   199
b) 376   446   407   483   221  316   320   406   489   230  466   507
c) 26845 35945 31538 41262 3900 17095 17823 31083 41678 4667 38727 44525

a) 200  202  202   202   203  203   204  204   204   204   205  205
b) 240  265  373   441   238  343   248  351   379   427   260  289
c) 6253 9308 25194 34697 5551 20319 6448 21086 25753 32617 7878 12311

a) 206  206   206   206   207   208  208  208   208   208   209   209
b) 219  277   500   503   462   233  263  325   367   423   445   450
c) 2379 10439 42731 43329 37544 3120 7332 16601 22204 30784 33436 34723

a) 210  210  210  210   210   211  211   211   212  212  212  212   212
b) 247  268  283  439   456   273  303   523   222  232  256  474   532
c) 4862 7800 9932 32760 35100 8112 12584 43966 1300 2301 5902 37258 45487

a) 214   215   215   216   216   217   217   217   217   217   218  219
b) 421   291   366   362   505   333   336   341   498   506   280  261
c) 29731 10465 21073 20709 41652 16562 17186 17927 40677 41743 8801 5954

a) 219   220  220   220   221   222   223  223  223   223   224  224
b) 355   277  500   503   337   316   232  256  474   532   292  396
c) 19396 8060 40352 40950 16731 13195 1001 4602 35958 44187 9347 24440

a) 226   227  227   227   228   228   229   229   229   232   233  233
b) 323   241  335   537   513   524   332   387   436   426   256  474
c) 14222 2275 15418 44538 41145 42224 15132 22997 30407 28652 3601 34957

a) 233   234  234   234   234   235   235   236  236   236   237   238
b) 532   263  325   367   423   334   487   293  339   497   458   398
c) 43186 4212 13481 19084 27664 13897 35464 7657 14781 37622 31759 22672

a) 239   240   240   242   242   243  244  244   246   247   248  248
b) 343   350   358   335   537   270  255  429   331   486   268  283
c) 14768 14885 16471 13143 42263 3718 1729 26975 12233 33917 2938 5070

a) 248   248   249   249   249   252  252   252   252   253   253   253
b) 439   456   351   379   427   306  324   326   368   442   448   491
c) 27898 30238 14638 19305 26169 8034 10959 11232 16926 27560 28535 34619

a) 254   254   255   255   256   257   257   258  259   259   260  261
b) 363   492   405   488   429   474   532   278  453   504   271  289
c) 15964 34710 22022 33046 25246 31356 39585 2990 28509 35932 1885 4433

a) 262   263   264  264   264   265   266   266   267   268   268   269
b) 355   417   325  367   423   499   373   441   495   397   534   283
c) 13442 23140 9269 14872 23452 34164 15886 25389 32838 18369 38363 2132

a) 269   269   270  270   270   270   273   273   274  274   276   277
b) 439   456   322  418   438   512   402   415   303  523   369   308
c) 24960 27300 7527 22061 24765 35126 18850 21450 4472 35854 13676 4329

a) 277   278   278   280   282  284   284   286   286   287   287   287
b) 388   500   503   377   307  439   456   515   519   360   403   510
c) 16172 32292 32890 14950 3588 22828 25168 32929 33423 10751 17329 32149

a) 287   288  289   291   292   293   294  294   295   296   296   297
b) 517   342  476   464   366   396   339  497   538   376   446   527
c) 33241 8151 27261 25532 10608 15093 7124 29965 34918 12402 21502 33631

a) 298  298   299   299   301   302  303  303  304   306   306   307
b) 349  539   392   409   526   345  314  347  523   391   435   324
c) 6955 34853 13403 16731 32266 6084 1482 5980 31382 12402 19318 2925

a) 307  307  309   310   311   311   311   311   312  312  312  313
b) 326  368  388   434   410   414   482   531   352  357  372  470
c) 3198 8892 11843 19149 15054 15561 24388 31772 5707 6578 8749 22971

a) 313   314  315  318  318   318   319  319   319   320   320   320
b) 535   340  347  361  480   511   381  467   477   404   447   460
c) 32227 4238 4498 6123 22945 27521 9269 21398 22646 12376 18408 20566

a) 320   321   321   323   323   323   325 325  326  326   327  328
b) 518   406   489   418   438   512   326 368  367  423   368  353
c) 28314 13260 23855 14534 17238 27599 273 5967 5603 14183 5694 3588

a) 328   329  331   333  333   334 334  334   334   335   336   337 337
b) 484   354  481   387  436   336 341  498   506   487   537   341 498
c) 22269 3588 21606 7865 15275 624 1365 24115 25181 21567 29120 741 23491

a) 337   339  339   340   342   342   350   351  352  352   353 353
b) 506   370  494   497   498   506   539   358  379  427   357 372
c) 24557 4563 22126 22841 22750 23816 27898 1586 4667 11531 871 3042

a) 354   357  357   358  360  360   360   360   361  361   361   362
b) 484   390  454   372  395  493   516   520   403  510   517   480
c) 18681 4732 14248 2171 5330 19331 22685 22984 6578 21398 22490 16822

a) 362   363   364   366  366  368  371   374  375   375   377  379 380
b) 511   505   492   378  380  423  494   441  452   468   446  380 427
c) 21398 20943 18746 2769 2821 8580 17563 9503 10998 12987 9100 52  6864

a) 382   382   383   384   386  387  387   388  391  392  393  395
b) 467   477   459   485   420  394  469   436  454  435  409  469
c) 12129 13377 11375 14118 5590 1066 11895 7410 9516 6916 3328 10829

a) 396   396   396   398   400   400   400   401   403  404   404   405
b) 493   516   520   534   501   508   514   536   415  510   517   447
c) 14001 17355 17654 19994 15184 15899 16653 19552 2600 14820 15912 6032

a) 405  405   406   407   408  409  411 411  411   415  415   419  419
b) 460  518   488   489   483  472  414 482  531   482  531   438  512
c) 8190 15938 11024 10595 9724 8320 507 9334 16718 8827 16211 2704 13065

a) 423  425  425  425   426  431 433   438  438  439   440  441  443
b) 490  437  465  509   444  433 502   465  509  512   456  457  448
c) 9503 1729 5733 11648 2145 858 10127 4004 9919 10361 2340 2392 975

a) 443  446  448  448  449  453  454  461  462  466  467  468  471  475
b) 491  450  460  518  491  468  504  518  521  509  507  477  535  532
c) 7059 1287 2158 9906 6084 1989 7423 7748 7657 5915 5798 1248 9256 8229

a) 480  481  483  494  494  499  501 502 502  509 511  514  516 517
b) 530  511  531  516  520  506  503 508 514  514 517  524  519 520
c) 7670 4576 7384 3354 3653 1066 598 715 1469 754 1092 1079 494 299

a) Starting position of the first group, and also the starting position
   of the second group but from the end of the passage.
b) Ending position of the first group, and also the ending position of the
   second group but from the end of the passage.
c) Total of both groups.

Total of line a: 154438 (nf).                 Total of line b: 306646 (nf).

Total of the positions (a + b): 461084 = 2² x 13 x 8867.

3.4.3Taking every Nth from the list of letters that are not first/last in a word, the following values of N produce totals divisible by 7 and 13.

35 74 155 204 293 471 491 494 509 524

Total of the N values: 3250 = 2 x 5³ x 13.

3.4.4.1A hundred and fifty-nine letters are odd valued and in odd positions of the list in 3.4. (This does not necessarily mean they are odd positioned within the passage.)

a) 1   51  57  75  99   107  143  145  163  231  233  243  245  247  251  281
b) 5   3   5   7   7    3    1    1    1    1    9    5    5    1    1    5

a) 283 303 305 309 311  313  315  321  333  335  345  355  357  381  385  397
b) 9   1   5   9   1    9    5    1    1    9    5    1    3    1    1    5

a) 399 409 421 435 437  441  461  463  465  467  469  471  477  479  481  485
b) 7   1   1   5   5    9    5    5    1    7    5    1    1    1    3    5

a) 487 501 507 509 521  529  531  541  543  549  551  553  559  563  571  573
b) 1   3   9   1   9    1    3    9    9    9    7    1    1    5    5    1

a) 581 583 587 589 603  605  613  615  633  635  641  645  649  651  653  655
b) 9   5   1   5   7    5    9    1    7    1    5    9    9    1    9    5

a) 657 663 679 683 695  697  709  717  723  731  733  743  745  751  757  759
b) 5   5   5   3   1    5    1    1    1    1    5    9    5    1    5    9

a) 761 765 773 777 779  785  793  801  803  807  809  815  823  827  829  833
b) 5   5   9   1   1    9    9    9    1    7    5    1    9    1    3    5

a) 839 849 851 855 861  867  879  881  887  889  899  905  907  911  915  917
b) 1   7   9   1   1    1    3    1    9    1    3    3    3    7    1    1

a) 919 921 923 925 933  939  951  957  959  961  967  973  975  983  985  987
b) 9   5   7   1   3    9    9    1    1    1    1    1    3    9    9    1

a) 989 991 997 999 1005 1023 1025 1029 1053 1055 1057 1061 1063 1069 1075
b) 9   5   1   3   5    5    5    9    9    7    1    5    5    5    1

a) Position in the list of 3.4.
b) Letter that is not first/last in a word.

Total of the letters (b): 689 = 13 x 53.

3.4.4.1Three hundred and sixty-five letters are even valued and in even positions of the list in 3.4.

a) 2   4   6   8   10  12  14  16  18   20   22   24   26   28   30   32
b) 6   30  300 50  20  6   400 50  60   6    50   10   8    200  200  50

a) 34  38  40  42  44  46  50  52  54   58   60   62   64   68   70   72
b) 50  10  10  200 50  50  80  10  30   6    50   80   10   6    20   8

a) 74  80  82  84  86  88  90  94  96   102  104  106  108  110  112  114
b) 50  40  80  10  90  40  80  200 6    10   80   40   40   400  70   2

a) 118 120 122 124 126 128 132 136 138  140  142  144  146  148  150  154
b) 10  400 40  30  40  10  80  30  10   80   200  200  200  40   8    10

a) 156 158 160 162 164 166 168 170 172  174  176  178  180  182  184  186
b) 90  70  80  200 300 4   400 4   4    2    200  10   6    400  60   20

a) 188 190 194 196 198 200 202 204 206  210  212  218  220  222  224  230
b) 30  2   6   10  30  8   70  40  80   70   40   10   30   300  10   80

a) 232 234 242 244 246 248 250 252 254  262  274  276  278  280  282  288
b) 100 600 100 100 300 40  10  40  600  100  60   300  80   200  80   60

a) 290 294 296 298 300 302 304 310 312  314  316  318  320  328  332  334
b) 100 400 40  80  200 60  20  80  90   20   200  60   4    60   100  70

a) 336 344 354 360 368 370 372 374 376  386  390  392  396  398  400  402
b) 90  8   60  100 100 50  40  100 200  200  10   100  8    200  90   200

a) 404 406 408 410 414 420 422 424 426  428  438  440  442  444  446  448
b) 60  600 10  40  60  60  60  300 80   200  200  60   4    40   80   70

a) 450 454 456 458 462 466 468 470 472  478  482  484  486  488  490  492
b) 100 60  100 80  80  70  80  100 10   90   60   100  100  200  600  60

a) 496 498 504 508 510 516 518 526 528  530  534  538  540  542  548  550
b) 80  90  100 20  100 200 60  80  90   100  200  10   100  100  80   8

a) 552 554 556 558 562 566 568 570 574  576  578  582  584  586  588  598
b) 90  200 60  4   30  30  400 30  100  60   60   20   70   8    40   100

a) 600 604 606 608 610 614 616 618 620  622  628  630  632  634  640  646
b) 70  90  100 10  200 20  100 60  100  60   20   300  2    8    8    100

a) 648 650 652 660 662 666 668 670 676  678  680  686  692  694  696  704
b) 80  60  20  60  8   60  70  10  4    10   200  200  60   60   20   50

a) 706 710 712 714 718 720 724 728 730  732  734  740  742  744  746  748
b) 200 400 60  200 50  200 400 80  90   70   10   60   200  400  50   200

a) 754 756 758 762 764 766 768 770 774  776  778  780  782  786  788  792
b) 60  4   30  4   30  40  60  600 60   100  80   4    200  6    40   100

a) 798 800 802 804 806 808 810 812 814  816  818  820  824  826  828  836
b) 200 60  20  100 6   100 70  20  90   200  60   200  60   80   200  40

a) 840 842 844 846 848 850 852 854 860  868  870  874  886  888  890  892
b) 60  100 70  20  90  200 20  60  60   200  60   40   200  20   100  10

a) 894 898 900 902 904 910 912 914 916  918  920  922  924  926  930  934
b) 200 60  600 200 600 60  90  200 10   8    90   70   30   100  70   60

a) 938 940 942 944 946 948 952 956 958  960  962  966  968  970  972  980
b) 60  8   90  80  100 2   90  2   8    80   90   60   90   80   100  200

a) 984 986 988 990 992 994 996 998 1004 1008 1010 1012 1016 1018 1020 1022
b) 60  4   90  20  200 600 80  200 10   60   60   60   80   90   200  60

a) 1026 1028 1034 1042 1046 1048 1052 1054 1056 1058 1062 1066 1068
b) 200  60   60   600  80   90   80   8    90   80   80   400  30

a) Position in the list of 3.4.
b) Letter that is not first/last in a word.

Total of the letters (b): 36296 = 2³ x 13 x 349.

3.4.4.3The letters in 3.4.4.1 and 3.4.4.2 could be termed purely odd or purely even. Since both are multiples of 13, the two categories together are also divisible by 13: 36985 = 5 x 13 x 569.

3.4.5The 1079 letters in 3.4 break down perfectly into prime numbers, and not prime numbers. Exactly 143 (11 x 13) of the letters that are not first/last in a word are prime numbers. Other than the fact that there are 143 of them, there is no other numeric feature. The total of the remaining 936 letters (2³ x 3² x 13) also has no feature, but the sum of their positions in the list of 3.4 is 501305 (5 x 7 x 14323).

3.4.6From the list in 3.4, the total of the middle N letters is divisible by 13 when N is one of the following thirty-nine (3 x 13) values:

1073 1071 1059 1053 1013 1011 975 949 941 901 771 725 665 613 609 587 
579 553 493 487 429 401 391 349 345 331 323 319 255 233 217 181 175 
157 143 107 85 37 25

Total of the N values: 20631 = 3 x 13 x 23².

3.4.7When the letters in 3.4 are added up one by one, the accumulated total will sometimes be a multiple of 91 (7 x 13). This happens 18 times.

a) 63    73    157   215   362   390   424   465   472
b) 400   80    30    6     9     10    300   1     10
c) 3822  4459  11557 15925 26390 28483 31395 34762 35035

a) 493   516   593   622   639   673   744   964   1003
b) 100   200   60    60    20    90    400   5     200
c) 36855 38766 43771 45773 46501 48412 54964 69433 72345

a) Position in the list from 3.4.
b) Letter value.
c) Accumulated total.

Total of the letters where this happens (b): 1981 = 7 x 283.

3.4.8The 1079 letters in 3.4 can be divided four ways into alternating groups of M and N number of letters, where M and N are multiples of 7 or 13.

3.4.8.1Alternating groups of 13 and 28 letters can be extracted from the list in 3.4.

3.4.8.1.1Groups of 13:

5 6 8 30 80 300 70 50 4 20 70 6 50
200 20 50 10 50 10 5 6 80 3 10 6 30
400 10 70 90 40 40 300 80 100 1 6 200 300
30 200 40 80 10 10 5 6 80 20 1 8 30
2 4 70 400 90 4 10 4 10 2 4 200 2
80 300 1 300 70 10 40 50 5 6 9 2 10
1 40 60 10 1 40 8 600 70 5 8 7 10
60 200 100 60 1 80 400 60 40 100 80 60 200
90 1 200 100 1 70 9 90 30 1 100 1 50
50 40 40 600 100 100 200 4 5 30 9 1 9
8 9 40 60 100 5 300 1 40 60 1 60 80
9 4 60 200 100 60 80 400 9 5 80 5 9
100 1 200 80 600 90 60 5 3 5 200 100 60
200 80 9 90 10 200 100 9 100 9 1 70 5
60 60 30 60 300 5 9 20 5 70 60 8 1
100 60 60 200 100 60 60 60 3 60 1 20 20
5 7 90 60 60 8 5 7 90 60 200 70 60
9 200 9 4 1 100 50 60 200 90 9 1 400
90 60 200 200 9 400 5 50 60 200 90 9 1
4 60 200 60 5 9 6 60 40 30 1 80 100
4 1 9 60 10 80 1 200 3 1 90 1 5
1 90 9 20 5 1 200 100 60 60 9 600 40
100 600 3 1 3 5 50 60 7 90 60 200 1
80 600 100 60 2 80 1 9 90 100 1 2 2
9 4 1 90 9 20 5 200 30 600 10 80 1
200 100 60 9 9 20 1 100 60 60 1 90 9
60 30 5 1 90 9 20 5 1 9 90 1 80

Total of the groups of 13: 24947 = 13 x 19 x 101. SF: 133 = 7 x 19. SF: 26 = 2 x 13.

3.4.8.1.2Groups of 28:

400 10 50 6 60 30 6 40 50 30 10 2 8 2 200 400 200 80 50 30 50 90 1 70 10 50 10 4
50 3 5 6 70 50 30 80 400 10 300 9 2 6 2 20 200 8 80 50 7 7 10 1 30 40 30 80
6 8 3 7 1 200 10 10 80 300 40 3 40 10 400 300 70 10 2 200 1 300 10 40 400 10 40 300
300 10 300 80 300 200 1 200 1 200 10 40 10 8 80 5 6 10 4 90 30 70 40 80 300 200 1 300
10 70 6 50 400 6 60 2 20 8 30 200 2 10 1 90 6 40 10 8 30 30 8 300 70 200 40 6
300 30 80 300 70 10 80 3 10 1 100 80 1 100 9 600 100 1 20 5 50 1 40 100 5 100 5 300
1 200 100 60 5 300 1 20 1 30 1 100 9 60 60 80 300 200 80 60 200 5 80 9 5 2 1 20
100 60 1 20 5 3 60 1 9 80 1 90 9 20 5 200 600 60 200 4 1 9 600 1 4 9 4 60
7 20 8 5 1 20 9 50 9 20 1 100 60 1 5 3 5 200 100 60 9 4 3 30 9 200 100 60
100 9 1 200 80 9 90 10 200 100 50 7 20 8 5 200 7 90 60 200 50 60 80 600 60 10 1 40
300 200 80 60 200 30 1 100 9 60 1 5 3 5 200 100 60 9 4 60 40 8 80 600 70 60 100 200
1 70 7 80 5 100 1 10 80 1 200 3 1 90 1 5 3 60 40 100 5 100 1 200 80 600 90 60
9 9 20 1 100 60 1 2 5 100 200 100 60 30 5 9 1 100 1 200 80 600 90 1 100 3 1 200
10 80 9 8 7 90 1 200 100 60 200 4 1 9 60 30 5 9 60 30 60 400 60 30 5 1 1 100
40 5 9 100 9 60 5 60 1 200 100 60 70 60 9 7 90 5 100 200 10 60 200 90 5 9 20 1
60 300 60 2 7 8 1 9 90 7 20 8 5 9 80 1 9 100 600 80 9 60 1 20 9 1 5 3
10 80 9 90 9 200 4 600 10 5 200 100 5 3 5 200 200 100 9 20 1 100 60 30 60 1 20 5
70 60 20 200 90 1 1 50 60 200 90 9 1 400 100 1 200 80 600 90 1 70 5 10 80 9 8 7
1 30 60 200 4 5 30 9 1 5 4 60 30 5 40 60 60 40 600 8 5 9 60 200 100 1 80 1
9 1 400 5 60 200 100 60 9 20 1 100 60 6 7 100 5 70 60 20 200 90 1 200 100 60 60 200
3 60 40 100 5 1 60 200 100 60 70 60 20 200 90 7 200 9 20 60 60 1 9 90 1 80 60 1
100 9 20 5 3 5 1 9 90 1 80 200 9 20 1 100 60 10 60 200 90 1 600 60 3 600 60 200
10 1 8 9 90 5 70 7 30 1 100 60 9 60 70 60 5 3 60 30 5 40 60 9 8 60 90 100
1 8 1 80 1 90 10 5 200 60 1 90 400 80 10 100 1 5 3 5 60 9 60 200 4 1 9 60
200 3 1 90 1 200 10 5 9 40 60 80 60 80 60 100 1 200 80 600 90 60 200 100 60 5 3 5
20 5 30 600 100 1 200 80 600 90 70 5 10 80 9 8 7 90 1 80 400 9 5 80 5 9 200 400

Total of the groups of 28: 53620 = 2² x 5 x 7 x 383. SF: 399 = 3 x 7 x 19.

3.4.8.2Alternating groups of 260 and 13 letters can be extracted from the list in 3.4.

3.4.8.2.1Groups of 260:

5 6 8 30 80 300 70 50 4 20 70 6 50 400 10 50 6 60 30 6 40 50 30 10 2 8 2 200 400 200 80 50 30 50 90 1 70 10 50 10 4 200 20 50 10 50 10 5 6 80 3 10 6 30 50 3 5 6 70 50 30 80 400 10 300 9 2 6 2 20 200 8 80 50 7 7 10 1 30 40 30 80 400 10 70 90 40 40 300 80 100 1 6 200 300 6 8 3 7 1 200 10 10 80 300 40 3 40 10 400 300 70 10 2 200 1 300 10 40 400 10 40 300 30 200 40 80 10 10 5 6 80 20 1 8 30 300 10 300 80 300 200 1 200 1 200 10 40 10 8 80 5 6 10 4 90 30 70 40 80 300 200 1 300 2 4 70 400 90 4 10 4 10 2 4 200 2 10 70 6 50 400 6 60 2 20 8 30 200 2 10 1 90 6 40 10 8 30 30 8 300 70 200 40 6 80 300 1 300 70 10 40 50 5 6 9 2 10 300 30 80 300 70 10 80 3 10 1 100 80 1 100 9 600 100 1 20 5 50 1 40 100 5 100 5 300 1 40 60 10 1 40 8 600 70 5 8 7 10 1
60 80 300 200 80 60 200 5 80 9 5 2 1 20 60 200 100 60 1 80 400 60 40 100 80 60 200 100 60 1 20 5 3 60 1 9 80 1 90 9 20 5 200 600 60 200 4 1 9 600 1 4 9 4 60 90 1 200 100 1 70 9 90 30 1 100 1 50 7 20 8 5 1 20 9 50 9 20 1 100 60 1 5 3 5 200 100 60 9 4 3 30 9 200 100 60 50 40 40 600 100 100 200 4 5 30 9 1 9 100 9 1 200 80 9 90 10 200 100 50 7 20 8 5 200 7 90 60 200 50 60 80 600 60 10 1 40 8 9 40 60 100 5 300 1 40 60 1 60 80 300 200 80 60 200 30 1 100 9 60 1 5 3 5 200 100 60 9 4 60 40 8 80 600 70 60 100 200 9 4 60 200 100 60 80 400 9 5 80 5 9 1 70 7 80 5 100 1 10 80 1 200 3 1 90 1 5 3 60 40 100 5 100 1 200 80 600 90 60 100 1 200 80 600 90 60 5 3 5 200 100 60 9 9 20 1 100 60 1 2 5 100 200 100 60 30 5 9 1 100 1 200 80 600 90 1 100 3 1 200
10 80 9 8 7 90 1 200 100 60 200 4 1 9 60 30 5 9 60 30 60 400 60 30 5 1 1 100 60 60 30 60 300 5 9 20 5 70 60 8 1 40 5 9 100 9 60 5 60 1 200 100 60 70 60 9 7 90 5 100 200 10 60 200 90 5 9 20 1 100 60 60 200 100 60 60 60 3 60 1 20 20 60 300 60 2 7 8 1 9 90 7 20 8 5 9 80 1 9 100 600 80 9 60 1 20 9 1 5 3 5 7 90 60 60 8 5 7 90 60 200 70 60 10 80 9 90 9 200 4 600 10 5 200 100 5 3 5 200 200 100 9 20 1 100 60 30 60 1 20 5 9 200 9 4 1 100 50 60 200 90 9 1 400 70 60 20 200 90 1 1 50 60 200 90 9 1 400 100 1 200 80 600 90 1 70 5 10 80 9 8 7 90 60 200 200 9 400 5 50 60 200 90 9 1 1 30 60 200 4 5 30 9 1 5 4 60 30 5 40 60 60 40 600 8 5 9 60 200 100 1 80 1 4 60 200 60 5 9 6 60 40 30 1 80 100 9 1 400 5 60 200 100 60 9 20 1 100 60 6
200 4 1 9 60 10 80 1 200 3 1 90 1 5 3 60 40 100 5 1 60 200 100 60 70 60 20 200 90 7 200 9 20 60 60 1 9 90 1 80 60 1 1 90 9 20 5 1 200 100 60 60 9 600 40 100 9 20 5 3 5 1 9 90 1 80 200 9 20 1 100 60 10 60 200 90 1 600 60 3 600 60 200 100 600 3 1 3 5 50 60 7 90 60 200 1 10 1 8 9 90 5 70 7 30 1 100 60 9 60 70 60 5 3 60 30 5 40 60 9 8 60 90 100 80 600 100 60 2 80 1 9 90 100 1 2 2 1 8 1 80 1 90 10 5 200 60 1 90 400 80 10 100 1 5 3 5 60 9 60 200 4 1 9 60 9 4 1 90 9 20 5 200 30 600 10 80 1 200 3 1 90 1 200 10 5 9 40 60 80 60 80 60 100 1 200 80 600 90 60 200 100 60 5 3 5 200 100 60 9 9 20 1 100 60 60 1 90 9 20 5 30 600 100 1 200 80 600 90 70 5 10 80 9 8 7 90 1 80 400 9 5 80 5 9 200 400 60 30 5 1 90 9 20 5 1 9 90 1 80

Total of the groups of 260: 75824 = 2⁴ x 7 x 677.

3.4.8.2.2Groups of 13:

200 100 60 5 300 1 20 1 30 1 100 9 60
200 80 9 90 10 200 100 9 100 9 1 70 5
7 100 5 70 60 20 200 90 1 200 100 60 60

Total of the groups of 13: 2743 = 13 x 211. SF: 224 = 2⁵ x 7.

3.4.8.3Alternating groups of 104 and 221 letters can be extracted from the list in 3.4.

3.4.8.3.1Groups of 104:

5 6 8 30 80 300 70 50 4 20 70 6 50 400 10 50 6 60 30 6 40 50 30 10 2 8 2 200 400 200 80 50 30 50 90 1 70 10 50 10 4 200 20 50 10 50 10 5 6 80 3 10 6 30 50 3 5 6 70 50 30 80 400 10 300 9 2 6 2 20 200 8 80 50 7 7 10 1 30 40 30 80 400 10 70 90 40 40 300 80 100 1 6 200 300 6 8 3 7 1 200 10 10 80
9 4 60 90 1 200 100 1 70 9 90 30 1 100 1 50 7 20 8 5 1 20 9 50 9 20 1 100 60 1 5 3 5 200 100 60 9 4 3 30 9 200 100 60 50 40 40 600 100 100 200 4 5 30 9 1 9 100 9 1 200 80 9 90 10 200 100 50 7 20 8 5 200 7 90 60 200 50 60 80 600 60 10 1 40 8 9 40 60 100 5 300 1 40 60 1 60 80 300 200 80 60 200 30
1 20 9 1 5 3 5 7 90 60 60 8 5 7 90 60 200 70 60 10 80 9 90 9 200 4 600 10 5 200 100 5 3 5 200 200 100 9 20 1 100 60 30 60 1 20 5 9 200 9 4 1 100 50 60 200 90 9 1 400 70 60 20 200 90 1 1 50 60 200 90 9 1 400 100 1 200 80 600 90 1 70 5 10 80 9 8 7 90 60 200 200 9 400 5 50 60 200 90 9 1 1 30 60
5 60 9 60 200 4 1 9 60 9 4 1 90 9 20 5 200 30 600 10 80 1 200 3 1 90 1 200 10 5 9 40 60 80 60 80 60 100 1 200 80 600 90 60 200 100 60 5 3 5 200 100 60 9 9 20 1 100 60 60 1 90 9 20 5 30 600 100 1 200 80 600 90 70 5 10 80 9 8 7 90 1 80 400 9 5 80 5 9 200 400 60 30 5 1 90 9 20 5 1 9 90 1 80

Total of the groups of 104: 29952 = 2⁸ x 3² x 13. SF: 35 = 5 x 7.

3.4.8.3.2Groups of 221:

300 40 3 40 10 400 300 70 10 2 200 1 300 10 40 400 10 40 300 30 200 40 80 10 10 5 6 80 20 1 8 30 300 10 300 80 300 200 1 200 1 200 10 40 10 8 80 5 6 10 4 90 30 70 40 80 300 200 1 300 2 4 70 400 90 4 10 4 10 2 4 200 2 10 70 6 50 400 6 60 2 20 8 30 200 2 10 1 90 6 40 10 8 30 30 8 300 70 200 40 6 80 300 1 300 70 10 40 50 5 6 9 2 10 300 30 80 300 70 10 80 3 10 1 100 80 1 100 9 600 100 1 20 5 50 1 40 100 5 100 5 300 1 40 60 10 1 40 8 600 70 5 8 7 10 1 200 100 60 5 300 1 20 1 30 1 100 9 60 60 80 300 200 80 60 200 5 80 9 5 2 1 20 60 200 100 60 1 80 400 60 40 100 80 60 200 100 60 1 20 5 3 60 1 9 80 1 90 9 20 5 200 600 60 200 4 1 9 600 1 4
1 100 9 60 1 5 3 5 200 100 60 9 4 60 40 8 80 600 70 60 100 200 9 4 60 200 100 60 80 400 9 5 80 5 9 1 70 7 80 5 100 1 10 80 1 200 3 1 90 1 5 3 60 40 100 5 100 1 200 80 600 90 60 100 1 200 80 600 90 60 5 3 5 200 100 60 9 9 20 1 100 60 1 2 5 100 200 100 60 30 5 9 1 100 1 200 80 600 90 1 100 3 1 200 200 80 9 90 10 200 100 9 100 9 1 70 5 10 80 9 8 7 90 1 200 100 60 200 4 1 9 60 30 5 9 60 30 60 400 60 30 5 1 1 100 60 60 30 60 300 5 9 20 5 70 60 8 1 40 5 9 100 9 60 5 60 1 200 100 60 70 60 9 7 90 5 100 200 10 60 200 90 5 9 20 1 100 60 60 200 100 60 60 60 3 60 1 20 20 60 300 60 2 7 8 1 9 90 7 20 8 5 9 80 1 9 100 600 80 9 60
200 4 5 30 9 1 5 4 60 30 5 40 60 60 40 600 8 5 9 60 200 100 1 80 1 4 60 200 60 5 9 6 60 40 30 1 80 100 9 1 400 5 60 200 100 60 9 20 1 100 60 6 7 100 5 70 60 20 200 90 1 200 100 60 60 200 4 1 9 60 10 80 1 200 3 1 90 1 5 3 60 40 100 5 1 60 200 100 60 70 60 20 200 90 7 200 9 20 60 60 1 9 90 1 80 60 1 1 90 9 20 5 1 200 100 60 60 9 600 40 100 9 20 5 3 5 1 9 90 1 80 200 9 20 1 100 60 10 60 200 90 1 600 60 3 600 60 200 100 600 3 1 3 5 50 60 7 90 60 200 1 10 1 8 9 90 5 70 7 30 1 100 60 9 60 70 60 5 3 60 30 5 40 60 9 8 60 90 100 80 600 100 60 2 80 1 9 90 100 1 2 2 1 8 1 80 1 90 10 5 200 60 1 90 400 80 10 100 1 5 3

Total of the groups of 221: 48615 = 3 x 5 x 7 x 463.

3.4.8.4Alternating groups of 325 and 429 letters can be extracted from the list in 3.4.

3.4.8.4.1Groups of 325:

5 6 8 30 80 300 70 50 4 20 70 6 50 400 10 50 6 60 30 6 40 50 30 10 2 8 2 200 400 200 80 50 30 50 90 1 70 10 50 10 4 200 20 50 10 50 10 5 6 80 3 10 6 30 50 3 5 6 70 50 30 80 400 10 300 9 2 6 2 20 200 8 80 50 7 7 10 1 30 40 30 80 400 10 70 90 40 40 300 80 100 1 6 200 300 6 8 3 7 1 200 10 10 80 300 40 3 40 10 400 300 70 10 2 200 1 300 10 40 400 10 40 300 30 200 40 80 10 10 5 6 80 20 1 8 30 300 10 300 80 300 200 1 200 1 200 10 40 10 8 80 5 6 10 4 90 30 70 40 80 300 200 1 300 2 4 70 400 90 4 10 4 10 2 4 200 2 10 70 6 50 400 6 60 2 20 8 30 200 2 10 1 90 6 40 10 8 30 30 8 300 70 200 40 6 80 300 1 300 70 10 40 50 5 6 9 2 10 300 30 80 300 70 10 80 3 10 1 100 80 1 100 9 600 100 1 20 5 50 1 40 100 5 100 5 300 1 40 60 10 1 40 8 600 70 5 8 7 10 1 200 100 60 5 300 1 20 1 30 1 100 9 60 60 80 300 200 80 60 200 5 80 9 5 2 1 20 60 200 100 60 1 80 400 60 40 100 80 60 200 100 60 1 20 5 3 60 1 9 80 1 90 9 20 5 200 600 60 200 4 1 9 600 1 4
200 4 5 30 9 1 5 4 60 30 5 40 60 60 40 600 8 5 9 60 200 100 1 80 1 4 60 200 60 5 9 6 60 40 30 1 80 100 9 1 400 5 60 200 100 60 9 20 1 100 60 6 7 100 5 70 60 20 200 90 1 200 100 60 60 200 4 1 9 60 10 80 1 200 3 1 90 1 5 3 60 40 100 5 1 60 200 100 60 70 60 20 200 90 7 200 9 20 60 60 1 9 90 1 80 60 1 1 90 9 20 5 1 200 100 60 60 9 600 40 100 9 20 5 3 5 1 9 90 1 80 200 9 20 1 100 60 10 60 200 90 1 600 60 3 600 60 200 100 600 3 1 3 5 50 60 7 90 60 200 1 10 1 8 9 90 5 70 7 30 1 100 60 9 60 70 60 5 3 60 30 5 40 60 9 8 60 90 100 80 600 100 60 2 80 1 9 90 100 1 2 2 1 8 1 80 1 90 10 5 200 60 1 90 400 80 10 100 1 5 3 5 60 9 60 200 4 1 9 60 9 4 1 90 9 20 5 200 30 600 10 80 1 200 3 1 90 1 200 10 5 9 40 60 80 60 80 60 100 1 200 80 600 90 60 200 100 60 5 3 5 200 100 60 9 9 20 1 100 60 60 1 90 9 20 5 30 600 100 1 200 80 600 90 70 5 10 80 9 8 7 90 1 80 400 9 5 80 5 9 200 400 60 30 5 1 90 9 20 5 1 9 90 1 80

Total of the groups of 325: 47978 = 2 x 7 x 23 x 149.

3.4.8.4.2Groups of 429:

9 4 60 90 1 200 100 1 70 9 90 30 1 100 1 50 7 20 8 5 1 20 9 50 9 20 1 100 60 1 5 3 5 200 100 60 9 4 3 30 9 200 100 60 50 40 40 600 100 100 200 4 5 30 9 1 9 100 9 1 200 80 9 90 10 200 100 50 7 20 8 5 200 7 90 60 200 50 60 80 600 60 10 1 40 8 9 40 60 100 5 300 1 40 60 1 60 80 300 200 80 60 200 30 1 100 9 60 1 5 3 5 200 100 60 9 4 60 40 8 80 600 70 60 100 200 9 4 60 200 100 60 80 400 9 5 80 5 9 1 70 7 80 5 100 1 10 80 1 200 3 1 90 1 5 3 60 40 100 5 100 1 200 80 600 90 60 100 1 200 80 600 90 60 5 3 5 200 100 60 9 9 20 1 100 60 1 2 5 100 200 100 60 30 5 9 1 100 1 200 80 600 90 1 100 3 1 200 200 80 9 90 10 200 100 9 100 9 1 70 5 10 80 9 8 7 90 1 200 100 60 200 4 1 9 60 30 5 9 60 30 60 400 60 30 5 1 1 100 60 60 30 60 300 5 9 20 5 70 60 8 1 40 5 9 100 9 60 5 60 1 200 100 60 70 60 9 7 90 5 100 200 10 60 200 90 5 9 20 1 100 60 60 200 100 60 60 60 3 60 1 20 20 60 300 60 2 7 8 1 9 90 7 20 8 5 9 80 1 9 100 600 80 9 60 1 20 9 1 5 3 5 7 90 60 60 8 5 7 90 60 200 70 60 10 80 9 90 9 200 4 600 10 5 200 100 5 3 5 200 200 100 9 20 1 100 60 30 60 1 20 5 9 200 9 4 1 100 50 60 200 90 9 1 400 70 60 20 200 90 1 1 50 60 200 90 9 1 400 100 1 200 80 600 90 1 70 5 10 80 9 8 7 90 60 200 200 9 400 5 50 60 200 90 9 1 1 30 60

Total of the groups of 429: 30589 = 13² x 181.

All The Letters

4There are 1867 letters. This is a prime number and has no other features.

4.1Beginning with the first letter and taking every Nth after, the following values of N produce sequences whose total is a multiple of 91 (7 x 13).

217 322 333 403 445 611

Total of the N values: 2331 = 3² x 7 x 37.

4.2There are over 400 possible sub-features with the list in 4.

Of special note among the 400 plus features are the two that mirror taking every other word.

4.2.1Every other letter (odd positioned): 59774 = 2 x 11² x 13 x 19. SF: 56 = 2³ x 7. SF: 13.

4.2.2Every other letter (even positioned): 65611 = 7² x 13 x 103. SF: 130 = 2 x 5 x 13.

4.2.3The difference between the odd and even positioned letters: 5837 = 13 x 449. SF: 462 = 2 x 3 x 7 x 11.

4.3Two hundred and fifty-seven letters are prime numbers. Aside from 257 being a prime number, there is no feature with these letters. However, there are 1610 (2 x 5 x 7 x 23) letters that are not prime numbers. and the total of their positions in the passage: 1484028 = 2² x 3³ x 7 x 13 x 151.

4.4Ninety-eight letters are multiples of 7, but again there are no other features with these letters. (98 = 2 x 7².)

4.5When the letters are added up one by one, there are 301 (7 x 43) instances where the letter's position, value, and accumulated total will all be even numbers. The total of the positions of these letters: 274022 = 2 x 7 x 23² x 37. The total of these letters: 29554 = 2 x 7 x 2111. (Unfortunately, there is no matching feature with letters where everything is odd valued.)

4.6The 1867 letters can be divided two ways into alternating groups of M and N number of letters, where M and N are multiples of 7 or 13.

4.6.1Alternating groups of 351 and 28 letters can be extracted from all the letters.

4.6.1.1Total of the groups of 351 letters: 117845 = 5 x 7² x 13 x 37.

4.6.1.2Total of the groups of 28 letters: 7540 = 2² x 5 x 13 x 29.

4.6.2Alternating groups of 511 and 845 letters can be extracted from all the letters.

4.6.2.1Total of the groups of 511 letters: 65663 = 13 x 5051.

4.6.2.2Total of the groups of 845 letters: 59722 = 2 x 13 x 2297.

4.7Only four letters have the unique function of separating the passage's other letters into what is between their first and last occurrences, and what is not between them.