Bible Numbers 2.0

David: Witness To The Crucifixion

The Bible gives more than one prophetic witness to the crucifixion. Isaiah's vision was that of a bystander who could see behind the scenes and understand the greater ramifications. In Psalm 22, David writes a first person account of the crucifixion as if it was happening to him. This brings the crucifixion much closer.

David was a man with a fierce sense of justice and righteousness. This was what made him a great king. Thus when he saw a vision of the crucifixion, he called on God to help and save. Jesus would quote his opening cry on the cross. Even though David knew God heard, and would save, his question of Why would not be answered until centuries later with Isaiah's vision.

David's Psalm 22:2-19 is paired with its fulfillment in Luke 23:11-21.

(N.B. There is a difference in the number of verses between the English Bible and the Hebrew Bible. English Bibles combine the Hebrew Bible's verses 1 and 2 into one verse. As the numeric data is based on the Hebrew, the Hebrew verse numbering is used. The Psalm 22:2 reference for the Hebrew is equivalent to English Psalm 22:1b.)

2 My God, my God, why hast thou forsaken me? Why art thou so far from helping me, from the words of my groaning? 3 O my God, I cry by day, but thou dost not answer; and by night, but find no rest. 4 Yet thou art holy, enthroned on the praises of Israel. 5 In thee our fathers trusted; they trusted, and thou didst deliver them. 6 To thee they cried, and were saved; in thee they trusted, and were not disappointed. 7 But I am a worm, and no man; scorned by men, and despised by the people. 8 All who see me mock at me, they make mouths at me, they wag their heads; 9 "He committed his cause to the LORD; let him deliver him, let him rescue him, for he delights in him!" 10 Yet thou art he who took me from the womb; thou didst keep me safe upon my mother's breasts. 11 Upon thee was I cast from my birth, and since my mother bore me thou hast been my God. 12 Be not far from me, for trouble is near and there is none to help. 13 Many bulls encompass me, strong bulls of Bashan surround me; 14 they open wide their mouths at me, like a ravening and roaring lion. 15 I am poured out like water, and all my bones are out of joint; my heart is like wax, it is melted within my breast; 16 my strength is dried up like a potsherd, and my tongue cleaves to my jaws; thou dost lay me in the dust of death. 17 Yea, dogs are round about me; a company of evildoers encircle me; they have pierced my hands and feet -- 18 I can count all my bones -- they stare and gloat over me; 19 they divide my garments among them, and for my raiment they cast lots. (Psalm 22:2-19; Hebrew verse numbering)¹

David deeply empathized with Jesus' crucifixion. He felt the scorn and despising Jesus experienced. He heard the taunting and mockery as if the insults were heaped on him. He even quotes what they say, He committed his cause to the LORD; let him deliver him, let him rescue him, for he delights in him! (Verse 9. See: Matthew 27:43.) David felt the pain of crucifixion, with bones pulled out of joints by the hanging. It was as if he could feel the spreading weakness (verse 15). He could sense the thirst (verse 16). His vivid description of the crucifixion even includes the division of Jesus' garments (verse 19. See: Luke 23:34; John 19:24.)

There are 137 words, and 540 letters in Psalm 22:2-19. The numeric total: 32120. None of these numbers are multiples of 7 or 13.

11 And Herod with his soldiers treated him with contempt and mocked him; then, arraying him in gorgeous apparel, he sent him back to Pilate. 12 And Herod and Pilate became friends with each other that very day, for before this they had been at enmity with each other. 13 Pilate then called together the chief priests and the rulers and the people, 14 and said to them, "You brought me this man as one who was perverting the people; and after examining him before you, behold, I did not find this man guilty of any of your charges against him; 15 neither did Herod, for he sent him back to us. Behold, nothing deserving death has been done by him; 16 I will therefore chastise him and release him." 18 But they all cried out together, "Away with this man, and release to us Barabbas" -- 19 a man who had been thrown into prison for an insurrection started in the city, and for murder. 20 Pilate addressed them once more, desiring to release Jesus; 21 but they shouted out, "Crucify, crucify him!" (Luke 23:11-21)

David's psalm and prophecy came true with Herod's taunting and mockery of Jesus. Luke's account makes it clear neither Herod nor Pilate found any fault with Jesus. But innocence did not stop the authorities of the day from abusing Jesus once they had him in their power. Pilate would chastise an innocent person just to satisfy a mob. The mob demanded crucifixion.

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: 84630 = 2 x 3 x 5 x 7 x 13 x 31. (See feature 1.)

A.4Number of words: 280 = 2³ x 5 x 7. (See feature 2.)

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

B.2Every other verse (odd): 40649 = 7 x 5807. (See feature 1.2.)

B.2.2Every other verse (even): 43981 = 7 x 61 x 103. (See feature 1.3.)

B.3Every other word (odd): 40274 = 2 x 13 x 1549. (See feature 2.5.1.)

B.3.2Every other word (even): 44356 = 2² x 13 x 853. (See feature 2.5.2.)

B.4Every other letter (odd): 42756 = 2² x 3 x 7 x 509. (See feature 4.1.)

B.4.2Every other letter (even): 41874 = 2 x 3 x 7 x 997. (See feature 4.2.)

Alpha & Omega (The first and last) Add up the first item with the last item.

C.3.2First and last letter of each word: 31135 = 5 x 13 x 479. (See feature 3.)

Alpha (The first) Add up the first item.

D.3.3First letter of each word: 12974 = 2 x 13 x 499. (See feature 3.1.)

Omega (The last) Add up the last item.

E.3.3Last letter of each word: 18161 = 11 x 13 x 127. (See feature 3.8.)

F.2First half of the verses: 24167 = 11 x 13³. (See feature 1.7.1.)

F.2.2Last half of the verses: 60463 = 13 x 4651. (See feature 1.7.2.)

Luke's passage has 143 words, 736 letters and a numeric total of 52510. Only the number of words is noteworthy (143 = 11 x 13).

The Verses

1Prophecy and fulfillment together total 84630 (2 x 3 x 5 x 7 x 13 x 31). The result is divisible by 7 and 13. This is a one in 91 chance, much rarer than one in seven or one in thirteen.

List of verses:
2776 1229 2522 1112 783 2215 1769 597 1102 1782 1891 1973 1236 3180 3692 1861 1323 1077 7863 6465 3716 13907 5428 2212 2412 2787 4136 3584

1.1There are 28 verses. (2² x 7.)

1.2Odd positioned verses:

2776 2522 783 1769 1102 1891 1236 3692 1323 7863 3716 5428 2412 4136

Total: 40649 = 7 x 5807.

1.3Even positioned verses:

1229 1112 2215 597 1782 1973 3180 1861 1077 6465 13907 2212 2787 3584

Total: 43981 = 7 x 61 x 103.

1.4Difference between the odd and even positioned verses produces an extra factor of 7: 3332 = 2² x 7² x 17. SF: 35 = 5 x 7.

1.5Not only does taking every other verse produce a multiple of 7, but so can taking every fifth verse. This can be done two ways.

1.5.1Beginning with the first verse and taking every 5th verse:

1    6    11   16   21   26
2776 2215 1891 1861 3716 2787

Total: 15246 = 2 x 3² x 7 x 11².

1.5.2Taking every 5th verse (i.e. beginning with the 5th verse and every 5th after):

5   10   15   20   25
783 1782 3692 6465 2412

Total: 15134 = 2 x 7 x 23 x 47.

1.5.3Two other series also succeed when one begins with the first verse and takes every Nth verse after.

1.5.3.1Beginning with the first verse, take every 7th verse after.

1    8   15   22
2776 597 3692 13907

Total: 20972 = 2² x 7² x 107.

1.5.3.2Beginning with the first verse, take every 14th verse after.

1    15
2776 3692

Total: 6468 = 2² x 3 x 7² x 11.

1.5.4All told, there were four ways of taking every Nth verse when the beginning of the sequence is the first verse.

2 5 7 14

Providentially, when the N values that work are added together the total is 28 (2² x 7).

1.6Beginning with the last verse, and taking every Nth verse going backwards, the following values of N also produce totals divisible by 7.

2 6 13

The total of these N values: 21 = 3 x 7.

1.7Revelation 1:8's Alpha and Omega is a statement of complementary opposites. This can be applied many ways. One way is first and last halves.

1.7.1First half of the verses:

2776 1229 2522 1112 783 2215 1769 597 1102 1782 1891 1973 1236 3180

Total: 24167 = 11 x 13³.

1.7.2Last half of the verses:

3692 1861 1323 1077 7863 6465 3716 13907 5428 2212 2412 2787 4136 3584

Total: 60463 = 13 x 4651.

1.8Another method of applying Revelation 1:8's Alpha and Omega is by odd and even numbers. The verses divide perfectly into odd and even categories.

1.8.1There are exactly 14 odd valued verses.

a) 2    5   6    7    8   11   12   16   17   18   19   20   22    26
b) 1229 783 2215 1769 597 1891 1973 1861 1323 1077 7863 6465 13907 2787

a) Verse position.
b) Verse total.

The total of these verses has no feature, but the sum of their positions does: 189 = 3³ x 7.

1.8.2There are precisely 14 even valued verses.

a) 1    3    4    9    10   13   14   15   21   23   24   25   27   28
b) 2776 2522 1112 1102 1782 1236 3180 3692 3716 5428 2212 2412 4136 3584

a) Verse position.
b) Verse total.

Again the total of these verses has no feature, and again it is the total of their positions: 217 = 7 x 31.

1.9A third way applying Revelation 1:8 is by classifying the verse totals as prime numbers and not prime numbers.

1.9.1Four verse totals are prime numbers.

Verse position: 2    12   16   22
Verse total:    1229 1973 1861 13907

Total of their positions: 52 = 2² x 13. Total of the primes: 18970 = 2 x 5 x 7 x 271.

1.9.2Twenty-six (2 x 13) verse totals are not prime numbers.

a) 1     3    4    5   6    7    8   9    10   11    13   14   15
b) 2776  2522 1112 783 2215 1769 597 1102 1782 1891  1236 3180 3692

a) 17   18   19   20   21    23   24   25   26   27   28
b) 1323 1077 7863 6465 3716  5428 2212 2412 2787 4136 3584

a) Verse position.
b) Verse total.

Because these are regular numbers, rather than unique prime numbers their positions yield no feature. The total of these verses has an extra factor of 7: 65660 = 2² x 5 x 7² x 67.

1.10The total of the middle N verses is divisible by 7 when N is one of the following values:

24 14 8 6

Total of the N values: 52 = 2² x 13.

1.11The highest and lowest valued verses are another complementary opposite: 13907 + 597 = 14504 (2³ x 7² x 37).

1.12Divide the 28 verses into groups of four. Add up each group, and gather all groups with odd/even valued totals.

1.12.1Odd valued groups of 4:

2776 1229 2522 1112
1236 3180 3692 1861
3716 13907 5428 2212
2412 2787 4136 3584

Total: 55790 = 2 x 5 x 7 x 797.

1.12.2Even valued groups of 4:

783 2215 1769 597
1102 1782 1891 1973
1323 1077 7863 6465

Total: 28840 = 2³ x 5 x 7 x 103.

1.13Divide the 28 verses into groups of seven. Add up each group, and gather all groups with odd/even valued totals.

1.13.1Odd valued groups of 7:

597 1102 1782 1891 1973 1236 3180
3692 1861 1323 1077 7863 6465 3716

Total: 37758 = 2 x 3 x 7 x 29 x 31.

1.13.2Even valued groups of 7:

2776 1229 2522 1112 783 2215 1769
13907 5428 2212 2412 2787 4136 3584

Total: 46872 = 2³ x 3³ x 7 x 31.

Odd and even valued groups are neatly balance with fourteen each.

1.14As there is God and the Word at the beginning of our world, so there can be alternating groups of M and N-number of verses. There can be a group of 7 verses, a group of 14 verses, and a final group of 7 verses.

1.14.1The two groups of 7 verses:

2776 1229 2522 1112 783 2215 1769
13907 5428 2212 2412 2787 4136 3584

Total: 46872 = 2³ x 3³ x 7 x 31.

1.14.2The single group of 14 verses:

597 1102 1782 1891 1973 1236 3180 3692 1861 1323 1077 7863 6465 3716

Total: 37758 = 2 x 3 x 7 x 29 x 31.

1.14.3The difference between the groups of 7 and group of 14 produces an extra factor of 7: 9114 = 2 x 3 x 7² x 31.

The Words

2There are 280 words. (2³ x 5 x 7.)

2.1The letter values of God’s name in Hebrew are used 7 times to count through the words of the combined passage.

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) 302 37 841 25 906 31 315 31 101 130 406 295 686 289 616 428 1240 360

a) 6   5   10  5   6   5   10  5    6   5
b) 125 130 140 145 151 156 166 171  177 182
c) 50  12  401 746 242 313 308 1067 651 679

a) Letter from the Name.
b) Count.
c) Word found.

Total: 11508 = 2² x 3 x 7 x 137.

2.2Precisely 26 pairs of words can be found, Nth and Nth last that together are multiples of 7.

a) Nth word: 8    12  23  24  26  42  48   54  67  73  75  77  78
b) Value:    714  37  22  25  25  110 387  140 130 406 708 30  295
c) Nth last: 273  269 258 257 255 239 233  227 214 208 206 204 203
d) Value:    406  460 20  164 45  9   901  273 640 385 272 824 608
e) Sum:      1120 497 42  189 70  119 1288 413 770 791 980 854 903

a) 81  82  85  98  99   105 107  116 121 122 124 134 136
b) 61  283 252 50  616  120 528  130 231 24  341 106 136
c) 200 199 196 183 182  176 174  165 160 159 157 147 145
d) 121 200 560 20  679  300 494  45  105 60  9   20  746
e) 182 483 812 70  1295 420 1022 175 336 84  350 126 882

Sum of positions (a + c): 7306 = 2 x 13 x 281.

2.3Two hundred and twelve groups of words positioned symmetrically from the beginning and end of the passage are together and individually are divisible by 7.

a) 1     2     2     2     2     3     3     3     3     3     4
b) 32    44    48    101   114   96    116   120   121   130   31
c) 18578 24416 27349 60767 69608 56322 69349 71764 72100 77315 16184

a) 4     4     4     5     5     5     6    6     6     6     6     7
b) 107   119   136   52    70    77    12   27    37    50    139   123
c) 62909 69909 79968 26838 37436 42252 4515 12740 16408 24570 79653 68684

a) 8    8     8     8     9    9     9     9     10   10   10   10
b) 19   63    80    87    19   63    80    87    15   21   25   76
c) 7546 28553 41027 46235 6426 27433 39907 45115 4459 7525 9373 37268

a) 10    10    10    11   12    13   13    13    13    15    15    15
b) 94    103   133   13   129   27   37    50    139   41    68    93
c) 48762 54789 73059 3178 69741 8225 11893 20055 75138 11823 26096 43890

a) 15    16   16   16    16    16    16    19    20    20    20    21
b) 97    21   25   76    94    103   133   128   63    80    87    39
c) 47313 3066 4914 32809 44303 50330 68600 64687 21007 33481 38689 9023

a) 21    21    21    21    22   22    22    22    22    23    23    23
b) 51    69    74    112   25   76    94    103   133   84    85    132
c) 15974 25263 28735 54579 1848 29743 41237 47264 65534 33817 34629 64162

a) 25    25    25    26    26    26    26    27    27    27    28   28
b) 75    115   122   76    94    103   133   49    65    113   37   50
c) 27461 54579 57589 27895 39389 45416 63686 11886 18830 52248 3668 11830

a) 28    29    29    29    30    30    31  31    31    31    32    32
b) 139   66    118   138   53    54    33  83    86    134   107   119
c) 66913 18249 54082 65905 12075 12488 609 30240 33194 62062 46725 53725

a) 32    34    34    34    35    36   37    37    37    38   38    39
b) 136   83    86    134   110   42   56    106   135   50   139   82
c) 63784 29631 32585 61453 47453 3885 10451 43561 60760 8162 63245 25543

a) 39    40   40    40    40    42    42    42    44    45   45    45
b) 131   51   69    74    112   68    93    97    102   48   101   114
c) 57099 6951 16240 19712 45556 14273 32067 35490 37695 2933 36351 45192

a) 46    47    47    49    49    50   50    51    52   52    52    53
b) 108   126   140   101   114   65   113   139   69   74    112   70
c) 39634 50456 58912 33418 42259 6944 40362 55083 9289 12761 38605 10598

a) 53    56    56    57    57    58    58    58    59   59   59    59
b) 77    71    91    106   135   90    105   124   67   72   73    92
c) 15414 10430 23870 33110 50309 22799 32025 43120 4802 9471 10262 23170

a) 60   61   61    61    63    64    64    65    65    66    67    67
b) 61   64   100   111   79    80    87    100   111   113   118   138
c) 1911 1960 27622 34713 12544 12474 17682 25662 32753 33418 35833 47656

a) 68   68   68    69    69    70   70    71   72    73    74    75
b) 72   73   92    93    97    74   112   77   91    92    92    112
c) 4669 5460 18368 17794 21217 3472 29316 4816 13440 13699 12908 25844

a) 76    76    77    77    77    79   79    79    81   83    84   84
b) 115   122   94    103   133   88   125   137   87   131   86   134
c) 27118 30128 11494 17521 35791 6629 28721 36449 5208 31556 2954 31822

a) 85    86    87    89    89    90    91   91    94   95   95    97
b) 132   132   134   125   137   127   105  124   97   103  133   116
c) 30345 29533 28868 22092 29820 23611 9226 20321 3423 6027 24297 13027

a) 97    97    97    101  102  104   105  106   107   108  108   116
b) 120   121   130   111  114  133   109  124   135   119  136   122
c) 15442 15778 20993 7091 8841 18270 2618 11095 17199 7000 17059 3010

a) 117  117  117  119   120   121  122  126  127
b) 120  121  130  138   136   130  130  137  140
c) 2415 2751 7966 11823 10059 5551 5215 7728 8456

a) Start position of group from the beginning of the passage, and also of second group from the end of the passage.
b) End position of group from the beginning of the passage, and also end position of the second group from the end of the passage.
c) Total of both groups.

Total of the start/end positions (a + b): 29589 = 3 x 7 x 1409.

2.4Taking every Nth word, the following values of N produce totals divisible by 13:

2 4 7 8 30 40 48 64 93 117 120

Total of the N values: 533 = 13 x 41.

2.4.2Taking every Nth word, the following values of N produce multiples of 91 (7 x 13):

30 40

Total of the N values: 70 = 2 x 5 x 7. SF: 14 = 2 x 7.

2.5Two series in feature 2.4 are of note.

2.5.1The odd positioned words (i.e. beginning with the first word and taking every other after):

a) 1  3  5   7   9  11 13  15 17 19  21  23 25  27  29  31 33 35 37 39
b) 41 75 314 216 46 96 525 37 40 410 841 22 469 571 183 22 37 87 37 688

a) 41 43 45  47  49  51 53 55  57  59 61 63 65  67  69  71 73  75  77
b) 31 50 119 315 146 33 26 151 178 30 21 79 314 130 288 51 406 708 30

a) 79  81 83  85  87  89  91  93  95  97  99  101 103 105 107 109 111
b) 313 61 130 252 352 176 135 289 110 701 616 42  150 120 528 402 194

a) 113 115 117 119 121 123 125 127 129 131 133 135 137 139 141 143 145
b) 446 30  102 360 231 249 50  50  217 154 75  348 239 9   60  330 746

a) 147 149 151 153 155 157 159 161 163 165 167 169 171  173 175 177 179
b) 20  827 242 401 800 9   60  788 60  45  107 135 1067 45  295 651 9

a) 181 183 185 187 189 191 193 195 197 199 201 203 205 207 209 211  213
b) 450 20  772 200 129 651 99  899 690 200 20  608 870 313 45  1399 219

a) 215 217 219 221 223 225 227 229 231 233 235 237  239 241 243 245 247
b) 380 561 269 696 401 128 273 160 244 901 300 1041 9   323 560 9   200

a) 249 251 253 255 257 259 261 263 265 267 269 271 273 275 277 279
b) 349 14  150 45  164 500 45  538 9   350 460 451 406 9   323 731

a) Word position.
b) Word value.

Total of the odd positioned words: 40274 = 2 x 13 x 1549.

2.5.2The even positioned words:

a) 2  4   6   8   10  12 14 16 18  20  22  24 26 28 30  32 34  36  38
b) 41 539 836 714 302 37 81 65 412 318 541 25 25 61 141 25 314 906 311

a) 40 42  44  46 48  50  52 54  56 58 60  62  64  66 68  70  72 74 76
b) 45 110 211 40 387 501 31 140 30 8  406 101 100 51 765 101 41 31 140

a) 78  80 82  84  86  88  90  92  94  96  98 100 102 104 106 108 110
b) 295 30 283 330 223 686 110 216 310 860 50 20  83  428 312 38  146

a) 112 114  116 118 120 122 124 126 128 130 132 134 136 138 140 142 144
b) 386 1240 130 474 261 24  341 616 37  12  19  106 136 556 401 788 259

a) 146 148 150 152 154 156 158 160 162 164 166 168 170 172 174 176 178
b) 561 256 211 696 700 313 398 105 20  350 308 123 708 84  494 300 350

a) 180 182 184 186 188 190 192 194 196 198 200 202 204 206 208 210 212
b) 645 679 450 20  121 300 471 200 560 907 121 273 824 272 385 700 1060

a) 214 216 218 220 222 224 226 228 230 232 234 236 238 240 242 244 246
b) 640 111 41  788 84  300 20  309 410 404 470 401 240 220 95  541 86

a) 248 250 252 254 256 258 260 262 264 266 268  270 272 274 276  278
b) 129 47  330 230 107 20  141 107 140 60  1387 673 200 69  1320 731

a) 280   (Word position.)
b) 401   (Word value.)

Total of the even positioned words: 44356 = 2² x 13 x 853.

Taking every Nth word or Nth group of words from the results in features 2.5.1 and 2.5.2 produce over fifty other numeric features.

2.6Rather than taking the odd/even positioned words, one can take the odd/even valued words.

2.6.1There are 128 odd valued words (2⁷. SF: 14 = 2 x 7}:

a) 1  2  3  4   12 13  14 15 16 21  22  24 25  26 27  28 29  30  32 33
b) 41 41 75 539 37 525 81 37 65 841 541 25 469 25 571 61 183 141 25 37

a) 35 37 38  40 41 44  45  47  48  50  51 52 55  61 62  63 66 68  70
b) 87 37 311 45 31 211 119 315 387 501 33 31 151 21 101 79 51 765 101

a) 71 72 74 78  79  81 82  86  91  93  97  102 120 121 123 124 128 129
b) 51 41 31 295 313 61 283 223 135 289 701 83  261 231 249 341 37  217

a) 132 133 137 139 140 144 146 149 150 153 156 157 160 165 167 168 169
b) 19  75  239 9   401 259 561 827 211 401 313 9   105 45  107 123 135

a) 171  173 175 177 179 180 182 188 189 191 192 193 195 198 200 202 207
b) 1067 45  295 651 9   645 679 121 129 651 471 99  899 907 121 273 313

a) 208 209 211  213 216 217 218 219 223 227 228 233 236 237  239 241
b) 385 45  1399 219 111 561 41  269 401 273 309 901 401 1041 9   323

a) 242 244 245 248 249 250 255 256 260 261 262 265 268  270 271 274 275
b) 95  541 9   129 349 47  45  107 141 45  107 9   1387 673 451 69  9

a) 277 278 279 280   (Word position.)
b) 323 731 731 401   (Word value.)

Total of the odd valued words: 5880 = 2³ x 3 x 5 x 13 x 23.

2.6.2There are 152 even valued words.

a) 5   6   7   8   9  10  11 17 18  19  20  23 31 34  36  39  42  43
b) 314 836 216 714 46 302 96 40 412 410 318 22 22 314 906 688 110 50

a) 46 49  53 54  56 57  58 59 60  64  65  67  69  73  75  76  77 80 83
b) 40 146 26 140 30 178 8  30 406 100 314 130 288 406 708 140 30 30 130

a) 84  85  87  88  89  90  92  94  95  96  98 99  100 101 103 104 105
b) 330 252 352 686 176 110 216 310 110 860 50 616 20  42  150 428 120

a) 106 107 108 109 110 111 112 113 114  115 116 117 118 119 122 125 126
b) 312 528 38  402 146 194 386 446 1240 30  130 102 474 360 24  50  616

a) 127 130 131 134 135 136 138 141 142 143 145 147 148 151 152 154 155
b) 50  12  154 106 348 136 556 60  788 330 746 20  256 242 696 700 800

a) 158 159 161 162 163 164 166 170 172 174 176 178 181 183 184 185 186
b) 398 60  788 20  60  350 308 708 84  494 300 350 450 20  450 772 20

a) 187 190 194 196 197 199 201 203 204 205 206 210 212  214 215 220 221
b) 200 300 200 560 690 200 20  608 824 870 272 700 1060 640 380 788 696

a) 222 224 225 226 229 230 231 232 234 235 238 240 243 246 247 251 252
b) 84  300 128 20  160 410 244 404 470 300 240 220 560 86  200 14  330

a) 253 254 257 258 259 263 264 266 267 269 272 273 276  (Position.)
b) 150 230 164 20  500 538 140 60  350 460 200 406 1320 (Value.)

Total of the even valued words: 48750 = 2 x 3 x 5⁴ x 13.
The total of the positions of these even valued words: 21398 = 2 x 13 x 823.

2.7When the words are added one by one, 25 times the accumulated total will be a multiple of 13.

a)  b)   c)      a)  b)   c)      a)  b)   c)      a)  b)   c)      a)  b)   c)
6   836  1846    66  51   14105   105 120  24167   133 75   31291   211 1399 61100
15  37   3900    67  130  14235   106 312  24479   145 746  35269   220 788  65169
16  65   3965    69  288  15288   114 1240 27859   149 827  36933   222 84   65949
38  311  9763    77  30   16796   122 24   29471   158 398  40703   270 673  79989
54  140  12636   96  860  21957   129 217  31031   182 679  48581   280 401  84630

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

Total of these words (b): 10731 = 3 x 7² x 73.
The sum of the accumulated totals (c) will of course be divisible by 13, but the factors of this sum go a little further: 801112 = 2³ x 13 x 7703. SF: 7722 = 2 x 3³ x 11 x 13. SF: 35 = 5 x 7.

2.8The highest and lowest valued words form a pair like Alpha and Omega: 1399 + 8 = 1407. (3 x 7 x 67. SF: 77 = 7 x 11.)

2.8.1The difference between the highest and lowest words is another feature: 1391 = 13 x 107.

2.8.2Word value 20 appeared the most. Many word values appeared only once, the least. But the smallest of these word values is 8. Thus the word value that appeared the most and the word valued that appeared the least together total 28 (2² x 7).

2.9Divide the words into groups of 4 or 8. For each case, add up each group, and separate them by their odd/even valued totals.

2.9.1Odd valued groups of 4 words:

Total: 34552 = 2³ x 7 x 617. SF: 630 = 2 x 3² x 5 x 7.

2.9.2Even valued groups of 4 words:

41 41 75 539 314 836 216 714 525 81 37 65 40 412 410 318 469 25 571 61 37 314 87 906 31 110 50 211 178 8 30 406 314 51 130 765 30 295 313 30 61 283 130 330 120 312 528 38 402 146 194 386 446 1240 30 130 217 12 154 19 827 211 242 696 401 700 800 313 9 398 60 105 788 20 60 350 135 708 1067 84 45 494 295 300 99 200 899 560 690 907 200 121 870 272 313 385 45 700 1399 1060 219 640 380 111 128 20 273 309 160 410 244 404 901 470 300 401 1041 240 9 220 9 86 200 129 349 47 14 330 150 230 45 107 45 107 538 140 9 60 350 1387 460 673 451 200 406 69 9 1320 323 731 731 401

Total: 50078 = 2 x 7³ x 73.

2.9.3Odd valued groups of 8 words:

46 302 96 37 525 81 37 65 40 412 410 318 841 541 22 25 469 25 571 61 183 141 22 25 37 314 87 906 37 311 688 45 31 110 50 211 119 40 315 387 178 8 30 406 21 101 79 100 314 51 130 765 288 101 51 41 406 31 708 140 30 295 313 30 61 283 130 330 252 223 352 686 446 1240 30 130 102 474 360 261 217 12 154 19 75 106 348 136 746 561 20 256 827 211 242 696 788 20 60 350 45 308 107 123 20 273 608 824 870 272 313 385 323 95 560 541 9 86 200 129 164 20 500 141 45 107 538 140

Total: 32550 = 2 x 3 x 5² x 7 x 31.

2.9.4Even valued groups of 8 words:

41 41 75 539 314 836 216 714 146 501 33 31 26 140 151 30 176 110 135 216 289 310 110 860 701 50 616 20 42 83 150 428 120 312 528 38 402 146 194 386 231 24 249 341 50 616 50 37 239 556 9 401 60 788 330 259 401 700 800 313 9 398 60 105 135 708 1067 84 45 494 295 300 651 350 9 645 450 679 20 450 772 20 200 121 129 300 651 471 99 200 899 560 690 907 200 121 45 700 1399 1060 219 640 380 111 561 41 269 788 696 84 401 300 128 20 273 309 160 410 244 404 901 470 300 401 1041 240 9 220 349 47 14 330 150 230 45 107 9 60 350 1387 460 673 451 200 406 69 9 1320 323 731 731 401

Total: 52080 = 2⁴ x 3 x 5 x 7 x 31.

2.9.5In features 2.6.1 and 2.6.2 individual words were already grouped by their odd/even values. Thus groups of 1 word, 4 words, and 8 words all balance perfectly with odd and even values. This is not coincidence when 1, 4, and 8 total 13.

2.10The words have a hidden orderly structure in that they can be gathered into alternating groups of M-number of words and N-number of words where M and N are multiples of 7.

2.10.1Alternating groups of 7 and 14 words.

2.10.1.1The groups of 7 words:

41 41 75 539 314 836 216 541 22 25 469 25 571 61 50 211 119 40 315 387 146 100 314 51 130 765 288 101 252 223 352 686 176 110 135 312 528 38 402 146 194 386 50 37 217 12 154 19 75 256 827 211 242 696 401 700 135 708 1067 84 45 494 295 300 651 471 99 200 899 560 1399 1060 219 640 380 111 561 404 901 470 300 401 1041 240 150 230 45 107 164 20 500 69 9 1320 323 731 731 401

Total of the groups of 7 words: 33565 = 5 x 7² x 137. SF: 156 = 2² x 3 x 13.

2.10.1.2The groups of 14 words:

714 46 302 96 37 525 81 37 65 40 412 410 318 841 183 141 22 25 37 314 87 906 37 311 688 45 31 110 501 33 31 26 140 151 30 178 8 30 406 21 101 79 51 41 406 31 708 140 30 295 313 30 61 283 130 330 216 289 310 110 860 701 50 616 20 42 83 150 428 120 446 1240 30 130 102 474 360 261 231 24 249 341 50 616 106 348 136 239 556 9 401 60 788 330 259 746 561 20 800 313 9 398 60 105 788 20 60 350 45 308 107 123 300 651 350 9 645 450 679 20 450 772 20 200 121 129 690 907 200 121 20 273 608 824 870 272 313 385 45 700 41 269 788 696 84 401 300 128 20 273 309 160 410 244 9 220 323 95 560 541 9 86 200 129 349 47 14 330 141 45 107 538 140 9 60 350 1387 460 673 451 200 406

Total of the groups of 14 words: 51065 = 5 x 7 x 1459.

2.10.2Alternating groups of 49 and 7 words.

2.10.2.1The groups of 49 words:

41 41 75 539 314 836 216 714 46 302 96 37 525 81 37 65 40 412 410 318 841 541 22 25 469 25 571 61 183 141 22 25 37 314 87 906 37 311 688 45 31 110 50 211 119 40 315 387 146 178 8 30 406 21 101 79 100 314 51 130 765 288 101 51 41 406 31 708 140 30 295 313 30 61 283 130 330 252 223 352 686 176 110 135 216 289 310 110 860 701 50 616 20 42 83 150 428 120 446 1240 30 130 102 474 360 261 231 24 249 341 50 616 50 37 217 12 154 19 75 106 348 136 239 556 9 401 60 788 330 259 746 561 20 256 827 211 242 696 401 700 800 313 9 398 60 105 788 135 708 1067 84 45 494 295 300 651 350 9 645 450 679 20 450 772 20 200 121 129 300 651 471 99 200 899 560 690 907 200 121 20 273 608 824 870 272 313 385 45 700 1399 1060 219 640 380 111 561 128 20 273 309 160 410 244 404 901 470 300 401 1041 240 9 220 323 95 560 541 9 86 200 129 349 47 14 330 150 230 45 107 164 20 500 141 45 107 538 140 9 60 350 1387 460 673 451 200 406

Total of the groups of 49 words: 74536 = 2³ x 7 x 11³.

2.10.2.2The groups of 7 words:

501 33 31 26 140 151 30 312 528 38 402 146 194 386 20 60 350 45 308 107 123 41 269 788 696 84 401 300 69 9 1320 323 731 731 401

Total of the groups of 7 words: 10094 = 2 x 7² x 103. SF: 119 = 7 x 17.

2.10.3Alternating groups of 126 and 14 words.

2.10.3.1The groups of 126 words:

41 41 75 539 314 836 216 714 46 302 96 37 525 81 37 65 40 412 410 318 841 541 22 25 469 25 571 61 183 141 22 25 37 314 87 906 37 311 688 45 31 110 50 211 119 40 315 387 146 501 33 31 26 140 151 30 178 8 30 406 21 101 79 100 314 51 130 765 288 101 51 41 406 31 708 140 30 295 313 30 61 283 130 330 252 223 352 686 176 110 135 216 289 310 110 860 701 50 616 20 42 83 150 428 120 312 528 38 402 146 194 386 446 1240 30 130 102 474 360 261 231 24 249 341 50 616
60 788 330 259 746 561 20 256 827 211 242 696 401 700 800 313 9 398 60 105 788 20 60 350 45 308 107 123 135 708 1067 84 45 494 295 300 651 350 9 645 450 679 20 450 772 20 200 121 129 300 651 471 99 200 899 560 690 907 200 121 20 273 608 824 870 272 313 385 45 700 1399 1060 219 640 380 111 561 41 269 788 696 84 401 300 128 20 273 309 160 410 244 404 901 470 300 401 1041 240 9 220 323 95 560 541 9 86 200 129 349 47 14 330 150 230 45 107 164 20 500 141 45 107 538 140 9 60

Total of the groups of 126 words: 74760 = 2³ x 3 x 5 x 7 x 89.

2.10.3.2The groups of 14 words:

50 37 217 12 154 19 75 106 348 136 239 556 9 401 350 1387 460 673 451 200 406 69 9 1320 323 731 731 401

Total of the groups of 14 words: 9870 = 2 x 3 x 5 x 7 x 47.

2.10.4Alternating groups of 21 and 49 words.

2.10.4.1The groups of 21 words:

41 41 75 539 314 836 216 714 46 302 96 37 525 81 37 65 40 412 410 318 841 51 41 406 31 708 140 30 295 313 30 61 283 130 330 252 223 352 686 176 110 135 60 788 330 259 746 561 20 256 827 211 242 696 401 700 800 313 9 398 60 105 788 1399 1060 219 640 380 111 561 41 269 788 696 84 401 300 128 20 273 309 160 410 244

Total of the groups of 21 words: 27832 = 2³ x 7² x 71. SF: 91 = 7 x 13.

2.10.4.2The groups of 49 words:

541 22 25 469 25 571 61 183 141 22 25 37 314 87 906 37 311 688 45 31 110 50 211 119 40 315 387 146 501 33 31 26 140 151 30 178 8 30 406 21 101 79 100 314 51 130 765 288 101 216 289 310 110 860 701 50 616 20 42 83 150 428 120 312 528 38 402 146 194 386 446 1240 30 130 102 474 360 261 231 24 249 341 50 616 50 37 217 12 154 19 75 106 348 136 239 556 9 401 20 60 350 45 308 107 123 135 708 1067 84 45 494 295 300 651 350 9 645 450 679 20 450 772 20 200 121 129 300 651 471 99 200 899 560 690 907 200 121 20 273 608 824 870 272 313 385 45 700 404 901 470 300 401 1041 240 9 220 323 95 560 541 9 86 200 129 349 47 14 330 150 230 45 107 164 20 500 141 45 107 538 140 9 60 350 1387 460 673 451 200 406 69 9 1320 323 731 731 401

Total of the groups of 49 words: 56798 = 2 x 7 x 4057.

2.10.5Alternating groups of 42 and 28 words.

2.10.5.1The groups of 42 words:

41 41 75 539 314 836 216 714 46 302 96 37 525 81 37 65 40 412 410 318 841 541 22 25 469 25 571 61 183 141 22 25 37 314 87 906 37 311 688 45 31 110 51 41 406 31 708 140 30 295 313 30 61 283 130 330 252 223 352 686 176 110 135 216 289 310 110 860 701 50 616 20 42 83 150 428 120 312 528 38 402 146 194 386 60 788 330 259 746 561 20 256 827 211 242 696 401 700 800 313 9 398 60 105 788 20 60 350 45 308 107 123 135 708 1067 84 45 494 295 300 651 350 9 645 450 679 1399 1060 219 640 380 111 561 41 269 788 696 84 401 300 128 20 273 309 160 410 244 404 901 470 300 401 1041 240 9 220 323 95 560 541 9 86 200 129 349 47 14 330

Total of the groups of 42 words: 52078 = 2 x 13 x 2003.

2.10.5.2The groups of 28 words:

50 211 119 40 315 387 146 501 33 31 26 140 151 30 178 8 30 406 21 101 79 100 314 51 130 765 288 101 446 1240 30 130 102 474 360 261 231 24 249 341 50 616 50 37 217 12 154 19 75 106 348 136 239 556 9 401 20 450 772 20 200 121 129 300 651 471 99 200 899 560 690 907 200 121 20 273 608 824 870 272 313 385 45 700 150 230 45 107 164 20 500 141 45 107 538 140 9 60 350 1387 460 673 451 200 406 69 9 1320 323 731 731 401

Total of the groups of 28 words: 32552 = 2³ x 13 x 313.

2.10.6Alternating groups of 49 and 28 words.

2.10.6.1The groups of 49 words:

41 41 75 539 314 836 216 714 46 302 96 37 525 81 37 65 40 412 410 318 841 541 22 25 469 25 571 61 183 141 22 25 37 314 87 906 37 311 688 45 31 110 50 211 119 40 315 387 146 295 313 30 61 283 130 330 252 223 352 686 176 110 135 216 289 310 110 860 701 50 616 20 42 83 150 428 120 312 528 38 402 146 194 386 446 1240 30 130 102 474 360 261 231 24 249 341 50 616 800 313 9 398 60 105 788 20 60 350 45 308 107 123 135 708 1067 84 45 494 295 300 651 350 9 645 450 679 20 450 772 20 200 121 129 300 651 471 99 200 899 560 690 907 200 121 20 273 608 404 901 470 300 401 1041 240 9 220 323 95 560 541 9 86 200 129 349 47 14 330 150 230 45 107 164 20 500 141 45 107 538 140 9 60 350 1387 460 673 451 200 406 69 9 1320 323 731 731 401

Total of the groups of 49 words: 59381 = 7 x 17 x 499.

2.10.6.2The groups of 28 words:

501 33 31 26 140 151 30 178 8 30 406 21 101 79 100 314 51 130 765 288 101 51 41 406 31 708 140 30 50 37 217 12 154 19 75 106 348 136 239 556 9 401 60 788 330 259 746 561 20 256 827 211 242 696 401 700 824 870 272 313 385 45 700 1399 1060 219 640 380 111 561 41 269 788 696 84 401 300 128 20 273 309 160 410 244

Total of the groups of 28 words: 25249 = 7 x 3607. SF: 3614 = 2 x 13 x 139. SF: 154 = 2 x 7 x 11.

2.10.7Alternating groups of 28 and 112 words.

2.10.7.1The groups of 28 words:

41 41 75 539 314 836 216 714 46 302 96 37 525 81 37 65 40 412 410 318 841 541 22 25 469 25 571 61 60 788 330 259 746 561 20 256 827 211 242 696 401 700 800 313 9 398 60 105 788 20 60 350 45 308 107 123

Total of the groups of 28 words: 17283 = 3 x 7 x 823. SF: 833 = 7² x 17.

2.10.7.2The groups of 112 words:

183 141 22 25 37 314 87 906 37 311 688 45 31 110 50 211 119 40 315 387 146 501 33 31 26 140 151 30 178 8 30 406 21 101 79 100 314 51 130 765 288 101 51 41 406 31 708 140 30 295 313 30 61 283 130 330 252 223 352 686 176 110 135 216 289 310 110 860 701 50 616 20 42 83 150 428 120 312 528 38 402 146 194 386 446 1240 30 130 102 474 360 261 231 24 249 341 50 616 50 37 217 12 154 19 75 106 348 136 239 556 9 401 135 708 1067 84 45 494 295 300 651 350 9 645 450 679 20 450 772 20 200 121 129 300 651 471 99 200 899 560 690 907 200 121 20 273 608 824 870 272 313 385 45 700 1399 1060 219 640 380 111 561 41 269 788 696 84 401 300 128 20 273 309 160 410 244 404 901 470 300 401 1041 240 9 220 323 95 560 541 9 86 200 129 349 47 14 330 150 230 45 107 164 20 500 141 45 107 538 140 9 60 350 1387 460 673 451 200 406 69 9 1320 323 731 731 401

Total of the groups of 112 words: 67347 = 3² x 7 x 1069.

2.10.8Alternating groups of 126 and 28 words.

2.10.8.1The groups of 126 words:

41 41 75 539 314 836 216 714 46 302 96 37 525 81 37 65 40 412 410 318 841 541 22 25 469 25 571 61 183 141 22 25 37 314 87 906 37 311 688 45 31 110 50 211 119 40 315 387 146 501 33 31 26 140 151 30 178 8 30 406 21 101 79 100 314 51 130 765 288 101 51 41 406 31 708 140 30 295 313 30 61 283 130 330 252 223 352 686 176 110 135 216 289 310 110 860 701 50 616 20 42 83 150 428 120 312 528 38 402 146 194 386 446 1240 30 130 102 474 360 261 231 24 249 341 50 616 800 313 9 398 60 105 788 20 60 350 45 308 107 123 135 708 1067 84 45 494 295 300 651 350 9 645 450 679 20 450 772 20 200 121 129 300 651 471 99 200 899 560 690 907 200 121 20 273 608 824 870 272 313 385 45 700 1399 1060 219 640 380 111 561 41 269 788 696 84 401 300 128 20 273 309 160 410 244 404 901 470 300 401 1041 240 9 220 323 95 560 541 9 86 200 129 349 47 14 330 150 230 45 107 164 20 500 141 45 107 538 140 9 60 350 1387 460 673 451 200 406 69 9 1320 323 731 731 401

Total of the groups of 126 words: 76174 = 2 x 7 x 5441.

2.10.8.2The groups of 28 words:

50 37 217 12 154 19 75 106 348 136 239 556 9 401 60 788 330 259 746 561 20 256 827 211 242 696 401 700

Total of the groups of 28 words: 8456 = 2³ x 7 x 151.

2.10.9Alternating groups of 119 and 42 words.

2.10.9.1The groups of 119 words:

41 41 75 539 314 836 216 714 46 302 96 37 525 81 37 65 40 412 410 318 841 541 22 25 469 25 571 61 183 141 22 25 37 314 87 906 37 311 688 45 31 110 50 211 119 40 315 387 146 501 33 31 26 140 151 30 178 8 30 406 21 101 79 100 314 51 130 765 288 101 51 41 406 31 708 140 30 295 313 30 61 283 130 330 252 223 352 686 176 110 135 216 289 310 110 860 701 50 616 20 42 83 150 428 120 312 528 38 402 146 194 386 446 1240 30 130 102 474 360 20 60 350 45 308 107 123 135 708 1067 84 45 494 295 300 651 350 9 645 450 679 20 450 772 20 200 121 129 300 651 471 99 200 899 560 690 907 200 121 20 273 608 824 870 272 313 385 45 700 1399 1060 219 640 380 111 561 41 269 788 696 84 401 300 128 20 273 309 160 410 244 404 901 470 300 401 1041 240 9 220 323 95 560 541 9 86 200 129 349 47 14 330 150 230 45 107 164 20 500 141 45 107 538 140 9 60 350 1387 460 673 451 200 406 69 9 1320 323 731 731 401

Total of the groups of 119 words: 71929 = 11 x 13 x 503.

2.10.9.2The groups of 42 words:

261 231 24 249 341 50 616 50 37 217 12 154 19 75 106 348 136 239 556 9 401 60 788 330 259 746 561 20 256 827 211 242 696 401 700 800 313 9 398 60 105 788

Total of the groups of 42 words: 12701 = 13 x 977.

2.10.10Alternating groups of 91 and 98 words.

2.10.10.1The groups of 91 words:

41 41 75 539 314 836 216 714 46 302 96 37 525 81 37 65 40 412 410 318 841 541 22 25 469 25 571 61 183 141 22 25 37 314 87 906 37 311 688 45 31 110 50 211 119 40 315 387 146 501 33 31 26 140 151 30 178 8 30 406 21 101 79 100 314 51 130 765 288 101 51 41 406 31 708 140 30 295 313 30 61 283 130 330 252 223 352 686 176 110 135 300 651 471 99 200 899 560 690 907 200 121 20 273 608 824 870 272 313 385 45 700 1399 1060 219 640 380 111 561 41 269 788 696 84 401 300 128 20 273 309 160 410 244 404 901 470 300 401 1041 240 9 220 323 95 560 541 9 86 200 129 349 47 14 330 150 230 45 107 164 20 500 141 45 107 538 140 9 60 350 1387 460 673 451 200 406 69 9 1320 323 731 731 401

Total of the groups of 91 words: 54509 = 7 x 13 x 599.

2.10.10.2The groups of 98 words:

216 289 310 110 860 701 50 616 20 42 83 150 428 120 312 528 38 402 146 194 386 446 1240 30 130 102 474 360 261 231 24 249 341 50 616 50 37 217 12 154 19 75 106 348 136 239 556 9 401 60 788 330 259 746 561 20 256 827 211 242 696 401 700 800 313 9 398 60 105 788 20 60 350 45 308 107 123 135 708 1067 84 45 494 295 300 651 350 9 645 450 679 20 450 772 20 200 121 129

Total of the groups of 98 words: 30121 = 7 x 13 x 331. SF: 351 = 3³ x 13.

2.11Eleven word values have the unique ability of dividing the other words into two groups, what is between their Nth and Nth last occurrences, and what is not between them. (What is not between the Nth and Nth last includes these word values.)

41 75 410 141 45 140 20 20 107 300 731

2.11.1Providentially, these eleven word values total 2030 (2 x 5 x 7 x 29).

2.11.2The order in which the words appear in the table, is the order of their occurrence in the passage. The even positioned from the list have a separate feature.

75 141 140 20 300

Total: 676 = 2² x 13². There are two factors of 13. 676 is a symmetrical number with the first two digits and last two digits both adding up to 13.

2.11.3Find the Nth appearance (second column of the table) of each word value in the passage.

2 3 19 30 173 54 162 183 167 190 278

Total of these positions: 1261 = 13 x 97. (There is no feature with the Nth last appearance.)

First And Last

3The first and last letters of each word: 31135 = 5 x 13 x 479. SF: 497 = 7 x 71. SF: 78 = 2 x 3 x 13.

3.0.1The first and last letters of the first and last words: 52 = 2² x 13.

First & last letters of each word added together:
11 11 35 80 300 50 14 310 11 2 50 7 405 11 7 9 40 11 400 12 800 40 22 8 7 8 12 21 13 12 22 8 7 8 16 800 7 301 408 41 16 110 50 210 16 40 16 7 16 500 33 31 15 16 16 30 98 8 30 6 13 90 50 100 310 11 90 15 80 90 11 11 6 31 500 50 30 95 105 30 51 270 70 120 240 11 52 30 86 80 120 6 89 9 60 60 12 50 80 10 40 23 110 22 50 310 320 30 16 140 50 206 440 410 30 70 60 470 80 15 30 20 16 201 50 80 10 16 16 12 16 12 70 36 40 16 33 95 9 41 120 97 130 190 130 201 19 95 110 6 60 41 41 700 670 65 9 309 120 105 97 19 120 160 45 8 107 8 130 41 110 83 45 6 150 160 91 160 9 180 190 91 19 190 91 19 140 60 45 160 91 75 39 140 41 140 690 2 140 60 19 209 605 45 240 91 100 45 45 700 601 700 41 640 15 110 201 21 65 97 41 83 41 160 97 19 209 100 41 208 45 110 601 160 100 41 601 41 9 79 110 6 140 41 9 47 140 42 150 47 5 130 101 43 45 107 79 19 340 92 45 107 307 110 9 120 160 110 91 48 10 140 49 69 9 45 110 290 290 41

3.0.2The sums of the first and last letters of each word form 28 pairs, that are Nth and Nth last in the list. Together, these pairs are divisible by 7.

a) Nth:      2   11  12  33  35  38  42  43  46  49  55  58  64  65
b) Value:    11  50  7   7   16  301 110 50  40  16  16  8   100 310
c) Nth Last: 279 270 269 248 246 243 239 238 235 232 226 223 217 216
d) Value:    290 48  91  42  47  140 9   41  100 110 19  41  201 110
e) Sum:      301 98  98  49  63  441 119 91  140 126 35  49  301 420

a) 68  72  78  80  89  91  105 111 112 113 120 122 124 140
b) 15  11  95  30  86  120 50  50  206 440 15  20  201 41
c) 213 209 203 201 192 190 176 170 169 168 161 159 157 141
d) 41  45  605 19  75  160 160 41  130 8   97  120 9   120
e) 56  56  700 49  161 280 210 91  336 448 112 140 210 161

Sum of positions: 7868 = 2² x 7 x 281.

3.0.3Beginning with the first number in 3.0.1, and taking every Nth after, the following values of N produce totals divisible by 13.

5 43 59 64 81 138

Total of the N values: 390 = 2 x 3 x 5 x 13.

3.0.4Over 150 features can be produced from the list in 3.0.1 by grouping the 280 sums of the first and last letters of each word, and adding up every other group.

3.0.5Providentially, 117 (3² x 13) of the sums in 3.0.1 are odd valued.

3.0.6The odd positioned from the list in 3.0.1:

11 35 300 14 11 50 405 7 40 400 800 22 7 12 13 22 7 16 7 408 16 50 16 16 16 33 15 16 98 30 13 50 310 90 80 11 6 500 30 105 51 70 240 52 86 120 89 60 12 80 40 110 50 320 16 50 440 30 60 80 30 16 50 10 16 16 70 40 33 9 120 130 130 19 110 60 41 670 9 120 97 120 45 107 130 110 45 150 91 9 190 19 91 140 45 91 39 41 690 140 19 605 240 100 45 601 41 15 201 65 41 41 97 209 41 45 601 100 601 9 110 140 9 140 150 5 101 45 79 340 45 307 9 160 91 10 49 9 110 290

Total: 16149 = 3 x 7 x 769. (Since the entire list is a multiple of 13, there is no feature with the even positioned from the list in 3.0.1. However, these odd positioned sums of the first and last letters of each word make up for it by dividing perfectly into odd/even valued sums.)

3.0.6.1The odd positioned and odd valued totals from 3.0.1:

11 35 11 405 7 7 13 7 7 33 15 13 11 105 51 89 33 9 19 41 9 97 45 107 45 91 
9 19 91 45 91 39 41 19 605 45 601 41 15 201 65 41 41 97 209 41 45 601 601 
9 9 5 101 45 79 45 307 9 91 49 9

Total: 5677 = 7 x 811.

3.0.6.2The odd position and even valued totals from 3.0.1:

300 14 50 40 400 800 22 12 22 16 408 16 50 16 16 16 16 98 30 50 310 90 80 6 500 30 70 240 52 86 120 60 12 80 40 110 50 320 16 50 440 30 60 80 30 16 50 10 16 16 70 40 120 130 130 110 60 670 120 120 130 110 150 190 140 690 140 240 100 100 110 140 140 150 340 160 10 110 290

Total: 10472 = 2³ x 7 x 11 x 17.

3.0.7Sixty-four of the totals in 3.0.1 are prime numbers.

a) 1   2   9   10  12  14  15  18  25  29  33  37  40  48  52  61
b) 11  11  11  2   7   11  7   11  7   13  7   7   41  7   31  13

a) 66  71  72  74  86  93  102 140 142 147 152 153 161 162 167 170
b) 11  11  11  31  11  89  23  41  97  19  41  41  97  19  107 41

a) 172 183 186 195 198 201 211 213 220 221 222 223 225 226 229 233
b) 83  19  19  41  2   19  601 41  97  41  83  41  97  19  41  601

a) 236 237 238 240 244 246 250 251 253 254 256 257 258 262 263 280
b) 41  601 41  79  41  47  47  5   101 43  107 79  19  107 307 41

a) Position in the list in 3.0.1.
b) Sum of the first and last letters.

Total of the prime numbers from 3.0.1: 4438 = 2 x 7 x 317.

3.0.8Seventeen of the numbers in 3.0.1 are multiples of 13.

a) 29 61 87 143 145 156 169 177 182 185 191 193 206 219 230 252 269
b) 13 13 52 130 130 65  130 91  91  91  91  39  91  65  208 130 91

a) Position in the list in 3.0.1.
b) Sum of the first and last letters.

The total of these numbers produces an extra 13: 1521 = 3² x 13².

3.0.9The middle N sums from 3.0.1 add up to a multiple of 7 when N is one of the following numbers:

274 264 248 234 222 212 210 178 168 162 126 124 108 96 62 50 34 32 26 10 2

Total of the N values: 2842 = 2 x 7² x 29.

3.0.10The middle N sums from 3.0.1 add up to a multiple of 13 when N is one of the following numbers:

278 250 200 188 182 176 158 146 126 122 104 96 90 80 70 14 8

Total of the N values: 2288 = 2⁴ x 11 x 13.

3.0.11Divide the 280 numbers in 3.0.1 into groups of 8 and add up each group. Gather all groups with odd valued totals together, and all even valued totals together.

3.0.11.1Odd valued groups of 8:

11 11 35 80 300 50 14 310       33 95 9 41 120 97 130 190
40 11 400 12 800 40 22 8        41 700 670 65 9 309 120 105
7 8 12 21 13 12 22 8            130 41 110 83 45 6 150 160
16 110 50 210 16 40 16 7        91 19 140 60 45 160 91 75
16 500 33 31 15 16 16 30        201 21 65 97 41 83 41 160
98 8 30 6 13 90 50 100          97 19 209 100 41 208 45 110
6 31 500 50 30 95 105 30        110 6 140 41 9 47 140 42
12 50 80 10 40 23 110 22        79 19 340 92 45 107 307 110
440 410 30 70 60 470 80 15      49 69 9 45 110 290 290 41
30 20 16 201 50 80 10 16

Total of the odd valued: 15171 = 3 x 13 x 389.

3.0.11.2Even valued groups of 8:

11 2 50 7 405 11 7 9             97 19 120 160 45 8 107 8
7 8 16 800 7 301 408 41          91 160 9 180 190 91 19 190
310 11 90 15 80 90 11 11         39 140 41 140 690 2 140 60
51 270 70 120 240 11 52 30       19 209 605 45 240 91 100 45
86 80 120 6 89 9 60 60           45 700 601 700 41 640 15 110
50 310 320 30 16 140 50 206      601 160 100 41 601 41 9 79
16 12 16 12 70 36 40 16          150 47 5 130 101 43 45 107
130 201 19 95 110 6 60 41        9 120 160 110 91 48 10 140

Total: 15964 = 2 x 2 x 13 x 307.

3.0.12Since God and the Word both had a hand in creation (John 1:1), the data can be separated into two different groups. The list in 3.0.1 is divided into groups with alternating sizes of M and N, where M and N are different multiples of 7.

3.0.12.1Alternating groups of 7 and 49.

3.0.12.1.1Groups of 7:

11 11 35 80 300 50 14
98 8 30 6 13 90 50
440 410 30 70 60 470 80
130 41 110 83 45 6 150
97 19 209 100 41 208 45

Total: 3640 = 2³ x 5 x 7 x 13.

3.0.12.1.2Groups of 49:

310 11 2 50 7 405 11 7 9 40 11 400 12 800 40 22 8 7 8 12 21 13 12 22 8 7 8 16 800 7 301 408 41 16 110 50 210 16 40 16 7 16 500 33 31 15 16 16 30
100 310 11 90 15 80 90 11 11 6 31 500 50 30 95 105 30 51 270 70 120 240 11 52 30 86 80 120 6 89 9 60 60 12 50 80 10 40 23 110 22 50 310 320 30 16 140 50 206
15 30 20 16 201 50 80 10 16 16 12 16 12 70 36 40 16 33 95 9 41 120 97 130 190 130 201 19 95 110 6 60 41 41 700 670 65 9 309 120 105 97 19 120 160 45 8 107 8
160 91 160 9 180 190 91 19 190 91 19 140 60 45 160 91 75 39 140 41 140 690 2 140 60 19 209 605 45 240 91 100 45 45 700 601 700 41 640 15 110 201 21 65 97 41 83 41 160
110 601 160 100 41 601 41 9 79 110 6 140 41 9 47 140 42 150 47 5 130 101 43 45 107 79 19 340 92 45 107 307 110 9 120 160 110 91 48 10 140 49 69 9 45 110 290 290 41

Total: 27495 = 3² x 5 x 13 x 47.

3.0.12.2Alternating groups of 14 and 126.

3.0.12.2.1Groups of 14:

11 11 35 80 300 50 14 310 11 2 50 7 405 11
120 97 130 190 130 201 19 95 110 6 60 41 41 700

Total: 3237 = 3 x 13 x 83.

3.0.12.2.1Groups of 126:

7 9 40 11 400 12 800 40 22 8 7 8 12 21 13 12 22 8 7 8 16 800 7 301 408 41 16 110 50 210 16 40 16 7 16 500 33 31 15 16 16 30 98 8 30 6 13 90 50 100 310 11 90 15 80 90 11 11 6 31 500 50 30 95 105 30 51 270 70 120 240 11 52 30 86 80 120 6 89 9 60 60 12 50 80 10 40 23 110 22 50 310 320 30 16 140 50 206 440 410 30 70 60 470 80 15 30 20 16 201 50 80 10 16 16 12 16 12 70 36 40 16 33 95 9 41
670 65 9 309 120 105 97 19 120 160 45 8 107 8 130 41 110 83 45 6 150 160 91 160 9 180 190 91 19 190 91 19 140 60 45 160 91 75 39 140 41 140 690 2 140 60 19 209 605 45 240 91 100 45 45 700 601 700 41 640 15 110 201 21 65 97 41 83 41 160 97 19 209 100 41 208 45 110 601 160 100 41 601 41 9 79 110 6 140 41 9 47 140 42 150 47 5 130 101 43 45 107 79 19 340 92 45 107 307 110 9 120 160 110 91 48 10 140 49 69 9 45 110 290 290 41

Total: 27898 = 2 x 13 x 29 x 37.

3.0.12.3Alternating groups of 133 and 14.

3.0.12.3.1Groups of 133:

11 11 35 80 300 50 14 310 11 2 50 7 405 11 7 9 40 11 400 12 800 40 22 8 7 8 12 21 13 12 22 8 7 8 16 800 7 301 408 41 16 110 50 210 16 40 16 7 16 500 33 31 15 16 16 30 98 8 30 6 13 90 50 100 310 11 90 15 80 90 11 11 6 31 500 50 30 95 105 30 51 270 70 120 240 11 52 30 86 80 120 6 89 9 60 60 12 50 80 10 40 23 110 22 50 310 320 30 16 140 50 206 440 410 30 70 60 470 80 15 30 20 16 201 50 80 10 16 16 12 16 12 70
95 110 6 60 41 41 700 670 65 9 309 120 105 97 19 120 160 45 8 107 8 130 41 110 83 45 6 150 160 91 160 9 180 190 91 19 190 91 19 140 60 45 160 91 75 39 140 41 140 690 2 140 60 19 209 605 45 240 91 100 45 45 700 601 700 41 640 15 110 201 21 65 97 41 83 41 160 97 19 209 100 41 208 45 110 601 160 100 41 601 41 9 79 110 6 140 41 9 47 140 42 150 47 5 130 101 43 45 107 79 19 340 92 45 107 307 110 9 120 160 110 91 48 10 140 49 69 9 45 110 290 290 41

Total: 29978 = 2 x 13 x 1153.

3.0.12.3.2Groups of 14:

36 40 16 33 95 9 41 120 97 130 190 130 201 19

Total: 1157 = 13 x 89.

3.0.12.4Alternating groups of 105 and 70.

3.0.12.4.1Groups of 105:

11 11 35 80 300 50 14 310 11 2 50 7 405 11 7 9 40 11 400 12 800 40 22 8 7 8 12 21 13 12 22 8 7 8 16 800 7 301 408 41 16 110 50 210 16 40 16 7 16 500 33 31 15 16 16 30 98 8 30 6 13 90 50 100 310 11 90 15 80 90 11 11 6 31 500 50 30 95 105 30 51 270 70 120 240 11 52 30 86 80 120 6 89 9 60 60 12 50 80 10 40 23 110 22 50
160 91 160 9 180 190 91 19 190 91 19 140 60 45 160 91 75 39 140 41 140 690 2 140 60 19 209 605 45 240 91 100 45 45 700 601 700 41 640 15 110 201 21 65 97 41 83 41 160 97 19 209 100 41 208 45 110 601 160 100 41 601 41 9 79 110 6 140 41 9 47 140 42 150 47 5 130 101 43 45 107 79 19 340 92 45 107 307 110 9 120 160 110 91 48 10 140 49 69 9 45 110 290 290 41

Total: 23322 = 2 x 3 x 13² x 23.

3.0.12.4.2Groups of 70:

310 320 30 16 140 50 206 440 410 30 70 60 470 80 15 30 20 16 201 50 80 10 16 16 12 16 12 70 36 40 16 33 95 9 41 120 97 130 190 130 201 19 95 110 6 60 41 41 700 670 65 9 309 120 105 97 19 120 160 45 8 107 8 130 41 110 83 45 6 150

Total: 7813 = 13 x 601.

3.0.12.5Alternating groups of 77 and 126.

3.0.12.5.1Groups of 77:

11 11 35 80 300 50 14 310 11 2 50 7 405 11 7 9 40 11 400 12 800 40 22 8 7 8 12 21 13 12 22 8 7 8 16 800 7 301 408 41 16 110 50 210 16 40 16 7 16 500 33 31 15 16 16 30 98 8 30 6 13 90 50 100 310 11 90 15 80 90 11 11 6 31 500 50 30
45 240 91 100 45 45 700 601 700 41 640 15 110 201 21 65 97 41 83 41 160 97 19 209 100 41 208 45 110 601 160 100 41 601 41 9 79 110 6 140 41 9 47 140 42 150 47 5 130 101 43 45 107 79 19 340 92 45 107 307 110 9 120 160 110 91 48 10 140 49 69 9 45 110 290 290 41

Total: 17485 = 5 x 13 x 269. SF: 287 = 7 x 41.

3.0.12.5.2Groups of 126:

95 105 30 51 270 70 120 240 11 52 30 86 80 120 6 89 9 60 60 12 50 80 10 40 23 110 22 50 310 320 30 16 140 50 206 440 410 30 70 60 470 80 15 30 20 16 201 50 80 10 16 16 12 16 12 70 36 40 16 33 95 9 41 120 97 130 190 130 201 19 95 110 6 60 41 41 700 670 65 9 309 120 105 97 19 120 160 45 8 107 8 130 41 110 83 45 6 150 160 91 160 9 180 190 91 19 190 91 19 140 60 45 160 91 75 39 140 41 140 690 2 140 60 19 209 605

Total: 13650 = 2 x 3 x 5² x 7 x 13. SF: 35 = 5 x 7.

Having looked at the first and last letters of each word together now they are examined separately.

3.1The first letter of each word: 12974 = 2 x 13 x 499.

3.2The letter values of God’s name in Hebrew (10-5-6-5) apply three different ways to the first letter of each word.

3.2.1They point directly to the first letter of the 10th, 5th, 6th and 5th words.

Word position: 10 5   6  5
First letter:  1  200 40 200

Total: 441 = 3² x 7².

3.2.2They are applied 11 times to count through the 280 words' first letters.

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  6  400 2  400 6  10 1  40 70 1  90 20 9  70 2   400 40  20  2

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) 1   90  20  5   1   70  1   1   70  600 5   5   1   1   1   70  1

a) 5   6   5   10  5   6   5  (Letter value from the Name).
b) 249 255 260 270 275 281 6  (Count.)
c) 249 255 260 270 275 1   6  (Count adjusted to 280.)
d) 60  5   2   8   4   1   40 (First letter found.)

Total of the first letters found: 2653 = 7 x 379.

3.2.3They are applied 13 times to count through the list in 3.1.

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  6  400 2  400 6  10 1  40 70 1  90 20 9  70 2   400 40  20  2

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) 1   90  20  5   1   70  1   1   70  600 5   5   1   1   1   70  1

a) 5   6   5   10  5   6   5  10 5   6  5  10 5  6  5
b) 249 255 260 270 275 281 6  16 21  27 32 42 47 53 58
c) 249 255 260 270 275 1   6  16 21  27 32 42 47 53 58
d) 60  5   2   8   4   1   40 4  400 6  2  70 10 10 2

a) Letter value from the Name.
b) Count.
c) Count adjusted to 280.
d) First letter of word found.

Total: 3157 = 7 x 11 x 41.

3.3Just over 90 sub-features can be extracted from the list in 3.1 by taking every other group of N.

3.4From the list in 3.1, when the middle N are added up, their total is a multiple of 7 when N is one of the following values:

274 258 256 252 236 232 222 196 194 184 168 132 102 90 78 72 52 50 20

Total: 3068 = 2² x 13 x 59.

3.5The lowest valued letter is 1 from the list in 3.1. It appeared 48 times in the passage for a total of 48. The highest valued letter is 600, and it occurred twice for a total of 1200. Lowest and highest: 1248 = 2⁵ x 3 x 13. SF: 26 = 2 x 13.

3.6Divide the list in 3.1 into groups of 5 and add up each group. Separate the groups depending on whether the total is odd or even.

3.6.1Odd valued groups of 5:

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

Total: 5720 = 2³ x 5 x 11 x 13. SF: 35 = 5 x 7.

3.6.2Even valued groups of 5:

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

Total: 7254 = 2 x 3² x 13 x 31. SF: 52 = 2² x 13.

3.7Like the first and last letters of each word in 3.0.12, the first letter of each word also forms alternating groups with M and N number of elements, where M and N are multiples of 7.

3.7.1Alternating groups of 56 and 14.

3.7.1.1Groups of 56:

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

Total: 10556 = 2 x 2 x 7 x 13 x 29.

3.7.1.2Groups of 14:

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

Total: 2418 = 2 x 3 x 13 x 31. SF: 49 = 7 x 7. SF: 14 = 2 x 7.

3.7.2Alternating groups of 84 and 14.

3.7.2.1Groups of 84:

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

Total: 11791 = 13 x 907.

3.7.2.2Groups of 14:

200 1 2 20 80 70 80 1 9 6 20 50 6 20
10 100 1 10 100 20 5 70 1 70 30 100 1 100

Total: 1183 = 7 x 13 x 13.

3.7.3Alternating groups of 28 and 42.

3.7.3.1Groups of 28:

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

Total: 5629 = 13 x 433.

3.7.3.2Groups of 42:

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

Total: 7345 = 5 x 13 x 113.

3.7.4Alternating groups of 56.

3.7.4.1Odd positioned groups of 56:

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

Total: 7410 = 2 x 3 x 5 x 13 x 19. SF: 42 = 2 x 3 x 7.

3.7.4.2Even positioned groups of 56:

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

Total: 5564 = 2 x 2 x 13 x 107.

Now we examine the last letter of each word.

3.8The last letter of each word: 18161 = 11 x 13 x 127.

3.9The difference between the first and last letters of each word: 5187 = 3 x 7 x 13 x 19. SF: 42 = 2 x 3 x 7.

3.9.1Beginning with the first letter in 3.8 and taking every Nth after, the following values of N extract a list with a total divisible by 7:

2 7 14 17 23 27 32 36 48 60 86 103 105 106 125 127 130 137 138 140

Total of the values of N: 1463 = 7 x 11 x 19.

3.9.2Taking every Nth from 3.8, the following values of N creates a list with a total divisible by 7:

20 25 26 40 43 48 69 71 73 87 88 90 98 101 115 125 134

Total of the N values: 1253 = 7 x 179.

3.10Divide the list in 3.8 according to the odd/even values of the letters.

3.10.1Fifty-seven of the last letters of each word are odd valued.

a) 3 10 12 13 14 15 16 18 33 37 48 53 60 73 78 79 92 94 100 102 127 139
b) 5 1  1  5  5  1  5  5  1  1  5  5  5  5  5  5  5  3  5   3   5   5

a) 147 150 157 158 160 162 166 167 168 174 179 183 186 192 193 198 201
b) 9   1   5   9   5   9   7   7   1   1   5   9   9   5   9   1   9

a) 215 219 226 239 240 242 245 251 253 256 257 258 262 263 265 271 274
b) 5   5   9   5   9   5   5   1   1   7   9   9   7   7   5   9   9

a) 275   (Word position where last letter resides.)
b) 5     (Value of last letter of word.)

Total of the odd valued letters: 299 = 13 x 23.

3.10.2Two hundred and twenty-three of the last letters are even valued.

a) 1  2  4  5   6  7  8  9  11 17 19  20 21  22 23 24 25 26 27 28 29
b) 10 10 10 100 10 10 10 10 40 10 300 2  400 30 20 6  6  6  6  20 6

a) 30 31 32 34 35 36  38  39  40 41 42 43 44 45 46 47 49 50  51 52 54
b) 6  20 6  6  10 400 300 400 40 10 40 30 10 6  10 6  6  300 30 30 6

a) 55 56 57 58 59 61 62 63 64 65 66 67 68 69 70 71 72 74 75  76 77 80
b) 6  10 90 6  10 10 50 10 30 10 10 20 10 40 50 10 10 30 100 10 10 10

a) 81 82  83 84 85 86 87 88 89 90 91 93 95 96 97 98 99 101 103 104 105
b) 50 200 10 40 40 10 50 10 6  10 40 80 40 10 6  30 10 10  60  20  10

a) 106 107 108 109 110 111 112 113 114 115 116 117 118 119 120 121 122
b) 300 300 10  10  100 10  200 400 10  10  10  40  400 40  10  10  10

a) 123 124 125 126 128 129 130 131 132 133 134 135 136 137 138 140 141
b) 10  200 30  10  6   6   10  6   10  40  30  10  6   30  90  40  60

a) 142 143 144 145 146 148 149 151 152 153 154 155 156 159 161 163 164
b) 90  40  90  40  200 90  40  40  40  40  600 600 60  60  90  60  90

a) 165 169 170 171 172 173 175 176 177 178 180 181 182 184 185 187 188
b) 40  100 40  40  80  40  90  90  90  90  90  90  90  90  90  40  40

a) 189 190 191 194 195 196 197 199 200 202 203 204 205 206 207 208 209
b) 40  90  90  40  40  40  90  40  40  200 600 40  40  90  40  40  40

a) 210 211 212 213 214 216 217 218 220 221 222 223 224 225 227 228 229
b) 600 600 600 40  40  100 200 20  90  40  80  40  90  90  200 40  40

a) 230 231 232 233 234 235 236 237 238 241 243 244 246 247 248 249 250
b) 200 40  40  600 90  40  40  600 40  90  40  40  40  40  40  90  40

a) 252 254 255 259 260 261 264 266 267 268 269 270 272 273 276 277 278
b) 40  40  40  40  90  40  40  60  90  40  90  40  40  40  40  90  200

a) 279 280     (Word position where last letter resides.)
b) 200 40      (Value of last letter of word.)

Total of the even valued: 17862 = 2 x 3 x 13 x 229. SF: 247 = 13 x 19.

3.11From the list in 3.8, find all that are purely odd/even in word position and value.

Odd position & odd valued:
a) 3 13 15 33 37 53 73 79 127 139 147 157 167 179 183 193
b) 5 5  1  1  1  5  5  5  5   5   9   5   7   5   9   9

a) 201 215 219 239 245 251 253 257 263 265 271 275 (Word position.)
b) 9   5   5   5   5   1   1   9   7   5   9   5   (Last letter.)

Total: 148 = 22 x 37.

Even position & even valued:
a) 2   4   6   8   20  22  24  26  28  30  32  34  36  38  40  42
b) 10  10  10  10  2   30  6   6   20  6   6   6   400 300 40  40

a) 44  46  50  52  54  56  58  62  64  66  68  70  72  74  76  80
b) 10  10  300 30  6   10  6   50  30  10  10  50  10  30  10  10

a) 82  84  86  88  90  96  98  104 106 108 110 112 114 116 118 120
b) 200 40  10  10  10  10  30  20  300 10  100 200 10  10  400 10

a) 122 124 126 128 130 132 134 136 138 140 142 144 146 148 152 154
b) 10  200 10  6   10  10  30  6   90  40  90  90  200 90  40  600

a) 156 164 170 172 176 178 180 182 184 188 190 194 196 200 202 204
b) 60  90  40  80  90  90  90  90  90  40  90  40  40  40  200 40

a) 206 208 210 212 214 216 218 220 222 224 228 230 232 234 236 238
b) 90  40  600 600 40  100 20  90  80  90  40  200 40  90  40  40

a) 244 246 248 250 252 254 260 264 266 268 270 272 276 278 280
b) 40  40  40  40  40  40  90  40  60  40  40  40  40  200 40

a) Word position.
b) Value of last letter.

Total: 8616 = 23 x 3 x 359.

The total of the last letters of each word that are purely odd/even: 8764 = 2² x 7 x 313.

3.12From the list in 3.8, the middle N add up to a multiple of 7 when N is one of the following values:

274 250 222 220 202 168 154 136 114 110 106 64 58 50

There are precisely 14 of them. Their total: 2128 = 2⁴ x 7 x 19.

3.13When the last letters of each word are added up, there are 18 times when the accumulated total will be a multiple of 13.

a) 77   96   107  111  130  173  175  181  204   206   226   231   243   254   258   260   272   280
b) 10   10   300  10   10   40   90   90   40    90    9     40    40    40    9     90    40    40
c) 3276 3900 4654 4784 6201 9191 9282 9737 11479 11609 14378 14898 16497 16874 16939 17069 17537 18161

a) Word position.
b) Value of last letter of word.
c) Accumulated total from the last letter of each word.

Total of the word positions where this occurs: 3484 = 2² x 13 x 67. SF: 84 = 2² x 3 x 7. SF: 14 = 2 x 7.

3.14The letter that appeared the least in 3.8: 2. It appeared only once for a total of 2. The letter that appeared the most: 40. It appeared 64 times for a total of 2560. Thus the least plus the most is 2562 (2 x 3 x 7 x 61).

3.14.1The previous exercise could be adjusted to search only for the letters with the lowest/highest total in the passage. This does not depend on having the least or most appearances, but is a factor of the two. Once again 2 appeared only once for a total of 2, and this is the smallest product. Letter 600 appeared 8 times for a total of 4800. This is not the most appearances, but it is the largest product. Thus smallest plus largest: 4802 = 2 x 7⁴.

3.15Like the first letter of each word, the last also form alternating groups with M and N-number of letters, where M and N are multiples of 7 or 13.

3.15.1Alternating groups of 13 and 7.

3.15.1.1Groups of 13:

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

Total: 11349 = 3² x 13 x 97.

3.15.1.2Groups of 7:

5 1 5 10 5 300 2
6 10 400 1 300 400 40
6 6 10 90 6 10 5
30 100 10 10 5 5 10
3 40 10 6 30 10 5
10 10 10 40 400 40 10
30 10 6 30 90 5 40
600 600 60 5 9 60 5
1 90 90 90 90 5 90
40 40 40 90 1 40 40
40 5 100 200 20 5 90
90 40 40 600 40 5 9
40 40 7 9 9 40 90
9 5 40 90 200 200 40

Total: 6812 = 2² x 13 x 131.

3.15.2Alternating groups of 28 and 7.

3.15.2.1Groups of 28:

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

Total: 15548 = 2² x 13² x 23.

3.15.2.2Groups of 7:

6 6 20 6 1 6 10
30 10 10 20 10 40 50
10 5 10 3 60 20 10
30 10 6 30 90 5 40
100 40 40 80 40 1 90
40 40 90 40 40 40 600
5 9 90 5 40 40 5
9 5 40 90 200 200 40

Total: 2613 = 3 x 13 x 67.

3.15.3Alternating groups of 7 and 63.

3.15.3.1Groups of 7:

10 10 5 10 100 10 10
10 10 5 30 100 10 10
60 90 40 90 40 200 9
600 600 40 40 5 100 200

Total: 2444 = 2² x 13 x 47.

3.15.3.2Groups of 63:

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

Total: 15717 = 3 x 13² x 31.

3.15.4Alternating groups of 42 and 14.

3.15.4.1Groups of 42:

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

Total: 12727 = 11 x 13 x 89.

3.15.4.2Groups of 14:

30 10 6 10 6 5 6 300 30 30 5 6 6 10
10 5 10 3 60 20 10 300 300 10 10 100 10 200
600 60 5 9 60 5 90 9 60 90 40 7 7 1
600 600 40 40 5 100 200 20 5 90 40 80 40 90
90 40 90 40 9 40 40 9 5 40 90 200 200 40

Total: 5434 = 2 x 11 x 13 x 19.

3.15.5Alternating groups of 21 and 35.

3.15.5.1Groups of 21

10 10 5 10 100 10 10 10 10 1 40 1 5 5 1 5 10 5 300 2 400
90 6 10 5 10 50 10 30 10 10 20 10 40 50 10 10 5 30 100 10 10
400 10 10 10 40 400 40 10 10 10 10 200 30 10 5 6 6 10 6 10 40
100 40 40 80 40 1 90 90 90 90 5 90 90 90 9 90 90 9 40 40 40
90 9 200 40 40 200 40 40 600 90 40 40 600 40 5 9 90 5 40 40 5

Total: 6266 = 2 x 13 x 241.

3.15.5.2Groups of 35

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

Total: 11895 = 3 x 5 x 13 x 61.

3.15.6Alternating groups of 21 and 119.

3.15.6.1Groups of 21:

10 10 5 10 100 10 10 10 10 1 40 1 5 5 1 5 10 5 300 2 400
60 90 40 90 40 200 9 90 40 1 40 40 40 600 600 60 5 9 60 5 90

Total: 3159 = 3⁵ x 13. SF: 28 = 2² x 7.

3.15.6.2Groups of 119:

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

Total: 15002 = 2 x 13 x 577.

3.15.7Alternating groups of 35 and 105.

3.15.7.1Groups of 35:

10 10 5 10 100 10 10 10 10 1 40 1 5 5 1 5 10 5 300 2 400 30 20 6 6 6 6 20 6 6 20 6 1 6 10
60 90 40 90 40 200 9 90 40 1 40 40 40 600 600 60 5 9 60 5 90 9 60 90 40 7 7 1 100 40 40 80 40 1 90

Total: 3913 = 7 x 13 x 43. SF: 63 = 3² x 7. SF: 13.

3.15.7.2Groups of 105:

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

Total: 14248 = 2³ x 13 x 137. SF: 156 = 2² x 3 x 13.

3.15.8Alternating groups of 91 and 98.

3.15.8.1Groups of 91:

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

Total: 11778 = 2 x 3 x 13 x 151. SF: 169 = 13² SF: 26 = 2 x 13.

3.15.8.2Groups of 98:

5 80 3 40 10 6 30 10 5 10 3 60 20 10 300 300 10 10 100 10 200 400 10 10 10 40 400 40 10 10 10 10 200 30 10 5 6 6 10 6 10 40 30 10 6 30 90 5 40 60 90 40 90 40 200 9 90 40 1 40 40 40 600 600 60 5 9 60 5 90 9 60 90 40 7 7 1 100 40 40 80 40 1 90 90 90 90 5 90 90 90 9 90 90 9 40 40 40

Total: 6383 = 13 x 491. SF: 504 = 2³ x 3² x 7.

3.16Seventeen of the last letters of each word, successfully divide the list in 3.8 into what is between them, and what is not between them. (This is similar to feature 2.11 for the words.)

3.16.1For the last letters of each word, the additional feature is in their Nth occurrence (column 2 of the table).

4th 20th 7th 13th 2nd 22th 25th 26th 4th 1st 4th 15th 2nd 2nd 4th 6th 4th

The sum of all the Nth numbers: 161 = 7 x 23.

3.16.2The list of N numbers in 3.16.1 break down nicely into two groups.

3.16.2.1Odd positioned:

4th 7th 2nd 25th 4th 4th 2nd 4th 4th

Total: 56 = 2³ x 7. SF: 13.

3.16.2.2Even positioned:

20th 13th 22th 26th 1st 15th 2nd 6th

Total: 105 = 3 x 5 x 7.

3.16.2.3The difference between the odd positioned and even positioned: 49 (7²).

3.16.3Only two of the entries in the table have results that are multiples of 7. The first is for the 7th and 7th last occurrences of letter 5. What is not between these two occurrences total 7280. The second is for the 4th and 4th last occurrences of letter 30. This time, what is between these two occurrences total 1183. Providentially, 5 plus 30 is 35, which is also a multiple of 7.

As can be seen, the first and last letters of each word, together and separately have many numeric features.

3.17Another way of understanding Revelation 1:8's Alpha and Omega is what is not Alpha and Omega. Everything so far in section 3 is of the first and last letters of each word. What about letters that are not first or last? There are 720 of them, and their total is not a multiple of 7 or 13.

30 30 40 7 2 400 50 8 6 10 300 6 70 400 2 200 1 3 400 30 5 100 200 6 40 30 70 50 30 10 30 30 6 40 10 1 400 4 6 6 300 5 30 6 300 200 1 9 8 2 400 10 50 9 8 400 80 30 9 40 30 10 70 100 50 40 30 9 9 8 30 6 300 1 50 20 6 30 70 30 10 200 80 4 2 7 6 1 30 70 3 80 9 10 200 300 80 50 10 70 1 5 6 80 30 9 5 90 10 30 5 80 400 8 2 9 2 9 10 8 4 40 30 10 300 30 20 400 200 8 2 9 40 30 400 200 8 40 50 200 200 6 2 10 6 7 2 2 6 50 200 10 2 10 2 10 200 300 400 200 6 50 90 30 10 5 200 10 200 300 1 40 10 300 80 20 400 5 400 80 200 4 90 40 6 400 10 2 4 6 50 40 400 6 70 2 8 200 8 30 300 6 50 4 2 30 100 6 8 30 70 80 6 300 80 400 50 2 2 6 50 30 2 10 4 200 70 10 100 10 80 6 50 1 200 4 200 3 30 60 80 90 40 6 400 40 2 10 9 200 1 8 30 100 3 4 5 70 2 6 300 80 10 30 6 200 50 60 200 8 5 40 7 90 1 200 100 60 80 600 4 7 200 60 9 100 80 1 100 5 200 30 1 90 9 200 100 60 1 30 70 1 9 50 1 5 80 9 2 1 20 600 90 8 7 100 1 30 70 80 1 40 5 70 5 30 500 5 200 100 60 9 20 1 100 3 5 40 60 40 100 9 20 60 80 600 4 7 1 9 20 1 100 60 200 100 30 5 80 5 20 20 7 20 600 80 60 200 70 7 80 400 60 1 400 8 80 40 100 5 80 60 200 100 60 200 9 20 1 100 60 200 3 10 1 20 5 90 1 30 5 40 60 60 200 80 400 9 5 80 5 9 1 60 200 80 400 60 40 100 1 1 60 1 60 9 70 5 80 60 200 100 60 200 80 60 90 7 40 5 3 10 1 100 60 60 40 8 80 600 70 60 60 200 100 60 70 60 90 100 80 5 300 60 40 100 60 1 60 1 4 60 3 40 600 70 9 60 30 600 40 1 10 80 9 40 1 200 8 5 200 80 60 40 8 80 600 70 60 200 100 9 100 9 60 1 100 7 3 60 80 5 9 100 1 200 100 60 20 200 4 80 600 4 7 40 5 70 5 30 500 5 1 200 100 60 80 60 30 1 1 4 60 200 4 5 50 9 60 1 40 1 100 60 90 100 9 5 70 80 1 3 30 5 40 60 200 100 1 9 4 5 200 90 1 200 200 100 60 70 60 20 200 90 40 5 10 80 1 3 60 1 30 70 20 7 8 5 5 3 60 40 100 5 9 80 60 200 100 60 70 60 20 200 90 60 30 9 60 1 80 1 2 2 1 90 100 9 9 100 1 90 9 9 40 5 40 60 30 5 40 7 60 20 5 1 60 40 60 20 7 8 5 9 200 20 1 10 1 20 9 9 20 1 100 60 80 60 90 5 300 600 40 7 90 5 200 100 60 9 5 20 600 70 60 20 200 90 1 60 7 90 60 200 70 5 300 600 40 60 200 5 3 60 40 100 5 100 1 200 80 60 100 1 200 80 60 200 100 60

Total: 53735 = 5 x 11 x 977.

3.17.1The even positioned from the list in 3.17: 24817 = 13 x 23 x 83. SF: 119 = 7 x 17.

3.17.2The even valued from the list in 3.17: 52920 = 2³ x 3³ x 5 x 7².

3.17.3The total of the middle N from the list in 3.17 is a multiple of 13 when N is one of the following values:

692 686 658 588 586 562 554 506 486 478 468 464 436 432 416 412 370 366 364 274 144 104 98 86 14

Total of N: 10244 = 2² x 13 x 197.

3.17.4The 720 letters that are not first or last in a word divide perfectly into alternating groups of 39 and 105 letters.

3.17.4.1The groups of 39 letters are added together:

30 30 40 7 2 400 50 8 6 10 300 6 70 400 2 200 1 3 400 30 5 100 200 6 40 30 70 50 30 10 30 30 6 40 10 1 400 4 6
6 7 2 2 6 50 200 10 2 10 2 10 200 300 400 200 6 50 90 30 10 5 200 10 200 300 1 40 10 300 80 20 400 5 400 80 200 4 90
100 5 200 30 1 90 9 200 100 60 1 30 70 1 9 50 1 5 80 9 2 1 20 600 90 8 7 100 1 30 70 80 1 40 5 70 5 30 500
60 200 80 60 90 7 40 5 3 10 1 100 60 60 40 8 80 600 70 60 60 200 100 60 70 60 90 100 80 5 300 60 40 100 60 1 60 1 4
200 100 60 70 60 20 200 90 40 5 10 80 1 3 60 1 30 70 20 7 8 5 5 3 60 40 100 5 9 80 60 200 100 60 70 60 20 200 90

Total: 15099 = 3 x 7 x 719.

3.17.4.2The groups of 105 letters are added together:

6 300 5 30 6 300 200 1 9 8 2 400 10 50 9 8 400 80 30 9 40 30 10 70 100 50 40 30 9 9 8 30 6 300 1 50 20 6 30 70 30 10 200 80 4 2 7 6 1 30 70 3 80 9 10 200 300 80 50 10 70 1 5 6 80 30 9 5 90 10 30 5 80 400 8 2 9 2 9 10 8 4 40 30 10 300 30 20 400 200 8 2 9 40 30 400 200 8 40 50 200 200 6 2 10
40 6 400 10 2 4 6 50 40 400 6 70 2 8 200 8 30 300 6 50 4 2 30 100 6 8 30 70 80 6 300 80 400 50 2 2 6 50 30 2 10 4 200 70 10 100 10 80 6 50 1 200 4 200 3 30 60 80 90 40 6 400 40 2 10 9 200 1 8 30 100 3 4 5 70 2 6 300 80 10 30 6 200 50 60 200 8 5 40 7 90 1 200 100 60 80 600 4 7 200 60 9 100 80 1
5 200 100 60 9 20 1 100 3 5 40 60 40 100 9 20 60 80 600 4 7 1 9 20 1 100 60 200 100 30 5 80 5 20 20 7 20 600 80 60 200 70 7 80 400 60 1 400 8 80 40 100 5 80 60 200 100 60 200 9 20 1 100 60 200 3 10 1 20 5 90 1 30 5 40 60 60 200 80 400 9 5 80 5 9 1 60 200 80 400 60 40 100 1 1 60 1 60 9 70 5 80 60 200 100
60 3 40 600 70 9 60 30 600 40 1 10 80 9 40 1 200 8 5 200 80 60 40 8 80 600 70 60 200 100 9 100 9 60 1 100 7 3 60 80 5 9 100 1 200 100 60 20 200 4 80 600 4 7 40 5 70 5 30 500 5 1 200 100 60 80 60 30 1 1 4 60 200 4 5 50 9 60 1 40 1 100 60 90 100 9 5 70 80 1 3 30 5 40 60 200 100 1 9 4 5 200 90 1 200
60 30 9 60 1 80 1 2 2 1 90 100 9 9 100 1 90 9 9 40 5 40 60 30 5 40 7 60 20 5 1 60 40 60 20 7 8 5 9 200 20 1 10 1 20 9 9 20 1 100 60 80 60 90 5 300 600 40 7 90 5 200 100 60 9 5 20 600 70 60 20 200 90 1 60 7 90 60 200 70 5 300 600 40 60 200 5 3 60 40 100 5 100 1 200 80 60 100 1 200 80 60 200 100 60

Total: 38636 = 2² x 13 x 743.

Not many numeric features can be found for letters that are not first or last in a word. Part of the reason is because these letters are not supported by a reason like Revelation 1:8. The other part is that the total of all these letters is not a multiple of 7 or 13. Nevertheless, some features still show.

All The Letters

4Ninety-one pairs of letters, Nth and Nth last, together are divisible by 7.

a) Nth letter: 6    28   30   37   41   46   58   61   71   74   78
b) Value:      10   2    10   30   100  40   30   30   1    100  10
c) Nth Last:   1271 1249 1247 1240 1236 1231 1219 1216 1206 1203 1199
d) Value:      200  40   60   5    40   9    40   5    90   600  60
e) Sum:        210  42   70   35   140  49   70   35   91   700  70

a) 83   91   104  105  106  129  132  136  139  154  165  171  177  185
b) 5    30   2    9    8    2    9    30   6    1    6    40   10   80
c) 1194 1186 1173 1172 1171 1148 1145 1141 1138 1123 1112 1106 1100 1092
d) 100  40   40   5    90   5    40   40   1    90   1    9    60   60
e) 105  70   42   14   98   7    49   70   7    91   7    49   70   140

a) 187  190  199  203  213  219  221  228  230  236  249  251  261  268
b) 10   2    200  30   9    30   6    6    10   10   300  10   30   40
c) 1090 1087 1078 1074 1064 1058 1056 1049 1047 1041 1028 1026 1016 1009
d) 200  5    3    5    40   5    1    1    60   60   1    60   40   100
e) 210  7    203  35   49   35   7    7    70   70   301  70   70   140

a) 270  290 302 312 313 314 315 317 323 325 329 335 352 382 388 395 399
b) 2    50  20  2   2   6   50  80  10  1   10  200 5   6   30  3   2
c) 1007 987 975 965 964 963 962 960 954 952 948 942 925 895 889 882 878
d) 40   90  1   5   40  1   90  4   200 20  60  10  100 1   40  60  40
e) 42   140 21  7   42  7   140 84  210 21  70  210 105 7   70  63  42

a) 405 406 409 413 414 418 421 429 430 435 437 447 454 459 465 467 480
b) 10  10  20  20  8   300 10  6   8   80  40  10  20  70  10  5   10
c) 872 871 868 864 863 859 856 848 847 842 840 830 823 818 812 810 797
d) 60  4   1   1   20  1   60  1   90  200 100 60  1   7   200 100 60
e) 70  14  21  21  28  301 70  7   98  280 140 70  21  77  210 105 70

a) 481 490 500 507 513 518 532 534 536 550 583 584 586 587 593 597 598
b) 6   20  5   200 8   3   10  10  6   1   9   40  200 100 5   9   50
c) 796 787 777 770 764 759 745 743 741 727 694 693 691 690 684 680 679
d) 1   1   100 80  90  60  4   60  1   90  5   30  80  5   100 5   90
e) 7   21  105 280 98  63  14  70  7   91  14  70  280 105 105 14  140

a) 607
b) 20
c) 670 (The 670th position is the 607th last position.)
d) 1
e) 21

Sum of positions (a + c): 116207 = 7 x 13 x 1277.

4.1The odd positioned letters: 42756 = 2² x 3 x 7 x 509.

4.2The even positioned letters: 41874 = 2 x 3 x 7 x 997.

4.3The difference between the odd and even positioned letters: 882 = 2 x 3² x 7².

4.4Features 4.1 and 4.2 consist of taking every other letter. Beginning with the very first letter, one could take every Nth letter after. The following values of N all extract sequences with a total divisible by 91 (7 x 13):

6 17 132 432 439 443 468 520 525 539

Total of the N values: 3521 = 7 x 503.

4.5Just over 1700 alternating groups of N-number of letters are possible with the 1276 letters listed in feature 4.

4.6.1Three hundred and eighteen letters are odd valued. Their sum: 1372 = 2² x 7³.

4.6.1.1The total of the positions of the odd valued letters: 230800 (2⁴ x 5² x 577). This is not divisible by 7 or 13, but the sum of the factors is something else: 595 = 5 x 7 x 17. It is a symmetrical number with the first two and last two digits adding to 14.

4.6.2Nine hundred and fifty-eight letters are even valued. Their total: 83258 = 2 x 7 x 19 x 313.

4.6.2.1The total of the positions of the even valued letters: 583926 = 2 x 3 x 7 x 13903.

4.7The letters break down perfectly into prime numbers and not prime numbers.

4.7.1A hundred and eighty-three letter values are prime numbers.

a) 9    11   12   28   33   38   54   59   67   73   81   83   92   94   99   104
b) 5    7    2    2    3    5    5    5    5    5    2    5    2    2    2    2

a) 119  129  131  138  166  167  180  190  193  202  207  209  214  220  227  233
b) 7    2    2    2    2    7    3    2    5    3    5    5    5    5    2    5

a) 234  238  242  259  270  281  296  300  301  309  312  313  322  326  330  347
b) 3    2    2    5    2    5    5    2    5    7    2    2    2    2    2    5

a) 352  359  371  385  387  389  395  399  407  424  449  450  456  467  483  498
b) 5    3    5    5    5    2    3    2    2    2    2    2    2    5    3    5

a) 500  502  510  517  518  522  528  537  541  546  548  553  560  564  578  593
b) 5    2    2    2    3    5    2    3    5    5    7    5    7    7    5    5

a) 602  605  610  613  625  627  630  645  646  647  654  662  663  667  680  685
b) 5    2    5    7    5    5    5    5    3    5    5    5    7    7    5    7

a) 687  688  690  694  699  708  713  716  718  726  746  749  753  757  769  771
b) 7    7    5    5    7    7    3    5    5    5    5    3    5    5    5    5

a) 799  802  818  820  821  825  854  874  875  877  900  902  907  934  935  938
b) 5    5    7    5    3    5    5    5    3    5    5    5    5    7    3    5

a) 941  956  957  961  965  967  970  972  984  998  1012 1018 1022 1024 1036 1058
b) 5    5    7    7    5    5    5    3    7    5    5    5    3    5    5    5

a) 1062 1066 1072 1074 1077 1078 1082 1087 1103 1104 1111 1115 1116 1124 1139 1140
b) 3    5    7    5    5    3    5    5    5    7    2    2    2    7    3    5

a) 1144 1146 1148 1151 1155 1165 1167 1169 1172 1175 1181 1188 1201 1205 1207 1216
b) 5    7    5    7    5    2    7    5    5    7    7    5    5    7    5    5

a) 1232 1240 1241 1243 1251 1252 1256   (Letter position.)
b) 7    5    5    5    5    3    5      (Letter value. Prime number.)

Total of the letters that are prime numbers: 819 = 3² x 7 x 13. SF: 26 = 2 x 13.

4.7.2Since the entire passage is already a multiple of 91 (7 x 13), this means all the letters that are not prime numbers is also divisible by 7 and 13: 83811 = 3 x 7 x 13 x 307.

4.7.2.1The sum of the positions of all the letters that are not prime numbers: 694274 = 2 x 7 x 101 x 491.

4.8Divide the 1276 letters into groups of 58, and add up each group. Gather all groups with odd totals, and all groups with even totals.

4.8.1Sum of the groups of 58 with odd valued totals: 33572 = 2² x 7 x 11 x 109.

4.8.2Sum of the groups of 58 with even valued totals: 51058 = 2 x 7² x 521.

4.9Like the words in feature 2.10, the letters form alternating groups of different sizes of M and N-number of letters where M and N are multiples of 7 or 13.

4.9.1Alternating groups of 312 and 7 letters.

4.9.1.1Groups of 312: 82194 = 2 x 3 x 7 x 19 x 103.

4.9.1.2Groups of 7: 2436 = 2² x 3 x 7 x 29.

4.9.2Alternating groups of 14 and 624 letters.

4.9.2.1Groups of 14: 1799 = 7 x 257.

4.9.2.2Groups of 624: 82831 = 7 x 11833.

4.9.3Alternating groups of 26 and 224 letters.

4.9.3.1Groups of 26: 8697 = 3 x 13 x 223.

4.9.3.2Groups of 224: 75933 = 3² x 11 x 13 x 59.

4.9.4Alternating groups of 84 and 65 letters.

4.9.4.1Groups of 84: 50518 = 2 x 13 x 29 x 67.

4.9.4.2Groups of 65: 34112 = 2⁶ x 13 x 41.

4.9.5Alternating groups of 78 and 560 letters.

4.9.5.1Groups of 78: 10322 = 2 x 13 x 397.

4.9.5.2Groups of 560: 74308 = 2² x 13 x 1429.

4.9.6Alternating groups of 560 and 78 letters.

4.9.6.1Groups of 560: 71589 = 3 x 7² x 487. SF: 504 = 2³ x 3² x 7.

4.9.6.2Groups of 78: 13041 = 3⁴ x 7 x 23. SF: 42 = 2 x 3 x 7.

4.9.7Alternating groups of 560 and 156 letters.

4.9.7.1Groups of 560: 73115 = 5 x 7 x 2089.

4.9.7.2Groups of 156: 11515 = 5 x 7² x 47.

4.10Ninety-one (7 x 13) letter values have the unique ability of dividing the other letters into two groups, what is between their Nth and Nth last occurrences, and what is not between them. In each case, the totals of the two groups are both divisible by 7. (What is not between the Nth and Nth last includes these word values.) [See also feature 2.11.]

4.10.1The sum of the letters (column 1) just so happens to be a multiple of 7 as well:

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

Total: 6832 = 2⁴ x 7 x 61.

4.11Forty-seven letters divide the passage into what is between and not between their Nth and Nth last occurrences with results that are divisible by 13.

4.11.1The sum of the letters (column 1) in this case just so happens to be a multiple of 13:

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

Total of the letters: 4030 = 2 x 5 x 13 x 31.

4.12Five letters divide the passage into what is between and not between their Nth and Nth last occurrences with results that are divisible by 91 (7 x 13).

4.12.1The sum of the letters (column 1) is divisible by 7:

30 70 400 100 9

Total: 609 = 3 x 7 x 29. SF: 39 = 3 x 13.

4.13The five letters listed in feature 4.12 appear in both features 4.10 and 4.11. If these duplicates were removed, the number of letters in 4.10 and 4.11 would be exactly 133. (7 x 19. SF: 26 = 2 x 13.)

4.13.1God is unique, and the Word (Jesus) is also unique as the only begotten. Thus it is very appropriate that there are only two letters in features 4.10, and 4.11 that appear only once. These two letters are 3 and 4, which together total 7. Letter 3's 9th and 9th last occurrences divide the passage into two parts that are each divisible by 7. Letter 4's 12th and 12th last appearances divide the passage into two parts, each divisible by 13. Providentially, 9 and 12 added together is 21 (3 x 7).

4.14The 1276 letters are loaded into a four dimension object. The coordinates for each letter are given in the table below.

a)  d1 d2 d3 d4      a)  d1 d2 d3 d4      a)  d1 d2 d3 d4      a)  d1 d2 d3 d4

1   1  1  1  1       40  2  2  3  8       70  1  2  6  15      80  2  1  9  22
30  2  1  1  1       200 1  1  4  8       9   2  2  6  15      600 1  2  9  22
10  1  2  1  1       2   2  1  4  8       20  1  1  7  15      4   2  2  9  22
1   2  2  1  1       10  1  2  4  8       1   2  1  7  15      7   1  1  10 22
30  1  1  2  1       40  2  2  4  8       100 1  2  7  15      90  2  1  10 22
10  2  1  2  1       1   1  1  5  8       600 2  2  7  15      1   1  2  10 22
30  1  2  2  1       2   2  1  5  8       5   1  1  8  15      40  2  2  10 22
40  2  2  2  1       10  1  2  5  8       3   2  1  8  15      5   1  1  11 22
5   1  1  3  1       200 2  2  5  8       5   1  2  8  15      70  2  1  11 22
70  2  1  3  1       10  1  1  6  8       40  2  2  8  15      5   1  2  11 22
7   1  2  3  1       2   2  1  6  8       60  1  1  9  15      30  2  2  11 22
2   2  2  3  1       300 1  2  6  8       40  2  1  9  15      500 1  1  1  23
400 1  1  4  1       50  2  2  6  8       100 1  2  9  15      5   2  1  1  23
50  2  1  4  1       20  1  1  7  8       60  2  2  9  15      40  1  2  1  23
10  1  2  4  1       400 2  1  7  8       4   1  1  10 15      3   2  2  1  23
200 2  2  4  1       200 1  2  7  8       5   2  1  10 15      1   1  1  2  23
8   1  1  5  1       6   2  2  7  8       300 1  2  10 15      80  2  1  2  23
6   2  1  5  1       50  1  1  8  8       9   2  2  10 15      1   1  2  2  23
100 1  2  5  1       10  2  1  8  8       20  1  1  11 15      200 2  2  2  23
40  2  2  5  1       80  1  2  8  8       60  2  1  11 15      100 1  1  3  23
10  1  1  6  1       90  2  2  8  8       9   1  2  11 15      60  2  1  3  23
300 2  1  6  1       6   1  1  9  8       60  2  2  11 15      40  1  2  3  23
6   1  2  6  1       70  2  1  9  8       100 1  1  1  16      70  2  2  3  23
70  2  2  6  1       30  1  2  9  8       5   2  1  1  16      80  1  1  4  23
400 1  1  7  1       10  2  2  9  8       7   1  2  1  16      60  2  1  4  23
10  2  1  7  1       80  1  1  10 8       80  2  2  1  16      90  1  2  4  23
4   1  2  7  1       10  2  1  10 8       600 1  1  2  16      7   2  2  4  23
2   2  2  7  1       5   1  2  10 8       4   2  1  2  16      30  1  1  5  23
200 1  1  8  1       40  2  2  10 8       7   1  2  2  16      1   2  1  5  23
10  2  1  8  1       1   1  1  11 8       90  2  2  2  16      90  1  2  5  23
300 1  2  8  1       200 2  1  11 8       10  1  1  3  16      10  2  2  5  23
1   2  2  8  1       10  1  2  11 8       1   2  1  3  16      1   1  1  6  23
3   1  1  9  1       5   2  2  11 8       9   1  2  3  16      9   2  1  6  23
400 2  1  9  1       9   1  1  1  9       60  2  2  3  16      9   1  2  6  23
10  1  2  9  1       200 2  1  1  9       70  1  1  4  16      4   2  2  6  23
1   2  2  9  1       80  1  2  1  9       9   2  1  4  16      60  1  1  7  23
30  1  1  10 1       6   2  2  1  9       20  1  2  4  16      200 2  1  7  23
5   2  1  10 1       300 1  1  2  9       1   2  2  4  16      60  1  2  7  23
10  1  2  10 1       1   2  1  2  9       100 1  1  5  16      200 2  2  7  23
1   2  2  10 1       3   1  2  2  9       60  2  1  5  16      4   1  1  8  23
100 1  1  11 1       20  2  2  2  9       90  1  2  5  16      5   2  1  8  23
200 2  1  11 1       40  1  1  3  9       5   2  2  5  16      40  1  2  8  23
1   1  2  11 1       10  2  1  3  9       40  1  1  6  16      1   2  2  8  23
10  2  2  11 1       40  1  2  3  9       1   2  1  6  16      50  1  1  9  23
6   1  1  1  2       50  2  2  3  9       200 1  2  6  16      9   2  1  9  23
40  2  1  1  2       300 1  1  4  9       100 2  2  6  16      60  1  2  9  23
40  1  2  1  2       80  2  1  4  9       7   1  1  7  16      40  2  2  9  23
6   2  2  1  2       20  1  2  4  9       100 2  1  7  16      8   1  1  10 23
30  1  1  2  2       400 2  2  4  9       7   1  2  7  16      1   2  1  10 23
1   2  1  2  2       10  1  1  5  9       7   2  2  7  16      40  1  2  10 23
400 1  2  2  2       6   2  1  5  9       30  1  1  8  16      1   2  2  10 23
70  2  2  2  2       5   1  2  5  9       5   2  1  8  16      100 1  1  11 23
50  1  1  3  2       400 2  2  5  9       80  1  2  8  16      60  2  1  11 23
5   2  1  3  2       80  1  1  6  9       1   2  2  8  16      200 1  2  11 23
6   1  2  3  2       200 2  1  6  9       30  1  1  9  16      5   2  2  11 23
30  2  2  3  2       4   1  2  6  9       5   2  1  9  16      90  1  1  1  24
10  1  1  4  2       6   2  2  6  9       100 1  2  9  16      100 2  1  1  24
30  2  1  4  2       20  1  1  7  9       1   2  2  9  16      9   1  2  1  24
5   1  2  4  2       30  2  1  7  9       20  1  1  10 16      40  2  2  1  24
6   2  2  4  2       70  1  2  7  9       20  2  1  10 16      70  1  1  2  24
30  1  1  5  2       90  2  2  7  9       7   1  2  10 16      5   2  1  2  24
1   2  1  5  2       40  1  1  8  9       20  2  2  10 16      70  1  2  2  24
4   1  2  5  2       6   2  1  8  9       600 1  1  11 16      80  2  2  2  24
6   2  2  5  2       400 1  2  8  9       40  2  1  11 16      1   1  1  3  24
40  1  1  6  2       10  2  2  8  9       70  1  2  11 16      3   2  1  3  24
10  2  1  6  2       5   1  1  9  9       80  2  2  11 16      30  1  2  3  24
5   1  2  6  2       10  2  1  9  9       60  1  1  1  17      5   2  2  3  24
30  2  2  6  2       5   1  2  9  9       200 2  1  1  17      40  1  1  4  24
10  1  1  7  2       30  2  2  9  9       70  1  2  1  17      60  2  1  4  24
6   2  1  7  2       2   1  1  10 9       7   2  2  1  17      40  1  2  4  24
1   1  2  7  2       10  2  1  10 9       80  1  1  2  17      1   2  2  4  24
400 2  2  7  2       20  1  2  10 9       400 2  1  2  17      200 1  1  5  24
5   1  1  8  2       4   2  2  10 9       60  1  2  2  17      100 2  1  5  24
100 2  1  8  2       6   1  1  11 9       40  2  2  2  17      600 1  2  5  24
4   1  2  8  2       50  2  1  11 9       3   1  1  3  17      70  2  2  5  24
6   2  2  8  2       3   1  2  11 9       1   2  1  3  17      1   1  1  6  24
300 1  1  9  2       50  2  2  11 9       80  1  2  3  17      9   2  1  6  24
10  2  1  9  2       40  1  1  1  10      5   2  2  3  17      4   1  2  6  24
6   1  2  9  2       60  2  1  1  10      40  1  1  4  17      5   2  2  6  24
300 2  2  9  2       2   1  2  1  10      5   2  1  4  17      200 1  1  7  24
2   1  1  10 2       400 2  2  1  10      400 1  2  4  17      90  2  1  7  24
400 2  1  10 2       6   1  1  2  10      8   2  2  4  17      1   1  2  7  24
5   1  2  10 2       20  2  1  2  10      80  1  1  5  17      90  2  2  7  24
30  2  2  10 2       40  1  2  2  10      1   2  1  5  17      60  1  1  8  24
6   1  1  11 2       70  2  2  2  10      60  1  2  5  17      200 2  1  8  24
400 2  1  11 2       10  1  1  3  10      40  2  2  5  17      40  1  2  8  24
10  1  2  11 2       10  2  1  3  10      100 1  1  6  17      1   2  2  8  24
300 2  2  11 2       2   1  2  3  10      5   2  1  6  17      200 1  1  9  24
200 1  1  1  3       300 2  2  3  10      90  1  2  6  17      100 2  1  9  24
1   2  1  1  3       20  1  1  4  10      70  2  2  6  17      60  1  2  9  24
30  1  2  1  3       8   2  1  4  10      80  1  1  7  17      40  2  2  9  24
2   2  2  1  3       200 1  2  4  10      60  2  1  7  17      1   1  1  10 24
20  1  1  2  3       300 2  2  4  10      90  1  2  7  17      70  2  1  10 24
2   2  1  2  3       20  1  1  5  10      1   2  2  7  17      60  1  2  10 24
9   1  2  2  3       8   2  1  5  10      200 1  1  8  17      20  2  2  10 24
8   2  2  2  3       10  1  2  5  10      100 2  1  8  17      200 1  1  11 24
6   1  1  3  3       6   2  2  5  10      60  1  2  8  17      90  2  1  11 24
1   2  1  3  3       30  1  1  6  10      200 2  2  8  17      600 1  2  11 24
2   1  2  3  3       300 2  1  6  10      90  1  1  9  17      1   2  2  11 24
400 2  2  3  3       6   1  2  6  10      70  2  1  9  17      40  1  1  1  25
10  1  1  4  3       50  2  2  6  10      9   1  2  9  17      5   2  1  1  25
50  2  1  4  3       10  1  1  7  10      20  2  2  9  17      10  1  2  1  25
6   1  2  4  3       40  2  1  7  10      1   1  1  10 17      80  2  2  1  25
2   2  2  4  3       4   1  2  7  10      100 2  1  10 17      1   1  1  2  25
9   1  1  5  3       2   2  2  7  10      60  1  2  10 17      3   2  1  2  25
8   2  1  5  3       100 1  1  8  10      90  2  2  10 17      60  1  2  2  25
6   1  2  5  3       40  2  1  8  10      4   1  1  11 17      40  2  2  2  25
6   2  2  5  3       30  1  2  8  10      5   2  1  11 17      4   1  1  3  25
400 1  1  6  3       100 2  2  8  10      90  1  2  11 17      5   2  1  3  25
80  2  1  6  3       6   1  1  9  10      200 2  2  11 17      70  1  2  3  25
30  1  2  6  3       8   2  1  9  10      3   1  1  1  18      1   2  2  3  25
9   2  2  6  3       10  1  2  9  10      10  2  1  1  18      30  1  1  4  25
40  1  1  7  3       6   2  2  9  10      1   1  2  1  18      70  2  1  4  25
6   2  1  7  3       30  1  1  10 10      20  2  2  1  18      20  1  2  4  25
1   1  2  7  3       70  2  1  10 10      5   1  1  2  18      7   2  2  4  25
30  2  2  7  3       80  1  2  10 10      90  2  1  2  18      8   1  1  5  25
10  1  1  8  3       200 2  2  10 10      1   1  2  2  18      5   2  1  5  25
20  2  1  8  3       40  1  1  11 10      30  2  2  2  18      9   1  2  5  25
7   1  2  8  3       6   2  1  11 10      5   1  1  3  18      20  2  2  5  25
70  2  2  8  3       400 1  2  11 10      40  2  1  3  18      5   1  1  6  25
100 1  1  9  3       400 2  2  11 10      60  1  2  3  18      3   2  1  6  25
6   2  1  9  3       300 1  1  1  11      90  2  2  3  18      60  1  2  6  25
6   1  2  9  3       80  2  1  1  11      100 1  1  4  18      40  2  2  6  25
50  2  2  9  3       400 1  2  1  11      60  2  1  4  18      100 1  1  7  25
40  1  1  10 3       50  2  2  1  11      200 1  2  4  18      5   2  1  7  25
30  2  1  10 3       10  1  1  2  11      90  2  2  4  18      90  1  2  7  25
9   1  2  10 3       20  2  1  2  11      1   1  1  5  18      1   2  2  7  25
6   2  2  10 3       10  1  2  2  11      80  2  1  5  18      9   1  1  8  25
2   1  1  11 3       60  2  2  2  11      400 1  2  5  18      80  2  1  8  25
20  2  1  11 3       2   1  1  3  11      9   2  2  5  18      5   1  2  8  25
2   1  2  11 3       2   2  1  3  11      5   1  1  6  18      100 2  2  8  25
9   2  2  11 3       6   1  2  3  11      80  2  1  6  18      60  1  1  9  25
8   1  1  1  4       50  2  2  3  11      5   1  2  6  18      200 2  1  9  25
6   2  1  1  4       10  1  1  4  11      9   2  2  6  18      100 1  2  9  25
6   1  2  1  4       20  2  1  4  11      90  1  1  7  18      60  2  2  9  25
30  2  2  1  4       30  1  2  4  11      10  2  1  7  18      40  1  1  10 25
1   1  1  2  4       2   2  2  4  11      1   1  2  7  18      1   2  1  10 25
2   2  1  2  4       10  1  1  5  11      9   2  2  7  18      70  1  2  10 25
6   1  2  2  4       40  2  1  5  11      100 1  1  8  18      60  2  2  10 25
300 2  2  2  4       70  1  2  5  11      60  2  1  8  18      20  1  1  11 25
6   1  1  3  4       4   2  2  5  11      200 1  2  8  18      200 2  1  11 25
6   2  1  3  4       400 1  1  6  11      90  2  2  8  18      90  1  2  11 25
1   1  2  3  4       40  2  1  6  11      1   1  1  9  18      60  2  2  11 25
50  2  2  3  4       200 1  2  6  11      80  2  1  9  18      40  1  1  1  26
20  1  1  4  4       70  2  2  6  11      400 1  2  9  18      4   2  1  1  26
10  2  1  4  4       10  1  1  7  11      60  2  2  9  18      5   1  2  1  26
400 1  2  4  4       40  2  1  7  11      40  1  1  10 18      7   2  2  1  26
6   2  2  4  4       5   1  2  7  11      100 2  1  10 18      30  1  1  2  26
30  1  1  5  4       100 2  2  7  11      1   1  2  10 18      9   2  1  2  26
70  2  1  5  4       10  1  1  8  11      90  2  2  10 18      40  1  2  2  26
400 1  2  5  4       80  2  1  8  11      10  1  1  11 18      100 2  2  2  26
6   2  2  5  4       6   1  2  8  11      1   2  1  11 18      60  1  1  3  26
30  1  1  6  4       50  2  2  8  11      9   1  2  11 18      40  2  1  3  26
1   2  1  6  4       10  1  1  9  11      100 2  2  11 18      2   1  2  3  26
1   1  2  6  4       20  2  1  9  11      60  1  1  1  19      1   2  2  3  26
10  2  2  6  4       1   1  2  9  11      40  2  1  1  19      80  1  1  4  26
300 1  1  7  4       200 2  2  9  11      20  1  2  1  19      1   2  1  4  26
8   2  1  7  4       10  1  1  10 11      1   2  2  1  19      2   1  2  4  26
200 1  2  7  4       10  2  1  10 11      60  1  1  2  19      2   2  2  4  26
80  2  2  7  4       4   1  2  10 11      40  2  1  2  19      1   1  1  5  26
400 1  1  8  4       10  2  2  10 11      5   1  2  2  19      40  2  1  5  26
1   2  1  8  4       6   1  1  11 11      9   2  2  2  19      60  1  2  5  26
4   1  2  8  4       200 2  1  11 11      70  1  1  3  19      90  2  2  5  26
40  2  2  8  4       3   1  2  11 11      5   2  1  3  19      100 1  1  6  26
6   1  1  9  4       30  2  2  11 11      40  1  2  3  19      9   2  1  6  26
2   2  1  9  4       10  1  1  1  12      70  2  2  3  19      90  1  2  6  26
7   1  2  9  4       1   2  1  1  12      80  1  1  4  19      7   2  2  6  26
6   2  2  9  4       60  1  2  1  12      60  2  1  4  19      40  1  1  7  26
10  1  1  10 4       80  2  2  1  12      90  1  2  4  19      4   2  1  7  26
70  2  1  10 4       200 1  1  2  12      1   2  2  4  19      9   1  2  7  26
40  1  2  10 4       20  2  1  2  12      200 1  1  5  19      1   2  2  7  26
20  2  2  10 4       30  1  2  2  12      100 2  1  5  19      90  1  1  8  26
30  1  1  11 4       70  2  2  2  12      60  1  2  5  19      100 2  1  8  26
200 2  1  11 4       90  1  1  3  12      200 2  2  5  19      1   1  2  8  26
1   1  2  11 4       40  2  1  3  12      90  1  1  6  19      90  2  2  8  26
10  2  2  11 4       6   1  2  3  12      70  2  1  6  19      9   1  1  9  26
10  1  1  1  5       400 2  2  3  12      80  1  2  6  19      40  2  1  9  26
30  2  1  1  5       10  1  1  4  12      60  2  2  6  19      100 1  2  9  26
70  1  2  1  5       5   2  1  4  12      90  1  1  7  19      9   2  2  9  26
3   2  2  1  5       40  1  2  4  12      7   2  1  7  19      40  1  1  10 26
6   1  1  2  5       5   2  2  4  12      40  1  2  7  19      1   2  1  10 26
30  2  1  2  5       10  1  1  5  12      5   2  2  7  19      3   1  2  10 26
10  1  2  2  5       2   2  1  5  12      3   1  1  8  19      5   2  2  10 26
10  2  2  2  5       10  1  2  5  12      10  2  1  8  19      40  1  1  11 26
80  1  1  3  5       9   2  2  5  12      1   1  2  8  19      60  2  1  11 26
9   2  1  3  5       6   1  1  6  12      100 2  2  8  19      30  1  2  11 26
10  1  2  3  5       10  2  1  6  12      5   1  1  9  19      5   2  2  11 26
200 2  2  3  5       200 1  2  6  12      30  2  1  9  19      40  1  1  1  27
6   1  1  4  5       1   2  2  6  12      60  1  2  9  19      7   2  1  1  27
2   2  1  4  5       6   1  1  7  12      9   2  2  9  19      40  1  2  1  27
300 1  2  4  5       2   2  1  7  12      100 1  1  10 19      5   2  2  1  27
80  2  2  4  5       10  1  2  7  12      60  2  1  10 19      40  1  1  2  27
5   1  1  5  5       10  2  2  7  12      40  1  2  10 19      100 2  1  2  27
10  2  1  5  5       8   1  1  8  12      1   2  2  10 19      7   1  2  2  27
50  1  2  5  5       30  2  1  8  12      40  1  1  11 19      70  2  2  2  27
10  2  2  5  5       100 1  2  8  12      8   2  1  11 19      60  1  1  3  27
70  1  1  6  5       6   2  2  8  12      80  1  2  11 19      20  2  1  3  27
6   2  1  6  5       2   1  1  9  12      600 2  2  11 19      5   1  2  3  27
200 1  2  6  5       3   2  1  9  12      70  1  1  1  20      9   2  2  3  27
1   2  2  6  5       4   1  2  9  12      60  2  1  1  20      10  1  1  4  27
300 1  1  7  5       10  2  2  9  12      40  1  2  1  20      1   2  1  4  27
3   2  1  7  5       30  1  1  10 12      100 2  2  1  20      9   1  2  4  27
30  1  2  7  5       5   2  1  10 12      60  1  1  2  20      300 2  2  4  27
1   2  2  7  5       40  1  2  10 12      200 2  1  2  20      60  1  1  5  27
30  1  1  8  5       6   2  2  10 12      100 1  2  2  20      40  2  1  5  27
10  2  1  8  5       70  1  1  11 12      60  2  2  2  20      60  1  2  5  27
5   1  2  8  5       30  2  1  11 12      40  1  1  3  20      40  2  2  5  27
6   2  2  8  5       30  1  2  11 12      600 2  1  3  20      2   1  1  6  27
5   1  1  9  5       2   2  2  11 12      90  1  2  3  20      20  2  1  6  27
10  2  1  9  5       6   1  1  1  13      1   2  2  3  20      7   1  2  6  27
80  1  2  9  5       300 2  1  1  13      70  1  1  4  20      8   2  2  6  27
30  2  2  9  5       10  1  2  1  13      60  2  1  4  20      5   1  1  7  27
9   1  1  10 5       10  2  2  1  13      90  1  2  4  20      9   2  1  7  27
5   2  1  10 5       80  1  1  2  13      100 2  2  4  20      90  1  2  7  27
6   1  2  10 5       10  2  1  2  13      80  1  1  5  20      5   2  2  7  27
10  2  2  10 5       30  1  2  2  13      5   2  1  5  20      40  1  1  8  27
90  1  1  11 5       6   2  2  2  13      300 1  2  5  20      100 2  1  8  27
10  2  1  11 5       3   1  1  3  13      60  2  2  5  20      7   1  2  8  27
30  1  2  11 5       6   2  1  3  13      40  1  1  6  20      300 2  2  8  27
5   2  2  11 5       200 1  2  3  13      100 2  1  6  20      200 1  1  9  27
6   1  1  1  6       30  2  2  3  13      1   1  2  6  20      20  2  1  9  27
20  2  1  1  6       5   1  1  4  13      100 2  2  6  20      1   1  2  9  27
10  1  2  1  6       50  2  1  4  13      60  1  1  7  20      10  2  2  9  27
8   2  2  1  6       60  1  2  4  13      40  2  1  7  20      7   1  1  10 27
80  1  1  2  6       200 2  2  4  13      20  1  2  7  20      70  2  1  10 27
90  2  1  2  6       8   1  1  5  13      1   2  2  7  20      1   1  2  10 27
2   1  2  2  6       5   2  1  5  13      60  1  1  8  20      20  2  2  10 27
6   2  2  2  6       40  1  2  5  13      40  2  1  8  20      9   1  1  11 27
20  1  1  3  6       7   2  2  5  13      10  1  2  8  20      40  2  1  11 27
10  2  1  3  6       90  1  1  6  13      1   2  2  8  20      4   1  2  11 27
1   1  2  3  6       1   2  1  6  13      9   1  1  9  20      5   2  2  11 27
400 2  2  3  6       90  1  2  6  13      9   2  1  9  20      60  1  1  1  28
5   1  1  4  6       4   2  2  6  13      4   1  2  9  20      70  2  1  1  28
3   2  1  4  6       5   1  1  7  13      60  2  2  9  20      9   1  2  1  28
8   1  2  4  6       1   2  1  7  13      200 1  1  10 20      20  2  2  1  28
10  2  2  4  6       200 1  2  7  13      5   2  1  10 20      1   1  1  2  28
40  1  1  5  6       100 2  2  7  13      3   1  2  10 20      100 2  1  2  28
2   2  1  5  6       60  1  1  8  13      600 2  2  10 20      60  1  2  2  28
9   1  2  5  6       40  2  1  8  13      5   1  1  11 20      90  2  2  2  28
50  2  2  5  6       60  1  2  8  13      40  2  1  11 20      70  1  1  3  28
40  1  1  6  6       7   2  2  8  13      600 1  2  11 20      80  2  1  3  28
2   2  1  6  6       80  1  1  9  13      70  2  2  11 20      60  1  2  3  28
9   1  2  6  6       600 2  1  9  13      9   1  1  1  21      90  2  2  3  28
10  2  2  6  6       4   1  2  9  13      60  2  1  1  21      5   1  1  4  28
8   1  1  7  6       7   2  2  9  13      40  1  2  1  21      300 2  1  4  28
10  2  1  7  6       90  1  1  10 13      200 2  2  1  21      600 1  2  4  28
70  1  2  7  6       90  2  1  10 13      30  1  1  2  21      40  2  2  4  28
30  2  2  7  6       200 1  2  10 13      600 2  1  2  21      7   1  1  5  28
300 1  1  8  6       40  2  2  10 13      40  1  2  2  21      90  2  1  5  28
4   2  1  8  6       100 1  1  11 13      1   2  2  2  21      5   1  2  5  28
10  1  2  8  6       60  2  1  11 13      40  1  1  3  21      40  2  2  5  28
1   2  2  8  6       9   1  2  11 13      1   2  1  3  21      1   1  1  6  28
40  1  1  9  6       90  2  2  11 13      10  1  2  3  21      200 2  1  6  28
10  2  1  9  6       90  1  1  1  14      80  2  2  3  21      100 1  2  6  28
70  1  2  9  6       100 2  1  1  14      9   1  1  4  21      60  2  2  6  28
30  2  2  9  6       80  1  2  1  14      40  2  1  4  21      9   1  1  7  28
10  1  1  10 6       1   2  2  1  14      1   1  2  4  21      90  2  1  7  28
20  2  1  10 6       100 1  1  2  14      90  2  2  4  21      8   1  2  7  28
5   1  2  10 6       5   2  1  2  14      60  1  1  5  21      5   2  2  7  28
300 2  2  10 6       200 1  2  2  14      200 2  1  5  21      20  1  1  8  28
30  1  1  11 6       30  2  2  2  14      8   1  2  5  21      600 2  1  8  28
20  2  1  11 6       1   1  1  3  14      5   2  2  5  21      40  1  2  8  28
400 1  2  11 6       90  2  1  3  14      40  1  1  6  21      1   2  2  8  28
10  2  2  11 6       9   1  2  3  14      5   2  1  6  21      70  1  1  9  28
40  1  1  1  7       40  2  2  3  14      200 1  2  6  21      60  2  1  9  28
200 2  1  1  7       1   1  1  4  14      80  2  2  6  21      20  1  2  9  28
8   1  2  1  7       200 2  1  4  14      60  1  1  7  21      200 2  2  9  28
40  2  2  1  7       100 1  2  4  14      40  2  1  7  21      90  1  1  10 28
40  1  1  2  7       60  2  2  4  14      5   1  2  7  21      1   2  1  10 28
2   2  1  2  7       200 1  1  5  14      40  2  2  7  21      9   1  2  10 28
9   1  2  2  7       10  2  1  5  14      100 1  1  8  21      100 2  2  10 28
50  2  2  2  7       1   1  2  5  14      600 2  1  8  21      60  1  1  11 28
1   1  1  3  7       9   2  2  5  14      1   1  2  8  21      40  2  1  11 28
40  2  1  3  7       5   1  1  6  14      40  2  2  8  21      9   1  2  11 28
10  1  2  3  7       30  2  1  6  14      8   1  1  9  21      7   2  2  11 28
1   2  2  3  7       70  1  2  6  14      80  2  1  9  21      90  1  1  1  29
30  1  1  4  7       1   2  2  6  14      600 1  2  9  21      60  2  1  1  29
10  2  1  4  7       9   1  1  7  14      70  2  2  9  21      200 1  2  1  29
1   1  2  4  7       50  2  1  7  14      600 1  1  10 21      40  2  2  1  29
400 2  2  4  7       1   1  2  7  14      100 2  1  10 21      60  1  1  2  29
5   1  1  5  7       90  2  2  7  14      60  1  2  10 21      9   2  1  2  29
1   2  1  5  7       70  1  1  8  14      200 2  2  10 21      4   1  2  2  29
30  1  2  5  7       5   2  1  8  14      100 1  1  11 21      5   2  2  2  29
400 2  2  5  7       80  1  2  8  14      600 2  1  11 21      5   1  1  3  29
200 1  1  6  7       9   2  2  8  14      1   1  2  11 21      70  2  1  3  29
8   2  1  6  7       2   1  1  9  14      9   2  2  11 21      5   1  2  3  29
100 1  2  6  7       1   2  1  9  14      100 1  1  1  22      300 2  2  3  29
40  2  2  6  7       20  1  2  9  14      9   2  1  1  22      600 1  1  4  29
40  1  1  7  7       600 2  2  9  14      60  1  2  1  22      40  2  1  4  29
50  2  1  7  7       40  1  1  10 14      40  2  2  1  22      60  1  2  4  29
10  1  2  7  7       5   2  1  10 14      600 1  1  2  22      200 2  2  4  29
20  2  2  7  7       90  1  2  10 14      40  2  1  2  22      40  1  1  5  29
10  1  1  8  7       8   2  2  10 14      10  1  2  2  22      20  2  1  5  29
90  2  1  8  7       7   1  1  11 14      1   2  2  2  22      5   1  2  5  29
200 1  2  8  7       100 2  1  11 14      100 1  1  3  22      3   2  2  5  29
5   2  2  8  7       1   1  2  11 14      7   2  1  3  22      60  1  1  6  29
100 1  1  9  7       20  2  2  11 14      3   1  2  3  22      40  2  1  6  29
200 2  1  9  7       1   1  1  1  15      60  2  2  3  22      100 1  2  6  29
6   1  2  9  7       30  2  1  1  15      80  1  1  4  22      5   2  2  6  29
2   2  2  9  7       70  1  2  1  15      5   2  1  4  22      90  1  1  7  29
5   1  1  10 7       80  2  2  1  15      9   1  2  4  22      90  2  1  7  29
20  2  1  10 7       1   1  1  2  15      100 2  2  4  22      100 1  2  7  29
10  1  2  10 7       40  2  1  2  15      5   1  1  5  22      1   2  2  7  29
1   2  2  10 7       1   1  2  2  15      10  2  1  5  22      200 1  1  8  29
10  1  1  11 7       40  2  2  2  15      1   1  2  5  22      80  2  1  8  29
50  2  1  11 7       5   1  1  3  15      100 2  2  5  22      60  1  2  8  29
70  1  2  11 7       70  2  1  3  15      1   1  1  6  22      200 2  2  8  29
6   2  2  11 7       5   1  2  3  15      200 2  1  6  22      90  1  1  9  29
7   1  1  1  8       30  2  2  3  15      100 1  2  6  22      100 2  1  9  29
200 2  1  1  8       500 1  1  4  15      60  2  2  6  22      1   1  2  9  29
60  1  2  1  8       5   2  1  4  15      200 1  1  7  22      200 2  2  9  29
2   2  2  1  8       40  1  2  4  15      1   2  1  7  22      80  1  1  10 29
2   1  1  2  8       1   2  2  4  15      20  1  2  7  22      60  2  1  10 29
6   2  1  2  8       200 1  1  5  15      20  2  2  7  22      200 1  2  10 29
50  1  2  2  8       100 2  1  5  15      60  1  1  8  22      1   2  2  10 29
10  2  2  2  8       60  1  2  5  15      200 2  1  8  22      200 1  1  11 29
80  1  1  3  8       40  2  2  5  15      4   1  2  8  22      100 2  1  11 29
200 2  1  3  8       100 1  1  6  15      5   2  2  8  22      60  1  2  11 29
10  1  2  3  8       600 2  1  6  15      7   1  1  9  22      40  2  2  11 29

a) Letter value.

4.14.1Six hundred and ninety-six letters have their 4th dimension as an odd value. The total of these letters: 45279 = 3⁴ x 13 x 43.

4.14.2Five hundred and eighty letters have their 4th dimension as an even value. The total of these letters: 39351 = 3 x 13 x 1009.

4.14.3A hundred and seventy-six letters have a multiple of 7 in their 4th dimension coordinate. The total of these letters: 13972 = 2² x 7 x 499.

4.14.4Since the first two dimensions only have values of 1 and 2, there isn't much to see. Odd/even values in dimension 1 are simply every other letter. (This was seen previously.) Odd/even values in dimension 2 select alternating pairs of 2, but this has no features. The third and fourth dimensions are more promising.

4.14.4.1A hundred and sixteen letters have the minimum value of 1 in their 3rd dimension. The total of these letters: 6778. 116 letters have the maximum value of 11 in their 3rd dimension. The total of these letters: 9917. Thus all the letters with a minimum or maximum value in their 3rd dimension total 16695 (3² x 5 x 7 x 53).

4.14.4.2Four letters have the minimum value of 1 in dimension 3 and dimension 4. Total of these letters: 42 = 2 x 3 x 7. Four letters have the maximum values of 11 in dimension 3 and 29 in dimension 4. Total of these letters: 400 (nf). Thus all letters with a minimum or maximum value in their 3rd and 4th dimensions total 442 (2 x 13 x 17).

4.14.4.3Forty-four letters have a coordinate of 13 in their fourth dimension. The total of these letters is divisible by 7 and 13: 3094 = 2 x 7 x 13 x 17. SF: 39 = 3 x 13. (No other coordinate number from 1 to 29 in the fourth dimension is a multiple of 91.)

4.14.4.4Three hundred and nineteen letters have odd valued coordinates in dimensions 1 and 2. Total of these letters: 21437 = 13 x 17 x 97.

4.14.4.5Three hundred and thirty letters have odd valued coordinates in dimensions 1 and 4. Total of these letters: 21700 = 2² x 5² x 7 x 31. SF: 52 = 2² x 13.

4.15The 1276 letters are placed into a 29 x 44 rectangle.

4.15.1Outside (perimeter): 10899 = 3² x 7 x 173.

4.15.2Inside: 73731 = 3 x 7 x 3511. SF: 3521 = 7 x 503.

4.15.3Four corners: 441 = 3² x 7²

4.15.4Odd positioned columns: 41730 = 2 x 3 x 5 x 13 x 107. SF: 130 = 2 x 5 x 13.

4.15.5Even positioned columns: 42900 = 2² x 3 x 5² x 11 x 13.

4.15.6Difference between the odd and even columns: 1170 = 2 x 3² x 5 x 13. SF: 26 = 2 x 13.

Conclusion

David's psalm and Luke 23:11-21 together produce many amazing numeric features following the rules laid out by Revelation 1:8. The totals of every other verse, word, and letter are all divisible by 7 and or 13. This is one of the few numeric studies where all three (verses, words and letters) come together and agree.

The first and last letters of each word together produce numeric features. The first and last letters produce features separately. This almost rivals The Proclamation.

One can only conclude David saw the actual crucifixion in order to describe it in such great detail. His psalm was a prophecy. It was a prophecy that came true. Like the numeric features, it could only have been arranged by God.

Notes

1. English reference quotes are from the Revised Standard Version, Thomas Nelson Inc., 1972.
2. Hebrew text is from, The Biblia Hebraica Stuttgartensia (BHS), edited by K. Elliger and W. Rudolph of the Deutsche Biblegesselchaft (German Bible Society) 1983.
3. The Greek text is from The Nestle-Aland 27th Edition of the Greek New Testament (GNT), Copyright © 1966, 1968, 1975, 1993-1994 United Bible Societies, found within Bibleworks 3.0 by Hermeneutika, Michael S. Bushell, 1995. Vowel marks and punctuation have been removed.

Numeric Study Links

• Home
• Preface & Dedication
• Part 1: Introduction
• Part 2: God Describes Himself With Words & Numbers
  • The Hypothesis
  • Selecting The Verses
  • Formulating Rules
  • Applying The Rules To Exodus 34:6-7
    (The Proclamation)
  • The Proclamation's Complexity
  • Odd & Even
    (Complementary Opposites)
  • Combining Rules

  • The Structural Miracle I
    (Features from inside the verse.)
  • The Structural Miracle II
  • The Structural Miracle III
    (Features from the Bible outside the verse.)
  • The Structural Miracle IV
    (Features near the verse.)
  • The Proclamation & Revelation 1:8
  • The Divine Name & Signature
  • What It Means To Us
    (The first two commandments.)
• Part 3: A Bible Numbers Experiment
  (Eliminating randomness.)
• Part 4: Computer Searches
  • Short Computer Searches
    Quest For God’s Signature

    • Old Testament Verses
      • Exodus 17:16 War With Those Against God
      • Joshua 24:24 The Proper Response
      • 1 Kings 8:2-9 Solomon's Temple
      • 2 Kings 24:8 Kingship Rescinded
      • Psalm 89:8-12 Praising God
      • Isaiah 2:19-3:2 End Times
      
      
    • New Testament Verses (GNT)
      • Matthew 13:52-58
        Response (to teaching)
      • Philippians 2:14-15
        Advice For Service
      • Luke 1:31-36
        Divine Announcement Of Jesus' Birth
      • John 8:19-20
        Knowing God
      • Romans 2:13-16
        Doers Of The Law
      • Galatians 5:13-14
        The Second Great Commandment

      • 2 Timothy 2:22-3:2
        An Evil End Time Generation
      • Revelation 3:14-17
        The Church At The End Times
      • Revelation 4:8-10
        Heaven Praises God
      • Revelation 7:9-11
        The Great Multitude
      • Revelation 12:1-6
        The Woman And The Dragon
      • Revelation 19:12-14
        King Of Kings, Lord Of Lords
      
      
    • New Testament Verses (GNS)
      • Matthew 9:3-8
        The Son Of Man's Authority For Forgiving Sin.
      • Matthew 11:4-6
        Jesus' Ministry.
      • Matthew 18:21-22
        Forgive Your Brethren
      • Matthew 21:18-21
        Faith & Miracles
      • Mark 2:6-13
        Confirmation Of The Authority To Forgive (GNT)
      • Mark 2:8-10
        Authority To Forgive Sins. (See also the verse above.)
      • Mark 3:24-29
        Blaspheming The Holy Spirit (Unforgivable Sin).
      • Mark 13:8-11
        What To Say Before Persecutors.
      • Mark 14:48-49
        Man Made Religion Kills.
      • Mark 16:1-2
        The Women Visit Jesus' Tomb.
      • Mark 16:2-14
        The Resurrection Of Jesus.
      • Luke 7:46-50
        Why Jesus & God Forgive
      • Luke 9:38-43
        Perverse Generation.

      • Luke 9:43-46
        Man Made Religion Blinds.
      • Luke 10:16-19
        Jesus Gives Authority To His Disciples.
      • Luke 14:12-13
        Invite Those Who Can't Repay.
      • Luke 17:23-27
        The "Presence" Of The Son Of Man.
      • Luke 21:8-10
        Signs Of The End.
      • John 11:53-54
        Man Made Religion Seeks Death.
      • Acts 2:45-3:1
        Voluntary Sharing.
      • Acts 13:32-34
        Prophecy Fulfilled In The Gospel.
      • Romans 9:33-10:4
        Jesus The Stumbling Block For Israel.
      • 1John 1:7-9
        Jesus Is Faithful To Forgive
      • Hebrews 12:11-17
        The Closing Door.
      • Revelation 20:14-21:5
        New Heaven & Earth.
  • Long Computer Searches
    Widening The Search For God’s Signature

    Extended Old Testament Passages

    • The Story Of Abraham
    • The Story Of Jacob
    • The Exodus
    • The Journey From Darkness To Light
    • The Conquest Of Canaan
    • God, The Master Of Time

    Extended New Testament Passages (GNT)

    • John 1:1-37a
    • Matthew chapters 5:1 to 9:17b
    • Confirmation Of Jesus' Life, Teachings & Ministry
• Part 5: Taking It All Further
  • Moving Beyond The Bible
    (English in numbers.)
  • The Founding Of Modern Israel
  • We Hold These Truths...
    (A piece from the American Declaration Of Independence.)
  • Comparing Other Texts
• Part 6: Chinese Numbers
  • The Proclamation (Chinese)
    出 埃 及 34:6-7
  • Genesis 1:1
    創 世 記 1:1
  • John 1:1
    約 翰 福 音 1:1
  • Revelation 1:8
    啟 示 錄 1:8
  • Revelation 22:13 & 21:6
    啟 示 錄 22:13

  • The Vision In Revelation
    啟 示 錄 1:8-22:13
  • The Vision in 3D
    啟 示 錄 1:8-22:13 (三 維)
  • Chinese Character Number Convertor
    漢字編號轉換板
  • More...
    • Related Verses In Chinese
    • Jesus' Birth (Luke 1:31-36 路加福音)
    • Our Response (Joshua 24:24 約書亞記)
    • The Greatest Commandment (Matthew 22:37 馬太福音)
    • Other Verses In Chinese
    • Prophecy Of China & America (Isaiah 18 以賽亞)
• Part 7: Closing Words On Bible Numbers
  (The grand picture.)
• Part 8: What This Means To The World
  • A Message For Skeptics, & Unbelievers
  • A Message For Christians
  • A Message For Muslims.
  • A Message For Jews.
• New Numeric Experiments
  • The Proclamation In English
  • The Proclamation In Greek
  • Prophecy Of China & America
    Isaiah 18 (English)
  • Numeric Experiments: Conclusion
  • Speculative Numeric Experiments

  Further Numeric Experiments

  • Numeric Experiments
  • Second Experiment: It's Not Easy
  • The Balfour Declaration In Chinese
  • The U.S. Recognition Of Israel In Chinese
  • A New Proclamation In Chinese
• Miscellaneous
  • The Future Of The Middle East.
  • The Prayer Of Moses.
  • The lord Is My Shepherd.
  • The Structure Of History.
  • The Donkey Speaks.
  • Be Holy For I Am Holy.

  • God’s Covenant.
  • The Tower Of Babel.
  • The First Marriage.
  • The Flood.
  • The Imperial Number.
• Appendix: Why 7 & 13?
• About This Site & Contact

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