Bible Numbers 2.0

King Of Kings & Lord Of Lords

Part 2

The previous section did not cover the full description of the future ruler (Revelation 19:12-14). Even so, there were many numeric features following the rules of Revelation 1:8 in the pattern of The Proclamation. What about the entire description of The King of Kings from verse 11 to verse 16? This section examines the entire description of God’s representative.

Then I saw heaven opened, and behold, a white horse! He who sat upon it is called Faithful and True, and in righteousness he judges and makes war. His eyes are like a flame of fire, and on his head are many diadems; and he has a name inscribed which no one knows but himself. He is clad in a robe dipped in blood, and the name by which he is called is The Word of God. And the armies of heaven, arrayed in fine linen, white and pure, followed him on white horses. From his mouth issues a sharp sword with which to smite the nations, and he will rule them with a rod of iron; he will tread the wine press of the fury of the wrath of God the Almighty. On his robe and on his thigh he has a name inscribed, King of Kings and Lord of Lords. (Revelation 19:11-16)1
και ειδον τον ουρανον ηνεωγμενον και ιδου ιππος λευκος και ο καθημενος επ αυτον πιστος και αληθινος και εν δικαιοσυνη κρινει και πολεμει οι δε οφθαλμοι αυτου φλοξ πυρος και επι την κεφαλην αυτου διαδηματα πολλα εχων ονομα γεγραμμενον ο ουδεις οιδεν ει μη αυτος αι περιβεβλημενος ιματιον βεβαμμενον αιματι και κεκληται το ονομα αυτου ο λογος του θεου και τα στρατευματα εν τω ουρανω ηκολουθει αυτω εφ ιπποις λευκοις ενδεδυμενοι βυσσινον λευκον καθαρον και εκ του στοματος αυτου εκπορευεται ρομφαια οξεια ινα εν αυτη παταξη τα εθνη και αυτος ποιμανει αυτους εν ραβδω σιδηρα και αυτος πατει την ληνον του οινου του θυμου της οργης του θεου του παντοκρατορος και εχει επι το ιματιον και επι τον μηρον αυτου ονομα γεγραμμενον Βασιλευς βασιλεων και κυριος κυριων (Revelation 19:11-16 GNT)2

This individual is not God, and he is not Jesus. Thus it would be no surprise if many of the features that appear for God and for Jesus are not in the original Greek text.

1           2                   3              4
20          118                 200            481
1   2  3    4   5  6  7   8     9    10  11    12  13   14  15 16  17  18
10- 1- 9    5-  9- 4- 60- 40    100- 60- 40    60- 200- 80- 1- 40- 60- 40
And         I saw               the            heaven

5                                       6            7
830                                     20           273
19  20  21 22   23 24  25 26  27  28    29  30 31    32  33 34  35
7-  40- 5- 600- 3- 30- 5- 40- 60- 40    10- 1- 9     9-  4- 60- 200
having been opened up                   and          look!

8                     9                         10           11
299                   385                       20           60
36  37  38  39  40    41  42 43   44  45  46    47  48 49    50
9-  70- 70- 60- 90    20- 5- 200- 10- 60- 90    10- 1- 9     60
horse                 white                     and          the

12                                13       14
251                               75       401
51  52 53 54 55  56 57  58  59    60 61    62  63   64   65  66
10- 1- 8- 7- 30- 5- 40- 60- 90    5- 70    1-  200- 100- 60- 40
sitting                           upon     it

15                        16           17
419                       20           235
67  68 69  70   71  72    73  74 75    76  77  78 79 80 81  82  83
70- 9- 90- 100- 60- 90    10- 1- 9     1-  20- 7- 8- 9- 40- 60- 90
faithful                  and          true

18           19       20                                      21
20           45       430                                     153
84  85 86    87 88    89  90 91  92 93 94  95  96   97  98    99  100 101 102 103 104
10- 1- 9     5- 40    4-  9- 10- 1- 9- 60- 90- 200- 40- 7     10- 80- 9-  40- 5-  9
and          in       righteousness                           he is judging

22             23                             24         25
20             199                            69         9
105 106 107    108 109 110 111 112 113 114    115 116    117 118
10- 1-  9      70- 60- 20- 5-  30- 5-  9      60- 9      4-  5
and            he is warring                  the        but

26                                  27                       28
488                                 561                      430
119 120  121 122 123 124 125 126    127 128  129  130 131    132  133 134 135
60- 300- 8-  1-  20- 30- 60- 9      1-  200- 100- 60- 200    300- 20- 60- 50
eyes                                of him                   flame

29                      30             31             32
500                     20             84             147
136 137  138 139 140    141 142 143    144 145 146    147  148 149
70- 200- 80- 60- 90     10- 1-  9      5-  70- 9      100- 7-  40
of fire                 and            upon           the

33                              34                       35
383                             561                      157
150 151 152  153 154 155 156    157 158  159  160 161    162 163 164 165 166 167 168 169  170
10- 5-  300- 1-  20- 7-  40     1-  200- 100- 60- 200    4-  9-  1-  4-  7-  30- 1-  100- 1
head                            of him                   diadems

36                     37                    38
171                    1045                  191
171 172 173 174 175    176  177  178  179    180 181 182 183 184
70- 60- 20- 20- 1      5-   400- 600- 40     60- 40- 60- 30- 1
many                   having                name

39                                             40       41
297                                            60       368
185 186 187 188 189 190 191 192 193 194 195    196      197 198  199 200 201 202
3-  5-  3-  80- 1-  30- 30- 5-  40- 60- 40     60       60- 200- 4-  5-  9-  90
having been written                            which    no one

42                     43         44         45
118                    14         37         451
203 204 205 206 207    208 209    210 211    212 213  214  215 216
60- 9-  4-  5-  40     5-  9      30- 7      1-  200- 100- 60- 90
has known              if         not        he

46             47
20             425
217 218 219    220 221 222 223 224 225 226 227 228 229 230 231 232 233
10- 1-  9      70- 5-  80- 9-  2-  5-  2-  20- 7-  30- 5-  40- 60- 90
and            having been thrown about

48                              49
249                             215
234 235 236 237  238 239 240    241 242 243 244 245 246 247 248 249 250
9-  30- 1-  100- 9-  60- 40     2-  5-  2-  1-  30- 30- 5-  40- 60- 40
outer garment                   having been sprinkled

50                          51             52
150                         20             162
251 252 253 254 255  256    257 258 259    260 261 262 263 264 265  266 267
1-  9-  30- 1-  100- 9      10- 1-  9      10- 5-  10- 20- 7-  100- 1-  9
to blood                    and            has been called

53          54                     55                       56
160         191                    561                      60
268  269    270 271 272 273 274    275 276  277  278 279    280
100- 60     60- 40- 60- 30- 1      1-  200- 100- 60- 200    60
the         name                   of him                   the

57                     58              59                 60
233                    360             273                20
281 282 283 284 285    286  287 288    289 290 291 292    293 294 295
20- 60- 3-  60- 90     100- 60- 200    8-  5-  60- 200    10- 1-  9
Word                   of the          God                and

61          62                                                 63
101         708                                                45
296  297    298 299  300 301 302  303 304  305 306 307  308    309 310
100- 1      90- 100- 80- 1-  100- 5-  200- 30- 1-  100- 1      5-  40
the         armies                                             in

64          65                          66
700         981                         379
311  312    313 314  315 316 317 318    319 320 321 322 323 324  325 326 327
100- 600    60- 200- 80- 1-  40- 600    7-  10- 60- 20- 60- 200- 8-  5-  9
the         heaven                      followed

67                   68         69                         70
901                  305        308                        394
328 329  330  331    332 333    334 335 336 337 338 339    340 341 342  343 344 345 346
1-  200- 100- 600    5-  300    9-  70- 70- 60- 9-  90     20- 5-  200- 10- 60- 9-  90
to him               upon       horses                     white

71                                              72
402                                             531
347 348 349 350 351 352  353 354 355 356 357    358 359  360 361 362 363 364 365
5-  40- 4-  5-  4-  200- 30- 5-  40- 60- 9      2-  200- 90- 90- 9-  40- 60- 40
having been clothed in                          fine linen

73                          74                             75
335                         200                            20
366 367 368  369 370 371    372 373 374 375 376 377 378    379 380 381
20- 5-  200- 10- 60- 40     10- 1-  8-  1-  80- 60- 40     10- 1-  9
white                       clean.                         And

76         77              78
15         360             531
382 383    384  385 386    387 388  389 390 391 392  393 394
5-  10     100- 60- 200    90- 100- 60- 30- 1-  100- 60- 90
out of     the             mouth

79                       80
561                      545
395 396  397  398 399    400 401 402 403 404 405 406  407 408  409 410
1-  200- 100- 60- 200    5-  10- 70- 60- 80- 5-  200- 5-  100- 1-  9
of him                   is going out

81                              82                     83
481                             125                    50
411 412 413 414  415 416 417    418 419 420 421 422    423 424 425
80- 60- 30- 300- 1-  9-  1      60- 50- 5-  9-  1      9-  40- 1
long sword                      sharp                  in order that

84         85                   86                          87
45         308                  229                         101
426 427    428 429  430  431    432 433 434  435 436 437    438  439
5-  40     1-  200- 100- 7      70- 1-  100- 1-  50- 7      100- 1
in         it                   he should smite             the

88                 89             90                       91
60                 20             451                      224
440 441 442 443    444 445 446    447 448  449  450 451    452 453 454 455 456 457 458 459
5-  8-  40- 7      10- 1-  9      1-  200- 100- 60- 90     70- 60- 9-  30- 1-  40- 5-  9
nations            and            he                       will shepherd

92                            93         94
651                           45         687
460 461  462  463 464  465    466 467    468 469 470 471 472
1-  200- 100- 60- 200- 90     5-  40     80- 1-  2-  4-  600
them                          in         staff

95                         96             97
191                        20             451
473 474 475 476 477 478    479 480 481    482 483  484  485 486
90- 9-  4-  7-  80- 1      10- 1-  9      1-  200- 100- 60- 90
made of iron               and            he

98                      99              100                    101
185                     147             167                    360
487 488 489  490 491    492  493 494    495 496 497 498 499    500  501 502
70- 1-  100- 5-  9      100- 7-  40     20- 7-  40- 60- 40     100- 60- 200
is trampling on         the             press                  the

102                    103             104                     105
369                    360             498                     197
503 504 505 506 507    508  509 510    511 512  513 514 515    516  517 518
60- 9-  40- 60- 200    100- 60- 200    8-  200- 30- 60- 200    100- 7-  90
wine                   of the          anger                   of the

106                    107             108                109
240                    360             273                360
519 520 521 522 523    524  525 526    527 528 529 530    531  532 533
60- 80- 3-  7-  90     100- 60- 200    8-  5-  60- 200    100- 60- 200
wrath                  of the          God                of the

110                                                      111
752                                                      20
534 535 536 537  538 539 540 541 542  543 544 545 546    547 548 549
70- 1-  40- 100- 60- 10- 80- 1-  100- 60- 80- 60- 90     10- 1-  9
Almighty                                                 and

112                 113            114         115
419                 84             160         249
550 551  552 553    554 555 556    557  558    559 560 561 562  563 564 565
5-  400- 5-  9      5-  70- 9      100- 60     9-  30- 1-  100- 9-  60- 40
he is having        upon           the         outer garment

116            117            118             119
20             84             200             217
566 567 568    569 570 571    572  573 574    575 576 577 578 579
10- 1-  9      5-  70- 9      100- 60- 40     30- 7-  80- 60- 40
and            upon           the             thigh

120                      121                    122
561                      191                    297
580 581  582  583 584    585 586 587 588 589    590 591 592 593 594 595 596 597 598 599 600
1-  200- 100- 60- 200    60- 40- 60- 30- 1      3-  5-  3-  80- 1-  30- 30- 5-  40- 60- 40
of him                   name                   having been written

123                                 124
417                                 767
601 602 603 604 605 606 607  608    609 610 611 612 613 614 615  616
2-  1-  90- 9-  20- 5-  200- 90     2-  1-  90- 9-  20- 5-  600- 40
King                                of Kings

125            126                         127
20             449                         939
617 618 619    620 621  622 623 624 625    626 627  628 629 630  631
10- 1-  9      10- 200- 80- 9-  60- 90     10- 200- 80- 9-  600- 40
and            Lord                        of Lords

1.Numeric total of passage: 36057 = 3 x 7 x 17 x 101. SF: 128 = 27. SF: 14 = 2 x 7. (Factors of 7 and 101 shows this individual is the one God’s representative. The factors go three levels deep.)

2.The first and last letters of each word are not divisible by seven. Even when first and last are put together they are not divisible by seven or thirteen. This is because this individual is not God, and he is not Jesus. The feature is shifted to the positions of the first and last letters of each word. The feature is in the positions because this individual is prophesied to come at a fixed point in history.

The total of the positions of the first and last letters of each word: 80122 = 2 x 7 x 59 x 97.

2.1There is perfect balance because the total of the positions of the first letter of each word by themselves is also divisible by seven: 39809 = 7 x 112 x 47.

2.2This means the total of the positions of the last letter of each word works as well: 40313 = 7 x 13 x 443. In this case, the presence of the 13 is included to show this is not just a matter of mathematics.

3.1Odd valued letters: 1071 = 32 x 7 x 17.

3.2Even valued letters: 34986 = 2 x 3 x 73 x 17.

Note how factors 3 and 17 are common in both cases. There are 217 odd valued letters (7 x 31). There are 414 even valued letters (2 x 32 x 23). This is not divisible by 7 like the odd valued letters. Instead, the factor of 23 reminds us this individual is a man.

4.Find all cases where the Nth and Nth last letters together are divisible by seven. Amazingly there are exactly 35 pairs.

a) Nth letter: 6   10  12  20  28  32  39  47  51  57  60  80  98
b) Value:      4   60  60  40  40  9   60  10  10  40  5   9   7
c) Nth last*:  626 622 620 612 604 600 593 585 581 575 572 552 534
d) Value:      10  80  10  9   9   40  80  60  200 30  100 5   70
e) Sum:        14  140 70  49  49  49  140 70  210 70  105 14  77

a) 99  100 104 136 145 151 152 154 178 186 190 218 240 242 248 249
b) 10  80  9   70  70  5   300 20  600 5   30  1   40  5   40  60
c) 533 532 528 496 487 481 480 478 454 446 442 414 392 390 384 383
d) 200 60  5   7   70  9   1   1   9   9   40  300 100 30  100 10
e) 210 140 14  77  140 14  301 21  609 14  70  301 140 35  140 70

a) 262 265 266 267 277 283
b) 10  100 1   9   100 3
c) 370 367 366 365 355 349
d) 60  5   20  40  40  4
e) 70  105 21  49  140 7

(*Where N is 6, the Nth last or 6th last letter is
  actually the 626th letter from the beginning.)

Sum of positions (lines a + c): 22120 = 23 x 5 x 7 x 79.

5.Beginning with the first letter and taking every Nth letter after, the following values of N produce sequences divisible by 13:

24 28 50 79 94 96 117 144 149 159 164 165 191 201 
218 223 231 258 271 286 296 297 300 306 307

Total of N: 4654 = 2 x 13 x 179.

6.This passage mentions four names for this special individual. Why four names? Perhaps because there are four living creatures around God’s throne (Revelation 4:6). There is a one to one relationship between each of the names and each of the living creatures. This shows the commander of heaven's armies as true majesty, and genuine royalty unlike the four horsemen (Revelation 6:1-8). Human rulers (kings, queens, popes, presidents, premiers, prime ministers) are all pitiful in comparison.

Names Of The Future Ruler
Living CreatureQualityName
Lionmajesty, power
πιστος   και αληθινος
faithful and true
Oxcommon, enduring
εχων   ονομα γεγραμμενον ο ουδεις οιδεν ει μη αυτος
having name  written     the one knows but not himself
Manlanguage, tools
ο   λογος του    θεου
the word  of the God
Eagleflight, sovereignty
βασιλευς βασιλεων και κυριος κυριων
King of  kings    and Lord of lords

Genuine kingship, majesty and power are based on faithfulness and truth. Without faithfulness and truth a person would be erratic and undependable. Justice would be cruel and war would be destructive chaos.

The common element of the second name is that practically everyone does not know what the name is. Only God and this representative knows this secret name. A hidden name is one of the rewards for the church at Pergamum (Revelation 2:12-17). Jesus warned this church he has a two edged sword.

The third name, The Word of God is associated with the third living creature that has the face of a man. Only man uses written and spoken language.

The fourth living creature rules the air, demonstrating God’s sovereignty over all. God’s representative is literally King of Kings and Lord of Lords the ultimate ruler.

The numeric total for the Greek words in the table of names: 6773 = 13 x 521. The 13 shows God's sovereignty in this representative.

The remaining numeric features for the Greek are actually inconsistent. This is because the passage is not about God, and it is not about Jesus. Where numeric features are inconsistent, coincidence cannot be ruled out. As a result, these possible coincidences are not presented on this page by default. However, if you are interested, click here.

Miscellaneous Features

There are 127 words and 631 letters. Both are prime numbers showing the uniqueness of the King of Kings and Lord of Lords. (The difference between letters and words is 504 = 23 x 32 x 7.)

Consider the number of words. The positions of the first and last words add up to 128. The sum of the factors of the total is also 128. Consider the number of letters. The positions of the first and last letters add up to 632. 632 = 2 x 2 x 2 x 79. (Multiple factors of 2 again.)

Another demonstration that this individual is not God or Jesus appears by putting an additional condition on the first and last letters of each word. Apply the principle of complementary opposites from Revelation 1:8. Take only the first and last letters of even valued words.

First letter of even valued words: 2394 = 2 x 32 x 7 x 19.
Last letter of even valued words: 3378 = 2 x 3 x 563.

Only one of them works. However, when both are put together, there is an additional feature: 2394 + 3378 = 5772 (2 x 2 x 3 x 13 x 37).

This does not work with the odd valued words. This inconsistency shows this individual is not God and not Jesus.

Adding up the words one by one, twenty-eight times there will be totals divisible by seven. Fourteen times there will be totals divisible by thirteen. Seven times there will be totals divisible by ninety-one.

Twenty words are prime numbers. Their totals together: 4886 = 2 x 7 x 349. (This means the remaining words that are not prime numbers would also be divisible by seven: 31171 = 7 x 61 x 73.)

The 64th word is the word in the middle. It has a value of 700. First and last words: 939 + 20 = 959 = 7 x 137. First middle and last words: 939 + 700 + 20 = 1659 = 3 x 7 x 79.

Seven words are divisible by 13.

Add the first and every seventh letter after: 4872 = 23 x 3 x 7 x 29.

The Shift From Greek

Why are there so few features in the complete description when the partial description had so many? I believe the clue is in feature 2 up above. The shift of focus from the Greek letters to the positions of the letters was meant to show coming history. And in the future, the international language is not Greek, but English. A prophecy of the King of Kings and Lord of Lords that is only in Greek would only be understood by a few. It would be much more appropriate if the proclamation of this ruler was in English.

There are many English translations of the Bible. As providence would have it, with one small change the Revised Standard Version is the translation that has numeric features. (Note: No one should change the original Hebrew and Greek texts. This is a change in a translation.)

The numeric system for English on this site does not include vowels (see: Alphanumeric Substitutions. This means the first person singular at the opening of Revelation 19:11 (Then I saw...) would result in a word with zero value and no letters. This is where a change in the translation is made.

The I refers to the Apostle John. Thus the change to the RSV would be Then John saw...

a) Word position.          e) Letter place value.**
b) Numeric word sum.       f) Letter value.
c) Word's place value.     g) English (RSV)
d) Letter position.

a) 1            2           3             4                5
b) 117          45          171           128              74
c) 36           27          36            38               29
d) 1   2  3     4  5  6     7   8  9      10  11 12  13    14  15  16
e) 17- 7- 12    8- 7- 12    16- 1- 19     7-  1- 18- 12    13- 12- 4
f) 80- 7- 30    8- 7- 30    70- 1- 100    7-  1- 90- 30    40- 30- 4
g) Then         John*       saw           heaven           opened,

a) 6            7               8     9             10            11
b) 35           23              1     187           137           7
c) 17           23              1     43            38            7
d) 17 18  19    20 21 22  23    24    25   26 27    28  29  30    31
e) 1- 12- 4     2- 7- 10- 4     1     19-  7- 17    7-  15- 16    7
f) 1- 30- 4     2- 7- 10- 4     1     100- 7- 80    7-  60- 70    7
g) and          behold,         a     white         horse!        He

a) 12         13           14        15    16    17
b) 107        151          70        80    70    28
c) 26         34           25        17    16    28
d) 32   33    34  35 36    37  38    39    40    41 42 43  44  45
e) 19-  7     16- 1- 17    13- 12    17    16    3- 1- 10- 10- 4
f) 100- 7     70- 1- 80    40- 30    80    70    3- 1- 10- 10- 4
g) who        sat          upon      it    is    called

a) 18                     19           20        21           22
b) 108                    35           140       35           30
c) 45                     17           32        17           12
d) 46  47 48  49 50 51    52 53  54    55  56    57 58  59    60
e) 5-  1- 17- 7- 5- 10    1- 12- 4     17- 15    1- 12- 4     12
f) 5-  1- 80- 7- 5- 10    1- 30- 4     80- 60    1- 30- 4     30
g) Faithful               and          True,     and          in

a) 23                              24    25             26
b) 393                             7     88             35
c) 105                             7     34             17
d) 61  62 63 64  65  66  67  68    69    70 71 72 73    74 75  76
e) 15- 6- 7- 17- 16- 12- 16- 16    7     8- 4- 6- 16    1- 12- 4
f) 60- 6- 7- 80- 70- 30- 70- 70    7     8- 4- 6- 70    1- 30- 4
g) righteousness                   he    judges         and

a) 27              28            29       30         31       32
b) 100             161           77       370        61       19
c) 37              35            23       37         16       19
d) 77  78 79 80    81   82 83    84 85    86   87    88 89    90  91
e) 11- 1- 9- 16    19-  1- 15    7- 16    21-  16    1- 15    10- 9
f) 20- 1- 9- 70    100- 1- 60    7- 70    300- 70    1- 60    10- 9
g) makes           war.          His      eyes       are      like

a) 33    34              35    36        37             38     39
b) 1     36              5     65        35             30     77
c) 1     27              5     20        17             12     23
d) 92    93 94  95 96    97    98 99     100 101 102    103    104 105
e) 1     5- 10- 1- 11    5     5- 15     1-  12- 4      12     7-  16
f) 1     5- 10- 1- 20    5     5- 60     1-  30- 4      30     7-  70
g) a     flame           of    fire,     and            on     his

a) 40             41         42                 43
b) 12             61         351                99
c) 12             16         45                 36
d) 106 107 108    109 110    111 112 113 114    115 116 117 118 119
e) 7-  1-  4      1-  15     11- 1-  12- 21     4-  1-  4-  11- 16
f) 7-  1-  4      1-  60     20- 1-  30- 300    4-  1-  4-  20- 70
g) head           are        many               diadems;

a) 44             45     46             47     48             49
b) 35             7      78             1      51             169
c) 17             7      24             1      24             52
d) 120 121 122    123    124 125 126    127    128 129 130    131 132 133 134 135 136
e) 1-  12- 4      7      7-  1-  16     1      12- 1-  11     12- 16- 3-  15- 2-  4
f) 1-  30- 4      7      7-  1-  70     1      30- 1-  20     30- 70- 3-  60- 2-  4
g) and            he     has            a      name           inscribed

a) 50                  51     52     53                  54
b) 117                 30     30     209                 82
c) 36                  12     12     56                  19
d) 137  138 139 140    141    142    143 144 145  146    147 148
e) 19-  7-  3-  7      12     12     9-  12- 19-  16     2-  17
f) 100- 7-  3-  7      30     30     9-  30- 100- 70     2-  80
g) which               no     one    knows               but

a) 55                     56     57     58                 59     60
b) 112                    7      70     18                 30     1
c) 49                     7      16     18                 12     1
d) 149 150 151 152 153    154    155    156 157 158 159    160    161
e) 7-  11- 16- 10- 5      7      16     3-  10- 1-  4      12     1
f) 7-  20- 70- 10- 5      7      70     3-  10- 1-  4      30     1
g) himself.               He     is     clad               in     a

a) 61         62                 63     64             65
b) 62         88                 30     16             35
c) 17         34                 12     16             17
d) 162 163    164 165 166 167    168    169 170 171    172 173 174
e) 15- 2      4-  13- 13- 4      12     2-  10- 4      1-  12- 4
f) 60- 2      4-  40- 40- 4      30     2-  10- 4      1-  30- 4
g) robe       dipped             in     blood,         and

a) 66         67             68         69                  70
b) 87         51             302        117                 7
c) 24         24             23         36                  7
d) 175 176    177 178 179    180 181    182  183 184 185    186
e) 17- 7      12- 1-  11     2-  21     19-  7-  3-  7      7
f) 80- 7      30- 1-  20     2-  300    100- 7-  3-  7      7
g) the        name           by         which               he

a) 71     72                     73     74         75
b) 70     28                     70     87         164
c) 16     28                     16     24         38
d) 187    188 189 190 191 192    193    194 195    196  197 198
e) 16     3-  1-  10- 10- 4      16     17- 7      19-  15- 4
f) 70     3-  1-  10- 10- 4      70     80- 7      100- 60- 4
g) is     called                 is     The        Word

a) 76     77         78             79         80                 81
b) 5      10         35             87         151                5
c) 5      10         17             24         43                 5
d) 199    200 201    202 203 204    205 206    207 208 209 210    211
e) 5      6-  4      1-  12- 4      17- 7      1-  15- 11- 16     5
f) 5      6-  4      1-  30- 4      80- 7      1-  60- 20- 70     5
g) of     God.       And            the        armies             of

a) 82                 83                          84     85
b) 128                426                         30     35
c) 38                 57                          12     17
d) 212 213 214 215    216 217 218 219 220  221    222    223 224
e) 7-  1-  18- 12     1-  15- 15- 1-  21-  4      12     5-  12
f) 7-  1-  90- 30     1-  60- 60- 1-  300- 4      30     5-  30
g) heaven,            arrayed                     in     fine

a) 86             87              88             89         90
b) 70             187             35             100        129
c) 34             43              17             28         48
d) 225 226 227    228  229 230    231 232 233    234 235    236 237 238 239  240
e) 10- 12- 12     19-  7-  17     1-  12- 4      13- 15     5-  10- 10- 19-  4
f) 10- 30- 30     100- 7-  80     1-  30- 4      40- 60     5-  10- 10- 100- 4
g) linen,         white           and            pure,      followed

a) 91         92     93              94                 95
b) 27         30     187             207                85
c) 18         12     43              54                 31
d) 241 242    243    244  245 246    247 248 249 250    251 252 253
e) 7-  11     12     19-  7-  17     7-  15- 16- 16     5-  15- 11
f) 7-  20     30     100- 7-  80     7-  60- 70- 70     5-  60- 20
g) him        on     white           horses.            From

a) 96         97             98             99     100
b) 77         107            210            1      178
c) 23         35             48             1      52
d) 254 255    256 257 258    259 260 261    262    263 264 265 266 267
e) 7-  16     11- 17- 7      16- 16- 16     1      16- 7-  1-  15- 13
f) 7-  70     20- 80- 7      70- 70- 70     1      70- 7-  1-  60- 40
g) his        mouth          issues         a      sharp

a) 101                 102             103                 104    105
b) 234                 187             117                 80     170
c) 54                  43              36                  17     44
d) 268 269  270 271    272  273 274    275  276 277 278    279    280 281 282
e) 16- 19-  15- 4      19-  17- 7      19-  7-  3-  7      17     16- 11- 17
f) 70- 100- 60- 4      100- 80- 7      100- 7-  3-  7      80     70- 20- 80
g) sword               with            which               to     smite

a) 106        107                    108            109    110
b) 87         211                    35             7      120
c) 24         58                     17             7      39
d) 283 284    285 286 287 288 289    290 291 292    293    294  295 296
e) 17- 7      12- 1-  17- 12- 16     1-  12- 4      7      19-  10- 10
f) 80- 7      30- 1-  80- 30- 70     1-  30- 4      7      100- 10- 10
g) the        nations,               and            he     will

a) 111        112            113             114    115        116
b) 70         107            187             1      64         5
c) 25         35             43              1      19         5
d) 297 298    299 300 301    302  303 304    305    306 307    308
e) 15- 10     17- 7-  11     19-  17- 7      1      15- 4      5
f) 60- 10     80- 7-  20     100- 80- 7      1      60- 4      5
g) rule       them           with            a      rod        of

a) 117        118    119             120                121
b) 90         7      120             145                87
c) 27         7      39              37                 24
d) 309 310    311    312  313 314    315 316 317 318    319 320
e) 15- 12     7      19-  10- 10     17- 15- 1-  4      17- 7
f) 60- 30     7      100- 10- 10     80- 60- 1-  4      80- 7
g) iron;      he     will            tread              the

a) 122         123                124    125        126
b) 130         240                5      87         365
c) 31          60                 5      24         41
d) 321  322    323 324 325 326    327    328 329    330 331 332
e) 19-  12     13- 15- 16- 16     5      17- 7      5-  15- 21
f) 100- 30     40- 60- 70- 70     5      80- 7      5-  60- 300
g) wine        press              of     the        fury

a) 127    128        129                     130    131        132
b) 5      87         248                     5      10         87
c) 5      24         59                      5      10         24
d) 333    334 335    336  337 338 339 340    341    342 343    344 345
e) 5      17- 7      19-  15- 1-  17- 7      5      6-  4      17- 7
f) 5      80- 7      100- 60- 1-  80- 7      5      6-  4      80- 7
g) of     the        wrath                   of     God        the

a) 133                            134    135        136        137
b) 424                            30     77         62         35
c) 73                             12     23         17         17
d) 346 347 348 349 350 351 352    353    354 355    356 357    358 359 360
e) 1-  10- 11- 6-  7-  17- 21     12     7-  16     15- 2      1-  12- 4
f) 1-  10- 20- 6-  7-  80- 300    30     7-  70     60- 2      1-  30- 4
g) Almighty.                      On     his        robe       and

a) 138    139        140                141    142            143
b) 30     77         100                7      78             1
c) 12     23         37                 7      24             1
d) 361    362 363    364 365 366 367    368    369 370 371    372
e) 12     7-  16     17- 7-  6-  7      7      7-  1-  16     1
f) 30     7-  70     80- 7-  6-  7      7      7-  1-  70     1
g) on     his        thigh              he     has            a

a) 144            145                        146            147
b) 51             169                        45             5
c) 24             52                         27             5
d) 373 374 375    376 377 378 379 380 381    382 383 384    385
e) 12- 1-  11     12- 16- 3-  15- 2-  4      9-  12- 6      5
f) 30- 1-  20     30- 70- 3-  60- 2-  4      9-  30- 6      5
g) name           inscribed,                 King           of

a) 148                149            150            151    152
b) 115                35             74             5      144
c) 43                 17             29             5      45
d) 386 387 388 389    390 391 392    393 394 395    396    397 398 399 400
e) 9-  12- 6-  16     1-  12- 4      10- 15- 4      5      10- 15- 4-  16
f) 9-  30- 6-  70     1-  30- 4      10- 60- 4      5      10- 60- 4-  70
g) kings              and            Lord           of     lords.

*  "John" replaces "I."
**  Place values are the positions of the letters in the English alphabet.
    Vowels are not included in the place value count.
      Example: A B C D F G H J K L  M  N  P  Q  R  S  T  V  W  X  Y  Z
               1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22

The Verses

1There are six verses.

Verse number: 11   12   13   14   15   16
Verse total:  2563 2220 1355 1869 4482 1140

Only the fourteenth verse is divisible by 7 (1869 = 3 x 7 x 89).

1.1First and last verse: 2563 + 1140 = 3703 = 7 x 23 x 23. Twenty-three (twice) clearly shows this is a man.

1.2Odd positioned verses: 8400 = 24 x 3 x 52 x 7. SF: 28 = 22 x 7. SF: 11.

1.3Even positioned verses: 5229 = 32 x 7 x 83. SF: 96 = 25 x 3. SF: 13. There is perfect balance between every other verse.

1.4First three verses: 2563 + 2220 + 1355 = 6138 (2 x 3 x 3 x 11 x 31). Last three verses: 1869 + 4482 + 1140 = 7491 (3 x 11 x 227). There is perfect balance between the first and last halves, but the factor is eleven, a visual representation of the same one God at the beginning and end.

1.5The middle two verses: 1355 + 1869 = 3224 (23 x 13 x 31).

1.6The first word of each verse: 117 77 7 35 85 30 = 351 (3 x 3 x 3 x 13). God’s hand is once again seen. The last word of each verse: 161 112 10 207 424 144 = 1058 (2 x 23 x 23). That this is a man is emphasized again. (There is no feature when the first and last words of each verse are added together, but the difference between the two is 707 [7 x 101. SF: 108 = 22 x 33. SF: 13.])

The Words

There are 152 words, and 400 letters in this version of the RSV. Neither of these numbers have any feature.

2.Numeric total: 13629 = 3 x 7 x 11 x 59.

2.2Place value total: 3900 = 22 x 3 x 52 x 13.

3.Total of odd positioned words: 7171 = 71 x 101. This is not divisible by 7 or 13, but it is visually arresting. (No feature with the even positioned words.)

4.Since there is no feature with the even positioned words, check the total of the even valued words: 6344 = 23 x 13 x 61. Number of letters in these even valued words: 168 = 23 x 3 x 7. (No feature with the odd valued words. But there are 91 of them. [7 x 13])

5.The first and last letters of each word: 10353 = 3 x 7 x 17 x 29. SF: 56 = 23 x 7. SF: 13. The factors go three levels deep.

5.1The first letter of each word: 5138 = 2 x 7 x 367.

5.2The last letter of each word: 5215 = 5 x 7 x 149. SF: 161 = 7 x 23.

This follows Revelation 1:8 and is much more like The Proclamation.

6.The positions of the first letter of each word have no feature: 30746. Nor do the positions of the last letter of each word: 30994. But the positions of the two of them together make up for it: 61740 = 22 x 32 x 5 x 73. Amazingly, 61740 is exactly ten times the total in The Proclamation!

It is unlikely this is simply coincidence.

  1. Both passages, Exodus 34:6-7 and Revelation 19:11-16 are declarations of rulers.
  2. The first and last letters of each word in both passages are divisible by seven.
  3. The first letter of each word in both passages are divisible by seven.
  4. The last letter of each word in both passages are divisible by seven.
  5. There are exactly 28525 verses in between these two passages (Exodus 34:8 to Revelation 19:10). 28525 = 52 x 7 x 163.
  6. There are 2503 verses before the last verse of The Proclamation (Exodus 34:7). And there are 73 verses after the first verse of the King of Kings passage (Revelation 19:11). 2503 + 73 = 2576 = 24 x 7 x 23.

7.1Seven words can be paired Nth and Nth last where the words are together and individually divisible by 7.

a) Nth word:  14  16  44  45  55  57  65	(The 14th last word
b) Value:     70  70  35  7   112 70  35	 is the 139th word
c) Nth last:  139 137 109 108 98  96  88	 from the beginning.)
d) Value:     77  35  7   35  210 77  35
e) Sum:       147 105 42  42  322 147 70

Sum of the positions (lines a + c): 1071 = 32 x 7 x 17.

7.2Fourteen words can be paired Nth and Nth last where together they are divisible by 7.

a) Nth word:  3   5   9   14  16  25  41  44  45  51  55  57  65 69
b) Value:     171 74  187 70  70  88  61  35  7   30  112 70  35 117
c) Nth last:  150 148 144 139 137 128 112 109 108 102 98  96  88 84
d) Value:     74  115 51  77  35  87  107 7   35  187 210 77  35 30
e) Sum:       245 189 238 147 105 175 168 42  42  217 322 147 70 147

Sum of positions: 2142 = 2 x 3 x 3 x 7 x 17.

8.Taking every Nth word, the result is divisible by 13 when N is one of the following values:

5 27 41 54 68

The sum of N: 195 = 3 x 5 x 13. SF: 21 = 3 x 7.

9.1Divide the list of words into groups of two words each. Odd positioned groups of 2 words: 7566 = 2 x 3 x 13 x 97. (There is no corresponding feature for the even positioned groups.)

9.2Divide the list of words into groups of 76 words each. Even positioned segments of 76 words: 7501 = 13 x 577. (There is no feature with the odd positioned groups. This is because the King of Kings is not God, and he is not Jesus either.)

10.1Twenty-eight words are prime numbers.

10.2Highest valued word and lowest valued word: 426 + 1 = 427 = 7 x 61.

10.3Words with the value of 35 showed up the most at 13 times.

10.4Words with the value 70 showed up 7 times, and words with the value 1 showed up 7 times.

10.5The lesser half of the words (by value): 2198 = 2 x 7 x 157.

10.6The greater half of the words (by value): 11431 = 7 x 23 x 71.

11.The words in Revelation 19:11-16 count through The Proclamation's words.

a) Word position in Revelation 19:11-16.
b) Word value in Revelation 19:11-16.
c) B) count adjusted as a word position in Exodus 34:6-7.
d) Word found in Exodus 34:6-7.

a) 1   2   3   4   5   6   7   8   9   10  11  12  13  14  15 16  17  18  19  20  21  22  23  24  25  26  27  28  29  30  31 32  33  34  35  36
b) 117 45  171 128 74  35  23  1   187 137 7   107 151 70  80 70  28  108 35  140 35  30  393 7   88  35  100 161 77  370 61 19  1   36  5   65
c) 18  30  3   32  7   9   32  33  22  27  1   9   28  32  13 17  12  21  23  31  33  30  27  1   23  25  26  22  33  7   2  21  22  25  30  29
d) 29  100 26  106 221 208 106 322 184 106 317 208 62  106 72 456 340 165 126 680 322 100 106 317 126 100 102 184 322 221 26 165 184 100 100 102

a) 37  38 39  40 41 42  43  44 45 46  47  48  49  50  51  52  53  54 55  56  57  58  59  60  61  62 63  64  65  66 67  68  69  70 71  72  73  74
b) 35  30 77  12 61 351 99  35 7  78  1   51  169 117 30  30  209 82 112 7   70  18  30  1   62  88 30  16  35  87 51  302 117 7  70  28  70  87
c) 31  28 6   18 13 1   1   3  10 22  23  8   12  30  27  24  2   18 31  5   9   27  24  25  21  10 7   23  25  13 31  3   21  28 32  27  31  19
d) 680 62 120 29 72 317 317 26 72 184 126 131 340 100 106 409 26  29 680 254 208 106 409 100 165 72 221 126 100 72 680 26  165 62 106 106 680 161

a) 75  76  77  78 79  80  81  82  83  84 85  86 87  88  89  90  91  92  93  94  95  96 97  98  99  100 101 102 103 104 105 106 107 108 109 110 111
b) 164 5   10  35 87  151 5   128 426 30 35  70 187 35  100 129 27  30  187 207 85  77 107 210 1   178 234 187 117 80  170 87  211 35  7   120 70
c) 18  23  33  2  23  9   14  10  7   4  6   10 32  1   2   32  26  23  12  21  7   18 26  5   6   19  22  11  29  10  15  3   16  18  25  13  17
d) 29  126 322 26 126 208 191 72  221 31 120 72 106 317 26  106 102 126 340 165 221 29 102 254 120 161 184 447 102 72  351 26  126 29  100 72  456

a) 112 113 114 115 116 117 118 119 120 121 122 123 124 125 126 127 128 129 130 131 132 133 134 135 136 137 138 139 140 141 142 143 144 145 146 147
b) 107 187 1   64  5   90  7   120 145 87  130 240 5   87  365 5   87  248 5   10  87  424 30  77  62  35  30  77  100 7   78  1   51  169 45  5
c) 25  14  15  13  18  9   16  4   17  5   3   12  17  5   7   12  33  17  22  32  20  15  12  23  19  21  18  29  30  4   16  17  2   6   18  23
d) 100 191 351 72  29  208 126 31  456 254 26  340 456 254 221 340 322 456 184 106 31  351 340 126 161 165 29  102 100 31  126 456 26  120 29  126

a) 148 149 150 151 152
b) 115 35  74  5   144
c) 6   8   16  21  33
d) 120 131 126 165 322

Total (sum of line d): 27552 = 25 x 3 x 7 x 41.

The Letters

12.The letters have features similar to the words in features 2 and 3.

12.1Odd positioned letters: 6604 = 22 x 13 x 127. (No feature with the even positioned letters.)

12.2Since there is no feature with the even positioned letters, check the total of the odd valued letters: 585 = 32 x 5 x 13.

12.3Total of odd valued letter positions: 25984 = 27 x 7 x 29.

13.1Beginning with the first letter, and taking every Nth letter after, the following values of N produces sequences divisible by 7:

24 29 34 35 46 54 55 64 74 87 89 119 120 126 127 130 131 134 142 148 
153 154 157 176 179 195 200

The sum of N: 2982 = 2 x 3 x 7 x 71.

13.2Taking every Nth letter the result is divisible by seven when N is one of the following:

9 16 23 42 46 64 65 71 79 88 89 100 113 114 115 125 126 128 130 138 
140 164 167 179

The sum of N: 2331 = 3 x 3 x 7 x 37.

13.3Taking every Nth letter, the result is divisible by 13 when N is one of the following:

11 31 47 63 108 115 125 130 134 136 153 168 183 196 199

The sum of N: 1799 = 7 x 257.

14.Divide the 400 letters into groups of 40 letters each.

Odd positioned groups of 40 letters:
80 7 30 8 7 30 70 1 100 7 1 90 30 40 30 4 1 30 4 2 7 10 4 1 100
7 80 7 60 70 7 100 7 70 1 80 40 30 80 70 100 1 60 7 70 300 70 1 60
10 9 1 5 10 1 20 5 5 60 1 30 4 30 7 70 7 1 4 1 60 20 1 30 300 4 1 4
20 70 1 1 60 2 4 40 40 4 30 2 10 4 1 30 4 80 7 30 1 20 2 300 100 7 3
7 7 70 3 1 10 10 4 70 80 7 100 60 4 5 6 7 20 30 100 7 80 7 60 70 70
5 60 20 7 70 20 80 7 70 70 70 1 70 7 1 60 40 70 100 60 4 100 80 7
100 7 3 7 80 70 100 30 40 60 70 70 5 80 7 5 60 300 5 80 7 100 60 1
80 7 5 6 4 80 7 1 10 20 6 7 80 300 30 7 70 60 2 1 30 4

14.1Odd positioned segments of 40 letters: 7784 = 2 x 2 x 2 x 7 x 139.

14.1.1Odd positioned groups of 2 from the even positioned groups of 40:

3 1 4 5 7 5 30 4 1 30 60 6 70 30 7 8 70 1 20 1 30 4 1 70 1 20 3 60
100 7 30 30 100 70 7 20 5 7 10 1 4 1 80 7 20 70 1 90 60 60 4 30 10
30 7 80 4 40 10 10 20 80 30 1 70 1 7 100 60 10 20 100 1 60 60 30 10
10 1 4 30 7 7 6 7 1 30 1 70 3 4 9 5 9 70 1 10 60 10 60

Total: 2632 = 23 x 7 x 47.

14.1.1.1Odd positioned from 14.1.1:

3 4 7 30 1 60 70 7 70 20 30 1 1 3 100 30 100 7 5 10 4 80 20 1 60 4
10 7 4 10 20 30 70 7 60 20 1 60 10 1 30 7 7 30 70 4 5 70 10 10

Total: 1281 = 3 x 7 x 61.

14.1.1.1.1Odd positioned groups of 2 from 14.1.1.1:

3 4 1 60 70 20 1 3 100 7 4 80 60 4 4 10 70 7 1 60 30 7 70 4 10 10

Total: 700 = 22 x 52 x 7. SF: 21 = 3 x 7.

14.1.1.1.1.1First half of 14.1.1.1.1:

3 4 1 60 70 20 1 3 100 7 4 80 60

Total: 413 = 7 x 59.

14.1.1.1.1.2Last half of 14.1.1.1.1:

4 4 10 70 7 1 60 30 7 70 4 10 10

Total: 287 = 7 x 41.

14.1.1.1.2Even positioned groups of 2 from 14.1.1.1:

7 30 70 7 30 1 100 30 5 10 20 1 10 7 20 30 60 20 10 1 7 30 5 70

Total: 581 = 7 x 83.

14.1.1.1.2.1Odd positioned groups of 2 from 14.1.1.1.2:

7 30 30 1 5 10 10 7 60 20 7 30

Total: 217 = 7 x 31.

14.1.1.1.2.1.1Odd positioned from 14.1.1.1.2.1:

7 30 5 10 60 7

Total: 119 = 7 x 17.

14.1.1.1.2.1.1.1First half of 14.1.1.1.2.1.1:

7 30 5

Total: 42 = 2 x 3 x 7.

14.1.1.1.2.1.1.2Last half of 14.1.1.1.2.1.1:

10 60 7

Total: 77 = 7 x 11.

14.1.1.1.2.1.2Even positioned from 14.1.1.1.2.1:

30 1 10 7 20 30

Total: 98 = 2 x 72

14.1.1.1.2.2Even positioned groups of 2 from 14.1.1.1.2:

70 7 100 30 20 1 20 30 10 1 5 70

Total: 364 = 22 x 7 x 13.

14.1.1.2Even positioned from 14.1.1:

1 5 5 4 30 6 30 8 1 1 4 70 20 60 7 30 70 20 7 1 1 7 70 90 60 30 30
80 40 10 80 1 1 100 10 100 60 30 10 4 7 6 1 1 3 9 9 1 60 60

Total: 1351 = 7 x 193.

4.1.1.2.1Odd positioned groups of 5 from 14.1.1.2:

1 5 5 4 30 4 70 20 60 7 1 7 70 90 60 80 1 1 100 10 7 6 1 1 3

Total: 644 = 22 x 7 x 23.

4.1.1.2.2Even positioned groups of 5 from 14.1.1.2:

6 30 8 1 1 30 70 20 7 1 30 30 80 40 10 100 60 30 10 4 9 9 1 60 60

Total: 707 = 7 x 101.

14.1.2Even positioned groups of 2 from the even positioned groups of 40:

10 10 1 80 10 1 80 60 4 30 7 80 70 70 4 6 30 4 9 70 7 7 1 30 30 70 2 
4 3 7 9 30 2 80 70 10 70 3 4 30 30 4 1 60 5 7 30 1 1 300 5 30 30 100 
1 30 60 5 100 4 80 7 80 30 30 4 10 10 80 7 80 7 4 5 7 100 80 60 80 7 
70 80 7 7 70 1 20 30 60 2 30 6 30 6 30 4 4 5 4 70

Total: 3213 = 33 x 7 x 17.

14.1.2.1Odd positioned groups of 5 from 14.1.2:

10 10 1 80 10 7 80 70 70 4 7 7 1 30 30 9 30 2 80 70 30 4 1 60 5
5 30 30 100 1 80 7 80 30 30 80 7 4 5 7 70 80 7 7 70 30 6 30 6
30

Total: 1540 = 22 x 5 x 7 x 11.

14.1.2.2Even positioned groups of 5 from 14.1.2:

1 80 60 4 30 6 30 4 9 70 70 2 4 3 7 10 70 3 4 30 7 30 1 1 300
30 60 5 100 4 4 10 10 80 7 100 80 60 80 7 1 20 30 60 2 4 4 5 4
70

Total: 1673 = 7 x 239.

14.1.2.2.1Odd positioned groups of 2 from 14.1.2.2:

1 80 30 6 9 70 4 3 70 3 7 30 300 30 100 4 10 80 80 60 1 20 2 4 4 70

Total: 1078 = 2 x 72 x 11.

14.1.2.2.2Even positioned groups of 2 from 14.1.2.2:

60 4 30 4 70 2 7 10 4 30 1 1 60 5 4 10 7 100 80 7 30 60 4 5

Total: 595 = 5 x 7 x 17.

14.1.2.2.2.1Odd positioned in 14.1.2.2.2:

60 30 70 7 4 1 60 4 7 80 30 4

Total: 357 = 3 x 7 x 17.

14.1.2.2.2.1.1Odd positioned in 14.1.2.2.2.1:

60 70 4 60 7 30

Total: 231 = 3 x 7 x 11. SF: 21 = 3 x 7.

14.1.2.2.2.1.2Even positioned in 14.1.2.2.2.1:

30 7 1 4 80 4

Total: 126 = 2 x 32 x 7.

14.1.2.2.2.1.3Odd positioned groups of 2 from 14.1.2.2.2.1:

60 30 4 1 7 80

Total: 182 = 2 x 7 x 13.

14.1.2.2.2.1.4Even positioned groups of 2 from 14.1.2.2.2.1:

70 7 60 4 30 4

Total: 175 = 52 x 7.

14.1.2.2.2.1.5Odd positioned groups of 3 from 14.1.2.2.2.1:

60 30 70 60 4 7

Total: 231 = 3 x 7 x 11. SF: 21 = 3 x 7.

14.1.2.2.2.1.6Even positioned groups of 3 from 14.1.2.2.2.1:

7 4 1 80 30 4

Total: 126 = 2 x 32 x 7.

14.1.2.2.2.2Even positioned in 14.1.2.2.2:

4 4 2 10 30 1 5 10 100 7 60 5

Total: 238 = 2 x 7 x 17. SF: 26 = 2 x 13.

14.1.2.2.2.3Odd positioned groups of 3 from 14.1.2.2.2:

60 4 30 7 10 4 60 5 4 80 7 30

Total: 301 = 7 x 43.

14.1.2.2.2.4Even positioned groups of 3 from 14.1.2.2.2:

4 70 2 30 1 1 10 7 100 60 4 5

Total: 294 = 2 x 3 x 72

Odd positioned groups of 20 from the even positioned groups of 40:

3 1 10 10 4 5 1 80 7 5 10 1 30 4 80 60 1 30 4 30 30 4 7 7 1 70 1 30 
1 20 30 70 3 60 2 4 100 7 3 7 4 1 30 4 80 7 1 60 20 70 5 7 1 90 30 1 
60 60 1 300 20 80 80 7 30 1 80 30 70 1 30 4 7 100 10 10 60 10 80 7 
30 7 70 80 7 6 7 7 7 1 70 1 30 1 20 30 70 3 60 2

Total: 2891 = 72 x 59.

Even positioned groups of 20 from the even positioned groups of 40:

60 6 7 80 70 30 70 70 7 8 4 6 70 1 30 4 20 1 9 70 30 30 9 30 100 70 
2 80 7 20 70 10 5 7 70 3 10 1 4 30 4 30 5 30 10 30 30 100 7 80 1 30 
4 40 60 5 10 10 100 4 20 100 80 7 1 60 4 5 60 30 7 100 10 10 80 60 1 
4 80 7 4 9 30 6 5 9 30 6 70 1 30 4 10 60 4 5 10 60 4 70

Total: 2954 = 2 x 7 x 211.

Even positioned groups of 40 letters:
3 1 10 10 4 5 1 80 7 5 10 1 30 4 80 60 1 30 4 30 60 6 7 80 70
30 70 70 7 8 4 6 70 1 30 4 20 1 9 70 30 4 7 7 1 70 1 30 1 20 30 70 3
60 2 4 100 7 3 7 30 30 9 30 100 70 2 80 7 20 70 10 5 7 70 3 10 1 4
30 4 1 30 4 80 7 1 60 20 70 5 7 1 90 30 1 60 60 1 300 4 30 5 30 10
30 30 100 7 80 1 30 4 40 60 5 10 10 100 4 20 80 80 7 30 1 80 30 70 1
30 4 7 100 10 10 60 10 80 7 20 100 80 7 1 60 4 5 60 30 7 100 10 10
80 60 1 4 80 7 30 7 70 80 7 6 7 7 7 1 70 1 30 1 20 30 70 3 60 2 4 9
30 6 5 9 30 6 70 1 30 4 10 60 4 5 10 60 4 70

14.2Even positioned segments of 40 letters: 5845 = 5 x 7 x 167.

14.2.1Odd positioned groups of 2 from 14.2:

3 1 4 5 7 5 30 4 1 30 60 6 70 30 7 8 70 1 20 1 30 4 1 70 1 20 3
60 100 7 30 30 100 70 7 20 5 7 10 1 4 1 80 7 20 70 1 90 60 60 4 30
10 30 7 80 4 40 10 10 20 80 30 1 70 1 7 100 60 10 20 100 1 60 60 30
10 10 1 4 30 7 7 6 7 1 30 1 70 3 4 9 5 9 70 1 10 60 10 60

Total: 2632 = 23 x 7 x 47.

14.2.1.1Odd positioned in 14.2.1:

3 4 7 30 1 60 70 7 70 20 30 1 1 3 100 30 100 7 5 10 4 80 20 1
60 4 10 7 4 10 20 30 70 7 60 20 1 60 10 1 30 7 7 30 70 4 5 70 10
10

Total: 1281 = 3 x 7 x 61.

14.2.1.1.1Odd positioned groups of 2 from 14.2.1.1:

3 4 1 60 70 20 1 3 100 7 4 80 60 4 4 10 70 7 1 60 30 7 70 4 10 10

Total: 700 = 22 x 52 x 7. SF: 21 = 3 x 7.

14.2.1.1.1.1First half of 14.2.1.1.1:

3 4 1 60 70 20 1 3 100 7 4 80 60

Total: 413 = 7 x 59.

14.2.1.1.1.2Last half of 14.2.1.1.1:

4 4 10 70 7 1 60 30 7 70 4 10 10

Total: 287 = 7 x 41.

14.2.1.1.2Even positioned groups of 2 from 14.2.1.1:

7 30 70 7 30 1 100 30 5 10 20 1 10 7 20 30 60 20 10 1 7 30 5 70

Total: 581 = 7 x 83.

14.2.1.1.2.1Odd positioned groups of 2 from 14.2.1.1.2:

7 30 30 1 5 10 10 7 60 20 7 30

Total: 217 = 7 x 31.

14.2.1.1.2.1.1Odd positioned in 14.2.1.1.2.1:

7 30 5 10 60 7

Total: 119 = 7 x 17.

14.2.1.1.2.1.1.1First half of 14.2.1.1.2.1.1:

7 30 5

Total: 42 = 2 x 3 x 7.

14.2.1.1.2.1.1.2Last half of 14.2.1.1.2.1.1:

10 60 7

Total: 77 = 7 x 11.

14.2.1.1.2.1.2Even positioned in 14.2.1.1.2.1:

30 1 10 7 20 30

Total: 98 = 2 x 72.

14.2.1.1.2.2Even positioned groups of 2 from 14.2.1.1.2:

70 7 100 30 20 1 20 30 10 1 5 70

Total: 364 = 22 x 7 x 13.

14.2.1.2Even positioned in 14.2.1:

1 5 5 4 30 6 30 8 1 1 4 70 20 60 7 30 70 20 7 1 1 7 70 90 60 30
30 80 40 10 80 1 1 100 10 100 60 30 10 4 7 6 1 1 3 9 9 1 60 60

Total: 1351 = 7 x 193.

14.2.1.2.1Odd positioned groups of 5 from 14.2.1.2:

1 5 5 4 30 4 70 20 60 7 1 7 70 90 60 80 1 1 100 10 7 6 1 1 3

Total: 644 = 22 x 7 x 23.

14.2.1.2.2Even positioned groups of 5 from 14.2.1.2:

6 30 8 1 1 30 70 20 7 1 30 30 80 40 10 100 60 30 10 4 9 9 1 60 60

Total: 707 = 7 x 101.

14.2.2Even positioned groups of 2 from 14.2:

10 10 1 80 10 1 80 60 4 30 7 80 70 70 4 6 30 4 9 70 7 7 1 30 30
70 2 4 3 7 9 30 2 80 70 10 70 3 4 30 30 4 1 60 5 7 30 1 1 300 5 30
30 100 1 30 60 5 100 4 80 7 80 30 30 4 10 10 80 7 80 7 4 5 7 100 80
60 80 7 70 80 7 7 70 1 20 30 60 2 30 6 30 6 30 4 4 5 4 70

Total: 3213 = 33 x 7 x 17.

14.2.2.1Odd positioned groups of 5 from 14.2.2:

10 10 1 80 10 7 80 70 70 4 7 7 1 30 30 9 30 2 80 70 30 4 1 60 5
5 30 30 100 1 80 7 80 30 30 80 7 4 5 7 70 80 7 7 70 30 6 30 6
30

Total: 1540 = 22 x 5 x 7 x 11.

14.2.2.2Even positioned groups of 5 from 14.2.2:

1 80 60 4 30 6 30 4 9 70 70 2 4 3 7 10 70 3 4 30 7 30 1 1 300
30 60 5 100 4 4 10 10 80 7 100 80 60 80 7 1 20 30 60 2 4 4 5 4
70

Total: 1673 = 7 x 239.

14.2.2.2.1Odd positioned groups of 2 from 14.2.2.2:

1 80 30 6 9 70 4 3 70 3 7 30 300 30 100 4 10 80 80 60 1 20 2 4 4 70

Total: 1078 = 2 x 72 x 11.

14.2.2.2.2Even positioned groups of 2 from 14.2.2.2:

60 4 30 4 70 2 7 10 4 30 1 1 60 5 4 10 7 100 80 7 30 60 4 5

Total: 595 = 5 x 7 x 17.

14.2.2.2.2.1Odd positioned in 14.2.2.2.2:

60 30 70 7 4 1 60 4 7 80 30 4

Total: 357 = 3 x 7 x 17.

14.2.2.2.2.1.1Odd positioned in 14.2.2.2.2.1:

60 70 4 60 7 30

Total: 231 = 3 x 7 x 11. SF: 21 = 3 x 7.

14.2.2.2.2.1.2Even positioned in 14.2.2.2.2.1:

30 7 1 4 80 4

Total: 126 = 2 x 32 x 7.

14.2.2.2.2.1.3Odd positioned groups of 2 from 14.2.2.2.2.1:

60 30 4 1 7 80

Total: 182 = 2 x 7 x 13.

14.2.2.2.2.1.4Even positioned groups of 2 from 14.2.2.2.2.1:

70 7 60 4 30 4

Total: 175 = 52 x 7.

14.2.2.2.2.1.5Odd positioned groups of 3 from 14.2.2.2.2.1:

60 30 70 60 4 7

Total: 231 = 3 x 7 x 11. SF: 21 = 3 x 7.

14.2.2.2.2.1.6Even positioned groups of 3 from 14.2.2.2.2.1:

7 4 1 80 30 4

Total: 126 = 2 x 32 x 7.

14.2.2.2.2.2Even positioned in 14.2.2.2.2:

4 4 2 10 30 1 5 10 100 7 60 5

Total: 238 = 2 x 7 x 17. SF: 26 = 2 x 13.

14.2.2.2.2.3Odd positioned groups of 3 from 14.2.2.2.2:

60 4 30 7 10 4 60 5 4 80 7 30

Total: 301 = 7 x 43.

14.2.2.2.2.4Even positioned groups of 3 from 14.2.2.2.2:

4 70 2 30 1 1 10 7 100 60 4 5

Total: 294 = 2 x 3 x 72.

14.2.3Odd positioned groups of 20 from 14.2:

3 1 10 10 4 5 1 80 7 5 10 1 30 4 80 60 1 30 4 30 30 4 7 7 1 70
1 30 1 20 30 70 3 60 2 4 100 7 3 7 4 1 30 4 80 7 1 60 20 70 5 7 1 90
30 1 60 60 1 300 20 80 80 7 30 1 80 30 70 1 30 4 7 100 10 10 60 10
80 7 30 7 70 80 7 6 7 7 7 1 70 1 30 1 20 30 70 3 60 2

Total: 2891 = 72 x 59.

14.2.4Even positioned groups of 20 from 14.2:

60 6 7 80 70 30 70 70 7 8 4 6 70 1 30 4 20 1 9 70 30 30 9 30
100 70 2 80 7 20 70 10 5 7 70 3 10 1 4 30 4 30 5 30 10 30 30 100 7
80 1 30 4 40 60 5 10 10 100 4 20 100 80 7 1 60 4 5 60 30 7 100 10 10
80 60 1 4 80 7 4 9 30 6 5 9 30 6 70 1 30 4 10 60 4 5 10 60 4
70

Total: 2954 = 2 x 7 x 211.

15.The middle N letters are divisible by seven when N is one of the following values:

396 388 382 364 358 356 354 328 310 298 296 276 254 244 232 174 170 
166 158 156 154 146 128 94 92 84 74 72 66 60 58 30 20 12 10

The sum of N: 6760 = 23 x 5 x 132.

16.1The highest valued letter is 300, and the lowest valued is 1: 301 = 7 x 43.

16.2The letter that appeared the most (54 times) was the letter 7.

16.3Two letters appeared only twice, the letters 8 and 90. 8 + 90 = 98 (2 x 72).

17.Groups of letters can be paired Nth and Nth last that individually and together are divisible by 13. The first group of letters (N) is from the 3rd letter to the 48th letter. The Nth last group is a group of letters from the 48th last letter to the 3rd last letter of the passage. The two groups together have a sum of 2496 (26 x 3 x 13). (N.B. Some of these groups overlap with others.) Altogether there are 105 (3 x 5 x 7) paired groups.

a) Group's starting position (from the beginning or end of the passage).
b) Group's ending position (from the beginning or end of the passage).
c) Total of the two groups.

a) 3    3     4    9    10  10   10    11   11    12   13    14   15  16    17   18  19   20  20   20   20    23   24   25   26    27
b) 48   164   111  94   28  102  161   86   167   133  187   61   21  166   117  29  96   32  116  155  200   136  77   118  177   158
c) 2496 11011 7059 5941 871 6318 10426 5408 10764 8502 12220 2717 143 10413 6955 572 5499 754 6864 9776 12636 8190 3900 6812 10595 9607

a) 29   29   31   33   33   33    34   35   35   36   37    39   41   43   43    45   45   45   47   47    48   49   52   52   53  53
b) 102  161  50   116  155  200   73   108  139  149  191   174  57   159  181   75   129  151  104  189   71   164  150  170  63  178
c) 5447 9555 1417 6110 9022 11882 2964 5356 7618 8450 11154 9542 1027 8567 10166 2431 6344 8060 4446 10452 2015 8515 7254 8372 533 8814

a) 54   54   55   55   56  57    63   64   66   68  68   70   70   71   71   75  76   76   77   79   80   84   84   87   88   89   90
b) 92   122  76   176  58  194   153  178  179  78  184  141  169  89   185  81  129  151  176  184  199  120  147  167  138  143  185
c) 3250 5200 1768 8684 182 10036 7007 8281 8021 923 8671 5148 6942 1703 8229 611 3913 5629 6916 7748 8554 2652 4641 5356 3367 3653 6526

a) 91   92   93   96  100 103  105  107  108  109  110  114  117  117  121  122  124  126  127  130  131  138  142  151  156  160
b) 135  197  122  100 103 161  189  195  168  139  134  127  155  200  147  183  140  142  148  151  192  198  169  170  200  181
c) 2990 7267 1950 299 182 4108 6006 6253 4212 2262 2002 1092 2912 5772 1989 4472 1196 1378 1703 1716 4342 4238 1794 1118 2860 1599

Total of the starting and ending points (lines a + b): 6484 + 14439 = 20923 = 73 x 61.

18.The letters can be arranged as a 10 x 10 x 4 block.

18.1The outside or surface area: 9268 = 22 x 7 x 331.

18.2The inside: 4361 = 72 x 89.

18.3The edges of the block, or the wire frame: 2145 = 3 x 5 x 11 x 13.

18.4Eight corners define the block: 247 = 13 x 19.

18.5First and last columns through the block: 2667 = 3 x 7 x 127.

18.6First and last rows through the block: 2236 = 22 x 13 x 43.

19.Use Revelation 19:11-16's letters to count through The Proclamation's letters.

a) Letter position in Revelation 19:11-16.
b) Letter in Revelation 19:11-16.
c) Letter count and adjustment to Exodus 34:6-7.
d) Letter found in Exodus 34:6-7.

a) 1   2  3   4  5  6  7   8   9   10  11  12 13  14 15  16 17 18 19 20 21  22  23  24  25  26  27 28 29 30 31 32  33  34 35 36  37  38 39 40 41
b) 80  7  30  8  7  30 70  1   100 7   1   90 30  40 30  4  1  30 4  2  7   10  4   1   100 7   80 7  60 70 7  100 7   70 1  80  40  30 80 70 3
c) 80  87 117 6  13 43 113 114 95  102 103 74 104 25 55  59 60 90 94 96 103 113 117 118 99  106 67 74 15 85 92 73  80  31 32 112 33  63 24 94 97
d) 100 6  70  10 5  90 70  30  6   50  10  1  40  1  300 50 6  30 40 70 10  70  70  10  50  30  1  1  30 1  50 30  100 40 6  6   200 70 50 40 30

a) 42 43  44  45  46 47 48 49 50  51  52  53 54 55  56 57 58 59 60  61 62 63 64 65 66 67 68 69 70 71 72  73 74 75 76  77 78  79  80 81  82  83 84
b) 1  10  10  4   5  1  80 7  5   10  1   30 4  80  60 1  30 4  30  60 6  7  80 70 30 70 70 7  8  4  6   70 1  30 4   20 1   9   70 100 1   60 7
c) 98 108 118 3   8  9  89 96 101 111 112 23 27 107 48 49 79 83 113 54 60 67 28 98 9  79 30 37 45 49 55  6  7  37 41  61 62  71  22 3   4   64 71
d) 2  30  10  100 6  5  70 70 2   40  6   6  20 300 30 1  80 6  70  50 6  1  1  2  5  80 10 4  8  1  300 10 5  4  400 80 300 100 50 100 200 6  100

a) 85 86  87 88 89 90  91  92  93 94 95 96  97 98 99  100 101 102 103 104 105 106 107 108 109 110 111 112 113 114 115 116 117 118 119 120 121 122
b) 70 300 70 1  60 10  9   1   5  10 1  20  5  5  60  1   30  4   30  7   70  7   1   4   1   60  20  1   30  300 4   1   4   20  70  1   30  4
c) 22 84  35 36 96 106 115 116 2  12 13 33  38 43 103 104 15  19  49  56  7   14  15  19  20  80  100 101 12  74  78  79  83  103 54  55  85  89
d) 50 50  8  60 70 30  200 2   10 6  5  200 6  90 10  40  30  40  1   1   5   1   30  40  6   100 10  2   6   1   5   80  6   10  50  300 1   70

a) 123 124 125 126 127 128 129 130 131 132 133 134 135 136 137 138 139 140 141 142 143 144 145 146 147 148 149 150 151 152 153 154 155 156 157 158
b) 7   7   1   70  1   30  1   20  30  70  3   60  2   4   100 7   3   7   30  30  9   30  100 70  2   80  7   20  70  10  5   7   70  3   10  1
c) 96  103 104 55  56  86  87  107 18  88  91  32  34  38  19  26  29  36  66  96  105 16  116 67  69  30  37  57  8   18  23  30  100 103 113 114
d) 70  10  40  300 1   2   6   300 6   400 2   6   2   6   40  200 80  60  9   70  70  200 2   1   6   10  4   70  6   6   6   10  10  10  70  30

a) 159 160 161 162 163 164 165 166 167 168 169 170 171 172 173 174 175 176 177 178 179 180 181 182 183 184 185 186 187 188 189 190 191 192 193 194
b) 4   30  1   60  2   4   40  40  4   30  2   10  4   1   30  4   80  7   30  1   20  2   300 100 7   3   7   7   70  3   1   10  10  4   70  80
c) 118 29  30  90  92  96  17  57  61  91  93  103 107 108 19  23  103 110 21  22  42  44  106 87  94  97  104 111 62  65  66  76  86  90  41  2
d) 10  80  10  30  50  70  8   70  80  2   10  10  300 30  40  6   10  10  8   50  50  200 30  6   40  30  40  40  300 8   9   50  2   30  400 10

a) 195 196 197 198 199 200 201 202 203 204 205 206 207 208 209 210 211 212 213 214 215 216 217 218 219 220 221 222 223 224 225 226 227 228 229 230
b) 7   100 60  4   5   6   4   1   30  4   80  7   1   60  20  70  5   7   1   90  30  1   60  60  1   300 4   30  5   30  10  30  30  100 7   80
c) 9   109 50  54  59  65  69  70  100 104 65  72  73  14  34  104 109 116 117 88  118 119 60  1   2   64  68  98  103 14  24  54  84  65  72  33
d) 5   300 30  50  50  8   6   50  10  40  8   5   30  1   2   40  300 2   70  400 10  40  6   6   10  6   5   2   10  1   50  50  50  8   5   200

a) 231 232 233 234 235 236 237 238 239 240 241 242 243 244 245 246 247 248 249 250 251 252 253 254 255 256 257 258 259 260 261 262 263 264 265 266
b) 1   30  4   40  60  5   10  10  100 4   7   20  30  100 7   80  7   60  70  70  5   60  20  7   70  20  80  7   70  70  70  1   70  7   1   60
c) 34  64  68  108 49  54  64  74  55  59  66  86  116 97  104 65  72  13  83  34  39  99  119 7   77  97  58  65  16  86  37  38  108 115 116 57
d) 2   6   5   30  1   50  6   1   300 50  9   2   2   30  40  8   5   5   6   2   1   50  40  5   100 30  6   8   200 2   4   6   30  200 2   70

a) 267 268 269 270 271 272 273 274 275 276 277 278 279 280 281 282 283 284 285 286 287 288 289 290 291 292 293 294 295 296 297 298 299 300 301 302
b) 40  70  100 60  4   100 80  7   100 7   3   7   80  70  20  80  80  7   30  1   80  30  70  1   30  4   7   100 10  10  60  10  80  7   20  100
c) 97  48  29  89  93  74  35  42  23  30  33  40  1   71  91  52  13  20  50  51  12  42  112 113 24  28  35  16  26  36  96  106 67  74  94  75
d) 30  30  80  70  10  1   8   50  6   10  200 40  6   100 2   10  5   6   30  80  6   50  6   70  50  1   8   200 200 60  70  30  1   1   40  10

a) 303 304 305 306 307 308 309 310 311 312 313 314 315 316 317 318 319 320 321 322 323 324 325 326 327 328 329 330 331 332 333 334 335 336 337 338
b) 80  7   1   60  4   5   60  30  7   100 10  10  80  60  1   4   80  7   100 30  40  60  70  70  5   80  7   5   60  300 5   80  7   100 60  1
c) 36  43  44  104 108 113 54  84  91  72  82  92  53  113 114 118 79  86  67  97  18  78  29  99  104 65  72  77  18  80  85  46  53  34  94  95
d) 60  90  200 40  30  70  50  50  2   5   70  50  40  70  30  10  80  2   1   30  6   5   80  50  40  8   5   100 6   100 1   60  40  2   40  6

a) 339 340 341 342 343 344 345 346 347 348 349 350 351 352 353 354 355 356 357 358 359 360 361 362 363 364 365 366 367 368 369 370 371 372 373 374
b) 80  7   5   6   4   80  7   1   10  20  6   7   80  300 30  7   70  60  2   1   30  4   30  7   70  80  7   6   7   7   7   1   70  1   30  1
c) 56  63  68  74  78  39  46  47  57  77  83  90  51  113 24  31  101 42  44  45  75  79  109 116 67  28  35  41  48  55  62  63  14  15  45  46
d) 1   70  5   1   5   1   60  4   70  100 6   30  80  70  50  40  2   50  200 8   10  80  300 2   1   1   8   400 30  300 300 70  1   30  8   60

a) 375 376 377 378 379 380 381 382 383 384 385 386 387 388 389 390 391 392 393 394 395 396 397 398 399 400
b) 20  30  70  3   60  2   4   9   30  6   5   9   30  6   70  1   30  4   10  60  4   5   10  60  4   70
c) 66  96  47  50  110 112 116 6   36  42  47  56  86  92  43  44  74  78  88  29  33  38  48  108 112 63
d) 9   70  4   30  10  6   2   10  60  50  4   1   2   50  90  200 1   5   400 80  200 6   30  30  6   70

Total: 20605 = 5 x 13 x 317.

This English version of the RSV is an astonishing display of order and organization. All it took was replacing I with John. What are the chances of this being coincidence?3

The Passage In Chinese

The English language speaks to most of the world. But there is one other language that comes close, and it speaks to over 1.5 billion people. It is the Chinese language. (For more on Chinese numbers and reasons for them, see: The Proclamation In Chinese.)

There are three main Bible translations in Chinese: The Chinese Catholic Bible4 (CCB), The Chinese Union Version5 (CUV) and The Chinese New Version6 (CNV).

All three translations were heavily influenced by Western traditions, and translated using the Western understanding of the Hebrew and Greek scriptures. It wasn't until 1976 before the CNV was translated more by Chinese people than by Westerners and with more reliance on the original languages. But by then, the Western understanding of the scriptures had long become entrenched in the minds of Chinese Christians. As a result of this, some passages in Chinese Bibles still do not follow the original language as exactly as they could have. They could be improved to align with the Hebrew and Greek.

The CCB has this translation for the beginning of verse 15.

 從    他   口      中      射    出    一       把          利     劍
from  his mouth (centre) shoots out  one  (classifier)  sharp  sword

The CUV renders the first part like this.

 有    利      劍     從   他    口       中      出    來
has  sharp  sword  from  his  mouth  (centre)  out  comes

The CNV puts it this way.

 有   一        把         利     劍     從    他    口       中
has  one  (classifier)  sharp  sword  from  his  mouth  (centre)

 吐         出    來
protrudes  out  comes

The Greek does not specify one sword, simply (a) sword.

口中 is a common and normal Chinese expression meaning mouth. The centre aspect describes the mouth and does not literally have to mean from the centre of the mouth. But it could be read and understood as being literally from the centre of the mouth and not just from the mouth, a sense that is not in the original Greek.

A possible shortcoming of the CUV and CNV translations using 口中 is that this phrase can be misread into something else. Someone not knowing the Greek or English, could break the phrase and stop reading after 口. This would produce the phrase (there is a) sharp sword from his mouth.

CUV 有      利 劍 從 他 口        中    出 來
CNV 有 一 把 利 劍 從 他 口        中 吐 出 來

Then the reader could continue with 中 出 來 or 中 吐 出 來. It now becomes possible to read 中 with another meaning such as China. In other words, China comes out or China forcibly comes out. The entire phrase becomes very different. A sharp sword from his mouth, China comes out to attack/strike the nations. Obviously the original Greek says nothing of the King of Kings (by his mouth) commanding or using China to attack the nations.7

The above reading may seem farfetched and unlikely, but stranger things have happened in history. The Tai Ping (太平) rebellion against the Qing dynasty in the 1850s came from poor piecemeal Bible translations. The rebellion destroyed vast swaths of the country, and took over 20 million lives before it was over. The Qing dynasty never recovered its power afterwards.

(N.B. By now millions of copies of the CUV and CNV have already been printed. Tens of millions of people have already read this section of the Bible. It is impossible to go back. 口中 is here to stay.)

While the CCB's translation renders the above misreading impossible, it has its own shortcoming. 射出 is very specific as in shooting out, as is the CNV's 吐出 to vomit. This does not fit the meaning of the Greek word εκπορευεται, which is usually translated as "went out", "going out", "let out", "proceeding." The Greek is more general.

Improvement in translation is possible and perhaps in this case necessary.

Revelation 19:11-16 is an important prophecy of God’s chosen representative in the future. In this case, the question is not just whether the translation can be improved, but whether it can be improved in terms of numeric features and how easily this might be achieved.

Skeptics would say this is just a case of manufacturing the numeric features. Not so. One can always try to produce numeric features, but there's no guarantee one will succeed. Mathematically, a trillion attempts to produce something with eleven features divisible by seven has a fifty-fifty chance of success. But what if someone finds more than three times that many features with only a half billion attempts? And what if these features follow the orderly pattern found in Revelation 1:8? Is that still coincidence? Or is there some spiritual force that makes numeric features more likely when truth is involved.

The following exercise is one such demonstration.

Like other passages of the Bible translated into Chinese, Revelation 19:11-16 has some divergence from the original Greek.

Possible Improvements To Revelation 19:11-16 In Chinese
Verse 11και"and", "then", or "and then"The passage opens with this word. Translators don't slavishly reproduce every occurrence of this Greek word when they translate, but since Revelation 19:11 begins with this word, it should be reflected in the opening phrase. The CNV and CUV do not.
Verse 11ιδου"behold" (imperative)Not one of the three main Chinese translations translate this Greek word. Only the Catholic version comes close with 見有 (literally "see" and "having" meaning "there was seen."
Verse 12πολλα"many" (as in many diadems)All three Chinese translations use 許多. There are two other ways of saying "many" in Chinese: 很多 and 好多. 好多 is vernacular.
Verse 13ρεραντισμενον"sprinkled" (in blood)Some ancient authorities use this Greek word, but others (GNT and GNS) have βεβαμμενον. The Catholic version uses 染, which means "to dye." The CUV uses 濺, which means "to splash." The CNV uses 浸, which means "to soak, submerge, immerse." The Chinese term for "sprinkled" would be 灑.
Verse 13θεου"God"Protestants and Catholics avoid the term 上帝 because it doesn't fit with their theory of the Trinity. Only specific editions like the CUV's Shang Ti edition uses the correct term.
Verse 13λογος"word" (Word of God; logos)The Catholics used 聖言, "holy word(s)", but 言 also means "to say" or "to speak." The CNV and CUV used 道, "the way" (Dao). There are several other Chinese alternatives for "word": 字 句 話.
Verse 15ποιμανει"to shepherd" (verb)Only the CUV references this Greek word in the explanatory note. None of the Chinese translations have it as part of the text.

The possibilities in the above table can be combined with selections from each of the three main Chinese translations along with additional word choices.

The passage below is based on the newer CNV format. It is divided into logical reading sections. Alternative word choices, and or word structures are given for each section. Each possibility is separated by a space. Where there are no spaces, the entire section is included as is. Where there is a zero 0, the entire phrase could be removed. A computer can wind its way through the various possibilities to find one with the most numeric features.

1) 然後我 後來我 以後我 隨後我 我又
2) 看見 睼見 觀看 睼睹
3) 天開了看那一匹白馬騎在馬上的
4) 叫做 叫作 稱為
5) 忠心和真實他用公義審判和
6) 作 爭
7) 戰他的眼睛
8) 好像 好似 相似 類似
9) 火焰 火燄 火熖
10) 頭上戴著
11) 很多 許多 好多
12) 皇冠 冠冕
13) 冠冕 冠冕有 0
14) 寫著的名
15) 字 0
16) 除了他自己
17) 沒有人 無人
18) 知 知道
19) 他身穿著浸過血的衣服他的名稱為上帝的
20) 道 字 句 言 話
21) 天上的
22) 眾軍 軍隊
23) 都 0
24) 騎著白馬穿著潔白的細麻衣跟著他
25) 有把利劍從他口中出來擊 從他口中有把利劍出來擊
26) 殺 打
27) 列國他必用鐵杖
28) 作牧羊 0
29) 治理他們並且還
30) 要 會
31) 踹 踐踏
32) 全能上帝烈怒的壓酒
33) 池 醡
34) 在他的衣服和大腿上有名寫著萬王之
35) 王 皇
36) 萬主之主
Example from the very first line:
然後我    後來我    以後我    隨後我    我又

There are five possible choices for the very first section. Only one is chosen.

(There are an infinite number of other possible arrangements. This is just one way of doing it.)

The above set up produces 530,841,600 possibilities.8 With over 530 million combinations, the odds would suggest 75,834,514 having at least one feature divisible by seven. There might be 10,833,502 with at least two features of seven, 1,547,643 with three features, 221,092 with four features, 31,584 with five features, 4512 with six features, 644 with seven features, 92 with eight features, 13 with nine features, and 2 with ten features. Anything with more than ten features would be less and less likely.

Note: There could have been many more choices, but each additional choice would have pushed the possibilities beyond the one billion mark. Choices were reduced to what I deemed essential in the interests of saving time.

The computer discovered one that had spectacular / miraculous organization.

然 後 我 觀 看 天 開 了 看 那 一 匹 白 馬 騎 在 馬 上 的 稱 為 忠 心 和 真 實 他 用 公 義 審 判 和 爭 戰 他 的 眼 睛 相 似 火 燄 頭 上 戴 著 好 多 皇 冠 冠 冕 寫 著 的 名 除 了 他 自 己 無 人 知 道 他 身 穿 著 浸 過 血 的 衣 服 他 的 名 稱 為 上 帝 的 字 天 上 的 軍 隊 都 騎 著 白 馬 穿 著 潔 白 的 細 麻 衣 跟 著 他 有 把 利 劍 從 他 口 中 出 來 擊 打 列 國 他 必 用 鐵 杖 作 牧 羊 治 理 他 們 並 且 還 要 踹 全 能 上 帝 烈 怒 的 壓 酒 池 在 他 的 衣 服 和 大 腿 上 有 名 寫 著 萬 王 之 王 萬 主 之 主

What The Computer Chose

43661954923873222061464670722061147113640631777950
(And) thenIsawheavenopenedBehold!(one) a[classifier for horses]whitehorseriding
54731772416595786216114071601294287055472693991265170
(the one) on (the) horseis calledfaithful (loyal)andtrueHeusesrighteousness
618378512941640680526916593701505122047011826935719424
to judgeandwage war.Hiseyesare likefireflames.On (his) head
72904508559553219618261826320461844508165953631727269
(he) wearsmany(imperial) crowns(on the) crowns(is) written anameaside fromhe
穿
668554365916635381269113422244508274853896781659680
himselfno oneknows.Hisbodywears(an) immersed inbloodgarment
1538269165953657862161241939165956314624165923614709
garment.Hisnameis calledGod's(possessive)word.Heaven's (above)(possessive)armies
穿
394079504508406317722244508630940616593732397168052994508
alsoridingwhitehorseswearingclean (pure)(of) whitefinelinengarmentsfollowing
2696289317866148337826939101281117272923735163243
him.A(classifier)sharpswordfromhismouthcentrecomes out(to) smitevariousnations.
2693713998460955769164365615913643269244511562597578
Hemustuseironrodas shepherdingto rulethem.And also (even)will
235170784472977241939283319561659726831246415472691659
willtread(the) AlmightyGodwrath's(possessive)presswine press.OnHis(possessive)
68015381294435901246285366184450851421901041905142
garmentandthighupperhavingnamewritten(of) all KingsKing(of) all Lords
261104261
(of) all LordsLord.

Numeric Coincidences

Since this was something I came up with a computer, I will not call these numeric features. These are numeric coincidences.

A.1There are 168 (23 x 3 x 7) characters in this version. (One unique coincidence of the number 168 is that the first two digits and the last two digits would both add to a number divisible by 7. Another curious coincidence is that 168 is a number Chinese people might look upon favourably since it sounds like someone experiencing good fortune, followed definitely by even more good fortune.)

A.2.1The numeric total: 384678 = 2 x 32 x 7 x 43 x 71.

A.2.2Coincidentally, 384678 in Chinese would be 三八四六七八. The numeric values of these characters:

21 12 317 124 4 12

The sum of these values: 490 = 2 x 5 x 7 x 7. SF: 21 = 3 x 7. (See also coincidence Q.6.)

A.2.3384678, or 三八四六七八 could also be written out as thirty-eight ten thousands, four thousands, six hundreds, seven tens and eight:

三   十   八    萬    四   千    六   百  七  十   八
21   18   12   5142  317  37   124  651  4  18  12

Total: 6356 = 2 x 2 x 7 x 227. SF: 238 = 2 x 7 x 17. SF: 26 = 2 x 13.

A.3The first and last characters of the passage: 4627 = 7 x 661.

A.4.1Eighty-four (22 x 3 x 7 SF: 14 = 2 x 7) characters appeared only once. Their total: 236943 = 32 x 7 x 3761.

A.4.2One character appeared seven times: 4508 = 22 x 72 x 23.

A.5The two characters in the middle of the passage are 的 and 字. This emphasizes The Word. The values of these characters: 1659 and 563. Their total together: 2222 = 2 x 11 x 101. This total is not divisible by 7 or 13, but the 11 and 101 stand in as the one God who is the beginning and end. This Word represents Jesus, representing God. (See coincidence J.8 for the totals of the first and last halves of the passage.)

A.6Eight characters were symmetrical numbers:

Position:  8  11  59 62  64 114 118 128 
Character: 了  一  了  己  人  中  打  羊
Value:     7  1   7  55  9  101 373 656

Total of the symmetrical numbers: 1209 = 3 x 13 x 31.

A.7The two characters 他, and 的 appear the most in the passage. Both appear ten times. 他's value is 269 (no feature), but 的's value is 1659 (3 x 7 x 79). Coincidentally, 的 first appears as the 19th character, and last appears as the 150th character. 19 + 150 = 169 (13 x 13). Curiously, moving in reverse through the passage, 的's first appearance is still the 19th character. And its last appearance is still the 150th character. The first and last appearances of 的 bracket exactly 130 characters. The meaning of the word 的 seems to play in to the arrangement of the passage itself. The King of Kings is clearly manifest as a true ruler.

A.8Run the 168 numbers from the characters together as one long string. Divide the string into numbers of two digits each. There would be 292 two digit numbers.

43 66 19 54 92 38 73 22 20 61 46 46 70 72 20 61 14 71 13 64 06 31 77
79 50 54 73 17 72 41 65 95 78 62 16 11 40 71 60 12 94 28 70 55 47 26
93 99 12 65 17 06 18 37 85 12 94 16 40 68 05 26 91 65 93 70 15 05 12
20 47 01 18 26 93 57 19 42 47 29 04 50 85 59 55 32 19 61 82 61 82 63
20 46 18 44 50 81 65 95 36 31 72 72 69 66 85 54 36 59 16 63 53 81 26
91 13 42 22 44 50 82 74 85 38 96 78 16 59 68 01 53 82 69 16 59 53 65
78 62 16 12 41 93 91 65 95 63 14 62 41 65 92 36 14 70 93 94 07 95 04
50 84 06 31 77 22 24 45 08 63 09 40 61 65 93 73 23 97 16 80 52 99 45
08 26 96 28 93 17 86 61 48 33 78 26 93 91 01 28 11 17 27 29 23 73 51
63 24 32 69 37 13 99 84 60 95 57 69 16 43 65 61 59 13 64 32 69 24 45
11 56 25 97 57 82 35 17 07 84 47 29 77 24 19 39 28 33 19 56 16 59 72
68 31 24 64 15 47 26 91 65 96 80 15 38 12 94 43 59 01 24 62 85 36 61
84 45 08 51 42 19 01 04 19 05 14 22 61 10 42 61

Total of these numbers: 14105 = 5 x 7 x 13 x 31. SF: 56 = 23 x 7. SF: 13.

A.8.2Group the 168 numbers from the passage into 84 pairs (first and second, third and fourth...). Join each pair into a larger number.

43661954 9238732 2206146 46707 22061147 1136 4063177 7950547 317724
16595786 21611407 1601294 28705547 269399 1265170 6183785 12941640
6805269 16593701 50512204 701182 69357194 247290 4508559 5532196
18261826 32046184 45081659 5363172 7269 66855 43659 16635381 2691134
22244508 27485389 6781659 6801538 2691659 5365786 216124 19391659
563146 241659 23614709 39407950 4508406 31772224 45086309 4061659
37323971 6805299 4508269 628931 7866148 3378269 39101 2811172
7292373 5163243 269371 3998460 955769 1643656 15913643 2692445
1156259 75782351 7078447 297724 19392833 19561659 72683124 641547
2691659 6801538 129443 590124 628536 61844508 5142190 104190 5142261
104261

Total of these large numbers: 1074473190 = 2 x 32 x 5 x 7 x 59 x 137 x 211. SF: 427 = 7 x 61.

A.8.3Truncate each of the 168 numbers so the maximum number of digits is 3.

436 195 923 873 220 146 467 7 220 114 1 136 406 317 795 547 317 24
165 578 216 140 160 129 287 554 269 399 126 517 618 785 129 164 680
269 165 370 505 220 701 182 693 719 24 729 450 559 553 219 182 182
320 618 450 165 536 317 7 269 668 55 436 9 166 538 269 113 222 450
274 538 678 165 680 153 269 165 536 578 216 24 193 165 563 146 24
165 236 470 394 795 450 406 317 222 450 630 406 165 373 397 680 529
450 269 628 931 786 614 337 269 39 101 281 117 729 373 516 324 269
371 399 846 955 769 164 656 159 364 269 244 115 259 757 235 707 447
297 24 193 283 195 165 726 312 641 547 269 165 680 153 129 43 590 24
628 536 618 450 514 190 104 190 514 261 104 261

Total: 61397 = 7 x 7 x 7 x 179.

B.Similar to the Greek, the four names in Chinese also have a feature:

忠心和真實  寫著的名除了他自己無人知  上帝的字  萬王之王萬主之主
11278       23095                   4185      11394

B.1The total of the names: 49952 = 25 x 7 x 223.

B.2The first and last names: 11278 + 11394 = 22672 = 24 x 13 x 109. SF: 130 = 2 x 5 x 13.

B.3The first and third names: 11278 + 4185 = 15463 = 7 x 47 x 47.

B.4The second and fourth names: 23095 + 11394 = 34489 = 7 x 13 x 379. SF: 399 = 3 x 7 x 19.

C.1Use the letter values of God’s name in Hebrew to pull the 10th, 5th, 6th and 5th characters:

10   5    6   5
1147 2206 146 2206

Total: 5705 = 5 x 7 x 163. SF: 175 = 5 x 5 x 7.

C.2Load the 168 character values into ten columns. Fill in the last two columns with zero.

 4366   1954   923    8732   2206   146    4670   7      2206   1147
 1      136    406    3177   7950   547    3177   24     1659   5786
 2161   1407   160    1294   2870   5547   269    399    126    5170
 6183   785    1294   1640   6805   269    1659   3701   5051   2204
 701    182    6935   7194   24     7290   4508   559    553    2196
 1826   1826   3204   6184   4508   1659   536    3172   7      269
 668    55     4365   9      1663   5381   269    1134   2224   4508
 2748   5389   678    1659   680    1538   269    1659   536    5786
 2161   24     1939   1659   563    146    24     1659   2361   4709
 3940   7950   4508   406    3177   2224   4508   6309   406    1659
 3732   3971   680    5299   4508   269    628    931    786    6148
 3378   269    39     101    281    1172   7292   373    516    3243
 269    371    399    8460   955    769    1643   656    1591   3643
 269    2445   1156   259    7578   2351   7078   447    2977   24
 1939   2833   1956   1659   7268   3124   641    547    269    1659
 680    1538   1294   43     5901   24     628    536    6184   4508
 5142   190    104    190    5142   261    104    261    0      0

40164  31325  30040  47965  62079  32717  37903  22374  27452  52659

The 10th, 5th, 6th and 5th column totals: 52659 + 62079 + 32717 + 62079 = 209534 = 2 x 13 x 8059.

D.Fourteen (2 x 7) character pairs, Nth and Nth last, are together divisible by 7:

a) Nth Item:   1    2    4     16   19   20   25   28   39   45   47
b) Value:      4366 1954 8732  547  1659 5786 2870 399  5051 24   4508
c) Nth Last:   168  167  165   153  150  149  144  141  130  124  122
d) Value:      261  104  5142  1294 1659 269  1659 1939 3643 8460 371
e) Sum:        4627 2058 13874 1841 3318 6055 4529 2338 8694 8484 4879

a) 57  63   70
b) 536 4365 4508
c) 112 106  99
d) 269 269  406
e) 805 4634 4914

Sum of positions (lines a + c): 2366 = 2 x 7 x 132. SF: 35 = 5 x 7. (The factors of 13 were expected because there are 168 letters. Nth and Nth last would always be divisible by 13 x 13.)

E.Pull every Nth character. The following values of N produces sums divisible by 7:

2 11 21 30 44 46 47 51 57 64 65 66

Total of N: 504 = 23 x 32 x 7.

F.1Eighty-two characters are odd valued: 151648 = 25 x 7 x 677.

F.2Eighty-six characters are even valued: 233030 = 2 x 5 x 7 x 3329.

G.1Odd positioned characters: 197638 = 2 x 7 x 19 x 743.

G.2Even positioned characters: 187040 = 25 x 5 x 7 x 167. SF: 189 = 33 x 7.

Up to this point, there have already been at least ten coincidences divisible by seven following the principles of Revelation 1:8, and several others following the same pattern presented elsewhere on this site.

  1. The number letters (168).
  2. The numeric total (384678).
  3. The first and last characters of the passage (4627).
  4. The use of God’s name to extract characters from the passage (5705, and 209534 which was divisible by 13).
  5. Pairing the Nth and Nth last characters (2366).
  6. The sum of N for every Nth character that succeds (504).
  7. The odd valued characters (151648).
  8. The even valued characters (233030).
  9. The odd positioned characters (197638).
  10. The even positioned characters (187040).

With every succeeding coincidence presented below, the passage begins exceeding the expected coincidences for 530 million trials.

H.1First character and every 13th after: 34524 = 22 x 32 x 7 x 137. SF: 154 = 2 x 7 x 11.

H.2First character and every 14th: 33152 = 27 x 7 x 37.

H.3First character and every 26th: 13780 = 22 x 5 x 13 x 53.

H.4Every 77th character: 312 = 23 x 3 x 13.

H.5Orderly sequences need not be fixed. They can be geometric.

Character position: 1    2    4    8 16  32  64 128 
Character value:    4366 1954 8732 7 547 785 9  656 

Total: 17056 = 25 x 13 x 41.

I.There are 56 (23 x 7 SF: 13) characters between the two occurrences of 上帝.

的字天上的軍隊都騎著白馬穿著潔白的細麻衣跟著他有把利劍從
他口中出來擊打列國他必用鐵杖作牧羊治理他們並且還要踹全能

I.2The total of these characters: 133140 = 22 x 3 x 5 x 7 x 317. SF: 133476 = 22 x 3 x 72 x 227.

I.3Amazingly from the beginning of the passage to the first appearance of 上帝 the total is also divisible by seven: 196889 = 7 x 11 x 2557. And from the last appearance of 上帝 to the end of the passage: 54649 = 7 x 37 x 211. There is perfect balance when God is considered.

I.4The only other character in the passage with a similar coincidence to 上帝 in I.2 is 王 (king). It appears only twice near the end of the passage. Its two occurrences can divide the passage into three sections. Each section is divisible by seven.

From the beginning of the passage up to and including the first appearance of 王 is 162 characters.

然後我觀看天開了看那一匹白馬騎在馬上的稱為忠心和真實他用
公義審判和爭戰他的眼睛相似火燄頭上戴著好多皇冠冠冕寫著的
名除了他自己無人知道他身穿著浸過血的衣服他的名稱為上帝的
字天上的軍隊都騎著白馬穿著潔白的細麻衣跟著他有把利劍從他
口中出來擊打列國他必用鐵杖作牧羊治理他們並且還要踹全能上
帝烈怒的壓酒池在他的衣服和大腿上有名寫著萬王

The numeric total: 378616 = 23 x 7 x 6761.

The remaining sections are much smaller.

之王

The numeric total: 294 = 2 x 3 x 72.

And finally the last section:

萬主之主

The numeric total: 5768 = 23 x 7 x 103.

From the last occurrence of 上帝 up to and including the first appearance of 王 there are 23 characters.

上帝烈怒的壓酒池在他的衣服和大腿上有名寫著萬王

The sum of these characters: 48587 = 7 x 11 x 631.

This also means from the last occurrence of 上帝 to the last appearance of 王 is also divisible by 7.

上帝烈怒的壓酒池在他的衣服和大腿上有名寫著萬王之王

Total of these characters: 48881 = 7 x 6983.

From the first occurrence of 上帝 to the first occurrence of 王 is 81 characters. The total in this case is 183690 = 2 x 32 x 5 x 13 x 157.

And from the first occurrence of 上帝 to the last occurrence of 王 is 83 characters. The total: 183984. This is where it finally breaks down.

Why should 上帝 and 王 be the only characters for which this is true? Is this another weird coincidence? Or is it actually telling us that God is king, or that God is the only and real King?

I.5.1Similar to 上帝 and 王, but as different as it is in meaning, is the character 天 (heaven, or sky). It occurs twice in the passage. There are exactly 81 characters from 天 to 天. Since 81 is a perfect square of 9 x 9, this leads to looking at these 81 characters as a block.

天開了看那一匹白馬
騎在馬上的稱為忠心
和真實他用公義審判
和爭戰他的眼睛相似
火燄頭上戴著好多皇
冠冠冕寫著的名除了
他自己無人知道他身
穿著浸過血的衣服他
的名稱為上帝的字天

The numeric value of these characters: 181076 = 22 x 7 x 29 x 223.

There are interesting coincidences inside this block of text.

I.5.2The fourth row of this block 和爭戰他的眼睛相似 has the value 23324 (22 x 73 x 17. SF: 42 = 2 x 3 x 7). Out of nine rows, a person would expect one or two rows to be divisible by seven. A row divisible by 7 three times would be unlikely.

I.5.3The curious coincidence is that the ninth column is also divisible by 7 three times: 8575 (5 x 5 x 73). Having the two together is geometrically less likely. Now it is noticed that the row and column numbers confirm this coincidence: 4 + 9 = 13.

I.5.4Although the rows only have one that works, three other columns also have coincidences.

I.5.5The fourth column of this block 看上他他上寫無過為 has the value 20891 (13 x 1607).

I.5.6The sixth column of the block: 21042 (2 x 3 x 3 x 7 x 167).

I.5.7The seven column: 21333 (3 x 13 x 547).

I.5.8Now it is noticed that the column numbers coincide as well: 4 + 6 + 7 + 9 = 26 (2 x 13).

I.6It's not just a small section of characters that can be arranged as a rectangle, but the entire passage could as well. When the rectangle dimensions are all greater than two, there is "inside and outside" following Revelation 1:8's principle of complementary opposites. These are the rectangles to test.

Out of twelve, five worked for the perimeter. Three were divisible by 7, and three were divisible by 13. This is more than one would normally expect out of twelve tries.

Values Arranged As Rectangles
Cols x RowsPerimeter
3 x 56252733 = 13 x 19441.
56 x 3259350 = 2 x 3 x 52 x 7 x 13 x 19.
4 x 42191672 = 23 x 13 x 19 x 97
42 x 4nf
6 x 28nf
28 x 6nf
7 x 24124904 = 23 x 13 x 1201
24 x 7nf
8 x 21nf
21 x 8109536 = 25 x 3 x 7 x 163
12 x 14nf
14 x 1297958 = 2 x 7 x 6997

The very first, using the smallest and largest factors of 168 to produce a rectangle least like a square was the most successful. The rectangles where the perimeter is divisible by seven means the inside would also be divisible by seven.

I.7Two dimension rectangles are not the only geometric arrangement. Out of 45 possible three dimension blocks, one proved unique. This is a block 14 x 3 x 4 (14 columns by 3 rows in 4 layers).

Outside (surface area): 333473 = 7 x 47639.

Inside: 51205 = 5 x 72 x 11 x 19. SF: 49 = 72. SF: 14 = 2 x 7.

Odd positioned layers: 198485 = 5 x 7 x 53 x 107.

Even positioned layers: 186193 = 7 x 67 x 397.

Eight corners define the block: 36361 = 13 x 2797.

A wire frame outlines the edges: 158151 = 3 x 7 x 17 x 443.

J.One of the main principles from Revelation 1:8 was the phrase is, was and is to come. The phrase points to time and sequence. As seen in The Proclamation, sequence appears when every other letter is added together. This was already seen in one of the features above. What follows below are coincidences of sequence that happen again and again and again.

J.1-8The 168 character passage is displayed below in the format of a coiled spring to display its marvellous organization and design. Click on the buttons below to see how odd and even positioned segments from the passage have numeric features.

穿穿

K.1If the numeric values of the characters were sorted from least to greatest, the result could still have alternating segments adding up to totals divisible by seven.

1 7 7 9 24 24 24 24 24 24 39 43 55 101 104 104 126 136 146 146 160
182 190 190 259 261 261 269 269 269 269 269 269 269 269 269 269 281
371 373 399 399 406 406 406 447 516 536 536 536 547 547 553 559 563
628 628 641 656 668 678 680 680 680 701 769 785 786 923 931 955 1134
1147 1156 1172 1294 1294 1294 1407 1538 1538 1591 1640 1643 1659
1659 1659 1659 1659 1659 1659 1659 1659 1659 1663 1826 1826 1939
1939 1954 1956 2161 2161 2196 2204 2206 2206 2224 2224 2351 2361
2445 2748 2833 2870 2977 3124 3172 3177 3177 3177 3204 3243 3378
3643 3701 3732 3940 3971 4365 4366 4508 4508 4508 4508 4508 4508
4508 4670 4709 5051 5142 5142 5170 5299 5381 5389 5547 5786 5786
5901 6148 6183 6184 6184 6309 6805 6935 7078 7194 7268 7290 7292
7578 7950 7950 8460 8732

Odd positioned segments of 21: 149443 = 7 x 37 x 577.

Even positioned segments of 21: 235235 = 5 x 7 x 11 x 13 x 47.

Odd positioned segments of 84 (first half): 43379 = 7 x 6197.

Even positioned segments of 84 (last half): 341299 = 7 x 48757.

K.2Rather than sort the numbers numerically, sort them alphabetically.

1 101 104 104 1134 1147 1156 1172 126 1294 1294 1294 136 1407 146
146 1538 1538 1591 160 1640 1643 1659 1659 1659 1659 1659 1659 1659
1659 1659 1659 1663 182 1826 1826 190 190 1939 1939 1954 1956 2161
2161 2196 2204 2206 2206 2224 2224 2351 2361 24 24 24 24 24 24 2445
259 261 261 269 269 269 269 269 269 269 269 269 269 2748 281 2833
2870 2977 3124 3172 3177 3177 3177 3204 3243 3378 3643 3701 371 373
3732 39 3940 3971 399 399 406 406 406 43 4365 4366 447 4508 4508
4508 4508 4508 4508 4508 4670 4709 5051 5142 5142 516 5170 5299 536
536 536 5381 5389 547 547 55 553 5547 559 563 5786 5786 5901 6148
6183 6184 6184 628 628 6309 641 656 668 678 680 680 680 6805 6935 7
7 701 7078 7194 7268 7290 7292 7578 769 785 786 7950 7950 8460 8732
9 923 931 955

Odd positioned segments of 7: 185871 = 3 x 7 x 53 x 167.

Even positioned segments of 7: 198807 = 3 x 7 x 9467. SF: 9477 = 36 x 13.

L.Take the original list of 168 characters and split them in half, into two lists.

First half: 4366 1954 923 8732 2206 146 4670 7 2206 1147 1 136 406
3177 7950 547 3177 24 1659 5786 2161 1407 160 1294 2870 5547 269 399
126 5170 6183 785 1294 1640 6805 269 1659 3701 5051 2204 701 182
6935 7194 24 7290 4508 559 553 2196 1826 1826 3204 6184 4508 1659
536 3172 7 269 668 55 4365 9 1663 5381 269 1134 2224 4508 2748 5389
678 1659 680 1538 269 1659 536 5786 2161 24 1939 1659

Last half: 563 146 24 1659 2361 4709 3940 7950 4508 406 3177 2224
4508 6309 406 1659 3732 3971 680 5299 4508 269 628 931 786 6148 3378
269 39 101 281 1172 7292 373 516 3243 269 371 399 8460 955 769 1643
656 1591 3643 269 2445 1156 259 7578 2351 7078 447 2977 24 1939 2833
1956 1659 7268 3124 641 547 269 1659 680 1538 1294 43 5901 24 628
536 6184 4508 5142 190 104 190 5142 261 104 261

Add each of the eighty-four numbers from the two lists together. The resulting 84 totals are presented below. (This is like cutting a deck of cards in half and shuffling to interweave the halves together.

4929 2100 947 10391 4567 4855 8610 7957 6714 1553 3178 2360 4914
9486 8356 2206 6909 3995 2339 11085 6669 1676 788 2225 3656 11695
3647 668 165 5271 6464 1957 8586 2013 7321 3512 1928 4072 5450 10664
1656 951 8578 7850 1615 10933 4777 3004 1709 2455 9404 4177 10282
6631 7485 1683 2475 6005 1963 1928 7936 3179 5006 556 1932 7040 949
2672 3518 4551 8649 5413 1306 2195 6864 6046 5411 1849 640 5976 7303
285 2043 1920

L.1If this list was used to search for odd and even positioned segments, it would only duplicate what was presented above. Sort the list of 84 totals numerically.

165 285 556 640 668 788 947 949 951 1306 1553 1615 1656 1676 1683
1709 1849 1920 1928 1928 1932 1957 1963 2013 2043 2100 2195 2206
2225 2339 2360 2455 2475 2672 3004 3178 3179 3512 3518 3647 3656
3995 4072 4177 4551 4567 4777 4855 4914 4929 5006 5271 5411 5413
5450 5976 6005 6046 6464 6631 6669 6714 6864 6909 7040 7303 7321
7485 7850 7936 7957 8356 8578 8586 8610 8649 9404 9486 10282 10391
10664 10933 11085 11695

Odd positioned segments of 12: 225554 = 2 x 7 x 16111. SF: 16120 = 23 x 5 x 13 x 31.

Even positioned segments of 12: 159124 = 22 x 7 x 5683. SF: 5694 = 2 x 3 x 13 x 73. SF: 91 = 7 x 13.

L.2Sort the 84 totals alphabetically.

10282 10391 10664 10933 11085 11695 1306 1553 1615 165 1656 1676
1683 1709 1849 1920 1928 1928 1932 1957 1963 2013 2043 2100 2195
2206 2225 2339 2360 2455 2475 2672 285 3004 3178 3179 3512 3518 3647
3656 3995 4072 4177 4551 4567 4777 4855 4914 4929 5006 5271 5411
5413 5450 556 5976 6005 6046 640 6464 6631 6669 668 6714 6864 6909
7040 7303 7321 7485 7850 788 7936 7957 8356 8578 8586 8610 8649 9404
947 9486 949 951

Odd positioned segments of 4: 203581 = 7 x 127 x 229.

Even positioned segments of 4: 181097 = 7 x 41 x 631. SF: 679 = 7 x 97. SF: 104 = 23 x 13.

Odd positioned segments of 14: 201180 = 22 x 3 x 5 x 7 x 479.

Even positioned segments of 14: 183498 = 2 x 3 x 7 x 17 x 257. SF: 286 = 2 x 11 x 13. SF: 26 = 2 x 13.

L.3Repeat the exercise by splitting the unsorted list of 84 totals in half. (The deck is shuffled again.) Add the halves to produce a list of 42 sums.

13507 9950 2562 21324 9344 7859 10319 10412 16118 5730 13460 8991
12399 11169 10831 8211 8872 5923 10275 14264 11675 2232 2720 9265
4605 14367 7165 5219 8814 10684 7770 4152 15450 8059 12732 5361 2568
10048 12753 10949 3699 2871

Numerically sort the list of 42 totals from least to greatest.

2232 2562 2568 2720 2871 3699 4152 4605 5219 5361 5730 5923 7165
7770 7859 8059 8211 8814 8872 8991 9265 9344 9950 10048 10275 10319
10412 10684 10831 10949 11169 11675 12399 12732 12753 13460 13507
14264 14367 15450 16118 21324

Odd positioned segments of 14: 253575 = 32 x 52 x 72 x 23.

Even positioned segments of 14: 131103 = 32 x 7 x 2081.

L.4Sort the list of 42 sums alphabetically.

10048 10275 10319 10412 10684 10831 10949 11169 11675 12399 12732
12753 13460 13507 14264 14367 15450 16118 21324 2232 2562 2568 2720
2871 3699 4152 4605 5219 5361 5730 5923 7165 7770 7859 8059 8211
8814 8872 8991 9265 9344 9950

Odd positioned segments of 6: 233737 = 7 x 33391.

Even positioned segments of 6: 150941 = 7 x 21563.

M.1Return to the original list of 168 characters. Go through the list of characters adding the values of the Nth and Nth last together to build a new list of 84 totals. (Rather than cutting the deck and interweaving the two halves, one half is first reversed.)

4627 2058 1184 13874 2396 250 4860 5149 6714 7331 537 764 430 9078
7993 1841 4715 704 3318 6055 2708 2048 3284 8562 4529 7503 3102 2338
150 8147 6630 7863 3645 9218 7064 1425 4104 3970 8694 3795 1357 1825
7704 8149 8484 7689 4879 828 3796 2712 2199 9118 4376 6465 4609 1698
805 6550 6155 1055 1599 683 4634 4517 6962 6061 4240 4866 3883 4914
9057 9897 2902 4836 1086 6046 8219 5599 5245 8147 3820 48 2085 2222

Odd positioned segments of 6: 180474 = 2 x 3 x 7 x 4297.

Even positioned segments of 6: 204204 = 22 x 3 x 7 x 11 x 13 x 17.

M.2Sort the new list of 84 numerically.

48 150 250 430 537 683 704 764 805 828 1055 1086 1184 1357 1425 1599
1698 1825 1841 2048 2058 2085 2199 2222 2338 2396 2708 2712 2902
3102 3284 3318 3645 3795 3796 3820 3883 3970 4104 4240 4376 4517
4529 4609 4627 4634 4715 4836 4860 4866 4879 4914 5149 5245 5599
6046 6055 6061 6155 6465 6550 6630 6714 6962 7064 7331 7503 7689
7704 7863 7993 8147 8147 8149 8219 8484 8562 8694 9057 9078 9118
9218 9897 13874

Odd positioned segments of 2: 184709 = 7 x 26387.

Even positioned segments of 2: 199969 = 73 x 11 x 53.

Odd positioned segments of 4: 204253 = 7 x 29179.

Even positioned segments of 4: 180425 = 52 x 7 x 1031.

Odd positioned segments of 7: 174279 = 3 x 7 x 43 x 193.

Even positioned segments of 7: 210399 = 3 x 7 x 43 x 233. SF: 286 = 2 x 11 x 13. SF: 26 = 2 x 13.

M.3Sort the new list of 84 totals alphabetically.

1055 1086 1184 1357 13874 1425 150 1599 1698 1825 1841 2048 2058
2085 2199 2222 2338 2396 250 2708 2712 2902 3102 3284 3318 3645 3795
3796 3820 3883 3970 4104 4240 430 4376 4517 4529 4609 4627 4634 4715
48 4836 4860 4866 4879 4914 5149 5245 537 5599 6046 6055 6061 6155
6465 6550 6630 6714 683 6962 704 7064 7331 7503 764 7689 7704 7863
7993 805 8147 8147 8149 8219 828 8484 8562 8694 9057 9078 9118 9218
9897

Odd positioned segments of 3: 190064 = 24 x 7 x 1697.

Even positioned segments of 3: 194614 = 2 x 7 x 13901. SF: 13910 = 2 x 5 x 13 x 107.

N.1From the original 168 characters, take only the first half (the first 84).

4366 1954 923 8732 2206 146 4670 7 2206 1147 1 136 406 3177 7950 547
3177 24 1659 5786 2161 1407 160 1294 2870 5547 269 399 126 5170 6183
785 1294 1640 6805 269 1659 3701 5051 2204 701 182 6935 7194 24 7290
4508 559 553 2196 1826 1826 3204 6184 4508 1659 536 3172 7 269 668
55 4365 9 1663 5381 269 1134 2224 4508 2748 5389 678 1659 680 1538
269 1659 536 5786 2161 24 1939 1659

Odd positioned segments of 6 in the first half: 95900 = 22 x 52 x 7 x 137.

Even positioned segments of 6 in the first half: 102648 = 23 x 3 x 7 x 13 x 47.

N.2Divide the first half in half and add the two quarters. The resulting list of 42 is presented below.

11301 9148 947 16022 6714 705 5223 2203 4032 2973 3205 6320 4914
4836 8486 3719 3184 293 2327 5841 6526 1416 1823 6675 3139 6681 2493
4907 2874 10559 6861 2444 1974 3178 7074 1928 2195 9487 7212 2228
2640 1841

Odd positioned segments of 6 in this new list: 126525 = 3 x 52 x 7 x 241.

Even positioned segments of 6 in this new list: 72023 = 7 x 10289. SF: 10296 = 23 x 32 x 11 x 13.

N.3From the original 168 characters, take the last half (the last 84).

563 146 24 1659 2361 4709 3940 7950 4508 406 3177 2224 4508 6309 406
1659 3732 3971 680 5299 4508 269 628 931 786 6148 3378 269 39 101
281 1172 7292 373 516 3243 269 371 399 8460 955 769 1643 656 1591
3643 269 2445 1156 259 7578 2351 7078 447 2977 24 1939 2833 1956
1659 7268 3124 641 547 269 1659 680 1538 1294 43 5901 24 628 536
6184 4508 5142 190 104 190 5142 261 104 261

Odd positioned segments of 6: 101556 = 22 x 32 x 7 x 13 x 31.

Even positioned segments of 6: 84574 = 2 x 72 x 863.

Odd positioned segments of 28: 129773 = 7 x 18539.

Even positioned segments of 28: 56357 = 7 x 83 x 97.

N.4Cut the last half in half again, and add the quarters. This results in a new list for the last half.

2206 802 1615 5302 2630 7154 5096 8209 12086 2757 10255 2671 7485
6333 2345 4492 5688 5630 7948 8423 5149 816 897 2590 1466 7686 4672
312 5940 125 909 1708 13476 4881 5658 3433 373 561 5541 8721 1059
1030

Odd positioned segments of 2 in this list: 95333 = 7 x 13619.

Even positioned segments of 2 in this list: 90797 = 72 x 17 x 109. SF: 140 = 22 x 5 x 7.

Odd positioned segments of 14 in this list: 128016 = 24 x 32 x 7 x 127.

Even positioned segments of 14 in this list: 58114 = 2 x 72 x 593. SF: 609 = 3 x 7 x 29. SF: 39 = 3 x 13.

N.5The last half goes one step further. Divide the previous list in half again, and add them. This results in a list of 21 totals.

3022 1699 4205 6768 10316 11826 5408 14149 12211 3666 11963 16147
12366 11991 5778 4865 6249 11171 16669 9482 6179

Odd positioned segments of 3: 103159 = 7 x 14737.

Even positioned segments of 3: 82971 = 33 x 7 x 439. SF: 455 = 5 x 7 x 13.

O.1From the original 168 characters, build a list from the odd positioned characters.

4366 923 2206 4670 2206 1 406 7950 3177 1659 2161 160 2870 269 126
6183 1294 6805 1659 5051 701 6935 24 4508 553 1826 3204 4508 536 7
668 4365 1663 269 2224 2748 678 680 269 536 2161 1939 563 24 2361
3940 4508 3177 4508 406 3732 680 4508 628 786 3378 39 281 7292 516
269 399 955 1643 1591 269 1156 7578 7078 2977 1939 1956 7268 641 269
680 1294 5901 628 6184 5142 104 5142 104

Odd positioned segments of 7: 89208 = 23 x 33 x 7 x 59.

Even positioned segments of 7: 108430 = 2 x 5 x 7 x 1549.

Odd positioned segments of 12: 112567 = 7 x 13 x 1237.

Even positioned segments of 12: 85071 = 3 x 7 x 4051.

Odd positioned segments of 42: 95144 = 23 x 7 x 1699.

Even positioned segments of 42: 102494 = 2 x 7 x 7321.

O.2Build a list from the even positioned characters.

1954 8732 146 7 1147 136 3177 547 24 5786 1407 1294 5547 399 5170
785 1640 269 3701 2204 182 7194 7290 559 2196 1826 6184 1659 3172
269 55 9 5381 1134 4508 5389 1659 1538 1659 5786 24 1659 146 1659
4709 7950 406 2224 6309 1659 3971 5299 269 931 6148 269 101 1172 373
3243 371 8460 769 656 3643 2445 259 2351 447 24 2833 1659 3124 547
1659 1538 43 24 536 4508 190 190 261 261

Odd positioned segments of 4: 97524 = 22 x 34 x 7 x 43.

Even positioned segments of 4: 89516 = 22 x 7 x 23 x 139.

Odd positioned segments of 42: 103404 = 22 x 3 x 7 x 1231.

Even positioned segments of 42: 83636 = 22 x 7 x 29 x 103. SF: 143 = 11 x 13.

In this section alone there were 61 coincidences divisible by seven! This exceeds what the odds suggested for 530 million possibilities. But these aren't simply coincidences. There is wonderful balance between every other position, or every other group position, and even within the first and last halves by themselves.

As Creator of the universe, order is first and foremost in what God does.

For thus says the LORD, who created the heavens (he is God!), who formed the earth and made it (he established it; he did not create it a chaos, he formed it to be inhabited!): I am the LORD, and there is no other. I did not speak in secret, in a land of darkness; I did not say to the offspring of Jacob, "Seek me in chaos." I the LORD speak the truth, I declare what is right. (Isaiah 45:18-19)9

As seen in The Proclamation, numeric features were found in the words, the letters, the placement of the passage in relation to the rest of the Bible, and even in relation to its own chapter. There were features from inside the passage, from the outside, and throughout the passage. Everything proceeded in a very orderly fashion. Even the Chinese version of The Proclamation exhibited the same pattern. And since Chinese does not have any letters, an additional set of features came from the bytes that formed each Big5 character.

The bytes of the Chinese characters on this page do not produce numeric coincidences. There are many sound reasons why. The Proclamation was God describing Himself. The individual here is not God (not even Jesus) and it is John who is describing him. The Proclamation in Chinese required only a few changes to the text. The passage here was a new translation composed with the aid of a computer. It should not be expected that there would be an extension from the Chinese characters directly to the bytes. As the King of Kings is vastly different from Jesus, and Jesus is very different from God, something radically different is required here.

P.As languages with alphabets classify words according to their letters in dictionaries, Chinese characters are first classified by radicals and then by the number of strokes. Radicals are common parts of characters, but they are not letters and their use it quite different. They do not spell out the pronunciation of the characters, although sometimes one of them gives a hint to the sound. Some radicals are characters (words) in themselves. Others are used to construct characters and might never stand on their own (e.g. 冖). In Chinese, there are 214 radicals. The 168 characters of Revelation 19:11-16 fall under only 61 out of the 214 radicals.

The Passage's Radicals & Strokes
a)
b)1297259412297145101861038149
c)86606214710937169610916312310618718732187110611587
a)
b)8481014554131578816581113974
c)6161301094091011212340183087629106109109109986
a)
b)161631713669991115138610256312
c)8618116214038361061414134014010630170691324986
a)穿
b)28135791310136868586149398
c)91111629158116140851621431061457491063011587150106
a)穿
b)64389121218135109131558111161313
c)3937110615917016318714010618711614085106106120200145157140
a)
b)56771511534581756115552177
c)97464181860930217964641831961101167759
a)
b)86811510851791661039109817106
c)93123859599111621461571113015086611063216485
a)
b)65868831436615131344413545
c)329106145743037130174304014014095495140343
a) Character in passage.       b) Number of strokes in character.       c) Radical position in dictionary.

The information in the popup table above is presented in a different format below. Characters from the passage are grouped according to their radicals.

Passage Characters By Radical
ABCABCABCABC
1一上且並3693147
237天大95理王157跟踹
338101158
4丿39106白的皇159
640實審寫109看真眼睛相162道過還
9他似人們來作49111163那都
1150115164
1260後從116穿167
1361忠心必怒120169
1462我戰戴123義羊170除隊
1764把打擊130能腿181
18判利劍列74服有132187馬騎
2375140著萬200
30和名口85浸潔池治143
3186然火燄烈無145
32在壓87為爭146
A: Radical number in Chinese dictionary.
B: Radical (symbol).
C: Characters in the passage under this radical.

P.1Curiously, the dictionary numbers of the 61 radicals produce a total divisible by seven and thirteen.

1 2 3 4 6 9 11 12 13 14 17 18 23 30 31 32 36 37 38 39 40 49 50 60 61
62 64 74 75 85 86 87 93 95 101 106 109 111 115 116 120 123 130 132
140 143 145 146 147 157 158 159 162 163 164 167 169 170 181 187 200

Total: 5278 = 2 x 7 x 13 x 29.

Radical Position In List & Dictionary
a)12345678910111213141516
b)12346911121314171823303132
a)17181920212223242526272829303132
b)36373839404950606162647475858687
a)33343536373839404142434445464748
b)9395101106109111115116120123130132140143145146
a)49505152535455565758596061
b)147157158159162163164167169170181187200
a) Position in the list of 61 radicals.
b) Radical position in a Chinese dictionary.

P.2Find all cases where line a and line b are both odd valued. The total in line a would be 469 = 7 x 67. The total line b would be 1295 = 5 x 7 x 37. Lines a and b together: 1764 = 22 x 32 x 72. (There is no corresponding feature with both being even valued.)

P.3Find all odd values on line b. Note the corresponding values on line a. (This is using line b to filter line a.) Total of the selected on line a: 1029 = 3 x 7 x 7 x 7. (There is no correlating feature with the even valued radicals.)

P.4.1The values of the Hebrew letters of God’s name are 10, 5, 6 and 5. These values on line a would select the values 14, 6, 9 and 6 on line b. The total is 35 (5 x 7).

P.4.2The letters of the name can be applied three times.

Letter:   10 5  6  5  10  5   6   5   10 5 6  5
Count:    10 15 21 26 36  41  47  52  62 6 12 17
Adjusted: 10 15 21 26 36  41  47  52  1  6 12 17
Value:    14 31 40 62 106 120 145 159 1  9 18 36

Total: 741 = 3 x 13 x 19. SF: 35 = 5 x 7.

P.4.3The divine name counts 13 times through the list.

a) 10 5  6  5  10  5   6   5   10 5 6  5  10 5  6   5   10  5   6
b) 10 15 21 26 36  41  47  52  62 6 12 17 27 32 38  43  53  58  64
c) 10 15 21 26 36  41  47  52  1  6 12 17 27 32 38  43  53  58  3
d) 14 31 40 62 106 120 145 159 1  9 18 36 64 87 111 130 162 170 3

a) 5  10 5  6  5  10  5   6   5   10 5  6  5  10  5   6   5   10  5
b) 8  18 23 29 34 44  49  55  60  70 14 20 25 35  40  46  51  61  66
c) 8  18 23 29 34 44  49  55  60  9  14 20 25 35  40  46  51  61  5
d) 12 37 50 75 95 132 147 164 187 13 30 39 61 101 116 143 158 200 6

a) 6  5  10 5  6   5   10  5   6  5  10 5  6  5
b) 11 16 26 31 37  42  52  57  63 7  17 22 28 33
c) 11 16 26 31 37  42  52  57  2  7  17 22 28 33
d) 17 32 62 86 109 123 159 169 2  11 36 49 74 93

Total: 4256 = 25 x 7 x 19.

P.4.4Four of the radical numbers have dictionary positions (line b) divisible by 7.

a) 10 22 45  49   = 126 = 2 x 3 x 3 x 7.
b) 14 49 140 147  = 350 = 2 x 5 x 5 x 7.

Their positions in the character list are also divisible by 7.

P.4.5Five of the radical numbers have dictionary positions (line b) divisible by 13.

a) 9  20 43  46  57   = 175 = 5 x 5 x 7.
b) 13 39 130 143 169  = 494 = 2 x 13 x 19.

Their positions in the character list are also divisible by 7.

P.5.1Exactly fourteen characters are classified under the 106th radical, or the radical 白. Coincidentally, 白 means white. White describes the horses and garments of the army from heaven.

P.5.2There are three occurrences of 白, one occurrence of 皇, and ten occurrences of 的. Together, these fourteen characters are composed of 104 (2 x 2 x 2 x 13) strokes.

P.5.3Coincidentally, 白 has the numeric value 406 (2 x 7 x 29). Even 的 has a value divisible by seven: 1659 = 3 x 7 x 79. Of the three characters under this radical, only 皇 (emperor) is not divisible by seven: 2196 (nf).

P.6.1Fifteen characters are classified under the ninth radical 人 (man, human, people). No other radical has this many characters in the passage. The number of strokes for these characters is given below.

他 他 似 他 人 他 他 他 他 來 他 作 他 們 他
5  5  7  5  2  5 5  5  5 8  5  7  5 10 5

Total number of strokes: 84 = 22 x 3 x 7.

26 (2 x 13) radicals that appeared only once. 中 全 公 冕 出 匹 國 多 好 字 己 杖 牧 知 細 自 血 要 觀 身 軍 酒 鐵 開 頭 麻 2 11 12 13 17 23 31 36 38 39 49 75 93 111 120 132 143 146 147 158 159 164 167 169 181 200 Total of the radicals: 2436 = 2 x 2 x 3 x 7 x 29

P.7The first and last seven characters have the following radicals:

First seven characters: 86 60 62 147 109 37 169
Last seven characters: 95 4 95 140 3 4 3

Total of the radicals: 1014 = 2 x 3 x 132. (See also coincidence U.6.)

Numeric Values Of The 61 Radicals
丿
1-6271*88328833883491112883688379475148840
3994824042434445884455589485160161
163172173181182183188190399406409411414
415654656664668973967868097451124113311341135
885511431148172017221723242331773971
* The Chinese numeric system includes negative numbers.
(On the top row near the middle are two similar looking radicals. The one on the right with numeric value 11 has a small horizontal notch on the top.)

666

The antithesis of the King of Kings must surely be the Antichrist. The Antichrist is associated with the number 666 (Revelation 13:18). In Chinese, the characters for 666 would be 六六六. The total numeric value of these characters is 372, and is not divisible by 7 or 13. However, the three characters 六六六 would all fall under the same radical 八, which coincidentally has the value 12. 八八八 would have the value 36 (6 x 6), which leads back to the sixes.

Six hundred and sixty-six written out in Chinese would be 六百六十六. The numeric total of these five characters is 1041, which again has no feature. However, the radicals for these five characters are 八白八十八. The total of the radical values: 460 = 2 x 2 x 5 x 23. The twenty-three points to a human being. Revelation 13:18 tells us 666 is a man's number.

Q.Even the numeric values of the radicals have features.

Q.1The values of the Hebrew name for God count seven times through the numeric values of the radicals.

a) 10   5    6    5   10  5   6   5    10
b) 10   15   21   26  36  41  47  52   62
c) 10   15   21   26  36  41  47  52   62
d) 8837 9482 8844 161 406 654 680 1134 3971

a) 5    6    5  10  5   6   5   10   5
b) 67   11   16 26  31  37  42  52   57
c) 5    11   16 26  31  37  42  52   57
d) 8834 9475 40 161 182 409 656 1134 1720

a) 6  5 10 5    6   5   10  5   6    5
b) 63 6 16 21   27  32  42  47  53   58
c) 1  6 16 21   27  32  42  47  53   58
d) 1  9 40 8844 163 183 656 680 1135 1722

Total: 70213 = 11 x 13 x 491.

Q.2Exactly seven pairs of radicals (Nth and Nth last) have their numeric values together divisible by seven.

Nth Item:   2   4     5     6    8    26  30
Value:    -6271 8833  8834  9    12   161 181
Nth Last:  60   58    57    56   54   36  32
Value:     3177 1723  1722  1720 1143 406 183
Sum:      -3094 10556 10556 1729 1155 567 364

Because there are seven of them, this means the sum of the positions (lines a + c) are also divisible by seven: 434 = 2 x 7 x 31.

Q.3.1The numeric values of the odd positioned radicals in the list:

a) 1 3    5    7  9    11   13   15   17 19 21   23 25  27  29  31
b) 1 8832 8834 11 8836 9475 8840 9482 42 44 8844 58 160 163 173 182

a) 33  35  37  39  41  43  45   47  49  51   53   55   57   59   61
b) 188 399 409 414 654 664 9739 680 681 1133 1135 1143 1720 1723 3177

Total: 87836 = 22 x 7 x 3137.

Q.3.2The numeric values of the even positioned radicals:

a) 2     4    6 8  10   12 14 16 18 20 22 24   26  28  30  32  34
b) -6271 8833 9 12 8837 14 39 40 43 45 55 9485 161 172 181 183 190

a) 36  38  40  42  44  46  48   50   52   54   56   58   60   62
b) 406 411 415 656 668 678 9745 1124 1134 8855 1148 1722 2423 3971

Total: 55384 = 23 x 7 x 23 x 43.

Q.4.1Beginning with the first radical, and taking every Nth after, the following values of N produce totals divisible by 13:

3 7 9 23

The total of N: 42 = 2 x 3 x 7.

Q.4.2Beginning with the Nth radical, and taking every Nth after, the following values of N produce totals divisible by 13:

4 14 17

The total of N: 35 = 5 x 7.

Q.5Twelve radicals had numeric values divisible by seven:

a) 5    12 17 24   26  31  35  36  52   54   56   58 
b) 8834 14 42 9485 161 182 399 406 1134 8855 1148 1722

Total of line a: 406 = 2 x 7 x 29.

Total of line b: 32382 = 2 x 32 x 7 x 257.

Q.6In coincidence A.2.2 the total of the passage (384678) was transferred to Chinese as 三八四六七八.

Chinese Numbers & Their Radicals
Number
Equivalent1234567891010010001000
Radical
Radical value1819482812112218406189739

Replace each of the six characters of the total (三八四六七八) with its radical:

Number:        三     八      四     六     七     八
Radical:       一     八      囗     八     一     八
Radical Value: 1      12     9482   12     1      12

Total of radical values: 9520 = 24 x 5 x 7 x 17.

Q.6.2In coincidence A.2.3, the total of the passage 384678 was written out in Chinese as "thirty-eight ten thousands, four thousands, six hundreds, seven tens and eight" (三十八萬四千六百七十八). Each characters' radicals are given below.

Number characters: 三 十  八  萬    四   千  六  百   七  十  八
Radicals:          一 十  八  艸    囗   十  八  白   一  十  八 
Radical values:    1  18 12  9739 9482  18  12 406  1   18 12

Total of the radical values: 19719 = 32 x 7 x 313.

What are the chances that the numeric total of the passage (which is divisible by 7), its equivalent in Chinese as numbers, its equivalent as written Chinese, and the radicals of both all producing totals divisible by seven? This seems a very coincidental convergence.

Q.7There are 99 totals from coincidence A.1 to the end of O.2. Using two techniques of transferring number digits to Chinese radicals, one would expect a 2 in 7 chance of success.

Thus in 99 totals the odds would suggest finding 28 that work. Of these 99 totals, 33 succeeded when transferred to their radicals.

Something similar occurs for totals divisible by thirteen. One would expect a 2 in 13 chance of success using these two techniques. In 99 totals the odds work out to finding 15. Twenty-one were found.

Coincidence A.2.1
Numbers: 3 8 4 6 7 8
Characters: 三 八 四 六 七 八
Radicals: 一 八 囗 八 一 八
Radical values: 1 12 9482 12 1 12
Total: 9520 = 2 x 2 x 2 x 2 x 5 x 7 x 17

Coincidence A.2.2
384678
Characters: 三 十 八 萬 四 千 六 百 七 十 八
Radicals: 一 十 八 艸 囗 十 八 白 一 十 八
Radical values: 1 18 12 9739 9482 18 12 406 1 18 12
Total: 19719 = 3 x 3 x 7 x 313

Coincidence A.2.3
384678
Characters: 三 十 八 萬 四 千 六 百 七 十 八
Radicals: 一 十 八 艸 囗 十 八 白 一 十 八
Radical values: 1 18 12 9739 9482 18 12 406 1 18 12
Total: 19719 = 3 x 3 x 7 x 313

Coincidence A.3
Numbers: 4 6 2 7 
Characters: 四 六 二 七 
Radicals: 囗 八 二 一 
Radical values: 9482 12 8 1 
Total of the radical values: 9503 = 13 x 17 x 43.

4627 written out in Chinese would be:   
Characters: 四 千 六 百 二 十 七 
Radicals: 囗 十 八 白 二 十 一 
Radical values: 9482 18 12 406 8 18 1 
Total of the radical values: 9945 = 32 x 5 x 13 x 17

Coincidence A.4.1
Numbers: 2 3 6 9 4 3 
Characters:二 三 六 九 四 三 
Radicals: 二 一 八 乙 囗 一 
Radical values: 8 1 12 2 9482 1 
Radical value total: 9506 = 2 x 72 x 97.

236943 written out would be:     
Characters: 二 十 三 萬 六 千 九 百 四 十 三 
Radicals: 二 十 一 艸 八 十 乙 白 囗 十 一 
Radical values: 8 18 1 9739 12 18 2 406 9482 18 1 
Radical value total: 19705 = 5 x 7 x 563.

Coincidence A.4.2
Numbers: 4 5 0 8 
Characters: 四 五 零 八 
Radicals: 囗 二 雨 八 
Radical values: 9482 8 1795 12 
Radical total: 11297 = 11 x 13 x 79.

Coincidence A.6
Numbers: 1 2 0 9 
Characters: 一 二 零 九 
Radicals: 一 二 雨 乙 
Radical values: 1 8 1795 2 
Radical total: 1806 = 2 x 3 x 7 x 43.

Coincidence B.2
Numbers: 2 2 6 7 2     
Characters: 二 萬 二 千 六 百 七 十 二 
Radicals: 二 艸 二 十 八 白 一 十 二 
Radical values: 8 9739 8 18 12 406 1 18 8 
Radical total: 10218 = 2 x 3 x 13 x 131.

Coincidence C.1:
Numbers: 5 7 0 5    
Characters: 五 千 七 百 零 五 
Radicals: 二 十 一 白 雨 二 
Radical values: 8 18 1 406 1795 8 
Radical total: 2236 = 2 x 2 x 13 x 43.

Coincidence F.1:
1 5 1 6 4 8 
一 五 一 六 四 八 
一 二 一 八 囗 八 
1 8 1 12 9482 12 
Total: 9516 = 2 x 2 x 3 x 13 x 61

Coincidence F.2:
2 3 3 0 3 0 
二 三 三 零 三 零 
二 一 一 雨 一 雨 
8 1 1 1795 1 1795 
Total: 3601 = 13 x 277

Coincidence H.1:
34524     
三 萬 四 千 五 百 二 十 四 
一 艸 囗 十 二 白 二 十 囗 
1 9739 9482 18 8 406 8 18 9482 
Total: 29162 = 2 x 7 x 2083

Coincidence H.3:
13780     
一 萬 三 千 七 百 八 十 零 
一 艸 一 十 一 白 八 十 雨 
1 9739 1 18 1 406 12 18 1795 
Total: 11991 = 3 x 7 x 571

Coincidence H.4:
312   
Characters: 三 百 一 十 二 
Radicals: 一 白 一 十 二 
Radical values: 1 406 1 18 8 
Total: 434 = 2 x 7 x 31

Coincidence I.4
Numbers: 3 7 8 6 1 6 
Characters: 三 七 八 六 一 六 
Radicals: 一 一 八 八 一 八 
Radical values: 1 1 12 12 1 12 
Total: 39 = 3 x 13

Numbers: 2 9 4 
Characters: 二 九 四 
Radicals: 二 乙 囗 
Radical values: 8 2 9482 
Total: 9492 = 2 x 2 x 3 x 7 x 113


Coincidence J.2:
Numbers: 2 1 2 3 5 9 
Characters: 二 一 二 三 五 九 
Radicals: 二 一 二 一 二 乙 
Radical values: 8 1 8 1 8 2 
Total: 28 = 2 x 2 x 7

212359      
Characters: 二 十 一 萬 二 千 三 百 五 十 九 
Radicals: 二 十 一 艸 二 十 一 白 二 十 乙 
Radical values: 8 18 1 9739 8 18 1 406 8 18 2 
Total: 10227 = 3 x 7 x 487


Numbers: 1 7 2 3 1 9 
Characters: 一 七 二 三 一 九 
Radicals: 一 一 二 一 一 乙 
Radical values: 1 1 8 1 1 2 
Total: 14 = 2 x 7


172319      
Characters: 一 十 七 萬 二 千 三 百 一 十 九 
Radicals: 一 十 一 艸 二 十 一 白 一 十 乙 
Radical values: 1 18 1 9739 8 18 1 406 1 18 2 
Total: 10213 = 7 x 1459

Coincidence J.3
185598      
一Characters: 十 八 萬 五 千 五 百 九 十 八 
Radicals: 十 八 艸 二 十 二 白 乙 十 八 
Radical values: 18 12 9739 8 18 8 406 2 18 12 
Total: 10241 = 7 x 7 x 11 x 19 

Coincidence J.4
Numbers: 1 9 7 4 5 6 
Characters: 一 九 七 四 五 六 
Radicals: 一 乙 一 囗 二 八 
Radical values: 1 2 1 9482 8 12 
Total: 9506 = 2 x 7 x 7 x 97

197456      
Characters: 一 十 九 萬 七 千 四 百 五 十 六 
Radicals: 一 十 乙 艸 一 十 囗 白 二 十 八 
Radical values: 1 18 2 9739 1 18 9482 406 8 18 12 
Total: 19705 = 5 x 7 x 563

Coincidence J.5
Numbers: 2 2 3 1 9 5 
Characters: 二 二 三 一 九 五 
Radicals: 二 二 一 一 乙 二 
Radical values: 8 8 1 1 2 8 
Total: 28 = 2 x 2 x 7

223195      
Characters: 二 十 二 萬 三 千 一 百 九 十 五 
Radicals: 二 十 二 艸 一 十 一 白 乙 十 二 
Radical values: 8 18 8 9739 1 18 1 406 2 18 8 
Total: 10227 = 3 x 7 x 487

161483      
Characters: 一 十 六 萬 一 千 四 百 八 十 三 
Radicals: 一 十 八 艸 一 十 囗 白 八 十 一 
Radical values: 1 18 12 9739 1 18 9482 406 12 18 1 
Total: 19708 = 2 x 2 x 13 x 379

Coincidence J.6
186193      
一Characters: 十 八 萬 六 千 一 百 九 十 三 
Radicals: 十 八 艸 八 十 一 白 乙 十 一 
Radical values: 18 12 9739 12 18 1 406 2 18 1 
Total: 10227 = 3 x 7 x 487


Coincidence K.1:
149443      
Characters: 一 十 四 萬 九 千 四 百 四 十 三 
Radicals: 一 十 囗 艸 乙 十 囗 白 囗 十 一 
Radical values: 1 18 9482 9739 2 18 9482 406 9482 18 1 
Total: 38649 = 3 x 13 x 991

341299      
Characters: 三 十 四 萬 一 千 二 百 九 十 九 
Radicals: 一 十 囗 艸 一 十 二 白 乙 十 乙 
Radical values: 1 18 9482 9739 1 18 8 406 2 18 2 
Total: 19695 = 3 x 5 x 13 x 101

Coincidence K.2
Numbers: 1 8 5 8 7 1
Characters: 一 八 五 八 七 一
Radicals: 一 八 二 八 一 一
Radical values: 1 12 8 12 1 1
Total: 35 = 5 x 7

185871
Characters: 一 十 八 萬 五 千 八 百 七 十 一
Radicals: 一 十 八 艸 二 十 八 白 一 十 一
Radical values: 1 18 12 9739 8 18 12 406 1 18 1
Total: 10234 = 2 x 7 x 17 x 43

Coincidence L.1
225554
Characters: 二 十 二 萬 五 千 五 百 五 十 四
Radicals: 二 十 二 艸 二 十 二 白 二 十 囗
Radical values: 8 18 8 9739 8 18 8 406 8 18 9482
Total: 19721 = 13 x 37 x 41 = 91 = 7 x 13

Coincidence L.2
Numbers: 2 0 1 1 8 0
Characters: 二 零 一 一 八 零
Radicals: 二 雨 一 一 八 雨
Radical values: 8 1795 1 1 12 1795
Total: 3612 = 2 x 2 x 3 x 7 x 43

Coincidence L.4
Numbers: 2 3 3 7 3 7
Characters: 二 三 三 七 三 七
Radicals: 二 一 一 一 一 一
Radical values: 8 1 1 1 1 1
Total: 13 = 13

Coincidence M.1
180474
Characters: 一 十 八 萬 零 四 百 七 十 四
Radicals: 一 十 八 艸 雨 囗 白 一 十 囗
Radical values: 1 18 12 9739 1795 9482 406 1 18 9482
Total: 30954 = 2 x 3 x 7 x 11 x 67

Coincidence M.2
Numbers: 1 9 9 9 6 9
Characters: 一 九 九 九 六 九
Radicals: 一 乙 乙 乙 八 乙
Radical values: 1 2 2 2 12 2
Total: 21 = 3 x 7

199969
Characters: 一 十 九 萬 九 千 九 百 六 十 九
Radicals: 一 十 乙 艸 乙 十 乙 白 八 十 乙
Radical values: 1 18 2 9739 2 18 2 406 12 18 2
Total: 10220 = 2 x 2 x 5 x 7 x 73

Coincidence M.3
190064
Characters: 一 十 九 萬 零 零 六 十 四
Radicals: 一 十 乙 艸 雨 雨 八 十 囗
Radical values: 1 18 2 9739 1795 1795 12 18 9482
Total: 22862 = 2 x 7 x 23 x 71

Numbers: 1 9 4 6 1 4
Characters: 一 九 四 六 一 四
Radicals: 一 乙 囗 八 一 囗
Radical values: 1 2 9482 12 1 9482
Total: 18980 = 2 x 2 x 5 x 13 x 73

Coincidence N.1
Numbers: 1 0 2 6 4 8
Characters: 一 零 二 六 四 八
Radicals: 一 雨 二 八 囗 八
Radical values: 1 1795 8 12 9482 12
Total: 11310 = 2 x 3 x 5 x 13 x 29

Coincidence N.2
126525
Characters: 一 十 二 萬 六 千 五 百 二 十 五
Radicals: 一 十 二 艸 八 十 二 白 二 十 二
Radical values: 1 18 8 9739 12 18 8 406 8 18 8
Total: 10244 = 2 x 2 x 13 x 197

Numbers: 7 2 0 2 3
Characters: 七 二 零 二 三
Radicals: 一 二 雨 二 一
Radical values: 1 8 1795 8 1
Total: 1813 = 7 x 7 x 37

Coincidence N.3
Numbers: 1 2 9 7 7 3
Characters: 一 二 九 七 七 三
Radicals: 一 二 乙 一 一 一
Radical values: 1 8 2 1 1 1
Total: 14 = 2 x 7

129773
Characters: 一 十 二 萬 九 千 七 百 七 十 三
Radicals: 一 十 二 艸 乙 十 一 白 一 十 一
Radical values: 1 18 8 9739 2 18 1 406 1 18 1
Total: 10213 = 7 x 1459

Coincidence N.4
Numbers: 9 5 3 3 3
Characters: 九 五 三 三 三
Radicals: 乙 二 一 一 一
Radical values: 2 8 1 1 1
Total: 13 = 13

128016
Characters: 一 十 二 萬 八 千 零 一 十 六
Radicals: 一 十 二 艸 八 十 雨 一 十 八
Radical values: 1 18 8 9739 12 18 1795 1 18 12
Total: 11622 = 2 x 3 x 13 x 149

Coincidence N.5
103159
Characters: 一 十 零 三 千 一 百 五 十 九
Radicals: 一 十 雨 一 十 一 白 二 十 乙
Radical values: 1 18 1795 1 18 1 406 8 18 2
Total: 2268 = 2 x 2 x 3 x 3 x 3 x 3 x 7

82971
Characters: 八 萬 二 千 九 百 七 十 一
Radicals: 八 艸 二 十 乙 白 一 十 一
Radical values: 12 9739 8 18 2 406 1 18 1
Total: 10205 = 5 x 13 x 157

Coincidence O.1
108430
Characters: 一 十 零 八 千 四 百 三 十 零
Radicals: 一 十 雨 八 十 囗 白 一 十 雨
Radical values: 1 18 1795 12 18 9482 406 1 18 1795
Total: 13546 = 2 x 13 x 521

85071
Characters: 八 萬 五 千 零 七 十 一
Radicals: 八 艸 二 十 雨 一 十 一
Radical values: 12 9739 8 18 1795 1 18 1
Total: 11592 = 2 x 2 x 2 x 3 x 3 x 7 x 23

Coincidence O.2
97524
Characters: 九 萬 七 千 五 百 二 十 四
Radicals: 乙 艸 一 十 二 白 二 十 囗
Radical values: 2 9739 1 18 8 406 8 18 9482
Total: 19682 = 2 x 13 x 757

Numbers: 8 9 5 1 6
Characters: 八 九 五 一 六
Radicals: 八 乙 二 一 八
Radical values: 12 2 8 1 12
Total: 35 = 5 x 7

Both cases, searching for radicals divisible by 7 and 13, exceed the odds, but not by a spectacular margin. As usual what is from the Bible appears to be slanted above the basic odds.

R.1In ancient times, the West had its Four Element Theory of earth, air, fire and water. This is rarely used today. But in the east, the Five Element Theory (fire, water, wood, metal, earth) continues to be used. These five elements are represented by the radicals 火 (fire) 水 (water) 土 (earth) 木 (wood), and 金 (metal). Fourteen (2 x 7) characters in the passage are classified according to radicals representing these elements. (There would be 13 characters if 在 is counted only once.)

Characters Classified By Element
RadicalElementPassage CharactersNumeric Total Of Characters
Fire然火燄烈無18681 (3 x 13 x 479)
Water浸潔池治11289
Earth在在壓8362
Wood955
Metal8460

R.2The King of Kings has eyes like fire. Coincidentally, only the five characters under the Fire element together have a numeric total divisible by 13. And its numeric total is symmetrical: 18681. (The Unicode values of these five characters: 144718 = 2 x 7 x 10337. SF: 10346 = 2 x 7 x 739.) None of the other elements have any notable feature. The fourteen characters under the five elements together have a total 47747 (7 x 19 x 359). The sum of the factors: 385 = 5 x 7 x 11.

One might discount the Five Elements as coincidence until a check is made of the numeric values of the characters/radicals.

Numeric Values Of The Five Elements
Chinese element:火*
Unicode:2877927700223032640837329=142519 (13 x 19 x 577)
Big5:4222942228420874222043767=212531 (11 x 139 x 139)
Numeric value:182181401731720=2296 (23 x 7 x 41)
*The element fire is the only one with a value divisible by 7 and 13: 182 = 2 x 7 x 13.
Note: The factors for the Big5 total are not divisible by 7 or 13. But the 11 matches the pairing of factors that follow, and the sum of the factors is 289 which in turn is another pair (17 x 17).

R.3The passage's characters fall under 61 radicals. Subtracting the 5 radicals for elements would leave 56 (2 x 2 x 2 x 7) non-element radicals.

Replace each of the 168 characters in the passage with the radicals under which they are classified in a Chinese dictionary.

火彳戈見目大門亅目邑一匸白馬馬土馬一白禾爪心心口目宀人用八羊宀刀口爪戈人白目目目人火火頁一戈艸女夕白冖冖冂宀艸白口阜亅人自己火人矢辵人身穴艸水辵血白衣月人白口禾爪一巾白子大一白車阜邑馬艸白馬穴艸水白白糸麻衣足艸人月手刀刀彳人口丨凵人手手刀囗人心用金木人牛羊水王人人一一辵襾足入肉一巾火心白土酉水土人白衣月口大肉一月口宀艸艸王丿王艸丶丿丶

R.4These are the numeric values of the radicals.

182 9485 161 1124 409 43 1722 8834 409 1143 1 8840 406 3177 3177 40
3177 1 406 414 183 160 160 39 409 8844 9 399 12 656 8844 14 39 183
161 9 406 409 409 409 9 182 182 2423 1 161 9739 44 42 406 8837 8837
8836 8844 9739 406 39 1723 8834 9 668 55 182 9 411 8855 9 1134 415
9739 181 8855 678 406 680 172 9 406 39 414 183 1 58 406 45 43 1 406
1135 1723 1143 3177 9739 406 3177 415 9739 181 406 406 654 3971 680
1133 9739 9 172 163 14 14 9485 9 39 -6271 9475 9 163 163 14 9482 9
160 399 1720 173 9 188 656 181 190 9 9 1 1 8855 9745 1133 11 664 1
58 182 160 406 40 1148 181 40 9 406 680 172 39 43 664 1 172 39 8844
9739 9739 190 8833 190 9739 8832 8833 8832

The total of these radicals: 341747 = 7 x 48821. SF: 48828 = 22 x 3 x 13 x 313.

R.5Exactly 63 pairs of equal sized groups symmetrically positioned from the beginning and end can be found from the list of radicals above. These groups are together and individually divisible by 7.

a) Group starting position from the passage's beginning or end.
b) Group ending position from the passage's beginning or end.
c) Total of the two groups.

a) 1       2      2       2       3       3       4      4       6
b) 28      5      27      47      73      77      11     82      27
c) 131565  38773  122094  161840  281582  299348  60998  295806  83321

a) 6       7      8       9       9       10     10      12      13
b) 47      40     56      60      71      21     61      82      24
c) 123067  98189  171353  172907  212079  32074  163590  234808  14763

a) 14     14      14      14      15     15     15     16      17
b) 36     54      58      59      45     46     51     79      38
c) 46088  119273  134442  143290  49812  50372  79268  216188  39781

a) 17     17     18     18      22      23     23      24      26
b) 49     50     52     55      61      42     63      70      84
c) 66549  66969  81620  112252  131516  36176  131593  167846  210770

a) 27     27      27      28     30      30      37     37     37
b) 39     67      76      47     68      80      54     58     59
c) 23345  145194  192577  39746  146321  199962  73185  88354  97202

a) 39     39     40      40      42      43     44     44      46
b) 49     50     67      76      65      63     53     66      51
c) 26768  27188  121849  169232  107079  95417  51618  116053  29456

a) 47     53     54     55     55     61     68     69     74
b) 51     55     66     58     59     71     76     80     77
c) 28896  30632  64435  15169  24017  39172  47383  53641  17766

Totals of lines a) and b) 5138 = 2 x 7 x 367.

R.6Divide the 168 radicals into groups of 12. Odd positioned groups: 146315 = 5 x 13 x 2251. Even positioned groups: 186368 = 211 x 7 x 13. SF: 42 = 2 x 3 x 7.

R.7Divide the 168 radicals into groups of 28. Odd positioned groups: 126048 = 25 x 3 x 13 x 101. Even positioned groups: 206635 = 5 x 11 x 13 x 172. SF: 63 = 32 x 7. SF: 13.

R.8Of the 168 radicals in the passage, 39 had values divisible by 7. (One would have expected at most 24.) Of the 168 radicals in the passage, 13 had values divisible by 13. (This is in line with the odds.)

R.9The middle N of the 168 radicals together add to totals divisible by 7 when N is one of the following:

160 152 118 102 94 48 40 30 26

The sum of N: 770 = 2 x 5 x 7 x 11.

R.10The 114th character of the passage, 中, is the only character whose radical 丨 has a negative value -6271. 中 has the numeric value 101. It has various meanings: the middle, centre, among, within, between, heart, China, Chinese and Sino-. This leads to looking at what is before and after this centre.

R.10.1The radicals before 丨

火彳戈見目大門亅目邑一匸白馬馬土馬一白禾爪心心口目宀人用八羊宀刀口爪戈人白目目目人火火頁一戈艸女夕白冖冖冂宀艸白口阜亅人自己火人矢辵人身穴艸水辵血白衣月人白口禾爪一巾白子大一白車阜邑馬艸白馬穴艸水白白糸麻衣足艸人月手刀刀彳人口

have a numeric total of 226387 = 7 x 32341.

R.10.2The radicals after 丨

凵人手手刀囗人心用金木人牛羊水王人人一一辵西足入肉一巾火心白土酉水土人白衣月口大肉一月口宀艸艸王丿王艸丶丿丶

have a numeric total of 112567 = 7 x 13 x 1237.

R.10.3All the radicals from the beginning up to and including 丨 have the value 220116 = 22 x 3 x 13 x 17 x 83. (This breaks down when 丨 is included with all the radicals after it.)

R.10.4The same principle is now applied back to the characters of the passage. The whole passage before 中: 273735 = 32 x 5 x 7 x 11 x 79.

然後我觀看天開了看那一匹白馬騎在馬上的稱為忠心和真實他用公義審判和爭戰他的眼睛相似火燄頭上戴著好多皇冠冠冕寫著的名除了他自己無人知道他身穿著浸過血的衣服他的名稱為上帝的字天上的軍隊都騎著白馬穿著潔白的細麻衣跟著他有把利劍從他口

R.10.5This means that the characters after 中 would not be divisible by seven. But if 中 is included: 110943 = 33 x 7 x 587.

中出來擊打列國他必用鐵杖作牧羊治理他們並且還要踹全能上帝烈怒的壓酒池在他的衣服和大腿上有名寫著萬王之王萬主之主

The bytes for the characters did not produce numeric coincidences, but the bytes for the radicals do. Below is the list of Big5 hexadecimals for the 168 radicals.

A4F5 C94C A4E0 A8A3 A5D8 A46A AAF9 C6C1 A5D8 A8B6 A440 C6C7 A5D5
B0A8 B0A8 A467 B0A8 A440 A5D5 A5DD A4F6 A4DF A4DF A466 A5D8 C6CB
A448 A5CE A44B A6CF C6CB A44D A466 A4F6 A4E0 A448 A5D5 A5D8 A5D8
A5D8 A448 A4F5 A4F5 ADB6 A440 A4E0 CA4A A46B A469 A5D5 C6C4 C6C4
C6C3 C6CB CA4A A5D5 A466 AAFA C6C1 A448 A6DB A476 A4F5 A448 A5DA
C6D6 A448 A8AD A5DE CA4A A4F4 C6D6 A6E5 A5D5 A6E7 A4EB A448 A5D5
A466 A5DD A4F6 A440 A479 A5D5 A46C A46A A440 A5D5 A8AE AAFA A8B6
B0A8 CA4A A5D5 B0A8 A5DE CA4A A4F4 A5D5 A5D5 A6CD B3C2 A6E7 A8AC
CA4A A448 A4EB A4E2 A44D A44D C94C A448 A466 8BC0 C942 A448 A4E2
A4E2 A44D C949 A448 A4DF A5CE AAF7 A4EC A448 A4FB A6CF A4F4 A4FD
A448 A448 A440 A440 C6D6 A6E8 A8AC A44A A6D7 A440 A479 A4F5 A4DF
A5D5 A467 A8BB A4F4 A467 A448 A5D5 A6E7 A4EB A466 A46A A6D7 A440
A4EB A466 C6CB CA4A CA4A A4FD C6C0 A4FD CA4A C6BF C6C0 C6BF

The lead byte would be the first half of each hexadecimal.

A4 C9 A4 A8 A5 A4 AA C6 A5 A8 A4 C6 A5 B0 B0 A4 B0 A4 A5 A5 A4 A4 A4
A4 A5 C6 A4 A5 A4 A6 C6 A4 A4 A4 A4 A4 A5 A5 A5 A5 A4 A4 A4 AD A4 A4
CA A4 A4 A5 C6 C6 C6 C6 CA A5 A4 AA C6 A4 A6 A4 A4 A4 A5 C6 A4 A8 A5
CA A4 C6 A6 A5 A6 A4 A4 A5 A4 A5 A4 A4 A4 A5 A4 A4 A4 A5 A8 AA A8 B0
CA A5 B0 A5 CA A4 A5 A5 A6 B3 A6 A8 CA A4 A4 A4 A4 A4 C9 A4 A4 8B C9
A4 A4 A4 A4 C9 A4 A4 A5 AA A4 A4 A4 A6 A4 A4 A4 A4 A4 A4 C6 A6 A8 A4
A6 A4 A4 A4 A4 A5 A4 A8 A4 A4 A4 A5 A6 A4 A4 A4 A6 A4 A4 A4 C6 CA CA
A4 C6 A4 CA C6 C6 C6

The decimal equivalents of the lead bytes:

164 201 164 168 165 164 170 198 165 168 164 198 165 176 176 164 176
164 165 165 164 164 164 164 165 198 164 165 164 166 198 164 164 164
164 164 165 165 165 165 164 164 164 173 164 164 202 164 164 165 198
198 198 198 202 165 164 170 198 164 166 164 164 164 165 198 164 168
165 202 164 198 166 165 166 164 164 165 164 165 164 164 164 165 164
164 164 165 168 170 168 176 202 165 176 165 202 164 165 165 166 179
166 168 202 164 164 164 164 164 201 164 164 139 201 164 164 164 164
201 164 164 165 170 164 164 164 166 164 164 164 164 164 164 198 166
168 164 166 164 164 164 164 165 164 168 164 164 164 165 166 164 164
164 166 164 164 164 198 202 202 164 198 164 202 198 198 198

Total: 28784 = 24 x 7 x 257.

The secondary byte would be the last half of each hexadecimal.

F5 4C E0 A3 D8 6A F9 C1 D8 B6 40 C7 D5 A8 A8 67 A8 40 D5 DD F6 DF DF
66 D8 CB 48 CE 4B CF CB 4D 66 F6 E0 48 D5 D8 D8 D8 48 F5 F5 B6 40 E0
4A 6B 69 D5 C4 C4 C3 CB 4A D5 66 FA C1 48 DB 76 F5 48 DA D6 48 AD DE
4A F4 D6 E5 D5 E7 EB 48 D5 66 DD F6 40 79 D5 6C 6A 40 D5 AE FA B6 A8
4A D5 A8 DE 4A F4 D5 D5 CD C2 E7 AC 4A 48 EB E2 4D 4D 4C 48 66 C0 42
48 E2 E2 4D 49 48 DF CE F7 EC 48 FB CF F4 FD 48 48 40 40 D6 E8 AC 4A
D7 40 79 F5 DF D5 67 BB F4 67 48 D5 E7 EB 66 6A D7 40 EB 66 CB 4A 4A
FD C0 FD 4A BF C0 BF

The decimal equivalents of the secondary bytes:

245 76 224 163 216 106 249 193 216 182 64 199 213 168 168 103 168 64
213 221 246 223 223 102 216 203 72 206 75 207 203 77 102 246 224 72
213 216 216 216 72 245 245 182 64 224 74 107 105 213 196 196 195 203
74 213 102 250 193 72 219 118 245 72 218 214 72 173 222 74 244 214
229 213 231 235 72 213 102 221 246 64 121 213 108 106 64 213 174 250
182 168 74 213 168 222 74 244 213 213 205 194 231 172 74 72 235 226
77 77 76 72 102 192 66 72 226 226 77 73 72 223 206 247 236 72 251
207 244 253 72 72 64 64 214 232 172 74 215 64 121 245 223 213 103
187 244 103 72 213 231 235 102 106 215 64 235 102 203 74 74 253 192
253 74 191 192 191

The total of the secondary bytes: 27875 (5 x 5 x 5 x 223). There is no feature with the secondary bytes.

The passage is about God’s representative, the King of Kings. The passage is not about God Himself. Thus it should be no surprise the second half of the bytes don't work. The King of Kings is not God.

R.11.1The Unicode values of the radicals have their own coincidence.

28779 24435 25096 35211 30446 22823 38272 20101 30446 37009 19968
21304 30333 39340 39340 22303 39340 19968 30333 31166 29226 24515
24515 21475 30446 23424 20154 29992 20843 32650 23424 20992 21475
29226 25096 20154 30333 30446 30446 30446 20154 28779 28779 38913
19968 25096 33400 22899 22805 30333 20886 20886 20866 23424 33400
30333 21475 38428 20101 20154 33258 24049 28779 20154 30690 36789
20154 36523 31348 33400 27700 36789 34880 30333 34915 26376 20154
30333 21475 31166 29226 19968 24062 30333 23376 22823 19968 30333
36554 38428 37009 39340 33400 30333 39340 31348 33400 27700 30333
30333 31992 40635 34915 36275 33400 20154 26376 25163 20992 20992
24435 20154 21475 20008 20981 20154 25163 25163 20992 22231 20154
24515 29992 37329 26408 20154 29275 32650 27700 29579 20154 20154
19968 19968 36789 35198 36275 20837 32905 19968 24062 28779 24515
30333 22303 37193 27700 22303 20154 30333 34915 26376 21475 22823
32905 19968 26376 21475 23424 33400 33400 29579 20031 29579 33400
20022 20031 20022

Unicode radical total: 4611740 = 22 x 5 x 7 x 32941.

R.11.2Use the values of the Hebrew letters יהוה to count through these numbers.

a) Value from the Hebrew.
b) Count.
c) Adjusted Count.
d) Unicode radical value.

a) 10    5     6     5     10    5     6     5     10    5     6
b) 10    15    21    26    36    41    47    52    62    67    73
c) 10    15    21    26    36    41    47    52    62    67    73
d) 37009 39340 29226 23424 20154 20154 33400 20886 24049 20154 34880

a) 5     10    5     6     5     10    5     6     5     10    5
b) 78    88    93    99    104   114   119   125   130   140   145
c) 78    88    93    99    104   114   119   125   130   140   145
d) 30333 30333 33400 30333 36275 20008 20992 26408 29579 19968 22303

a) 6     5     10    5     6     5
b) 151   156   166   171   9     14
c) 151   156   166   3     9     14
d) 34915 19968 20022 25096 30446 39340

Total: 772395 = 3 x 5 x 13 x 17 x 233.

R.11.3.1Odd positioned radicals: 2305198 = 2 x 7 x 23 x 7159.

R.11.3.2Even positioned radicals: 2306542 = 2 x 7 x 67 x 2459. SF: 2535 = 3 x 5 x 132.

R.11.4.1Every 7th radical: 659799 = 33 x 7 x 3491. SF: 3507 = 3 x 7 x 167.

R.11.4.2Every 14th radical: 322998 = 2 x 3 x 13 x 41 x 101.

R.11.5.1Odd positioned segments of 4: 2308593 = 3 x 7 x 47 x 2339.

R.11.5.2Even positioned segments of 4: 2303147 = 72 x 11 x 4273. SF: 4298 = 2 x 7 x 307.

R.11.5.3Odd positioned segments of 6: 2324595 = 3 x 5 x 7 x 132 x 131.

R.11.5.4Even positioned segments of 6: 2287145 = 5 x 7 x 101 x 647.

R.11.5.5Odd positioned segments of 12: 2275266 = 2 x 3 x 72 x 71 x 109.

R.11.5.6Even positioned segments of 12: 2336474 = 2 x 7 x 157 x 1063.

S.What happens when the passage is transferred to simplified Chinese? In this case, the numbers are no longer from Big5, but from Unicode.

然后我观看天开了看那一匹白马骑在马上的称為忠心和 真实他用公义审判和爭战他的眼睛相似火燄頭上戴著好 多皇冠冠冕写著的名除了他自己无人知道他身穿著浸过 血的衣服他的名称為上帝的字天上的軍队都骑著白马穿 著洁白的细麻衣跟著他有把利剑從他口中出来击打列国 他必用铁杖作牧羊治理他们並且还要踹全能上帝烈怒的 压酒池在他的衣服和大腿上有名写著万王之王万主之主
The Unicode Numbers For The Simplified Characters

28982 21518 25105 35266 30475 22825 24320 20102 30475 37027 19968
21305 30333 39532 39569 22312 39532 19978 30340 31216 28858 24544
24515 21644 30495 23454 20182 29992 20844 20041 23457 21028 21644
29229 25112 20182 30340 30524 30555 30456 20284 28779 29124 38957
19978 25140 33879 22909 22810 30343 20896 20896 20885 20889 33879
30340 21517 38500 20102 20182 33258 24049 26080 20154 30693 36947
20182 36523 31359 33879 28024 36807 34880 30340 34915 26381 20182
30340 21517 31216 28858 19978 24093 30340 23383 22825 19978 30340
36557 38431 37117 39569 33879 30333 39532 31359 33879 27905 30333
30340 32454 40635 34915 36319 33879 20182 26377 25226 21033 21073
24478 20182 21475 20013 20986 26469 20987 25171 21015 22269 20182
24517 29992 38081 26454 20316 29287 32650 27835 29702 20182 20204
20006 19988 36824 35201 36409 20840 33021 19978 24093 28872 24594
30340 21387 37202 27744 22312 20182 30340 34915 26381 21644 22823
33151 19978 26377 21517 20889 33879 19975 29579 20043 29579 19975
20027 20043 20027

Total: 4558995 = 3 x 3 x 5 x 7 x 41 x 353. What are the chances of this happening?

S.2.1Odd positioned characters: 2259957 = 3 x 7 x 23 x 4679.

S.2.2Even positioned characters: 2299038 = 2 x 3 x 7 x 19 x 43 x 67.

S.3.1Sixteen simplified characters were prime numbers.

Passage position: 15    57    62    66    68    79    90    91
Unicode:          39569 21517 24049 36947 36523 21517 38431 37117

Passage position: 92    104   118   122   127   136   155   158
Unicode:          39569 36319 25171 24517 29287 35201 33151 21517

Total of the positions: 1540 = 2 x 2 x 5 x 7 x 11.

Total of the primes: 500402 = 2 x 7 x 31 x 1153.

S.3.2This means the positions and values of the remaining 152 simplified characters would also be divisible by seven.

Total of the positions: 12656 = 2 x 2 x 2 x 2 x 7 x 113.

Total of the values: 4058593 = 7 x 11 x 52709.

S.4Eight are divisible by 13:

Passage position: 11    22    38    65    107   110   120   157
Unicode:          19968 24544 30524 30693 26377 21073 22269 26377

Position total: 630 = 2 x 3 x 3 x 5 x 7.

Value total: 201825 = 3 x 3 x 3 x 5 x 5 x 13 x 23.

S.5Use the values of the Hebrew letters for God’s name to count through the simplified characters.

a) Letter from the Hebrew name.
b) Count.
c) Adjusted count.
d) Unicode value found.

a) 10    5     6     5     10    5     6     5     10    5     6
b) 10    15    21    26    36    41    47    52    62    67    73
c) 10    15    21    26    36    41    47    52    62    67    73
d) 37027 39569 28858 23454 20182 20284 33879 20896 24049 20182 34880

a) 5     10    5     6     5     10    5     6     5     10    5
b) 78    88    93    99    104   114   119   125   130   140   145
c) 78    88    93    99    104   114   119   125   130   140   145
d) 30340 30340 33879 30333 36319 20013 21015 26454 29702 19978 21387

a) 6     5     10    5     6     5
b) 151   156   166   171   9     14
c) 151   156   166   3     9     14
d) 34915 19978 20027 25105 30475 39532

Total: 773052 = 2 x 2 x 3 x 7 x 9203. SF: 9217 = 13 x 709.

This manufactured passage has an amazing convergence of coincidences between radicals and characters, traditional, and simplified Chinese. None of this was programmed into the search through 530 million possibilities. This should not have been possible.

T.Let's start the numbers from scratch. Remove all duplicate character appearances from the passage. This leaves 111 unique characters. Coincidentally, 111 is a numeric representation of the same one God, who is, was and is to come.

Number each unique character from 1 to 111 (in the order of appearance in the passage).

然 後 我 觀 看 天 開 了 那 一 匹 白  馬 騎 在  上 的  稱 為 忠
1  2  3  4  5 6  7  8 9  10 11 12 13 14 15 16 17  18 19 20

心  和 真 實  他 用  公 義 審  判 爭 戰  眼 睛 相  似 火  燄 頭 戴
21  22 23 24  25 26 27 28 29 30 31 32 33 34 35  36 37 38 39 40

著  好 多 皇  冠 冕  寫 名 除  自 己 無  人 知 道  身 穿  浸 過 血
41 42 43 44  45 46  47 48 49 50 51 52 53 54 55 56 57  58 59 60

衣  服 帝 字  軍 隊 都  潔 細  麻 跟 有  把 利 劍  從 口  中 出 來
61  62 63 64  65 66 67 68 69 70 71 72 73 74 75  76 77 78 79 80

擊  打 列 國  必 鐵 杖  作 牧 羊  治 理  們 並 且  還 要  踹 全 能
81  82 83 84 85 86 87 88 89 90  91 92 93 94 95  96 97 98 99 100

烈   怒  壓   酒  池  大   腿  萬  王   之  主
101 102 103 104 105 106  107 108 109 110 111

T.1Replace all characters in the original passage with these numbers.

1 2 3 4 5 6 7 8 5 9 10 11 12 13 14 15 13 16 17 18 19 20 21 22 23 24
25 26 27 28 29 30 22 31 32 25 17 33 34 35 36 37 38 39 16 40 41 42 43
44 45 45 46 47 41 17 48 49 8 25 50 51 52 53 54 55 25 56 57 41 58 59
60 17 61 62 25 17 48 18 19 16 63 17 64 6 16 17 65 66 67 14 41 12 13
57 41 68 12 17 69 70 61 71 41 25 72 73 74 75 76 25 77 78 79 80 81 82
83 84 25 85 26 86 87 88 89 90 91 92 25 93 94 95 96 97 98 99 100 16
63 101 102 17 103 104 105 15 25 17 61 62 22 106 107 16 72 48 47 41
108 109 110 109 108 111 110 111

Total of these numbers: 8127 = 3 x 3 x 3 x 7 x 43.

T.2Count through the numbers using the values of יהוה.

a) Letter value from יהוה.
b) Count.
c) Adjusted count.
d) Number found.

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) 9  14 19 24 25 36 41 45 51 25 60 17 17 41 12 71  78  83  87  92

a) 10  5   6   5   10  5   6 5  10 5  6  5  10 5  6  5  10 5  6  5
b) 140 145 151 156 166 171 9 14 24 29 35 40 50 55 61 66 76 81 87 92
c) 140 145 151 156 166 3   9 14 24 29 35 40 50 55 61 66 76 81 87 92
d) 16  103 61  16  111 3   5 13 22 27 32 35 44 41 50 55 62 19 16 14

a) 10  5   6   5   10  5   6   5   10  5   6   5
b) 102 107 113 118 128 133 139 144 154 159 165 170
c) 102 107 113 118 128 133 139 144 154 159 165 2
d) 70  72  77  82  90  94  100 17  106 47  108 2

Total: 2457 = 3 x 3 x 3 x 7 x 13.

T.3.1Odd positioned segments of 4: 4004 = 2 x 2 x 7 x 11 x 13. SF: 35 = 5 x 7.

T.3.2Even positioned segments of 4: 4123 = 7 x 19 x 31.

T.3.3Odd positioned segments of 6: 3962 = 2 x 7 x 283.

T.3.4Even positioned segments of 6: 4165 = 5 x 7 x 7 x 17.

T.3.5Odd positioned segments of 8: 4466 = 2 x 7 x 11 x 29. SF: 49 = 7 x 7. SF: 14 = 2 x 7.

T.3.6Even positioned segments of 8: 3661 = 7 x 523.

T.3.7Odd positioned segments of 12: 3514 = 2 x 7 x 251. SF: 260 = 2 x 2 x 5 x 13.

T.3.8Even positioned segments of 12: 4613 = 7 x 659.

T.4.1Position total of all numbers that were odd: 7852 = 2 x 2 x 13 x 151. SF: 168 = 2 x 2 x 2 x 3 x 7.

T.4.2Position total of all numbers that were even: 6344 = 2 x 2 x 2 x 13 x 61.

T.5The middle N numbers are divisible by 13 when N is one of the following:

152 124 116 44 34 6

Total of N: 476 = 2 x 2 x 7 x 17.

U.Chinese dictionaries also classify characters by the number of strokes.

Characters & Strokes
Number of
strokes11
Character(s)Numeric total
of characters.
11
2了了人23
3上己上上上口上大上281
4天匹天中心公火王之王之1585
5他他他他出打他必用他且他他他用白他白主白主6512
6羊衣衣全有池在好衣名自有名字多列名在血11279
7我判把利那身杖作似8131
8並爭的的的知的來的的服和的和的的忠服牧和治的33820
9看帝穿看後相皇軍冠要穿冠帝怒為為33734
10們除酒馬浸真能馬馬烈29700
11細國麻眼理從冕24872
12開無然隊都22050
13著跟著著睛著萬過著道萬著著義68130
14實稱稱腿23020
15寫劍潔審寫31008
16頭踹戰燄28012
17壓戴擊還29428
18騎騎15900
218460
258732

U.1The simplest character had only one stroke: 一. The most complicated character had 25 strokes: 觀. Most and least together would be 26 strokes (2 x 13).

U.2The character 一 has the value of 1. And there is only one occurrence of this character in the passage. Thus it has the lowest numeric total. The category with 13 strokes has fourteen characters, and the highest numeric total. Lowest and highest totals together: 68131 = 7 x 9733.

U.3.1Exactly fourteen characters have seven or fourteen strokes in their construction: 我判把利那身杖作似實稱稱腿鐵. The numeric value of these characters: 39611 = 11 x 13 x 277. SF: 301 = 7 x 43. The radicals of these characters: 1143 = 3 x 3 x 127. This is not divisible by 7 or 13, but the sum of the factors continues: 133 = 7 x 19. SF: 26 = 2 x 13.

U.3.2Exactly fourteen characters have thirteen strokes: 著跟著著睛著萬過著道萬著著義. But the numeric value this time is not divisible by 7 or 13: 68130 = 2 x 3 x 3 x 5 x 757. The result is hidden in the sum of the factors: 770 = 2 x 5 x 7 x 11.

U.3.3Thirty-seven characters have numeric values divisible by seven.

a) Character.
b) Number of strokes.
c) Radical number.
d) Numeric value.

a)了 白  的   忠    真   用  公  的   火   著   多  著   的   了 身    著
b) 2 5   8    8    10   5   4   8    4   13   6   13   8    2 7    13
c) 6 106 106  61   109  101 12  106  86  140  36  140  106  6 158  140
d) 7 406 1659 1407 2870 399 126 1659 182 4508 553 4508 1659 7 1134 4508

a) 的   的   帝   的    的   著   白  著    白  的   跟   著   把   必
b) 8    8    9    8    8    13   5   13   5   8    13   13   7   5
c) 106  106  50   106  106  140  106 140  106 106  157  140  64  61
d) 1659 1659 1939 1659 1659 4508 406 4508 406 1659 5299 4508 931 371

a) 用  且  帝   的    的   腿   著
b) 5   5   9    8    8    14   13
c) 101 1   50   106  106  130  140
d) 399 259 1939 1659 1659 5901 4508

Coincidentally, the total of the strokes is also divisible by seven (line b): 301 = 7 x 43.

U.3.4.Fifty-two (22 x 13) characters have their numbers, radicals and strokes all as odd numbers, or all as even numbers. (This is almost one third of all the characters in the passage. The odds would have suggested a quarter.)

Thirty-three had odd values (numbers, radicals, and strokes):

a) Character.
b) Strokes.
c) Radical.
d) Numeric value.

a) 那   一 為   他  用  他  眼    睛   似  他  己 他  他   為   軍    潔
b) 7    1 9    5   5   5   11   13   7   5   3  5   5   9    9    15
c) 163  1 87   9   101 9   109  109  9   9   49 9   9   87   159  85
d) 1147 1 2161 269 399 269 3701 5051 701 269 55 269 269 2161 2361 6309

a) 跟   他  他  出   國   他  必  用  杖  作   理   他  且   他  大  主  主
b) 13   5   5   5   11   5   5   5   7   7   11   5   5   5   3  5   5
c) 157  9   9   17  31   9   61  101 75  9   95   9   1   9   37 3   3
d) 5299 269 269 281 3243 269 371 399 955 769 3643 269 259 269 43 261 261

Total number of strokes for this group (line b): 221 = 13 x 17.

Nineteen had even values (numbers, radicals and strokes):

a) Character.
b) Strokes.
c) Radical.
d) Numeric value.

a) 然   和   公  和    火  名   除   自  服   名  有  列  酒    服   和
b) 12   8    4   8    4   6   10   6   8    6   6   6   10   8    8
c) 86   30   12  30   86  30  170  132 74   30  74  18  164  74   30
d) 4366 1294 126 1294 182 536 3172 668 1538 536 628 516 3124 1538 1294
 
a) 有  名   之  之
b) 6   6   4   4
c) 74  30  4   4
d) 628 536 104 104

Total number of strokes for this group (line b): 130 = 2 x 5 x 13.

U.4.1Five and eight stroke characters are the two largest categories in the passage. (5 + 8 = 13.)

U.4.2There are exactly 21 (3 x 7) characters in each of these stroke categories. The radicals under which these characters are classified are given below.

Under the five stroke category:

9 9 9 9 17 64 9 61 101 9 1 9 9 9 101 106 9 106 3 106 3

The sum of the radical positions: 759 = 3 x 11 x 23.

Under the eight stroke category:

1 87 106 106 106 111 106 9 106 106 74 30 106 30 106 106 61 74 93 30 85

Total of the radical positions: 1639 = 11 x 149.

Neither are divisible by 7 or 13, but both agree on being divisible by 11.

U.5The positions of characters with strokes divisible by 7:

3 10 20 26 32 41 68 80 108 109 125 126 155

Position total: 903 = 3 x 7 x 43.

U.6The first and last seven characters together have 117 strokes (32 x 13).

U.6.1The first seven characters have a total of 78 (2 x 3 x 13) strokes.

U.6.2The last seven characters have a total of 39 (3 x 13) strokes.

U.7

Positions In The Passage Of Characters By Number Of Strokes
Number
of
strokes
Positions of characters with N strokesPosition
total
11111
28 59 64131
318 45 62 82 87 113 140 154 156857
46 12 23 29 42 86 114 162 163 164 167968
513 27 28 36 60 67 77 94 99 106 112 115 118 121 122 123 131 134 149 166 1682066
616 48 49 57 61 73 75 79 85 103 107 119 128 138 147 148 151 157 1581899
73 10 32 41 68 108 109 125 126622
819 22 24 33 34 37 56 65 74 76 78 84 88 100 116 127 129 133 144 150 152 1531894
92 5 9 21 40 50 51 52 69 81 83 89 96 136 141 1431068
1014 17 25 58 71 95 132 139 142 146839
1138 53 101 102 111 120 130655
121 7 63 90 91252 = 22 x 32 x 7
1330 39 47 55 66 70 72 93 97 104 105 160 161 1651264
1420 26 80 155281
1531 54 98 110 159452
1635 43 44 137259 = 7 x 37
1746 117 135 145443
1815 92107
21124124
2544

U.7.1Only characters of twelve strokes and sixteen strokes have the total of their positions in the passage divisible by seven. 12 + 16 = 28 = 22 x 7.

U.7.2In coincidence U.3, the characters with 7 strokes and 14 strokes were related. The position total of characters with 7 stokes is 622. The position total of characters with 14 strokes is 281. 622 + 281 = 903 (3 x 7 x 43).

U.7.3Nine rows in the above table had an even number of strokes (column 1). The position total of these characters (column 3): 6630 = 2 x 3 x 5 x 13 x 17. (This means the position total for the characters with an odd number of strokes would be 7566 = 2 x 3 x 13 x 97.)

U.8The passage as character strokes

12 9 7 25 9 4 12 2 9 7 1 4 5 10 18 6 10 3 8 14 9 8 4 8 10 14 5 5 4
13 15 7 8 8 16 5 8 11 13 9 7 4 16 16 3 17 13 6 6 9 9 9 11 15 13 8 6
10 2 5 6 3 12 2 8 13 5 7 9 13 10 13 6 8 6 8 5 8 6 14 9 3 9 8 6 4 3 8
9 12 12 18 13 5 10 9 13 15 5 8 11 11 6 13 13 5 6 7 7 15 11 5 3 4 5 8
17 5 6 11 5 5 5 21 7 7 8 6 8 11 5 10 8 5 17 9 16 6 10 3 9 10 9 8 17
10 6 6 5 8 6 8 8 3 14 3 6 6 15 13 13 4 4 4 13 5 4 5

U.8.1The values of יהוה are run seven times counting through the list of strokes.

a) Value from the Hebrew.
b) Count.
c) Adjusted count.
d) Stroke found.

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) 7  18 9  14 5  7  13 9  3  5  6  8  8  13 5  13  4   6   7   11

a) 10  5   6   5   10  5   6 5
b) 140 145 151 156 166 171 9 14
c) 140 145 151 156 166 3   9 14
d) 3   17  6   3   5   7   9 10

Total: 231 = 3 x 7 x 11. SF: 21 = 3 x 7.

U.8.2Find all Nth and Nth last where they are divisible by 7 when added together. There are fourteen pairs. (The 11th last is the 158th from the beginning.)

Nth Item:   11  15  16  22  23  28  29  31  35  51  58  65  76 84
Value:      1   18  6   8   4   5   4   15  16  9   10  8   8  8
Nth Last:   158 154 153 147 146 141 140 138 134 118 111 104 93 85
Value:      6   3   8   6   10  9   3   6   5   5   11  13  13 6
Sum:        7   21  14  14  14  14  7   21  21  14  21  21  21 14

Sum of positions (lines N and Nth last): 2366 = 2 x 7 x 132. SF: 35 = 5 x 7. (The two factors of 13 were expected. What was not expected was that the positions would also be divisible by seven.)

The manufactured passage in Chinese characters has number values, classification by radicals and classification by strokes all aligning coincidentally. The computer was not programmed to account for radicals or strokes. These results were completely unexpected.

中 國 要 回 歸 上 帝

Conclusion

The fact that numeric features can be found in the Greek, an inordinate number of coincidences can be found in English, and a manufactured Chinese version is possible way beyond what the odds would suggest, underlines the importance of the King of Kings and Lord of Lords.11 After all, he will be the future ruler of the entire world. He will be God's chosen representative. The spiritual reality behind the prophecy appears in the numeric features and coincidences to guarantee it is true and will occur. With eyes of flame, a nation smiting sword from his mouth, and an iron rod, he is true majesty and royalty. Our current rulers are less than beggars in comparison. They are unseemly arrogant without any justification for their pride.

Why has God planned it this way?

And the Lord said: Because this people draw near with their mouth and honor me with their lips, while their hearts are far from me, and their fear of me is a commandment of men learned by rote; therefore, behold, I will again do marvelous things with this people, wonderful and marvelous; and the wisdom of their wise men shall perish, and the discernment of their discerning men shall be hid. (Isaiah 29:13-14)

God has planned marvelous things to show He alone is God. All human pride and wisdom will fail (Isaiah 2:12). The King of Kings gives us perspective. As great as he is, he is only a servant of Jesus, who in turn is the Son of the Most High God. How much greater is the infinite and eternal God.

Notes

1English reference quotes are from the Revised Standard Version, Thomas Nelson Inc., 1972.

2The Greek text is from Bibleworks 3.0 by Hermeneutika, Michael S. Bushell, 1995, translated into HTML entities. Vowels and punctuation have been removed. N.B. Some manuscripts of the GNT have two extra words in this passage. ως as the fifth word of verse 12, and τα as the fourth word in verse 14. These words have been excluded.

3Only a being who could see the future would know the English translations that would result from the Hebrew. But this isn't just knowing the future. The exchange of I for John is a demonstration of omniscience in possibilities and variations. God doesn't just know every thing. He knows every possible thing.

4Catholic Chinese Bible
11 隨後我看見天開了,見有一匹白馬;騎馬的那位,稱為「忠信和真實者,」他憑正義去審判,去作戰。 12 他的眼睛有如火焰,他頭上戴著許多冠冕,還有寫的一個名號,除他自己外,誰也不認識; 13 他身披一件染過血的衣服,他的名字叫作:「天主的聖言。」 14 天上的軍隊也乘著白馬,穿著潔白的細麻衣跟隨著他。 15 從他口中射出一把利劍,用來打敗異民;他要用鐵杖統治他們,並踐踏那充滿全能天主忿怒的榨酒池。 16 在衣服上,即在蓋他大腿的衣服上寫著「萬王之王,萬主之主」的名號。

5Chinese Union Version
11 我觀看、見天開了.有一匹白馬.騎在馬上的、稱為誠信真實.他審判爭戰都按著公義。 12 他的眼睛如火焰、他頭上戴著許多冠冕.又有寫著的名字、除了他自己沒有人知道。 13 他穿著濺了血的衣服.他的名稱為 神之道。 14 在天上的眾軍、騎著白馬、穿著細麻衣、又白又潔、跟隨他。 15 有利劍從他口中出來、可以擊殺列國.他必用鐵杖轄管他們.〔轄管原文作牧〕並要踹全能 神烈怒的酒醡。 16 在他衣服和大腿上、有名寫著說、萬王之王、萬主之主。

6Chinese New Version
11 我觀看,見天開了。有一匹白馬,那騎馬的稱為“忠信”和“真實”;他按著公義審判和作戰。 12 他的眼睛好像火燄,頭上戴著許多皇冠,他身上寫著一個名字,這名字除了他自己沒有人認識。 13 他身穿一件浸過血的衣服,他的名字稱為“ 神的道”。 14 天上的眾軍,都騎著白馬,穿著潔白的細麻衣,跟隨著他。 15 有一把利劍從他口中吐出來,他要用這劍擊打列國,他必用鐵杖治理他們;並且還要踹全能 神烈怒的壓酒池。 16 在他的衣服和大腿上,寫著“萬王之王,萬主之主”的名號。

7The original Greek text of Revelation 19:15 states that a sharp sword proceeds from the mouth of the King of Kings. What is this sword? How does a sword come out of someone's mouth? If this is taken literally, then this might be some sort of super power. Taken semi-literally it could be the authority to command a super weapon. If this is taken figuratively, then perhaps this is the power of command to strike nations.

In this light, the translations into Chinese using 口中 (the mouth, or the mouth's centre) might inadvertently have a purpose. If the King of Kings commands something, would it not be wise to be the first to obey? Clearly the one who does not obey, or who is last to obey is going to be cursed (Jeremiah 48:10).

While the Greek text in 19:15 says nothing about China or any specific nation obeying or striking for the King of Kings, there are some events that might be tenuously linked. The sixth bowl of wrath dries the Euphrates to prepare the way for the kings of the east (Revelation 16:12). Isaiah chapter 18 is of an ancient and respected nation bringing gifts to God from the ends of the earth.

8The entire exercise took 79 hours, 45 minutes and 8 seconds run in stages over a week on a 2.5 gigahertz dual core computer. The passage found was discovered on the very first day.

9English reference quotes are from the Revised Standard Version, Thomas Nelson Inc., 1972.

10Some Chinese dictionaries list 著 as 12 strokes, and 都 as 11 strokes. The stroke in question is a dot just above the 曰, and below the 土 which some writers no longer add. Simplification is the natural tendency, but the traditional character had the dot. Two dictionaries having this extra stroke: Chinese-English Dictionary: Cantonese in Yale Romanization Mandarin in Pinyin by Chik Hon Man and Ng Lam Sim Yuk, Chinese University Press 1989, and the Chinese Characters: Their Origin, Etymology, History, Classification And Signification. A Thorough Study From Chinese Documents by Dr. L. Wieger, S.J., Dover Publications, New York, 1965 have these characters listed as 13 and 12 strokes respectively.

11The change in English from I to John ties in with the Lord of Lords' name which is unknown. The spectacular manufactured Chinese version shows he is a created being..

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