Bible Numbers 2.0

Prophecy Of A Vain King

Psalm 2 warns believers not to trust human government. Inevitably, they stand against God and His chosen. And this becomes even more true the closer we get to the end. This is also seen in 1 Samuel 12:3-23. After a great victory over the Ammonites, Israel, and Israel's new king, Saul, are told they are wicked. God confirmed the vanity of human rulers, and the words of this prophecy with thunder and rain. This prophecy is paired with Deuteronomy 18:19-22 where God said He sometimes would give a sign of confirmation.

19 And whoever will not give heed to my words which he shall speak in my name, I myself will require it of him. 20 But the prophet who presumes to speak a word in my name which I have not commanded him to speak, or who speaks in the name of other gods, that same prophet shall die.' 21 And if you say in your heart, `How may we know the word which the LORD has not spoken?' -- 22 when a prophet speaks in the name of the LORD, if the word does not come to pass or come true, that is a word which the LORD has not spoken; the prophet has spoken it presumptuously, you need not be afraid of him. (Deuteronomy 18:19-22)¹

God Himself protects the words He gave to a prophet. Anyone refusing to listen to the prophet has to answer to God. But God also understands people can have doubts as to the veracity of a prophecy. The mark of God’s word is that it comes to pass.

These verses have 66 words, 240 letters and a numeric total of 14279. None of these numbers are multiples of 7 or 13.

3 Here I am; testify against me before the LORD and before his anointed. Whose ox have I taken? Or whose ass have I taken? Or whom have I defrauded? Whom have I oppressed? Or from whose hand have I taken a bribe to blind my eyes with it? Testify against me and I will restore it to you." 4 They said, "You have not defrauded us or oppressed us or taken anything from any man's hand." 5 And he said to them, "The LORD is witness against you, and his anointed is witness this day, that you have not found anything in my hand." And they said, "He is witness." 6 And Samuel said to the people, "The LORD is witness, who appointed Moses and Aaron and brought your fathers up out of the land of Egypt. 7 Now therefore stand still, that I may plead with you before the LORD concerning all the saving deeds of the LORD which he performed for you and for your fathers. 8 When Jacob went into Egypt and the Egyptians oppressed them, then your fathers cried to the LORD and the LORD sent Moses and Aaron, who brought forth your fathers out of Egypt, and made them dwell in this place. 9 But they forgot the LORD their God; and he sold them into the hand of Sisera, commander of the army of Jabin king of Hazor, and into the hand of the Philistines, and into the hand of the king of Moab; and they fought against them. 10 And they cried to the LORD, and said, `We have sinned, because we have forsaken the LORD, and have served the Baals and the Ashtaroth; but now deliver us out of the hand of our enemies, and we will serve thee.' 11 And the LORD sent Jerubbaal and Barak, and Jephthah, and Samuel, and delivered you out of the hand of your enemies on every side; and you dwelt in safety. 12 And when you saw that Nahash the king of the Ammonites came against you, you said to me, `No, but a king shall reign over us,' when the LORD your God was your king. 13 And now behold the king whom you have chosen, for whom you have asked; behold, the LORD has set a king over you. 14 If you will fear the LORD and serve him and hearken to his voice and not rebel against the commandment of the LORD, and if both you and the king who reigns over you will follow the LORD your God, it will be well; 15 but if you will not hearken to the voice of the LORD, but rebel against the commandment of the LORD, then the hand of the LORD will be against you and your king. 16 Now therefore stand still and see this great thing, which the LORD will do before your eyes. 17 Is it not wheat harvest today? I will call upon the LORD, that he may send thunder and rain; and you shall know and see that your wickedness is great, which you have done in the sight of the LORD, in asking for yourselves a king." 18 So Samuel called upon the LORD, and the LORD sent thunder and rain that day; and all the people greatly feared the LORD and Samuel. 19 And all the people said to Samuel, "Pray for your servants to the LORD your God, that we may not die; for we have added to all our sins this evil, to ask for ourselves a king." 20 And Samuel said to the people, "Fear not; you have done all this evil, yet do not turn aside from following the LORD, but serve the LORD with all your heart; 21 and do not turn aside after vain things which cannot profit or save, for they are vain. 22 For the LORD will not cast away his people, for his great name's sake, because it has pleased the LORD to make you a people for himself. 23 Moreover as for me, far be it from me that I should sin against the LORD by ceasing to pray for you; and I will instruct you in the good and the right way. (1 Samuel 12:3-23)

Samuel had a spotless reputation, and he made certain Israel knew God’s unfailing spotless reputation. He pointed out how they had worsened the situation with a king. Both the people and the king had to continue following God’s laws. With a king, now it was possible for one man to ruin the nation.

Samuel said it was great wickedness in demanding a king. People would fight over a king just like they fought over everything else. Influencing the king was one way to capture an entire nation. Samuel had told them a king would take the best for himself, but the people refused to listen. God would not hear them when they cried out against their own king. (1 Samuel 8:11-18)

Samuel told them a king was vain and would not profit or save. (Verse 21)

This section has 369 words, 1410 letters, and a numeric total of 89643. Once again neither of these numbers are multiples of 7 and or 13.

Put the confirmation sign of a prophet (Deuteronomy 18:19-22) together with the prophecy (1 Samuel 12:3-23) and everything changes.

Primary Features

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

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

A.1Numeric total: 103922 = 2 x 7 x 13 x 571. (See feature 1.)

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

B.3Every other word (odd): 52913 = 7 x 7559. (See feature 2.3.1.)

B.3.2Every other word (even): 51009 = 3 x 7² x 347. (See feature 2.3.2.)

B.4Every other letter (odd): 47943 = 3² x 7 x 761. (See feature 6.3.)

B.4.2Every other letter (even): 55979 = 7 x 11 x 727. (See feature 6.3.2.)

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

C.2First and last verses: 6383 = 13 x 491. (See feature 1.1.)

C.3.2First and last letter of each word: 46480 = 2⁴ x 5 x 7 x 83. (See feature 3.1.)

Alpha (The first) Add up the first item.

D.3.3First letter of each word: 14252 = 2² x 7 x 509. (See feature 4.1.)

Omega (The last) Add up the last item.

E.3.3Last letter of each word: 32228 = 2² x 7 x 1151. (See feature 5.1.)

The Verses

List of verses:
3352 5047 2275 3605 7292 3041 2108 5293 5352 5602 4014 4614 4826 2890 3911 6399 3280 3053 5488 3751 3901 5937 2712 3148 3031

1Total of the combined verses: 103922 = 2 x 7 x 13 x 571.

1.1The first and last verses: 6383 = 13 x 491. SF: 504 = 2³ x 3² x 7.

1.2The 5th and 21st verses, which are the 5th and 5th last verses, together form a multiple of 7. This is also true with the 12th and 14th verses.

Nth verse:   5     12
Value:      7292  4614
Nth last:   21    14
Value:      3901  2890
Sum:        11193 7504

Sum of the Nth and Nth last positions: 52 = 2² x 13.

1.3There are 5 pairs of verses, Nth and Nth last that together are multiples of 13.

Nth verse:  1    4    5     8    9
Value:      3352 3605 7292  5293 5352
Nth last:   25   22   21    18   17
Value:      3031 5937 3901  3053 3280
Sum:        6383 9542 11193 8346 8632

Sum of the Nth and Nth last positions: 130 = 2 x 5 x 13.

1.4The 4th to 9th verses form Group A. The 4th verse from the end to the 9th verse from the end form Group B. Both groups together and individually are multiples of 7.

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
25   24   23   22   21   20   19   18   17   16   15   14   13   12   11   10   9    8    7    6    5    4    3    2    1
3352 5047 2275 3605 7292 3041 2108 5293 5352 5602 4014 4614 4826 2890 3911 6399 3280 3053 5488 3751 3901 5937 2712 3148 3031
               |<---------Group A--------->|                                    |<---------Group B--------->|

1.4.1Total of both groups (A + B): 52101 = 3² x 7 x 827. SF: 840 = 2³ x 3 x 5 x 7. SF: 21 = 3 x 7.

1.4.2Group A: 26691 = 3 x 7 x 31 x 41.

1.4.3Group B: 25410 = 2 x 3 x 5 x 7 x 11² SF: 39 = 3 x 13.

1.4.4Providentially, the positions of these groups, from the 4th verse to the 9th: 4 + 9 = 13.

1.5.1Gather odd valued verses together, and even valued verses together.

1.5.1.112 verses are odd valued:

2    3    4    6    8    15   16   18   20   21   22   25
5047 2275 3605 3041 5293 3911 6399 3053 3751 3901 5937 3031

Total of the verses: 49244 = 2² x 13 x 947.

1.5.1.2Thirteen verses are even valued:

1    5    7    9    10   11   12   13   14   17   19   23   24
3352 7292 2108 5352 5602 4014 4614 4826 2890 3280 5488 2712 3148

Total of the verses: 54678 = 2 x 3 x 13 x 701.

1.5.2Further subdivide the verses also by their odd or even valued positions.

Odd position & odd valued:
3    15   21   25
2275 3911 3901 3031
Total: 13118.

Odd position & even valued:
1    5    7    9    11   13   17   19   23
3352 7292 2108 5352 4014 4826 3280 5488 2712
Total: 38424.

Even position & odd valued:
2    4    6    8    16   18   20   22
5047 3605 3041 5293 6399 3053 3751 5937
Total: 36126.

Even position & even valued:
10   12   14   24
5602 4614 2890 3148
Total: 16254.

1.5.2.1The verses that are purely odd (position and value) plus those that are purely even (position and value): 13118 + 16254 = 29372 = 2² x 7 x 1049.

1.5.2.1.1The verses that are purely odd: 13118 = 2 x 7 x 937.

1.5.2.1.2The verses that are purely even: 16254 = 2 x 3³ x 7 x 43.

1.5.2.3The verses that are from the two mixed categories (in position and value) only stand together: 38424 + 36126 = 74550 = 2 x 3 x 5² x 7 x 71.

It is interesting how the two categories that are purely odd/even can stand together or alone, while the two mixed categories (because they are not pure) have to stand together.

1.5.2.4The difference between what is pure and what is mixed reveals an extra 7: 45178 = 2 x 7² x 461.

1.6Only two verses have totals that are prime numbers.

Verse position: 6    15
Verse total:    3041 3911

Providentially, these two verses are uniquely positioned in the passage: 21 = 3 x 7.

1.6.1All the verses up to and including the sixth verse: 24612 = 2² x 3 x 7 x 293.

1.6.2All the verses from the 15th verse to the end: 44611 = 7 x 6373.

1.6.3These two prime numbers sandwich eight other verses.

2108 5293 5352 5602 4014 4614 4826 2890

Total of the eight verses: 34699 = 7 x 4957.

1.7Only the third verse is divisible by 7 and 13. This means all the other verses that are not divisible by 7 and 13 together would also be divisible by 7 and 13: 101647 = 7 x 13 x 1117.

At first this doesn't seem like much of a feature because the entire passage is a multiple of 7 and 13. Taking out the one verse that is divisible by 91 naturally leaves the same multiple. But it just had to be the third verse, and not one of the other verses.

1 2 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 24 25

The sum of the positions of the remaining verses: 322 = 2 x 7 x 23.

1.8As Revelation 1:8 states is, was, and is to come with the middle (present) extracted from between the past and future, so we look at the middle N verses.

1.8.1The middle 7 verses: 32256 = 2⁹ x 3² x 7.

1.8.2The middle 19 verses: 84357 = 3² x 7 x 13 x 103.

1.8.3Providentially, N = 7 and N = 19 are the only two with results, because 7 + 19 = 26 (2 x 13).

1.8.4The middle 7 reside within the middle 19. They can be subtracted from the middle 19 to reveal three levels of factors: 52101 = 3² x 7 x 827. SF: 840 = 2³ x 3 x 5 x 7. SF: 21 = 3 x 7.

1.9Add up the verses one by one keeping track of the growing total.

1.9.1These are the verses with odd valued accumulated totals.

a) b)   c)       a) b)   c)
2  5047 8399     13 4826 56421    a) Verse position.
4  3605 14279    14 2890 59311
5  7292 21571    16 6399 69621    b) Verse total.
8  5293 32013    17 3280 72901
9  5352 37365    20 3751 85193    c) Accumulated total.
10 5602 42967    22 5937 95031
11 4014 46981    23 2712 97743
12 4614 51595    24 3148 100891

Total of the verses (b): 73762 = 2 x 13 x 2837.

1.9.2These are the verses with even valued accumulated totals.

a) b)   c)
1  3352 3352
3  2275 10674    a) Verse position.
6  3041 24612
7  2108 26720    b) Verse total.
15 3911 63222
18 3053 75954    c) Accumulated total.
19 5488 81442
21 3901 89094
25 3031 103922

Total of the verses (b): 30160 = 2⁴ x 5 x 13 x 29.

1.9.3The difference reveals an extra factor of 13: 43602 = 2 x 3 x 13² x 43.

1.9.4Four of the accumulated totals are divisible by 7.

Position  Total   Accumulated
                     Total 
6         3041       24612             
14        2890       59311             
24        3148      100891            
25        3031      103922            

Sum of the totals: 12110 = 2 x 5 x 7 x 173.

1.10To see a few more complementary opposites following the principles described in Revelation 1:8, load the 25 verses into a 5 x 5 square. The square is loaded from left to right, row by row. This is the only arrangement.

1.10.1The outside or perimeter of the square: 67018 = 2 x 7 x 4787.

1.10.2The inside of the square: 36904 = 2³ x 7 x 659. SF: 672 = 2⁵ x 3 x 7.

1.10.3The four corners define the square: 17576 = 2³ x 13³.

1.10.4The first and last rows: 40300 = 2² x 5² x 13 x 31.

The Words

2.3.1Odd positioned words: 52913 = 7 x 7559. SF: 7566 = 2 x 3 x 13 x 97.

2.3.1.1Last half of 109 from 2.3.1: 26614 = 2 x 7 x 1901.

2.3.1.2First half of 109 from 2.3.1: 26299 = 7 x 13 x 17²

2.3.2Even positioned words: 51009 = 3 x 7² x 347. SF: 364 = 2² x 7 x 13.

2.3.3Odd positioned groups of 5 from 2.3: 49894 = 2 x 13 x 19 x 101.

2.3.3.1Odd positioned groups of 11 from 2.3.3: 25740 = 2² x 3² x 5 x 11 x 13. SF: 39 = 3 x 13.

2.3.3.2Even positioned groups of 11 from 2.3.3: 24154 = 2 x 13 x 929.

2.3.4Even positioned groups of 5 from 2.3: 54028 = 2² x 13 x 1039.

2.4Beginning with the first word and taking every Nth word after, the following values of N produce totals divisible by 7:

2 14 27 33 38 57 61 64 65 71 73 79 80 83 84 85 90 112 114 115 118 120 122 137 186 189 190 213 216 217

Total of the N values: 3055 = 5 x 13 x 47. SF: 65 = 5 x 13.

2.5Divide the words into two groups depending on the odd or even value of the first digit.

2.5.1Total of words with an odd valued first digit: 49511 = 7 x 11 x 643.

2.5.1.1From 2.5.1, words with an odd valued first digit, the total of all those in odd positions: 22393 = 7² x 457.

2.5.1.2From 2.5.1, words with an odd valued first digit, the total of all those in even positions: 27118 = 2 x 7 x 13 x 149.

2.5.1.3The difference between 2.5.1.1 and 2.5.1.2: 4725 = 3³ x 5² x 7. SF: 26 = 2 x 13.

2.5.2Total of words with an even valued first digit: 54411 = 3 x 7 x 2591. (It is a one in 100 chance both numbers end with 11.)

2.5.2.1From 2.5.2, words with an even valued first digit, the total of all those in odd positions: 30520 = 2³ x 5 x 7 x 109.

2.5.2.2From 2.5.2, words with an even valued first digit, the total of all those in even positions: 23891 = 7 x 3413.

2.5.3The difference between words with an odd (2.5.1) or even (2.5.2) valued first digit is an amazing number: 4900 = 2² x 5² x 7². SF: 28 = 2² x 7.

2.6111 words are prime numbers. The 111 is illustrative of the same one God who is, was and is to come.

a) 4   6   17  21  23  33  35  39  40  42   50  52  53  54  56  58
b) 31  31  31  401 31  17  641 401 211 31   37  211 37  19  211 31

a) 64  74  84  91  96  97  99  101 104 106  113 114 116 117 120 122
b) 31  401 401 157 263 31  37  37  311 257  61  17  31  571 257 257

a) 124 129 135 137 141 142 145 151 153 154  155 158 159 160 164 169
b) 31  401 401 331 401 461 401 461 479 521  3   199 479 31  401 401

a) 174 176 182 193 194 196 200 203 204 206  208 210 214 223 225 228
b) 17  401 331 199 31  257 401 401 157 1381 191 79  401 461 83  19

a) 229 235 237 239 259 260 261 267 269 272  273 283 284 289 297 301
b) 613 3   653 31  41  617 401 37  401 461  43  47  31  401 43  401

a) 302 304 311 312 314 328 331 333 340 341  345 349 352 357 360 371
b) 211 17  67  61  31  367 317 31  17  227  401 263 31  31  37  257

a) 373 375 376 379 384 389 393 399 401 407  410 419 422 424 432
b) 31  31  617 401 31  401 37  31  37  31   401 461 43  83  461

a) Word position.
b) Word value that is a prime number.

The sum of the prime numbers is another prime number (b): 25391. The sum of the positions of these prime numbers (a): 23401 = 7 x 3343.

2.6.2The remaining 324 words are not prime numbers. Providentially, the sum of their positions is 71429, a prime number. The sum of these words is 78531 (3 x 26177). While this is not divisible by 7 or 13, the sum of the factors is a multiple of 7: 26180 = 2² x 5 x 7 x 11 x 17.

2.7Words with the value 26 occur the most in the passage with 34 appearances. The total of the positions of these words: 7847 = 7 x 19 x 59.

2.7.2Only two words have the value of 3 for a total in the passage of 6. This is the lowest total value. Twenty-two words have a value of 401 for a total in the passage of 8822. This is the highest total value. These two word values for a complementary pair of opposites. Oddly enough, the total of the positions for word value 3 is 390 (2 x 3 x 5 x 13), and the total of the positions for word value 401 is 4537 (13 x 349). The positions of the pair: 4927 = 13 x 379. SF: 392 = 2³ x 7².

2.8Divide the 435 words into groups of 29 and add up each group. Put all odd valued groups together, and all even valued groups together.

2.8.1Odd valued groups of 29: 70490 = 2 x 5 x 7 x 19 x 53.

2.8.2Even valued groups of 29: 33432 = 2³ x 3 x 7 x 199.

2.9Divide the 435 words into groups of 87 and add up each group. Put all odd valued groups together, and all even valued groups together.

2.9.1Odd valued groups of 87: 38688 = 2⁵ x 3 x 13 x 31.

2.9.2Even valued groups of 87: 65234 = 2 x 13² x 193. SF: 221 = 13 x 17.

2.9.3The difference between 2.9.1 and 2.9.2: 26546 = 2 x 13 x 1021. SF: 1036 = 2² x 7 x 37.

2.10As there is God and Jesus at the beginning of our world (John 1:1), and as 7 and 13 are both associated with God, multiples of both numbers could be applied at the same time.

2.10.1Alternating groups of 28 and 117 words.

2.10.1.1Groups of 28: 22281 = 3 x 7 x 1061. SF: 1071 = 3² x 7 x 17.

2.10.1.2Groups of 117: 81641 = 7 x 107 x 109.

2.10.2Alternating groups of 35 and 52 words.

2.10.2.1Groups of 35: 40866 = 2 x 3 x 7² x 139.

2.10.2.2Groups of 52: 63056 = 2⁴ x 7 x 563.

2.10.3Alternating groups of 52 and 35 words.

2.10.3.1Groups of 52: 61782 = 2 x 3 x 7 x 1471.

2.10.3.2Groups of 35: 42140 = 2² x 5 x 7² x 43.

2.10.4Alternating groups of 35 and 65 words.

2.10.4.1Groups of 35: 41301 = 3² x 13 x 353.

2.10.4.2Groups of 65: 62621 = 13 x 4817. SF: 4830 = 2 x 3 x 5 x 7 x 23.

First And Last

3Revelation 1:8 tells us God is Alpha and Omega. The first and last letters of each word are examined together.

3.1Total of the first and last letters of each word: 46480 = 2⁴ x 5 x 7 x 83.

3.2The letter values of God’s name in Hebrew (10-5-6-5) are applied 13 times to count through the passage. (This does not cover the entire passage.)

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 67 73 78  88 93 99 104 114 119 125
c) 12 6  401 206 22 201 6  205 10 15 46 206 50 8  7  301 10  45  45

a) 5   10  5   6   5   10  5   6   5   10  5   6   5   10  5   6   5
b) 130 140 145 151 156 166 171 177 182 192 197 203 208 218 223 229 234
c) 45  11  401 41  12  406 80  15  61  42  14  401 11  406 41  12  120

a) 10  5   6   5   10  5   6   5   10  5   6   5   10  5   6   5
b) 244 249 255 260 270 275 281 286 296 301 307 312 322 327 333 338
c) 11  25  100 406 90  46  15  32  46  401 75  45  240 15  31  206

a) Letter from the Name.
b) Count.
c) Sum of the first and last letter found.

Total: 5705 = 5 x 7 x 163. SF: 175 = 5² x 7. (Sixty-three sub-features can be found for the results on line C.)

3.3Exactly 7 pairs of the totals of the first and last letters can be found, Nth and Nth last in the list that together and individually are multiples of 7.

a) Nth in list: 9 53 95 101 205 210 216
b) Value:       210 7 70 7 406 7 406
c) Nth Last:    427 383 341 335 231 226 220
d) Value:       35 21 7 56 350 42 406
e) Sum:         245 28 77 63 756 49 812

The sum of the positions (a + c): 3052 = 2² x 7 x 109. The total of the Nth positions (a): 889 = 7 x 127. The total of the Nth last positions (c): 2163 = 3 x 7 x 103.

3.4Precisely 14 pairs of the first and last letters can be found, that are Nth and Nth last in the list, that together are multiples of 13.

a) Nth in list: 31 54 65 71 78 80 86 99 100 105 112 144 145 202
b) Value:       406 11 600 15 206 40 210 7 206 45 46 15 401 10
c) Nth Last:    405 382 371 365 358 356 350 337 336 331 324 292 291 234
d) Value:       10 405 206 50 15 90 50 500 15 7 201 11 15 120
e) Sum:         416 416 806 65 221 130 260 507 221 52 247 26 416 130

The sum of the positions (a + c): 6104 = 2³ x 7 x 109. The total of the Nth positions (a): 1372 = 2² x 7³ The total of the Nth last positions (c): 4732 = 2² x 7 x 13².

3.5Beginning with the first total in feature 3 and taking every Nth after, the following values of N produce totals divisible by 13.

3 39 44 46 47 48 68 85 88 104 113 129 187 192 207

Total of the N values: 1400 = 2³ x 5² x 7. (Providentially the first and last where this happens is N=3 and N=207. First and last together would be 210 = 2 x 3 x 5 x 7.)

3.5.2Taking every Nth from the list in feature 3, the following values of N produce multiples of 13.

13 17 19 20 30 83 99 137 152 159 171 179 188 202

Total of the N values: 1469 = 13 x 113. SF: 126 = 2 x 3² x 7.

3.6Only 100 of the totals in feature 3 are prime numbers.

a) 1   4   6   11  21  23  29  30  39  42  50  53  54  58  64  74
b) 11  31  31  11  401 31  41  41  401 31  7   7   11  31  31  401

a) 84  97  99  101 107 116 124 129 135 136 139 140 141 142 145 151
b) 401 31  7   7   41  31  31  401 401 41  11  11  11  41  401 41

a) 153 155 159 160 164 169 170 176 178 180 182 194 200 203 207 208
b) 41  3   41  31  401 401 41  401 41  41  61  31  401 401 11  11

a) 210 214 223 225 235 239 244 245 247 254 259 261 264 267 269 273
b) 7   401 41  41  3   31  11  41  11  11  41  401 7   7   401 43

a) 274 282 284 289 292 297 299 301 313 314 331 333 341 345 352 357
b) 41  41  31  401 11  43  11  401 2   31  7   31  7   401 31  31

a) 373 375 377 379 384 389 393 396 397 399 401 407 410 419 422 423
b) 31  31  41  401 31  401 7   11  11  31  7   31  401 41  43  11

a) 424 426 432 435  (Word position.)
b) 13  41  41  11   (Total of the first and last letters.)

Total of the primes (b): 10439 = 11 x 13 x 73.

3.6.1Note how the first and last prime numbers in feature 3.6 are both the number 11. Take every other from the list (odd positioned in 3.6): 4565 = 5 x 11 x 83. SF: 99 = 3 x 3 x 11. The remainder (even positioned in 3.6): 5874 = 2 x 3 x 11 x 89. (The difference: 1309 = 7 x 11 x 17. SF: 35 = 5 x 7.)

3.6.2Rather than taking the odd positioned prime numbers from the list, take those that are in odd positioned words of the passage.

a) 151 153 155 159 169 203 207 223 225 235 239 245 247 259 261 267
b) 41  41  3   41  401 401 11  41  41  3   31  41  11  41  401 7

a) 269 273 289 297 299 301 313 331 333 341 345 357 373 375 377 379
b) 401 43  401 43  11  401 2   7   31  7   401 31  31  31  41  401

a) 389 393 397 399 401 407 419 423 435  (Word position.)
b) 401 7   11  31  7   31  41  11  11   (First & last total.)

Total of the prime numbers (b): 6604 = 2² x 13 x 127.

3.6.3These are the remaining prime numbers in even word positions of the passage.

a) 4   6   30  42  50  54  58  64  74  84  116 124 136 140 142 160
b) 31  31  41  31  7   11  31  31  401 401 31  31  41  11  41  31

a) 164 170 176 178 180 182 194 200 208 210 214 244 254 264 274 282
b) 401 41  401 41  41  61  31  401 11  7   401 11  11  7   41  41

a) 284 292 314 352 384 396 410 422 424 426 432 (Word position.)
b) 31  11  31  31  31  11  401 43  13  41  41  (First & last total.)

Total of the prime numbers (b): 3835 = 5 x 13 x 59. SF: 77 = 7 x 11. (Total of the word positions: 8814 = 2 x 3 x 13 x 113.) It would appear the prime numbers for the first and last letters are strategically positioned.

3.7Seventy-one of the totals in feature 3 are multiples of 7:

a) 131 147 152 162 166 173 184 190 192 197 205 210 212 216 218 220 226
b) 406 490 406 14  406 42  91  42  42  14  406 7   14  406 406 406 42

a) 231 251 260 264 267 268 285 293 295 303 308 316 329 331 335 339 341
b) 350 42  406 7   7   406 406 14  42  35  70  56  70  7   56  42  7

a) 347 354 359 366 376 383 385 392 393 394 401 404 414 416 421 427 428
b) 406 35  21  14  406 21  406 70  7   406 7   406 35  35  70  35  70

The total of these multiples of 7 produces an extra factor of 7: 10682 = 2 x 7² x 109.

3.8Exactly 26 (2 x 13) of the totals in feature 3 divide the rest of the list into what is between and what is not between their Nth and Nth last occurrences.

3.8.1From the table above, the sum of the numbers in the first column:

11 11 11 201 201 12 46 230 401 401 206 41 41 406 406 205 10 15 7 7 40 430 44 45 75 60

Total: 3563 = 7 x 509.

3.8.1.1Odd valued numbers from 3.8.1:

11 11 11 201 201 401 401 41 41 205 15 7 7 45 75

Total: 1673 = 7 x 239.

3.8.1.2Even valued numbers from 3.8.1:

12 46 230 206 406 406 10 40 430 44 60

Total: 1890 = 2 x 3³ x 5 x 7.

3.8.1.3.1Odd positioned groups of 2 from 3.8.1:

11 11 201 12 401 401 41 406 10 15 40 430 75 60

Total: 2114 = 2 x 7 x 151.

3.8.1.3.1.1Last half of 7 from 3.8.1.3.1:

406 10 15 40 430 75 60

Total: 1036 = 2² x 7 x 37.

3.8.1.3.1.2First half of 7 from 3.8.1.3.1:

11 11 201 12 401 401 41

Total: 1078 = 2 x 7² x 11.

3.8.1.3.2Even positioned groups of 2 from 3.8.1:

11 201 46 230 206 41 406 205 7 7 44 45

Total: 1449 = 3² x 7 x 23.

3.8.1.3.2.1Last half of 6 from 3.8.1.3.2:

406 205 7 7 44 45

Total: 714 = 2 x 3 x 7 x 17.

3.8.1.3.2.1.1Odd positioned groups of 2 from 3.8.1.3.2.1:

406 205 44 45

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

3.8.1.3.2.1.2Even positioned groups of 2 from 3.8.1.3.2.1:

7 7

Total: 14 = 2 x 7.

3.8.1.3.2.1.2.1     Last half of 1 from 3.8.1.3.2.1.2:

7

Total: 7.

3.8.1.3.2.1.2.2     First half of 1 from 3.8.1.3.2.1.2:

7

Total: 7.

3.8.1.3.2.2First half of 6 from 3.8.1.3.2:

11 201 46 230 206 41

Total: 735 = 3 x 5 x 7².

3.8.1.3.3Last half of 13 from 3.8.1.3:

406 406 205 10 15 7 7 40 430 44 45 75 60

Total: 1750 = 2 x 5³ x 7.

3.8.1.3.4First half of 13 from 3.8.1.3:

11 11 11 201 201 12 46 230 401 401 206 41 41

Total: 1813 = 7² x 37.

3.8.1.3.4.1Odd positioned groups of 1 from 3.8.1.3.4:

11 11 201 46 401 206 41

Total: 917 = 7 x 131.

3.8.1.3.4.2Even positioned groups of 1 from 3.8.1.3.4:

11 201 12 230 401 41

Total: 896 = 2⁷ x 7. SF: 21 = 3 x 7.

3.8.1.3.4.2.1Last half of 3 from 3.8.1.3.4.2:

230 401 41

Total: 672 = 2⁵ x 3 x 7.

3.8.1.3.4.2.2First half of 3 from 3.8.1.3.4.2:

11 201 12

Total: 224 = 2⁵ x 7.

3.8.2From the table above, the sum of the numbers in the second column:

2 5 7 1 6 10 7 1 7 10 4 5 7 6 8 3 9 13 2 5 2 1 2 2 2 3

Total: 130 = 2 x 5 x 13.

3.8.2.1Odd positioned from the list in 3.8.2:

2 7 6 7 7 4 7 8 9 2 2 2 2 

Total: 65 = 5 x 13.

3.8.2.2Even positioned from the list in 3.8.2:

5 1 10 1 10 5 6 3 13 5 1 2 3 

Total: 65 = 5 x 13.

3.8.3Only four of the values from the first column are multiples of 7:

Column 1: 406 406 7 7
Column 2: 6   8   2 5

Providentially, the sum of their Nths in column 2 total 21 (3 x 7).

3.8.4Only three of the values in the first column have their value in the second column equalling 1. These are the only values where their first and last occurrences divide the rest of the list.

201 230 430

The total of these three: 861 = 3 x 7 x 41.

3.8.5From the list in the table of feature 3.8, six numbers appeared more than once.

Number:      7  11  41  201  401  406
Occurrences: 2  3   2   2    2    2

The total of the occurrences: 13.

3.8.6Thirteen of the numbers appeared only once (10 12 15 40 44 45 46 60 75 205 206 230 430) but there is no other feature.

3.8.7If the numbers in the first column are taken only once, the result is a multiple of 7:

11 201 12 46 230 401 206 41 406 205 10 15 7 40 430 44 45 75 60

Total: 2485 = 5 x 7 x 71.

3.8.7.1The total of the positions of all the numbers in 3.8.7 as they are in the list of feature 3: 52297 = 7 x 31 x 241.

3.8.7.2The first and second columns of the table are duplicated below, along with the actual positions in feature 3 of the Nth and Nth last occurrences.

a) Column 1:          11  11  11  201 201 12  46  230 401 401 206
b) Column 2 (Nth):    2   5   7   1   6   10  7   1   7   10  4
c) Nth position:      11  140 207 3   45  191 263 18  145 176 106
d) Nth last position: 423 299 254 398 252 193 265 25  269 203 196

a) 41  41  406 406 205 10  15  7   7   40  430 44  45  75  60
b) 5   7   6   8   3   9   13  2   5   2   1   2   2   2   3
c) 142 153 205 218 56  174 177 53  210 80  102 209 113 150 241
d) 282 259 285 260 302 186 291 393 267 238 418 224 351 298 368

Chart explanation: The first entry for Column 1 is the number 11. This number occurs several times in feature 3. Its Nth occurrence (Column 2) value is 2. This means the second and second last occurrences of the number 11 successfully divide the entire list in feature 3 into what is between and what is not between these two occurrences. The actual positions in feature 3 of the second and second last occurrances of the number 11 are 11 (Nth position) and 423 (Nth last position).

3.8.7.2.1The total of line C: 3588 = 2² x 3 x 13 x 23.

3.8.7.2.2The total of line D: 7199 = 23 x 313. This is not divisible by 7 or 13, but the sum of the factors is 336 (2⁴ x 3 x 7).

3.8.7.2.3The total of all the positions would be C + D: 10787 = 7 x 23 x 67.

3.8.8.19 of the numbers in the first column are prime numbers:

Position in table: 1  2  3  9   10  12 13 19 20
Prime number:      11 11 11 401 401 41 41 7  7

Total of the primes: 931 = 7² x 19.

3.8.8.217 of the numbers in the first column are not prime numbers:

Table position: 4   5   6  7  8   11  14  15  16  17 18 21 22  23 24 25 26
Non-prime:      201 201 12 46 230 206 406 406 205 10 15 40 430 44 45 75 60

Total of the non-primes: 2632 = 2³ x 7 x 47.

There are astonishing levels of order built into the first and last letters of each word when the principles from Revelation 1:8 are applied.

4In Revelation 1:8, God says He is the Alpha and the Omega. The first letter of each word is examined on its own.

4.1Total of the first letters: 14252 = 2² x 7 x 509. SF: 520 = 2³ x 5 x 13.

4.239 pairs of the first letters can be found, Nth and Nth last in the list that together are divisible by 7.

a) Nth letter: 10  15  19  20  21  26  30  35  41  53  65  67  74  75
b) Value:      2   5   4   2   1   6   1   400 1   6   400 5   1   300
c) Nth last:   426 421 417 416 415 410 406 401 395 383 371 369 362 361
d) Value:      40  30  10  5   20  1   20  6   20  1   6   30  20  50
e) Sum:        42  35  14  7   21  7   21  406 21  7   406 35  21  350

a) 91  93  100 104 119 122 123 131 136 147 153 154 162 164 168 169 172
b) 6   2   200 1   40  6   300 6   1   90  1   20  6   1   6   1   6
c) 345 343 336 332 317 314 313 305 300 289 283 282 274 272 268 267 264
d) 1   5   10  300 100 1   1   1   6   1   6   1   1   6   400 6   1
e) 7   7   210 301 140 7   301 7   7   91  7   21  7   7   406 7   7

a) 175 184 186 191 205 208 211 214
b) 6   90  6   6   6   5   6   1
c) 261 252 250 245 231 228 225 222
d) 1   1   1   1   50  2   1   6
e) 7   91  7   7   56  7   7   7

Sum of the positions (a + c): 17004 = 2² x 3 x 13 x 109.

4.3Seven pairs of the first letters, Nth and Nth last together are multiples of 13.

a) Nth letter: 94  125 147 163 181 184 196
b) Value:      6   5   90  10  2   90  6
c) Nth last:   342 311 289 273 255 252 240
d) Value:      20  8   1   3   50  1   20
e) Sum:        26  13  91  13  52  91  26

Sum of the positions (a + c): 3052 = 2² x 7 x 109.

4.4492 paired groups of the first letters, positioned Nth and Nth last are together and individually divisible by 7.

a) 1  1   1    1    1    1    1     1     1     1     2   2    2    2
b) 4  24  38   63   87   117  167   169   183   199   22  37   40   109
c) 56 924 2072 3696 6370 8687 11018 11431 12775 13447 490 2009 2072 8022

a) 2    2     2     2     3    3    3     3     3     4    4    4
b) 126  149   166   189   27   72   190   193   203   88   133  176
c) 9352 10101 11004 13013 1029 4991 13083 13174 13587 6685 9590 11893

a) 5   5    5    5    5    5     5     5     5     6   6    6    6
b) 24  38   63   87   117  167   169   183   199   17  33   74   113
c) 868 2016 3640 6314 8631 10962 11375 12719 13391 322 1484 5012 8288

a) 7     8   8    8    8    8    8     9    9    9    9     9     10
b) 156   11  66   78   95   114  205   49   52   116  157   180   83
c) 10598 154 4403 5418 6853 8456 13601 2492 2954 8491 10633 11907 5901

a) 10   10   10   11   11   11   11    11    12   12   12   12   12
b) 124  131  148  96   111  119  173   198   66   78   95   114  205
c) 9051 9408 9912 6741 7882 8603 11263 13139 4249 5264 6699 8302 13447

a) 13  13   14 14   14   14   14   14   14    15  15  15   15   15
b) 19  147  16 41   89   93   139  143  215   26  30  86   110  163
c) 196 9814 70 1792 6433 6587 9485 9555 13909 714 798 6041 7721 10556

a) 15    15    16   17   17   17   17   17   17    18   18   18   19
b) 182   211   121  41   89   93   139  143  215   33   74   113  21
c) 11858 13531 8575 1722 6363 6517 9415 9485 13839 1162 4690 7966 42

a) 19   19    20   21   21    21    22   22    23   23   23   23   23
b) 61   207   147  85   181   201   61   207   37   40   109  126  149
c) 3227 13293 9618 5663 11634 13055 3185 13251 1519 1582 7532 8862 9611

a) 23    23    24   24   24    24    25   25   25   25   25    25
b) 166   189   39   57   179   195   38   63   87   117  167   169
c) 10514 12523 1246 2331 11214 12425 1148 2772 5446 7763 10094 10507

a) 25    25    26   26   26   26   26   26   26    27 27   27   27
b) 183   199   44   73   75   77   159  164  210   30 86   110  163
c) 11851 12523 1561 4039 4410 4487 9807 9856 12817 84 5327 7007 9842

a) 27    27    28   28    28    28    29   29   30   30   31   31   31
b) 182   211   72   190   193   203   68   120  115  151  86   110  163
c) 11144 12817 3962 12054 12145 12558 3584 7784 7511 9492 5243 6923 9758

a) 31    31    32   32   32   32   32    33   33   33    34   34   35
b) 182   211   59   76   81   128  212   92   100  194   74   113  98
c) 11060 12733 2142 4354 4550 8344 12768 5362 5866 11676 3528 6804 5509

a) 35    35    36   36   37   37   37   37   37   37   37    38 38
b) 187   204   105  107  71   82   122  136  140  174  192   40 109
c) 11396 12082 5859 5936 2947 3731 6944 7644 7819 9520 11130 63 6013

a) 38   38   38   38    39   39   39   39   39   39    39    40   40
b) 126  149  166  189   63   87   117  167  169  183   199   57   179
c) 7343 8092 8995 11004 1624 4298 6615 8946 9359 10703 11375 1085 9968

a) 40    41   41   41   41   41    42   42   42   42   42    43   43
b) 195   109  126  149  166  189   89   93   139  143  215   62   64
c) 11179 5950 7280 8029 8932 10941 4641 4795 7693 7763 12117 1155 1491

a) 43   43   44 44 44   45   45   45   45   45   45    46   46    47
b) 106  118  46 48 67   73   75   77   159  164  210   137  202   48
c) 5348 6160 63 77 2002 2478 2849 2926 8246 8295 11256 7091 11018 14

a) 47   48   48   48    49   50  50   50   50   51   51   51    52 52
b) 67   101  141  214   67   52  116  157  180  129  158  197   54 145
c) 1939 4795 7203 11298 1925 462 5999 8141 9415 6853 8141 10633 28 6797

a) 53   53   53   54   54   54    55   56   56   57   57    58   58
b) 116  157  180  138  170  209   145  70   178  127  196   179  195
c) 5537 7679 8953 6678 8323 10689 6769 1771 8834 6209 10122 8883 10094

a) 59   59   59   60   60   60   60    61    62    63  63   63   64
b) 65   160  191  76   81   128  212   213   207   64  106  118  87
c) 1169 7574 9849 2212 2408 6202 10626 10227 10066 336 4193 5005 2674

a) 64   64   64   64   64   65   65   66   66   67   67   67   67   69
b) 117  167  169  183  199  106  118  160  191  78   95   114  205  120
c) 4991 7322 7735 9079 9751 3857 4669 6405 8680 1015 2450 4053 9198 4200

a) 70  70   71   72  72   72   72   72   72   73   73   73   74  74
b) 80  99   178  82  122  136  140  174  192  190  193  203  75  77
c) 819 2338 7063 784 3997 4697 4872 6573 8183 8092 8183 8596 371 448

a) 74   74   74   75   76 76   76   76   77  77   77   78   78   78
b) 159  164  210  113  77 159  164  210  81  128  212  159  164  210
c) 5768 5817 8778 3276 77 5397 5446 8407 196 3990 8414 5320 5369 8330

a) 79   79   79   80  80   80   80   80   80   80   81   82   82   83
b) 95   114  205  84  94   152  154  161  186  216  99   128  212  122
c) 1435 3038 8183 525 1358 5054 5082 5285 7315 8666 1519 3794 8218 3213

a) 83   83   83   83   84   84   84   85  85   85   85   85   85   86
b) 136  140  174  192  124  131  148  94  152  154  161  186  216  181
c) 3913 4088 5789 7399 3150 3507 4011 833 4529 4557 4760 6790 8141 5971

a) 86   87   87   87   87   88   88   88   88   88   89   89   90  90
b) 201  110  163  182  211  117  167  169  183  199  133  176  93  139
c) 7392 1680 4515 5817 7490 2317 4648 5061 6405 7077 2905 5208 154 3052

a) 90   90   91   91   91   91   91   92   92   92   92   93  93   94
b) 143  215  132  150  168  171  184  104  112  142  172  100 194  139
c) 3122 7476 2828 3409 4648 4704 6090 1008 1372 3045 4704 504 6314 2898

a) 94   94   95   95   95   95   95   96   96   97   97   97   97   99
b) 143  215  152  154  161  186  216  114  205  111  119  173  198  187
c) 2968 7322 3696 3724 3927 5957 7308 1603 6748 1141 1862 4522 6398 5887

a) 99   101  102  102  103  103  105 105  105  106 107 109  109  110
b) 204  194  141  214  130  206  112 142  172  107 118 146  208  126
c) 6573 5810 2408 6503 2142 6286 364 2037 3696 77  812 1981 5740 1330

a) 110  110  110  111  111  111  112 112  112  113  113  115  116  117
b) 149  166  189  163  182  211  119 173  198  142  172  205  151  157
c) 2079 2982 4991 2835 4137 5810 721 3381 5257 1673 3332 5145 1981 2142

a) 117  118  118  118  118  120  120  123 123 123  123  124 124  125
b) 180  167  169  183  199  173  198  136 140 174  192  135 175  131
c) 3416 2331 2744 4088 4760 2660 4536 700 875 2576 4186 392 2282 357

a) 125 126 126 127 127  127  128  129  130  130  131  132 133 133  133
b) 148 134 144 149 166  189  196  212  158  197  206  148 150 168  171
c) 861 371 630 749 1652 3661 3913 4424 1288 3780 4144 504 581 1820 1876

a) 133  134  135 136  137 137  137  138  139  139  140 140  141  141
b) 184  176  144 175  140 174  192  202  170  209  143 215  174  192
c) 3262 2303 259 1890 175 1876 3486 3927 1645 4011 70  4424 1701 3311

a) 142  143  144  147  150 150  151  151  151  153 153 153  153  154
b) 214  172  215  208  166 189  168  171  184  154 161 186  216  165
c) 4095 1659 4354 3759 903 2912 1239 1295 2681 28  231 2261 3612 301

a) 154  155 155  155  156  156  156  156  158  159  160 160  161  162
b) 185  161 186  216  177  188  200  217  180  197  164 210  191  186
c) 2247 203 2233 3584 1267 2317 2856 3584 1274 2492 49  3010 2275 2030

a) 162  164  164  165  166  167  168 168  168  169 169  170  170  171
b) 216  182  211  210  185  189  169 183  199  171 184  183  199  209
c) 3381 1302 2975 2961 1946 2009 413 1757 2429 56  1442 1344 2016 2366

a) 172  174  175  178  178  178  180  182  183  184 187  188 189 189
b) 184  198  192  188  200  217  195  201  211  199 216  204 200 217
c) 1386 1876 1610 1050 1589 2317 1211 1421 1673 672 1351 686 539 1267

a) 191 191 194 201 (Start of group. Nth and Nth last.)
b) 193 203 203 217 (End of group. Nth and Nth last.)
c) 91  504 413 728 (Total of both groups.)

Total of the starting and ending positions (a + b): 105728 = 2⁸ x 7 x 59.

4.5Beginning with the first letter in feature 4 and taking every Nth letter after, the following values of N produce totals divisible by 7.

3 4 7 11 30 32 35 36 37 61 64 65 69 76 78 79 98 103 112 126 131 134 141 143 195 208 210

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

4.5.2Taking every Nth letter from feature 4, the following N values produce multiples of 13.

19 33 42 44 51 79 92 103 106 108 109 111 146 175 182

Total of the N values: 1400 = 2³ x 5² x 7.

4.5.3Beginning with the first letter in feature 4, every Nth letter after produces a total divisible by 91.

78

The single N value: 78 = 2 x 3 x 13.

4.6The 435 first letters of each word have over 120 sub-features when they are divided into equal sized groups and alternating groups (odd/even positioned) are added together.

4.7Exactly 126 (2 x 3² x 7) of the first letters are odd valued. The total of their word positions is 26983 (11² x 223). The feature is hidden in the next level of factors: 245 = 5 x 7².

4.7.2309 first letters are even valued. Their total also has no feature, but their positions do: 67847 = 13 x 17 x 307.

4.8Precisely 21 first letters are multiples of 7:

a) 68 83 92 98 108 121 128 150 199 234 236 243 257 279 298 307 325 356
b) 70 70 70 70 70  70  70  70  70  70  70  70  70  70  70  70  70  70

a) 364 378 411  (Word position.)
b) 70  70  70   (First letter.)

The total produces an extra 7: 1470 = 2 x 3 x 5 x 7² (Their positions has a feature in the sum of the factors: 4735 = 5 x 947. SF: 952 = 2³ x 7 x 17.)

4.9Beginning with the first of the list in feature 4 and taking every Nth after where N increases each time by 1, the progressive count reveals a series divisible by 13.

a) 1 2 4  7 11 16 22 29 37 46 56 67 79 92 106 121 137 154 172 191 211
b) 1 2 3  4 5  6  7  8  9  10 11 12 13 14 15  16  17  18  19  20  21
c) 6 5 30 4 1  1  1  1  1  10 5  5  40 70 6   70  40  20  6   6   6

a) 232 254 277 301 326 352 379 407 (Count.)
b) 22  23  24  25  26  27  28  29  (Increasing N.)
c) 40  6   1   1   2   1   1   30  (First letter found.)

Total of first letters found: 416 = 2⁵ x 13.

4.10When the first letters are added up one by one, 32 times the accumulated total will be a multiple of 13.

a) 5    41   50   67   83   87   111  119  146  164  182  184  194
b) 10   1    6    5    70   6    6    40   20   1    60   90   1
c) 52   819  897  1469 2210 2457 3185 3367 4056 4342 4537 4927 5122

a) 205  218  225  244  248  262  265  276  285  296  299  335  345
b) 6    6    1    6    5    10   6    5    400  6    5    6    1
c) 5265 5369 5733 6253 6305 7202 7215 7735 8294 8437 8515 9828 10023

a) 361   375   396   401   406   419   (Word position.)
b) 50    1     1     6     20    1     (First letter.)
c) 10816 11557 12987 13039 13494 13988 (Accumulated total.)

Total of the positions where this occurs (a): 7294 = 2 x 7 x 521. Total of the letters (b): 858 = 2 x 3 x 11 x 13.

4.11Of the first letters, 1 is the lowest letter and 400 is the highest letter. Lowest and highest form a pair of complementary opposites. Letter 1 appeared 82 times as a first letter for a total value of 82. Letter 400 appeared 9 times for a total value of 3600. The total value together: 3682 = 2 x 7 x 263. The total of all their positions in the list of feature 4: 19390 = 2 x 5 x 7 x 277.

4.12Alternating groups of 35 and 65 letters can be extracted from the list of first letters in feature 4.

4.12.1Groups of 35 letters:

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

Total: 4942 = 2 x 7 x 353.

4.12.2Groups of 65 letters:

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

Total: 9310 = 2 x 5 x 7² x 19.

5Now the last letter of each word, Omega, is examined on its own. (Revelation 1:8)

5.1Total of the last letter of each word: 32228 = 2² x 7 x 1151. SF: 1162 = 2 x 7 x 83.

5.2The letter values for the Hebrew name of God (10-5-6-5) are applied seven times to the last letters of each word.

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 67 73 78  88 93 99 104 114 119 125
c) 10 1  400 200 20 200 1  200 6  10 6  200 10 6  1  300 5   5   40

a) 5   10  5   6   5   10  5   6   5   (Value from the Name.)
b) 130 140 145 151 156 166 171 177 182 (Count.)
c) 5   6   400 40  2   400 40  5   1   (Last letter found.)

Total: 2520 = 2³ x 3² x 5 x 7.

5.2.1The letters from the Name are applied 13 times.

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 67 73 78  88 93 99 104 114 119 125
c) 10 1  400 200 20 200 1  200 6  10 6  200 10 6  1  300 5   5   40

a) 5   10  5   6   5   10  5   6   5   10  5   6   5   10  5   6   5
b) 130 140 145 151 156 166 171 177 182 192 197 203 208 218 223 229 234
c) 5   6   400 40  2   400 40  5   1   40  6   400 6   400 40  6   50

a) 10  5   6   5   10  5   6   5   10  5   6   5   10  5   6   5
b) 244 249 255 260 270 275 281 286 296 301 307 312 322 327 333 338
c) 5   20  50  6   10  40  5   30  40  400 5   40  40  5   30  200

a) Value from the Name.
b) Count.
c) Last letter found.

Total of the last letters found: 4394 = 2 x 13³.

5.398 (2 x 7²) of the last letters are odd valued.

a) 1 4 15 23 32 33 37 42 44 47 49 50 51 53 54 55 58 60 63 64 71 97 99
b) 5 1 1  1  1  1  5  1  5  1  5  1  5  1  1  1  1  5  1  1  5  1  1

a) 101 105 109 114 116 119 126 128 130 134 139 141 144 148 150 155 161
b) 1   5   5   5   1   5   5   5   5   5   5   5   5   5   5   1   5

a) 163 165 174 177 182 184 195 201 207 213 235 239 244 247 248 254 256
b) 5   5   5   5   1   1   5   5   5   5   1   1   5   5   5   5   5

a) 262 267 271 281 284 287 291 292 294 298 304 306 307 309 313 315 323
b) 5   1   5   5   1   5   5   5   5   5   5   5   5   1   1   5   5

a) 327 331 334 336 340 341 346 358 367 381 387 390 393 399 401 405 407
b) 5   1   5   5   1   1   5   5   5   5   5   5   1   1   1   5   1

a) 409 417 424 426 427 434 435  (Word position.)
b) 5   5   5   1   5   5   5    (Last letter of word.)

Total of the positions (a): 21125 = 5³ x 13². Total of the odd valued last letters: 350 = 2 x 5² x 7.

5.3.2Total of the even valued last letters: 31878 = 2 x 3² x 7 x 11 x 23. SF: 49 = 7². SF: 14 = 2 x 7.

5.4When the last letters are added one by one, 11 times the accumulated total will be a multiple of 26 (the sum of God’s name in Hebrew).

a) 28   112  180   229   234   264   271   291   406   416   424
b) 40   6    40    6     50    6     5     5     10    30    5
c) 3224 9230 15730 20072 20462 21788 22256 23478 30498 31486 32032

a) Word position.
b) Last letter of word.
c) Accumulated total.

Total of the last letters (b): 203 = 7 x 29.

5.4.2When the last letters are added one by one, 6 times the accumulated total will be a multiple of 91 (7 x 13).

44   287   291   356   416   424    (Word position.)
5    5     5     20    30    5      (Last letter of word.)
4823 23023 23478 27755 31486 32032  (Accumulated total.)

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

5.5As a last letter, 90 appeared the least, only once, while 40 appeared the most at 68 times. The least and most appearances form a pair of complementary opposites. 90 + 40 = 130 (2 x 5 x 13).

Letters Not First Or Last In A Word

Having defined letters as first or last in a word, this creates an opposite category: letters that are not first or last.

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

5.6There are exactly 780 (2² x 3 x 5 x 13) of them.

5.6.2Their numeric total: 57442 = 2 x 7 x 11 x 373.

5.6.3The letters of God’s name in Hebrew (10-5-6-5) are applied 7 times to count through a portion of these letters.

a) 10  5  6  5  10 5  6  5  10 5   6  5   10 5  6  5   10  5   6   5
b) 10  15 21 26 36 41 47 52 62 67  73 78  88 93 99 104 114 119 125 130
c) 300 50 50 10 10 4  8  2  10 300 4  300 6  2  6  10  6   8   40  1

a) 10  5   6   5   10  5   6   5    (Letter from the Name.)
b) 140 145 151 156 166 171 177 182  (Count.)
c) 8   30  10  200 30  1   30  20   (Letter not first/last found.)

Total: 1456 = 2⁴ x 7 x 13. SF: 28 = 2² x 7.

5.6.4The letters of God’s Hebrew name (10-5-6-5) can be applied 30 times to count through these letters.

a) 10  5  6  5  10 5  6  5  10 5   6  5   10 5  6  5   10  5   6   5
b) 10  15 21 26 36 41 47 52 62 67  73 78  88 93 99 104 114 119 125 130
c) 300 50 50 10 10 4  8  2  10 300 4  300 6  2  6  10  6   8   40  1

a) 10  5   6   5   10  5   6   5   10  5   6   5   10  5   6   5   10
b) 140 145 151 156 166 171 177 182 192 197 203 208 218 223 229 234 244
c) 8   30  10  200 30  1   30  20  400 40  40  5   70  20  70  2   6

a) 5   6   5   10  5   6   5   10  5   6   5   10  5   6   5   10  5
b) 249 255 260 270 275 281 286 296 301 307 312 322 327 333 338 348 353
c) 6   2   1   100 20  5   200 40  300 7   5   10  90  400 6   5   9

a) 6   5   10  5   6   5   10  5   6   5   10  5   6   5   10  5   6
b) 359 364 374 379 385 390 400 405 411 416 426 431 437 442 452 457 463
c) 5   2   70  50  50  300 80  1   10  2   30  10  30  50  20  30  1

a) 5   10  5   6   5   10  5   6   5   10  5   6   5   10  5   6   5
b) 468 478 483 489 494 504 509 515 520 530 535 541 546 556 561 567 572
c) 400 5   400 100 5   30  5   1   6   10  2   400 200 6   10  9   200

a) 10  5   6   5   10  5   6   5   10  5   6   5   10  5   6   5   10
b) 582 587 593 598 608 613 619 624 634 639 645 650 660 665 671 676 686
c) 70  20  70  300 1   5   6   200 1   6   2   30  1   300 40  10  1

a) 5   6   5   10  5   6   5   10  5   6   5   10  5   6   5
b) 691 697 702 712 717 723 728 738 743 749 754 764 769 775 780
c) 8   4   2   5   30  40  70  5   400 10  5   20  400 6   200

a) Letter from the Name.
b) Count.
c) Letter that is not first or last found.

Total: 8113 = 7 x 19 x 61.

5.6.556 (2³ x 7. SF: 13) pairs of these letters, Nth and Nth last from the list in feature 5.6 together are multiples of 7.

a) Nth letter: 7   15  19  20  30  31  39  47  51  59  65  72  79  97
b) Value:      40  50  70  40  300 40  1   8   50  30  4   300 5   7
c) Nth last:   774 766 762 761 751 750 742 734 730 722 716 709 702 684
d) Value:      9   6   70  30  8   30  6   6   6   5   10  8   2   70
e) Sum:        49  56  140 70  308 70  7   14  56  35  14  308 7   77

a) 99  104 108 113 114 120 127 144 152 160 161 171 179 182 191 192 198
b) 6   10  50  5   6   6   100 70  20  50  30  1   5   20  1   400 10
c) 682 677 673 668 667 661 654 637 629 621 620 610 602 599 590 589 583
d) 400 200 6   30  50  400 40  70  1   6   5   6   30  1   300 300 200
e) 406 210 56  35  56  406 140 140 21  56  35  7   35  21  301 700 210

a) 204 205 214 215 216 224 240 250 276 280 282 283 297 299 311 313 317
b) 40  6   5   200 1   1   20  300 5   30  6   300 90  10  8   6   5
c) 577 576 567 566 565 557 541 531 505 501 499 498 484 482 470 468 464
d) 30  400 9   10  90  300 400 400 30  40  400 400 400 4   6   400 30
e) 70  406 14  210 91  301 420 700 35  70  406 700 490 14  14  406 35

a) 320 327 337 353 373 376 378 383
b) 20  90  30  9   6   90  30  10
c) 461 454 444 428 408 405 403 398
d) 400 400 5   40  400 1   40  4
e) 420 490 35  49  406 91  70  14

Sum of positions (a + c): 43736 = 2³ x 7 x 11 x 71.

5.6.621 of these pairs are divisible by 13.

a) Nth letter: 21  49  80  94  96  105 112 168 177 216 231 247 253 259
b) Value:      50  10  6   200 6   3   3   8   30  1   400 6   20  20
c) Nth last:   760 732 701 687 685 676 669 613 604 565 550 534 528 522
d) Value:      80  3   20  60  7   10  10  5   100 90  3   20  6   6
e) Sum:        130 13  26  260 13  13  13  13  130 91  403 26  26  26

a) 264 270 289 326 349 361 376
b) 90  100 90  2   6   50  90
c) 517 511 492 455 432 420 405
d) 40  30  40  50  20  2   1
e) 130 130 130 52  26  52  91

Sum of positions (a + c): 16401 = 3 x 7 x 11 x 71.

5.6.71523 paired groups of these letters, positioned Nth and Nth last, together and individually are divisible by 7

a) 1    1    1    1    1     1     2   2    2     2     2     3     3
b) 55   57   62   65   132   136   4   70   76    149   166   77    86
c) 7987 8022 8281 8379 17857 18774 336 9464 10332 20328 22820 10052 10955

a) 3     3     3     3     3     4    4    4    4     4     4     4
b) 180   210   305   321   325   16   37   45   122   162   177   215
c) 23625 28175 45241 48020 48678 2835 5495 6937 15680 21924 23534 29015

a) 4     4     4     4     4     5    5    5     5     6     6     6
b) 218   272   277   336   341   70   76   149   166   80    140   191
c) 29512 38990 39529 50190 50372 9128 9996 19992 22484 10059 18669 24983

a) 6     7    7     7     7     7     7     7     8     8     8     8
b) 380   68   117   139   216   222   233   362   155   193   333   354
c) 55692 7910 14455 17955 28483 29421 31619 52143 19775 25340 49455 50904

a) 9    9    9     9     9     9     9     9     9     9     9     10
b) 42   64   127   179   208   224   258   276   326   329   349   100
c) 5712 6965 15596 22715 26684 29561 36526 38619 47845 48433 50505 11592

a) 10    10    10    10    10    10    10    10    11    11    11
b) 134   151   203   213   248   301   307   385   158   195   228
c) 16758 19285 25907 27713 33796 43792 44205 55209 19929 25039 29855

a) 11    11    11    11    12   12   12    12    12    12    13    13
b) 269   296   335   350   15   48   197   260   271   342   106   178
c) 37443 41986 48776 50001 1008 5369 24752 35630 37177 48608 11718 21350

a) 13    13    13    14   14   14    14    14    14    14    14    14
b) 200   275   292   40   44   116   128   219   324   334   345   348
c) 24675 37254 39900 3990 4417 12194 13965 27048 45913 47628 48223 48839

a) 15   15    15    15    15    15    16   16    16    16    16    17
b) 43   202   247   262   298   355   48   197   260   271   342   37
c) 4137 24185 32109 35154 41720 48902 4361 23744 34622 36169 47600 2660

a) 17   17    17    17    17    17    17    17    17    17    18   18
b) 45   122   162   177   215   218   272   277   336   341   32   56
c) 4102 12845 19089 20699 26180 26677 36155 36694 47355 47537 2016 4627

a) 18   18    18    18    18    18    18    19   19   19   19    19
b) 81   110   135   198   212   280   369   72   75   87   112   165
c) 7553 11340 14987 23905 25921 37380 50596 6594 6916 7889 11200 19376

a) 19    19    19    20   20   20   20    20    20    20    20    21
b) 240   282   359   72   75   87   112   165   240   282   359   28
c) 31094 37590 49266 6454 6776 7749 11060 19236 30954 37450 49126 903

a) 21   21    21    21    21    21    21    21    22   22   22   22
b) 89   113   121   171   201   237   285   314   30   35   66   88
c) 7896 11025 12390 19782 23625 29645 38101 42910 1092 1988 4522 7560

a) 22   22   22    22    22    22    22    22    22    23   23   23
b) 96   97   125   175   186   261   302   376   387   61   71   84
c) 8568 8645 12915 19761 20993 34335 41475 52059 53158 3850 5544 7035

a) 23    23    23    23    23    23    24   24   24    24    24    24
b) 145   232   239   281   339   344   73   91   111   146   255   257
c) 16079 28343 29932 36442 46487 46725 6041 7364 10430 16114 32914 33530

a) 24    24    24    24    25   25   25    25    25    25    25    25
b) 265   306   320   353   85   92   120   182   235   289   293   313
c) 34888 41426 43589 47705 6720 7560 11438 19523 28322 37807 38780 41979

a) 25    25    26   26   26   26    26    27    27    27    27    27
b) 330   368   47   49   98   347   371   259   283   294   309   316
c) 45213 49259 2828 3045 8113 46809 50036 33271 37198 38829 41468 42448

a) 27    27    27    28    28    28    28    29   29    29    29    29
b) 356   374   382   220   226   241   384   89   113   121   171   201
c) 47516 50806 51947 25410 26572 30093 52003 6993 10122 11487 18879 22722

a) 29    29    29    30   30    30    30    30    30    31  31   31
b) 237   285   314   104  154   284   318   361   375   35  66   88
c) 28742 37198 42007 9646 16219 37177 42462 48209 51184 896 3430 6468

a) 31   31   31    31    31    31    31    31    31    32   32    32
b) 96   97   125   175   186   261   302   376   387   103  119   172
c) 7476 7553 11823 18669 19901 33243 40383 50967 52066 9058 10591 18501

a) 32    32    32    32    32    32    32    33   33   33   33    33
b) 181   211   221   312   351   364   381   56   81   110  135   198
c) 19061 23905 25459 41132 46865 48615 51534 2611 5537 9324 12971 21889

a) 33    33    33    34  34   34   34    34    34    34    34    34
b) 212   280   369   36  79   109  137   141   156   196   206   250
c) 23905 35364 48580 560 5439 9198 13447 14476 15806 21602 22561 30674

a) 34    34    35   35   35    35    35    35    35    35    36   36
b) 367   383   67   115  126   142   185   231   343   390   66   88
c) 48461 51205 3290 9464 11389 14532 19397 27195 45549 51975 2534 5572

a) 36   36   36    36    36    36    36    36    36    37   37   37
b) 96   97   125   175   186   261   302   376   387   79   109  137
c) 6580 6657 10927 17773 19005 32347 39487 50071 51170 4879 8638 12887

a) 37    37    37    37    37    37    37    38   38    38    38    38
b) 141   156   196   206   250   367   383   45   122   162   177   215
c) 13916 15246 21042 22001 30114 47901 50645 1442 10185 16429 18039 23520

a) 38    38    38    38    38    39   39    39    39    40   40    40
b) 218   272   277   336   341   101  244   253   279   94   194   207
c) 24017 33495 34034 44695 44877 7273 28833 30429 34272 6048 20132 21644

a) 40    40    40    40    41  41   41   41    41    41    41    41
b) 234   299   363   377   44  116  128  219   324   334   345   348
c) 26341 38584 47264 49574 427 8204 9975 23058 41923 43638 44233 44849

a) 42    42    42    42    42    42    42    43   43   43    43    43
b) 133   303   310   319   328   331   379   64   127  179   208   224
c) 11158 38311 39095 40411 42707 42819 49021 1253 9884 17003 20972 23849

a) 43    43    43    43    43    44    44    44    44    44    45   45
b) 258   276   326   329   349   202   247   262   298   355   116  128
c) 30814 32907 42133 42721 44793 20048 27972 31017 37583 44765 7777 9548

a) 45    45    45    45    45    46   46    46    46    46    46    46
b) 219   324   334   345   348   122  162   177   215   218   272   277
c) 22631 41496 43211 43806 44422 8743 14987 16597 22078 22575 32053 32592

a) 46    46    47  47   47   47    47    47    47    47    48  48   48
b) 336   341   58  90   99   192   236   243   254   278   49  98   347
c) 43253 43435 623 4228 5705 19047 25795 27769 29379 32886 217 5285 43981

a) 48    49    49    49    49    50   50    50    51   51    51    52
b) 371   197   260   271   342   98   347   371   108  169   263   102
c) 47208 19383 30261 31808 43239 5068 43764 46991 6755 15764 30814 6300

a) 52   52   52    52    52    52    52    52    53  53   53    53
b) 129  131  184   252   297   352   358   370   59  69   159   167
c) 9569 9905 17003 28980 36554 44156 44604 46445 287 1414 14413 15281

a) 53    53    53    53    54   54    54    55    55    55    55    55
b) 225   230   323   386   107  246   372   168   245   287   295   300
c) 23317 24409 41013 49035 6559 27433 46991 15169 27286 34146 35595 37051

a) 56 56  56  56   56    57   57   57    57    57    57    57    58
b) 57 62  65  132  136   81   110  135   198   212   280   369   62
c) 35 294 392 9870 10787 2926 6713 10360 19278 21294 32753 45969 259

a) 58  58   58    59   59   59    59    59    59    59    60   60
b) 65  132  136   90   99   192   236   243   254   278   69   159
c) 357 9835 10752 3605 5082 18424 25172 27146 28756 32263 1127 14126

a) 60    60    60    60    60    61   61    61    61    62   62   62
b) 167   225   230   323   386   74   223   290   327   71   84   145
c) 14994 23030 24122 40726 48748 2226 22491 34328 41566 1694 3185 12229

a) 62    62    62    62    62    63 63   63    64   64    64    64
b) 232   239   281   339   344   65 132  136   105  152   183   256
c) 24493 26082 32592 42637 42875 98 9576 10493 6041 12579 16212 28945

a) 64    64    65   65    65    65    65    65    65    65    65    66
b) 268   315   127  179   208   224   258   276   326   329   349   132
c) 30961 38388 8631 15750 19719 22596 29561 31654 40880 41468 43540 9478

a) 66    67   67   67   67   67    67    67    67    67    67    68
b) 136   88   96   97   125  175   186   261   302   376   387   115
c) 10395 3038 4046 4123 8393 15239 16471 29813 36953 47537 48636 6174

a) 68   68    68    68    68    68    69   69    69    69    69    69
b) 126  142   185   231   343   390   117  139   216   222   233   362
c) 8099 11242 16107 23905 42259 48685 6545 10045 20573 21511 23709 44233

a) 70    70    70    70    70    70    71  71    71    72   72    72
b) 159   167   225   230   323   386   76  149   166   84   145   232
c) 12999 13867 21903 22995 39599 47621 868 10864 13356 1491 10535 22799

a) 72    72    72    72    73  73   73   73    73    73    73    74
b) 239   281   339   344   75  87   112  165   240   282   359   91
c) 24388 30898 40943 41181 322 1295 4606 12782 24500 30996 42672 1323

a) 74   74    74    74    74    74    74    74    75    75    75    76
b) 111  146   255   257   265   306   320   353   223   290   327   87
c) 4389 10073 26873 27489 28847 35385 37548 41664 20265 32102 39340 973

a) 76   76    76    76    76    77   77    78  78    78    78    78
b) 112  165   240   282   359   149  166   86  180   210   305   321
c) 4284 12460 24178 30674 42350 9996 12488 903 13573 18123 35189 37968

a) 78    79   79    79    79    79    80   80   80   80    80    80
b) 325   114  170   199   288   317   109  137  141  156   196   206
c) 38626 4011 12705 16492 31458 36295 3759 8008 9037 10367 16163 17122

a) 80    80    80    81   81    81    82   82   82    82    82    82
b) 250   367   383   140  191   380   110  135  198   212   280   369
c) 25235 43022 45766 8610 14924 45633 3787 7434 16352 18368 29827 43043

a) 83   83   83   83    83    83    84    84    84    84    84    84
b) 124  148  150  188   251   346   176   242   332   340   365   378
c) 5796 9583 9891 14070 25473 40425 12572 23485 38885 39480 42420 44716

a) 85   85    85    85    85    85    86  86   86    86    86    86
b) 145  232   239   281   339   344   92  120  182   235   289   293
c) 9044 21308 22897 29407 39452 39690 840 4718 12803 21602 31087 32060

a) 86    86    86    87    87    87    87    87    88   88    88    88
b) 313   330   368   180   210   305   321   325   112  165   240   282
c) 35259 38493 42539 12670 17220 34286 37065 37723 3311 11487 23205 29701

a) 88    89   89   89   89    89    89    89    89    89    90   90
b) 359   96   97   125  175   186   261   302   376   387   113  121
c) 41377 1008 1085 5355 12201 13433 26775 33915 44499 45598 3129 4494

a) 90    90    90    90    90    91   91    91    91    91    91    92
b) 171   201   237   285   314   99   192   236   243   254   278   111
c) 11886 15729 21749 30205 35014 1477 14819 21567 23541 25151 28658 3066

a) 92   92    92    92    92    92    92    93   93    93    93    93
b) 146  255   257   265   306   320   353   120  182   235   289   293
c) 8750 25550 26166 27524 34062 36225 40341 3878 11963 20762 30247 31220

a) 93    93    93    94   94    94    94    94    95    95    95    95
b) 313   330   368   138  160   163   174   270   194   207   234   299
c) 34419 37653 41699 6706 10101 10248 11431 27279 14084 15596 20293 32536

a) 95    95    96   96   96   96    96    96    96    96    96    96
b) 363   377   123  147  161  190   227   238   264   266   273   291
c) 41216 43526 4172 7987 9870 13041 19278 20979 26250 26761 27440 30044

a) 96    96    97   97    97    97    97    97    97    98   98    98
b) 308   338   125  175   186   261   302   376   387   125  175   186
c) 33355 38283 4347 11193 12425 25767 32907 43491 44590 4270 11116 12348

a) 98    98    98    98    99    99    100   100   100   100   100
b) 261   302   376   387   347   371   192   236   243   254   278
c) 25690 32830 43414 44513 38696 41923 13342 20090 22064 23674 27181

a) 101  101  101   101   101   101   101   101   102   102   102   103
b) 134  151  203   213   248   301   307   385   244   253   279   129
c) 5166 7693 14315 16121 22204 32200 32613 43617 21560 23156 26999 3269

a) 103  103   103   103   103   103   103   104  104  104   104   104
b) 131  184   252   297   352   358   370   119  172  181   211   221
c) 3605 10703 22680 30254 37856 38304 40145 1533 9443 10003 14847 16401

a) 104   104   104   104   105  105   105   105   105   106  106   106
b) 312   351   364   381   154  284   318   361   375   152  183   256
c) 32074 37807 39557 42476 6573 27531 32816 38563 41538 6538 10171 22904

a) 106   106   107  107   107   107   108   108   109  109   110  110
b) 268   315   178  200   275   292   246   372   169  263   137  141
c) 24920 32347 9632 12957 25536 28182 20874 40432 9009 24059 4249 5278

a) 110  110   110   110   110   110   111  111   111   111   111   112
b) 156  196   206   250   367   383   135  198   212   280   369   146
c) 6608 12404 13363 21476 39263 42007 3647 12565 14581 26040 39256 5684

a) 112   112   112   112   112   112   113  113   113   113   114  114
b) 255   257   265   306   320   353   165  240   282   359   121  171
c) 22484 23100 24458 30996 33159 37275 8176 19894 26390 38066 1365 8757

a) 114   114   114   114   115  115   115   115   116  116  116  116
b) 201   237   285   314   170  199   288   317   126  142  185  231
c) 12600 18620 27076 31885 8694 12481 27447 32284 1925 5068 9933 17731

a) 116   116   117  117   117   117   117   117   118  118   118   118
b) 343   390   128  219   324   334   345   348   139  216   222   233
c) 36085 42511 1771 14854 33719 35434 36029 36645 3500 14028 14966 17164

a) 118   119  119   119   119   119   119   119   120  120  120   120
b) 362   130  229   249   267   274   304   388   172  181  211   221
c) 37688 1757 16191 19747 23611 24290 29792 41433 7910 8470 13314 14868

a) 120   120   120   120   121  121   121   121   121   121   121   122
b) 312   351   364   381   182  235   289   293   313   330   368   171
c) 30541 36274 38024 40943 8085 16884 26369 27342 30541 33775 37821 7392

a) 122   122   122   122   123  123  123   123   123   123   123   123
b) 201   237   285   314   162  177  215   218   272   277   336   341
c) 11235 17255 25711 30520 6244 7854 13335 13832 23310 23849 34510 34692

a) 124  124  124  124   124   124   124   124   124   124   124   125
b) 147  161  190  227   238   264   266   273   291   308   338   148
c) 3815 5698 8869 15106 16807 22078 22589 23268 25872 29183 34111 3787

a) 125  125  125   125   126  126  126   126   126   126   127  127
b) 150  188  251   346   175  186  261   302   376   387   142  185
c) 4095 8274 19677 34629 6846 8078 21420 28560 39144 40243 3143 8008

a) 127   127   127   128  128   128   128   128   128   128   128   129
b) 231   343   390   179  208   224   258   276   326   329   349   219
c) 15806 34160 40586 7119 11088 13965 20930 23023 32249 32837 34909 13083

a) 129   129   129   129   130 130  130   130   130   130   130   131
b) 324   334   345   348   131 184  252   297   352   358   370   229
c) 31948 33663 34258 34874 336 7434 19411 26985 34587 35035 36876 14434

a) 131   131   131   131   131   132  132   132   132   132   132   133
b) 249   267   274   304   388   184  252   297   352   358   370   136
c) 17990 21854 22533 28035 39676 7098 19075 26649 34251 34699 36540 917

a) 134   134   134   134   134   134   135  135  135   135   135   135
b) 303   310   319   328   331   379   151  203  213   248   301   307
c) 27153 27937 29253 31549 31661 37863 2527 9149 10955 17038 27034 27447

a) 135   136  136   136   136   138  138  138  138  138   138   138
b) 385   198  212   280   369   141  156  196  206  250   367   383
c) 38451 8918 10934 22393 35609 1029 2359 8155 9114 17227 35014 37758

a) 139  139  139  139   140   140   140   140   141  141   142  142
b) 160  163  174  270   216   222   233   362   191  380   156  196
c) 3395 3542 4725 20573 10528 11466 13664 34188 6314 37023 1330 7126

a) 142  142   142   142   143  143   143   143   144  144  144   144
b) 206  250   367   383   185  231   343   390   164  217  311   360
c) 8085 16198 33985 36729 4865 12663 31017 37443 2835 9898 26173 32830

a) 144   144   145  145  145   145   145   145   146   146   146   146
b) 373   389   164  217  311   360   373   389   232   239   281   339
c) 35287 37072 2695 9758 26033 32690 35147 36932 12264 13853 20363 30408

a) 146   147   147   147   147   147   147   148  148  148   148   148
b) 344   255   257   265   306   320   353   161  190  227   238   264
c) 30646 16800 17416 18774 25312 27475 31591 1883 5054 11291 12992 18263

a) 148   148   148   148   148   149 149  149   149   150  151  151
b) 266   273   291   308   338   150 188  251   346   166  188  251
c) 18774 19453 22057 25368 30296 308 4487 15890 30842 2492 4179 15582

a) 151   152  152  152   152   152   152   153  153   153   153   154
b) 346   203  213  248   301   307   385   183  256   268   315   209
c) 30534 6622 8428 14511 24507 24920 35924 3633 16366 18382 25809 7364

a) 154   155   155   155   155   156  156   156   157  157  157   157
b) 366   284   318   361   375   193  333   354   196  206  250   367
c) 32942 20958 26243 31990 34965 5565 29680 31129 5796 6755 14868 32655

a) 157   158  158  158   158   158   159  159  159   159   159   159
b) 383   189  205  322   337   357   195  228  269   296   335   350
c) 35399 3682 6244 26810 29008 30457 5110 9926 17514 22057 28847 30072

a) 160 160  160  160   160   161 161  161   162  162  162   162   162
b) 167 225  230  323   386   163 174  270   190  227  238   264   266
c) 868 8904 9996 26600 34622 147 1330 17178 3171 9408 11109 16380 16891

a) 162   162   162   162   163  163  163  163   163   163   163   164
b) 273   291   308   338   177  215  218  272   277   336   341   174
c) 17570 20174 23485 28413 1610 7091 7588 17066 17605 28266 28448 1183

a) 164   165  165   165   165   165   166   166   166   168  168  168
b) 270   217  311   360   373   389   240   282   359   225  230  323
c) 17031 7063 23338 29995 32452 34237 11718 18214 29890 8036 9128 25732

a) 168   169   169   169   169   170   171  171   171   172  172  172
b) 386   245   287   295   300   263   199  288   317   201  237  285
c) 33754 12117 18977 20426 21882 15050 3787 18753 23590 3843 9863 18319

a) 172   173 173  173  173   173   173   173   174  174  174  174   175
b) 314   181 211  221  312   351   364   381   187  204  214  286   270
c) 23128 560 5404 6958 22631 28364 30114 33033 1309 3948 5698 18473 15848

a) 176  176   176   176   176   177   177   177   177   177   178  178
b) 186  261   302   376   387   242   332   340   365   378   215  218
c) 1232 14574 21714 32298 33397 10913 26313 26908 29848 32144 5481 5978

a) 178   178   178   178   179  179   179   180  180  180   180   180
b) 272   277   336   341   200  275   292   208  224  258   276   326
c) 15456 15995 26656 26838 3325 15904 18550 3969 6846 13811 15904 25130

a) 180   180   181  181   181   181   182  182  182   182   182   182
b) 329   349   210  305   321   325   211  221  312   351   364   381
c) 25718 27790 4550 21616 24395 25053 4844 6398 22071 27804 29554 32473

a) 183  183   183   183   183   183   184   184   184   185   185   185
b) 235  289   293   313   330   368   256   268   315   252   297   352
c) 8799 18284 19257 22456 25690 29736 12733 14749 22176 11977 19551 27153

a) 185   185   186  186   186   187   187   187   187   188  188  188
b) 358   370   231  343   390   261   302   376   387   204  214  286
c) 27601 29442 7798 26152 32578 13342 20482 31066 32165 2639 4389 17164

a) 189   189   190  190   190   190   191  191  191   191   191   191
b) 251   346   205  322   337   357   227  238  264   266   273   291
c) 11403 26355 2562 23128 25326 26775 6237 7938 13209 13720 14399 17003

a) 191   191   192   193  193  193   193   194   194   195  195  195
b) 308   338   380   236  243  254   278   333   354   207  234  299
c) 20314 25242 30709 6748 8722 10332 13839 24115 25564 1512 6209 18452

a) 195   195   196  196   196   196   196   197 197  197   197   198
b) 363   377   228  269   296   335   350   206 250  367   383   260
c) 27132 29442 4816 12404 16947 23737 24962 959 9072 26859 29603 10878

a) 198   198   199  199   199   200   200   201   201   202  202   202
b) 271   342   212  280   369   288   317   275   292   237  285   314
c) 12425 23856 2016 13475 26691 14966 19803 12579 15225 6020 14476 19285

a) 203  203   203   203   204  204  204   204   204   205  205   206
b) 247  262   298   355   213  248  301   307   385   214  286   322
c) 7924 10969 17535 24717 1806 7889 17885 18298 29302 1750 14525 20566

a) 206   206   207  207   207   208  208   208   208   209  209  209
b) 337   357   250  367   383   234  299   363   377   224  258  276
c) 22764 24213 8113 25900 28644 4697 16940 25620 27930 2877 9842 11935

a) 209   209   209   210   211   211   211   212  212   212   212   212
b) 326   329   349   366   305   321   325   221  312   351   364   381
c) 21161 21749 23821 25578 17066 19845 20503 1554 17227 22960 24710 27629

a) 213   213   214  214   214   214   215   216 216  216   216   216
b) 280   369   248  301   307   385   286   218 272  277   336   341
c) 11459 24675 6083 16079 16492 27496 12775 497 9975 10514 21175 21357

a) 217 217  217   218   218   218   218   219  219   219   219   220
b) 222 233  362   311   360   373   389   272  277   336   341   324
c) 938 3136 23660 16275 22932 25389 27174 9478 10017 20678 20860 18865

a) 220   220   220   221  221  221   222   222   222   222   223  223
b) 334   345   348   226  241  384   312   351   364   381   233  362
c) 20580 21175 21791 1162 4683 26593 15673 21406 23156 26075 2198 22722

a) 224   224   225  225  225   225   225   226  226   226   227  227
b) 290   327   258  276  326   329   349   230  323   386   241  384
c) 11837 19075 6965 9058 18284 18872 20944 1092 17696 25718 3521 25431

a) 228  228  228  228  228   228   228   229  229   229   229   230
b) 238  264  266  273  291   308   338   269  296   335   350   249
c) 1701 6972 7483 8162 10766 14077 19005 7588 12131 18921 20146 3556

a) 230  230  230   230   231   231   232   232   233  233  233   233
b) 267  274  304   388   323   386   343   390   239  281  339   344
c) 7420 8099 13601 25242 16604 24626 18354 24780 1589 8099 18144 18382

a) 234   235   235   235   236  236   236   236   236   237  237  237
b) 362   299   363   377   289  293   313   330   368   243  254  278
c) 20524 12243 20923 23233 9485 10458 13657 16891 20937 1974 3584 7091

a) 238  238   239  239  239  239  239   239   240  240   240   241  241
b) 285  314   264  266  273  291  308   338   281  339   344   282  359
c) 8456 13265 5271 5782 6461 9065 12376 17304 6510 16555 16793 6496 18172

a) 242   243   243   243   243   244  244  245  245  246  246  246  247
b) 384   332   340   365   378   254  278  253  279  287  295  300  372
c) 21910 15400 15995 18935 21231 1610 5117 1596 5439 6860 8309 9765 19558

a) 248  248  248   249  249   249   250  250  250   250   251   251
b) 262  298  355   301  307   385   267  274  304   388   367   383
c) 3045 9611 16793 9996 10409 21413 3864 4543 10045 21686 17787 20531

a) 252   253  253   253   253   254  255  256 256  256  256   256   257
b) 346   297  352   358   370   279  278  257 265  306  320   353   268
c) 14952 7574 15176 15624 17465 3843 3507 616 1974 8512 10675 14791 2016

a) 257  258  258  258   258   259  259   259   259   260  260  260  260
b) 315  265  306  320   353   276  326   329   349   283  294  309  316
c) 9443 1358 7896 10059 14175 2093 11319 11907 13979 3927 5558 8197 9177

a) 260   260   260   261  261   262  262   262   263  263   265 265
b) 356   374   382   271  342   302  376   387   298  355   266 273
c) 14245 17535 18676 1547 12978 7140 17724 18823 6566 13748 511 1190

a) 265  265  265   266  266  266   267 267  267  267   268 268  268
b) 291  308  338   306  320  353   273 291  308  338   274 304  388
c) 3794 7105 12033 6538 8701 12817 679 3283 6594 11522 679 6181 17822

a) 269  270  270   270   272   273 273   273   274  274  274   275  275
b) 315  296  335   350   342   277 336   341   291  308  338   304  388
c) 7427 4543 11333 12558 11431 539 11200 11382 2604 5915 10843 5502 17143

a) 276  277  277  277   278   278   281   282   282   283   284  284
b) 292  326  329  349   336   341   369   339   344   359   294  309
c) 2646 9226 9814 11886 10661 10843 13216 10045 10283 11676 1631 4270

a) 284  284   284   284   285  285   285   286  288  288  289  290 290
b) 316  356   374   382   318  361   375   314  295  300  317  293 313
c) 5250 10318 13608 14749 5285 11032 14007 4809 1449 2905 4837 973 4172

a) 290  290   291  292  292  294  294  294   295  295  295  295   295
b) 330  368   327  308  338  313  330  368   309  316  356  374   382
c) 7406 11452 7238 3311 8239 3199 6433 10479 2639 3619 8687 11977 13118

a) 296  297  297  298  298  298  299  300  300   302 302   303   303
b) 300  335  350  352  358  370  355  363  377   307 385   376   387
c) 1456 6790 8015 7602 8050 9891 7182 8680 10990 413 11417 10584 11683

a) 304 304  304  304  304   305   306  306  307  307  308   309  310
b) 310 319  328  331  379   388   321  325  320  353  385   338  316
c) 784 2100 4396 4508 10710 11641 2779 3437 2163 6279 11004 4928 980

a) 310  310  310   311  311  311  311  312  312  312   313  313  313
b) 356  374  382   319  328  331  379  360  373  389   351  364  381
c) 6048 9338 10479 1316 3612 3724 9926 6657 9114 10899 5733 7483 10402

a) 314  314  317  317  317  319  319  320  320  320  321  322 323  323
b) 330  368  356  374  382  361  375  328  331  379  353  325 337  357
c) 3234 7280 5068 8358 9499 5747 8722 2296 2408 8610 4116 658 2198 3647

a) 324  325  325  325  327 327  329 329  330  331  332  333 333  333
b) 386  334  345  348  329 349  331 379  349  368  379  340 365  378
c) 8022 1715 2310 2926 588 2660 112 6314 2072 4046 6202 595 3535 5831

a) 334  335 335  336  337 338  340 341  341  344  346 348  352  352
b) 354  345 348  350  341 357  344 365  378  390  348 371  364  381
c) 1449 595 1211 1225 182 1449 238 2940 5236 6426 616 3227 1750 4669

a) 353 353  357  357  359  361  361  362  364  365  366  368  374  375
b) 358 370  374  382  370  373  389  375  377  381  378  383  389  382
c) 448 2289 3290 4431 1841 2457 4242 2975 2310 2919 2296 2744 1785 1141

a) 377   (Start of group. Nth and Nth last.)
b) 387   (End of group. Nth and Nth last.)
c) 1099  (Total of both groups.)

Total of the start and end positions (a + b): 594055 = 5 x 7 x 11 x 1543.

5.7Just over 1900 sub-features are possible with the letters that are not first or last in a word, when alternating groups of N-number of letters are extracted.

5.8When the letters that are not first or last in a word are added one by one, 124 times the result will be a multiple of 7.

a) b) c)     a)  b) c)      a)  b)  c)     a)  b)  c)     a)  b)  c)     a)  b)  c)     a)  b)  c)     a)  b)  c)
9 200 868    111 50 6811    211 300 14511  320 20 23947   426 30 31213   530 10 40026   633 10 47299   718 30 53606
23 10 1960   114 6 6825     213 1 14812    323 10 24367   430 30 31339   536 1 40460    639 6 47656    723 40 53781
31 40 2625   119 8 7196     221 400 15820  332 300 25067  442 50 32200   542 400 41692  643 30 48167   725 5 53795
52 2 4319    132 100 8673   225 200 16051  340 10 25536   445 6 32221    552 6 42014    644 70 48237   742 6 54376
55 6 4340    134 90 9163    230 400 16821  351 1 25823    447 5 32256    553 7 42021    648 5 48258    744 20 54796
57 1 4361    136 400 9569   242 50 18263   353 9 25872    472 10 35091   574 6 43274    655 6 48356    745 70 54866
59 30 4431   146 10 10318   248 5 18389    364 2 26117    478 5 35357    584 1 44044    657 80 48496   747 20 54936
62 10 4445   151 10 10689   255 2 19418    365 70 26187   484 400 36239  585 70 44114   671 40 49518   750 30 55006
65 4 4473    159 400 11760  257 400 19824  378 30 27804   489 100 37149  587 20 44534   679 400 50246  759 400 55461
69 200 4977  167 100 12516  265 200 20615  381 10 27874   501 40 38318   590 300 45136  683 200 51156  770 400 56686
73 4 5292    170 10 12544   288 6 22134    385 50 27986   507 20 38738   594 10 45626   684 70 51226   773 200 56910
78 300 5656  172 6 12551    301 300 23317  386 70 28056   511 30 38787   605 200 46354  685 7 51233    780 200 57442
83 10 5712   176 40 12642   306 6 23471    393 6 28413    514 20 38822   619 6 46928    692 200 51709
91 2 5768    181 6 12698    307 7 23478    397 1 28686    516 300 39123  622 10 46949   701 20 52227
100 2 6300   199 1 13692    312 5 23821    404 6 29218    519 100 39333  624 200 47159  714 6 53466
103 2 6552   203 40 13783   317 5 23877    413 10 29771   527 5 40005    625 70 47229   715 70 53536
a) Position in the list of 5.6.   b) Letter not first/last.    c) Accumulated total.

Total of the letters (b): 10101 = 3 x 7 x 13 x 37.

5.9Of the letters not first/last in a word, letter 60 appeared the least with only 5 times. Letter 10 appeared the most at 103 times. In terms of occurrences, 60 and 10 form a complementary opposite. Their total: 70. (2 x 5 x 7. SF: 14 = 2 x 7.) Their total value in the list of feature 5.7: 1330 = 2 x 5 x 7 x 19. The total of their positions in that list: 41209 = 7² x 29².

5.10.1Divide the 780 letters that are not first/last in a word into groups of 5 and add up each group.

5.10.1.1Odd valued groups of 5: 22036 = 2² x 7 x 787. SF: 798 = 2 x 3 x 7 x 19.

5.10.1.2Even valued groups of 5: 35406 = 2 x 3² x 7 x 281.

5.10.2Divide the 780 letters that are not first/last in a word into groups of 10 and add up each group.

5.10.2.1Odd valued groups of 10: 29064 = 2³ x 3 x 7 x 173. SF: 189 = 3³ x 7.

5.1.2.2.Even valued groups of 10: 28378 = 2 x 7 x 2027.

5.10.3Divide the 780 letters that are not first/last in a word into groups of 60 and add up each group.

5.10.3.1Odd valued groups of 60: 18102 = 2 x 3 x 7 x 431.

5.10.3.2Even valued groups of 60: 39340 = 2² x 5 x 7 x 281.

5.11Like feature 2.10, both 7 and 13 can be applied to the letters that are not first/last in a word.

5.11.1Alternating groups of 13 and 13.

5.11.1.1Odd positioned groups of 13: 29239 = 7 x 4177.

5.11.1.2Even positioned roups of 13: 28203 = 3 x 7 x 17 x 79.

5.11.2Alternating groups of 13 and 117.

5.11.2.1Groups of 13: 7434 = 2 x 3² x 7 x 59.

5.11.2.2Groups of 117: 50008 = 2³ x 7 x 19 x 47.

5.11.3Alternating groups of 21 and 39.

5.11.3.1Groups of 21: 22379 = 7 x 23 x 139. SF: 169 = 13² SF: 26 = 2 x 13.

5.11.3.2Groups of 39: 35063 = 7 x 5009.

5.11.4Alternating groups of 156 and 39.

5.11.4.1Groups of 156: 47026 = 2 x 7 x 3359.

5.11.4.2Groups of 39: 10416 = 2⁴ x 3 x 7 x 31. SF: 49 = 7² SF: 14 = 2 x 7.

5.11.5Alternating groups of 221 and 39.

5.11.5.1Groups of 221: 46431 = 3² x 7 x 11 x 67. SF: 91 = 7 x 13.

5.11.5.2Groups of 39: 11011 = 7 x 11² x 13. SF: 42 = 2 x 3 x 7.

5.11.6Alternating groups of 351 and 39.

5.11.6.1Groups of 351: 51821 = 7 x 11 x 673.

5.11.6.2Groups of 39: 5621 = 7 x 11 x 73. SF: 91 = 7 x 13.

5.11.7Alternating groups of 52 and 104.

5.11.7.1Groups of 52: 16345 = 5 x 7 x 467.

5.11.7.2Groups of 104: 41097 = 3 x 7 x 19 x 103.

5.11.8Alternating groups of 143 and 52.

5.11.8.1Groups of 143: 43960 = 2³ x 5 x 7 x 157. SF: 175 = 5² x 7.

5.11.8.2Groups of 52: 13482 = 2 x 3² x 7 x 107.

5.11.9Alternating groups of 156 and 52.

5.11.9.1Groups of 156: 46865 = 5 x 7 x 13 x 103.

5.11.9.2Groups of 52: 10577 = 7 x 1511.

5.11.10Alternating groups of 325 and 65.

5.11.10.1Groups of 325: 49791 = 3 x 7 x 2371.

5.11.10.2Groups of 65: 7651 = 7 x 1093.

5.11.11Alternating groups of 91 and 104.

5.11.11.1Groups of 91: 26845 = 5 x 7 x 13 x 59. SF: 84 = 2² x 3 x 7. SF: 14 = 2 x 7.

5.11.11.2Groups of 104: 30597 = 3 x 7 x 31 x 47.

5.11.12Alternating groups of 91 and 299.

5.11.12.1Groups of 91: 12831 = 3 x 7 x 13 x 47. SF: 70 = 2 x 5 x 7. SF: 14 = 2 x 7.

5.11.12.2Groups of 299: 44611 = 7 x 6373.

5.11.13Alternating groups of 208 and 364.

5.11.13.1Groups of 208: 28084 = 2² x 7 x 17 x 59.

5.11.13.2Groups of 364: 29358 = 2 x 3² x 7 x 233.

5.12Precisely 52 (2² x 13) of the letters in feature 5.6 divide the rest of the list into what is between and what is not between their Nth and Nth last occurrences.