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You are here: Home > Islam Basics > Quran > Appendices > Appendix 24, pg.2
.......continued from page 1: go to page: 1, 2, 3

Appendix 24, Page 2

 

Table 9: All the suras whose number of verses ends with "9"

Sura  No.

No.of Verses

Sum of Verse #s

Total

 10

109

5995

6114

 15

99

4950

5064

 29

69

2415

2513

 43

89

4005

4137

 44

59

1770

1873

 48

29

435

512

 52

49

1225

1326

 57

29

435

521

 81

29

435

545

 82

19

190

291

 87

19

190

296

 96

19

190

305

 104

9

45

158

-----

-----

------

------

 748

627

22280

23655

 

(19x1245)

 

[20] The falsifiers wanted us to believe that Sura 9 consists of 129 verses. The number 129 ends with the digit "9." Let us look at the first sura and the last sura whose number of verses ends with the digit "9." These are Sura 10 and Sura 104. By adding the sura number, plus the number of verses, plus the sum of verse numbers, from Sura 10 to Sura 104, we get a grand total that equals 23655, or 19x1245. The details are shown in Table 9.

The inclusion of Sura 9 with the wrong number of verses, 129, would have altered both the sum of verse numbers and the cumulative total - the sum of verse numbers would have become 627+129=756, and the cumulative total would not be 23655 - and the Quran's code would have been violated (Table 9).

[21] The false injection consisted of Verses 128 and 129 at the end of Sura 9. If we look at the numbers 128 and 129, we see two 1's, two 2's, one 8, and one 9. Now let us look at all the verses in the Quran, and count all the 1's we see. This means the 1's we see in verses 1, 10, 11, 12, 13... 21, 31, and so on. The total count of the 1's is 2546 (19x134), provided the correct number of verses in Sura 9, 127, is used. If 128 and 129 are included, the grand total becomes 2548, which is not a multiple of 19 (Table 11).

Table 10: Counting all the 1's in the 85 un-initialed suras

Sura

# of Verse

# of 1's

 1

7

1

 4

176

115

 -

-

-

 9

127

61

 -

-

-

 113

5

1

 114

6

1

   

----

   

1406

 

(19x74)

 

 

[22] Since Sura 9 is an un-initialed sura, let us look at all the verse numbers in the 85 un-initialed suras and count all the 1's we see. As shown in Table 10, the total count of the digit "1" in the un-initialed suras is 1406, or 19x74. Obviously, if Sura 9 consisted of 129 verses, we would see two additional 1's, from 128 and 129, and the code would be violated.

 

[23] Following the same process explained in Items 22 and 23 for the digit "1," let us count all the 2's, 8's and 9's in all the verse numbers of the whole Quran. As shown in Table 11, the total count of all the 2's, 8's, and 9's is 3382, or 19x178. This makes the grand total of all the 1's, 2's, 8's, and 9's 2546+3382 = 5928, 19x312.

 

Table 11: Counting the digits that make up128 and 129 in the whole Quran

Sura

No. of 1's

No. of 2's

No. of 8's

No. of 9's

Total

 1

1

1

0

0

2

 2

159

146

55

48

408

 -

-

-

-

-

-

 9

61

31

22

22

136

 10

31

21

21

21

94

 -

-

-

-

-

-

 114

1

1

0

0

2

 

-----

------

-----

----

----

 

2546

1641

908

833

5928

 

(19 x 134)    

 

(19 x 312)

In this remarkable phenomenon, we considered every single verse in the Quran, and examined the individual digits that make up Verses 128 and 129. Since 128 and 129 contain 6 digits, the inclusion of these human injections causes the total count of these digits in the whole Quran to be 5928+6 = 5934, not a multiple of 19.

[24] The total count of all the digits (1 through 9) in all the verse numbers of the 85 un-initialed suras, including Sura 9 with 127 verses, is 27075, or 19x19x75.

Table 12: Sum of digits of all suras & verse numbers in the whole Quran

Sura No.

No.of
Verses

Sum of
Suras

Digits of
Verses

 1

7

1

7

 2

286

2

16

 3

200

3

2

 -

-

-

-

 9

127

9

10

 -

-

-

-

 114

6

6

6

   

-----

-----

   

975

906

 975+906 = 1881 = 19x99

[25] Adding up the digits of the Quran's suras and verses produces a multiple of 19, provided the correct number of verses for Sura 9, 127, is taken. To do this, you make a list of the Quran's 114 suras and the number of verses in each sura. Add the digits of every sura number. The sum of digits of 10=1, 11=2, 12=3, 99=18, and so on. The total for all the suras is 975. The same thing is done for the numbers of verses in every sura. For example, Sura 2 consists of 286 verses. The digits of 286 add up to 2+8+6=16. For Sura 9, the digits of its number of verses add up to 1+2+7=10. The total for all 114 suras is 906. Thus, the grand total for the sum of digits of all the suras and verses is 975+906 = 1881 = 19x99. Naturally, this observation would not be possible if Sura 9 consisted of 129 verses. Table 12 is abbreviated to illustrate the calculations.

[26] Miraculously, if we calculate the sum of digits for every sura in the Quran, and multiply the sum for each sura by the sum of digits of its number of verses, instead of adding, we still end up with a grand total that is a multiple of 19. For example, Sura 2 has 286 verses. The sum of digits of 2+8+6=16. So you multiply 2 by 16, and you get 32, instead of adding 2+16 as we did in Item 26. This is done for every sura in the Quran. The grand total for all the suras is 7771, or 19x409. Once again, every single verse in the Quran is confirmed, while the false verses are utterly rejected. See Table 13.

Table 13: Multiplication of the sum of digits of the Quran's suras and verses

 Sura
 No.

No. of
Verses

Sum of
Suras

Digits of
Verses

 

Multiplication
Product

 1

7

1

x 7

=

7

 2

286

2

x 16

=

32

 3

200

3

x 2

=

6

 -

-

-

-

-

 

 9

127

9

x 10

=

90

 -

-

-

-

   

 114

6

6

6

=

36

   

-----

-----

 

------

   

975

906

 

7771

       

(19x409)

 975+906 = 1881 = 19x99

[27] Another truly awesome phenomenon: Sura 9 is an odd-numbered sura, and if we carry out the calculations described above for the odd-numbered suras only, we find that the total for the suras is 513 (19x27), the total for the verses is 437 (19x23), and the grand total for both is 513+437 = 950 (19x50). Table 14 illustrates this remarkable phenomenon.

Table 14: Same data as in Table 12, but only for the odd-numbered suras

 Sura
 No.

No.of
Verses

Sum of
Suras

Digits of
Verses

Total

 1

7

1

7

8

 3

200

3

2

5

 -

-

-

-

 

 9

127

9

10

19

 -

-

-

-

 

 113

5

5

5

10

   

-----

-----

-----

   

513

437

950

   

(19x27)

(19x23)

(19x50)

[28] Let us take all the suras that consist of 127 verses or less. There are 105 such suras. The sum of the sura numbers of these 105 suras, plus the sum of their verse numbers is 10963, or 19x577. Sura 9 is the only sura that has 127 verses. See Table 15. If Sura 9 did consist of 129 verses, it would not be included in this list of suras, the total would be 10827 (10963-136), this phenomenon would have disappeared, and the Quran's code would have been violated.

Table 15: Mathematical coding of all suras consisting of 127 verses or less

 Sura
Number

No.of
Verses

Total

 1

7

8

 5

120

125

 8

75

83

 9

127

136

 -

-

-

 113

5

118

 114

6

120

----

-----

------

6434

4529

10963

   

(19x577)

[29] Since Sura 9 is odd-numbered, and its number of verses is also odd, let us look at all the odd-numbered suras whose number of verses is also odd. This gives us 27 suras: 1, 9, 11, 13, 15, 17, 25, 27, 29, 33, 35, 39, 43, 45, 57, 63, 81, 87, 91, 93, 97, 101, 103, 105, 107, 111, and 113. They consist of 7, 127, 123, 43, 99, 111, 77, 93, 69, 73, 45, 75, 89, 37, 29, 11, 29, 19, 15, 11, 5, 11, 3, 5, 7, 5, and 5 verses, respectively. The sum of these sura numbers, plus their sum of verse numbers is 2774, 19x146. If we take the wrong number of verses for Sura 9 , i.e., 129, this miracle disappears.

[30] The correct number of verses in Sura 9 is 127, and this is a prime number - it is not divisible by any number except 1, and itself. Let us look at all the suras whose number of verses is a prime number. These are Suras 1, 9, 13, 33, 43, 45, 57, 63, 81, 87, 93, 97, 101, 103, 105, 107, 111, and 113. The numbers of verses in these suras are 7, 127, 43, 73, 89, 37, 29, 11, 29, 19, 11, 5, 11, 3, 5, 7, 5, and 5, respectively. If you add the digits of these suras, you get 137, while the digits of the verses add up to 129. This makes the grand total of all the digits 137+129 = 266 = 19x14.

Table 16: All suras whose number of verses is 3 digit, and is divisible by 3

 Sura

# of Verses

Total

 5

120

125

 6

165

171

 11

123

134

 12

111

123

 17

111

128

 20

135

155

----

-----

-----

 71

765

836

   

(19x44)

 

 

 

[31] The distorters added two false verses to Sura 9, and this caused the sura to have 129 verses. Since 129 consists of 3 digits, and is divisible by 3, let us look at the suras whose number of verses is divisible by 3, and consists of 3 digits. The total of these sura numbers is 71, and the total number of verses is 765. This produces a grand total of 71 + 765 = 836, or 19x44. The data are shown in Table 16.

If Sura 9 had 129 verses, it would have been included in this table, and would have destroyed this phenomenon.

Table 17: All the suras that consist of 129 verses or more

Sura No.

No. of Verses

 2

286

 3

200

 4

176

 6

165

 7

206

 20

135

 26

227

 37

182

 

-----

 

1577

 

(19x83)

 

 

[32] If Sura 9 consisted of 129 verses, as the falsifiers would like us to believe, then let us look at all the suras which consist of 129 verses or more. There are 8 such suras. Their data are shown Table 17. If Sura 9 consisted of 129 verses, the total number of verses would have been 1577 + 129 = 1706, not a multiple of 19.

[33] The numbers 127, 128 and 129 have two digits in common, "1" and "2." Let us consider all the suras whose number of verses contains the digits 1 and 2. By adding the sura numbers plus the numbers of verses, we get 1159, 19x61. See Table 18.

If Sura 9 consisted of 129 verses, the total would have become 1159+2 = 1161, not a multiple of 19.

 

Table 18: Suras whose final verse have the numerals "1" and "2" in common with the verses in question (127, 128, and 129)

 Sura
 No.

No.of
Verses

Total

 5

120

125

 9

127

136

 11

123

134

 16

128

144

 21

112

133

 37

182

219

 65

12

77

 66

12

78

 92

21

113

----

-----

-----

 322

837

1159

   

(19x61)

 

 

[34] Sura 9 is a single-digit sura whose number of verses contains the digits 1 and 2. There is only one other sura that possesses these traits: Sura 5 is a single-digit sura, and it consists of 120 verses. As shown in Table 19, the number of verses in these two suras is 120+127 = 247 = 19x13. If Sura 9 consisted of 129 verses, the total would have been 247+2 = 249, not a multiple of 19.

Table 19: The only suras whose number is a single digit, and the number of verses contains the numerals "1" and "2"

Sura Number

No. of Verses

 5

120

 9

127

 ----

-----

 

247

 

(19x13)

Table 20: All the suras where the digits of sura number and number of verses add up to 19

 Sura No.

No.of Verses

Total

 9

127

136

 22

78

100

 26

227

253

 45

37

82

 54

55

109

 64

18

82

 72

28

100

 77

50

127

 78

40

118

 84

25

109

 -----

-----

-----

 531

685

1216

   

(19x64)

[35] We looked at all the suras whose number of verses contains "1" and "2." Let us now look at all the suras whose number of verses begins with the digit "1." There are 30 suras that possess this quality: Suras 4, 5, 6, 9, 10, 11, 12, 16, 17, 18, 20, 21, 23, 37, 49, 60, 61, 62, 63, 64, 65, 66, 82, 86, 87, 91, 93, 96, 100, and 101.

Their numbers of verses are 176, 120, 165, 127, 109, 123, 111, 128, 111, 110, 135, 112, 118, 182, 18, 13, 14, 11, 11, 18, 12, 12, 19, 17, 19, 15, 11, 19, 11, and 11. The sum of verse numbers (1+2+3+...+n) for these 30 suras is 126122, or 19x6638.

If Sura 9 consisted of 129 verses, the sum of their verse numbers would have been 126122 + 128 + 129 = 126379, and this total is not a multiple of 19.

[36] Sura 9 consists of 127 verses, and 9+1+2+7 equals 19. Let us look at all the suras whose digits of sura and verses add up to 19. There are 10 suras that meet this specification, and the total of their sura numbers and numbers of verses is 1216, or 19x64. The data are shown in Table 20.

 

Mr. Gatut Adisoma of Masjid Tucson made the following two discoveries.

[37] Sura 9 consists of 127 verses, and (9) plus (1+2+7) add up to 19. There are three other suras in the whole Quran whose sura digits add up to 9 and the digits of their number of verses add up to 10. These are suras 9, 45, 54, and 72. They consist of 127, 37, 55, and 28 verses, respectively. The total number of verses in these three suras is 247, 19x13.

If Sura 9 consisted of 129 verses, it would not be included in this table to begin with. See Table 21.

Table 21: All the suras where the digits of sura number add up to 9 and the digits of number of verses add up to 10

 Sura No.

No. of Verses

 9

127

 45

37

 54

55

 72

28

 

------

 

247

 

(19x13)

 

[38] If Sura 9 consisted of 129 verses as the distorters claimed, then there is only one other sura in the whole Quran whose sura digits add up to 9, and its number of verses' digits add up to 12, namely Sura 27.

As shown in Table 22, this combination, with 129 verses for Sura 9, does not conform with the Quran's code.

Table 22: The suras where the digits of sura number add up to 9, and the digits of number of verses add up to 12, assuming that Sura 9 is 129 verses

Sura No.

No. of Verses

 9

129

 27

93

 

-----

 

222

 (not a multiple of 19)

[39] Let us assume for awhile that Sura 9 consists of 129 verses. Since the number 129 ends with the digit "9," let us look at all the suras where the number of verses ends with the digit "9."

We find 13 suras in the Quran whose number of verses ends with the digit "9." They are Suras 10, 15, 29, 43, 44, 48, 52, 57, 81, 82, 87, 96, and 104. Their numbers of verses are 109, 99, 69, 89, 59, 29, 49, 29, 29, 19, 19, 19, and 9, respectively.

Table 23: All suras whose number of
verses end with the digit "9"

Sura
 No.

No.of Verses

Sum of
Verse #'s

Total

 10

109

5995

6114

 15

99

4950

5064

 29

69

2415

2513

 43

89

4005

4137

 44

59

1770

1873

 48

29

435

512

 52

49

1225

1326

 57

29

435

521

 81

29

435

545

 82

19

190

291

 87

19

190

296

 96

19

190

305

 104

9

45

158

-----

------

------

-------

 748

627

22280

23655

 

(19x33)

 

(19x1245)

As illustrated by Table 23, many conform with the Quran's code only if Sura 9 is excluded; it does not consist of 129 verses. Without Sura 9, the total number of verses in these 13 suras is 627, 19x33. Additionally, the sura number, plus the number of verses, plus the sum the sum of verse numbers, add up to 23655, or 19x1245. These phenomena would have disappeared if Sura 9 consisted of 129 verses.

[40] Sura 9 is an odd-numbered sura whose number of verses ends with the digit "9." Let us now look at all the odd-numbered suras whose number of verses ends with "9." As shown in Table 24, the total of sura number and number of verses in these suras is 646, or 19x34. If Sura 9 had 129 verses, it would have been included in this group, and the total would have been 646+129+9 = 784, which is not a multiple of 19.
Table 24: Odd numbered suras whose
number of verses ends with "9"

Sura No. Verses

No.of Verses

Total

 15

99

114

 29

69

98

 43

89

132

 57

29

86

 81

29

110

 87

19

106

 ----

-----

-----

 312

334

646

   

(19x34)

 

 

 

 

 

 

 

 

[41] By now, it is incontrovertibly proven that Sura 9 consists of 127 verses. Let us now look at the suras whose number of verses ends with "7." There are 7 such suras; they are Suras 1, 9, 25, 26, 45, 86, and 107. Their numbers of verses are 7, 127, 77, 227, 37, 17, and 7 verses, respectively. The grand total of sura numbers plus number of verses for these seven suras is 798, 19x42. The details are shown in Table 25. Thus, every sura whose number of verses ends with the digit "7," including Sura 9, conforms with the code.

Table 25: The suras whose number of
verses ends with the digit "7"

Sura No.

No.of Verses

Total

 1

7

8

 9

127

136

 25

77

102

 26

227

253

 45

37

82

 86

17

103

 107

7

114

-----

-----

------

 299

499

798

   

(19x42)

[42] The last two verses of Sura 9 are 126 and 127. Since the falsifiers added two verses, let us look at the last two verses of every sura in the Quran, and count the digit "7," all of them, among these last two verses.

As shown in Table 26, the total number of the digit "7" among the last two verses of every sura in the Quran is 38, 19x2.

Table 26: The total number of the digit "7" among the last two verses of every sura in the Quran

Sura No.

Last 2 Verses

7's in Last 2 Verses

 1

6,7

1

 2

285,286

0

 3

199,200

0

 4

175,176

2

 -

-

-

 9

126,127

1

 -

-

-

 25

76,77

3

 -

-

-

114

5,6

0

   

-----

   

38

 

 

 

 

 

 

 

If the last verse in Sura 9 was 129 instead of 127, the number of occurrences of the digit "7" would have been 37, not 38, and this criterion would have been destroyed.

[43] Assuming that Sura 9 consists of 129 verses, let us look at all the suras that contain a verse No. 129. This means that we look at all the suras that consist of 129 or more verses. For example, Sura 2 consists of 286 verses. Therefore, it contains a verse that is assigned the number "129." We then take this verse and add it to all the other verses assigned the number 129 throughout the Quran. Under this assumption, there are 9 suras that contain a verse No. 129. Interestingly, we find that the total of sura numbers of these 9 suras is a multiple of 19 (114), while the total for the nine 129's can be a multiple of 19 if 2 is deducted from their total. In other words, we are told that one of these 9 suras contains 2 extra verses. The details are in Table 27. When we add 114, plus 1161, and remove 2, we get 1273, or 19x67. Compare this total (1273) with the total reported in the Item 44 below. Of the 9 suras listed in Table 27, which one has the extra 2 verses? The answer is provided in Item 44.

Table 27: All suras which contain a verse number "129"

 Sura No.

Verse No.

 2

129

 3

129

 4

129

 6

129

 7

129

 9 ?

129

 20

129

 26

129

 37

129

 ----

-----

 114

1161

 (114+1161-2 = 1273 =

 (19x67)

[44] To pinpoint the location of these two false verses, let us look at all the suras that contain a verse No. 128, while continuing to assume that Sura 9 consists of 129 verses. This will give us the same list of suras as in Table 27, and also bring in Sura 16 which has precisely 128 verses.

As shown in Table 28, Sura 9 stands out in glaring disharmony; it is singled out as the sura that contains the false verses. The total of suras and verses becomes divisible by 19 only if Sura 9 is removed. Note that the divisible total, after removing Sura 9, is 1273, 19x67, which is the same total obtained in Item 43 above after removing 2 verses. This remarkable phenomenon proves that Sura 9 could not contain a verse No. 128.

Table 28: All suras containing a verse number "128"

 Sura No.

Verse No.

 2

128

 3

128

 4

128

 6

128

 7

128

 9 ?

128

 16

128

 20

128

 26

128

 37

128

 ----

-----

 130

1280

 (130+1280 = 1410  not a multiple of 19)

 If we remove Sura 9, with its 128 verses, we get 1410-9-128 =  1273 = 19 x 67

 

 

 

 

 

 

 

 

 

 

 

 

 

 

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