114 Suras • 6346 Verses • 19 System
The Quran's Mathematical Structure
114 suras, 6346 verses, and 15 massive numbers — all multiples of 19. The Quran's mathematical preservation.
114
Suras
114 = 19 × 6
6346
Verses
6346 = 19 × 334
346199
Grand Total
346199 = 19 × 19 × 959
How 6346 Verses Are Composed
The Quran contains a total of 6346 verses. This number consists of two components:
Numbered Verses
6234
= 19 × 328
Unnumbered Basmalah
112
Total
6346
= 19 × 334
Sura-Verse Detail Table
Sura Number | Sura Name | No. of Verses | Sum of Verse #s | Grand Total |
|---|---|---|---|---|
| 1 | The Key (Al-Fãtehah) | 7 | 28 | 36 |
| 2 | The Heifer (Al-Baqarah) (Initial letters) | 286 | 41.041 | 41.329 |
| 3 | The Amramites (Ãli-´Imrãn) (Initial letters) | 200 | 20.100 | 20.303 |
| 4 | Women (Al-Nesã´) | 176 | 15.576 | 15.756 |
| 5 | The Feast (Al-Mã´edah) | 120 | 7.260 | 7.385 |
| 6 | Livestock (Al-An`ãm) | 165 | 13.695 | 13.866 |
| 7 | The Purgatory (Al-A`arãf) (Initial letters) | 206 | 21.321 | 21.534 |
| 8 | The Spoils of War (Al-Anfãl) | 75 | 2.850 | 2.933 |
| 9 | Ultimatum (Barã´ah) | 127 | 8.128 | 8.264 |
| 10 | Jonah (Younus) (Initial letters) | 109 | 5.995 | 6.114 |
| 11 | Hûd (Hûd) (Initial letters) | 123 | 7.626 | 7.760 |
| 12 | Joseph (Yousuf) (Initial letters) | 111 | 6.216 | 6.339 |
| 13 | Thunder (Al-Ra`ad) (Initial letters) | 43 | 946 | 1.002 |
| 14 | Abraham (Ibrahîm) (Initial letters) | 52 | 1.378 | 1.444 |
| 15 | Al-Hijr Valley (Al-Hijr) (Initial letters) | 99 | 4.950 | 5.064 |
| 16 | The Bee (Al-Nahl) | 128 | 8.256 | 8.400 |
| 17 | The Children of Israel (Banî Israel) | 111 | 6.216 | 6.344 |
| 18 | The Cave (Al-Kahf) | 110 | 6.105 | 6.233 |
| 19 | Mary (Maryam) (Initial letters) | 98 | 4.851 | 4.968 |
| 20 | T.H. (Tã Hã) (Initial letters) | 135 | 9.180 | 9.335 |
| 21 | The Prophets (Al-Anbyã´) | 112 | 6.328 | 6.461 |
| 22 | Pilgrimage (Al-Hajj) | 78 | 3.081 | 3.181 |
| 23 | The Believers (Al-Mu´minûn) | 118 | 7.021 | 7.162 |
| 24 | Light (Al-Noor) | 64 | 2.080 | 2.168 |
| 25 | The Statute Book (Al-Furqãn) | 77 | 3.003 | 3.105 |
| 26 | The Poets (Al-Shu`arã´) (Initial letters) | 227 | 25.878 | 26.131 |
| 27 | The Ant (Al-Naml) (Initial letters) | 93 | 4.371 | 4.491 |
| 28 | History (Al-Qasas) (Initial letters) | 88 | 3.916 | 4.032 |
| 29 | The Spider (Al-`Ankaboot) (Initial letters) | 69 | 2.415 | 2.513 |
| 30 | The Romans (Al-Room) (Initial letters) | 60 | 1.830 | 1.920 |
| 31 | Luqman (Luqmãn) (Initial letters) | 34 | 595 | 660 |
| 32 | Prostration (Al-Sajdah) (Initial letters) | 30 | 465 | 527 |
| 33 | The Parties (Al-Ahzãb) | 73 | 2.701 | 2.807 |
| 34 | Sheba (Saba´) | 54 | 1.485 | 1.573 |
| 35 | Initiator (Faater) | 45 | 1.035 | 1.115 |
| 36 | Y.S. (Yã Sîn) (Initial letters) | 83 | 3.486 | 3.605 |
| 37 | The Arrangers (Al-Sãffãt) | 182 | 16.653 | 16.872 |
| 38 | S (Saad) (Initial letters) | 88 | 3.916 | 4.042 |
| 39 | The Throngs (Al-Zumar) | 75 | 2.850 | 2.964 |
| 40 | Forgiver (Ghãfer) (Initial letters) | 85 | 3.655 | 3.780 |
| 41 | Detailed (Fussilat) (Initial letters) | 54 | 1.485 | 1.580 |
| 42 | Consultation (Al-Shoo`arã) (Initial letters) | 53 | 1.431 | 1.526 |
| 43 | Ornaments (Al-Zukhruf) (Initial letters) | 89 | 4.005 | 4.137 |
| 44 | Smoke (Al-Dukhãn) (Initial letters) | 59 | 1.770 | 1.873 |
| 45 | Kneeling (Al-Jãtheyah) (Initial letters) | 37 | 703 | 785 |
| 46 | The Dunes (Al-Ahqãf) (Initial letters) | 35 | 630 | 711 |
| 47 | Muhammad (Muhammad) | 38 | 741 | 826 |
| 48 | Victory (Al-Fatt-h) | 29 | 435 | 512 |
| 49 | The Walls (Al-Hujurãt) | 18 | 171 | 238 |
| 50 | Q (Qãf) (Initial letters) | 45 | 1.035 | 1.130 |
| 51 | Drivers of the Winds (Al-Dhãreyãt) | 60 | 1.830 | 1.941 |
| 52 | Mount Sinai (Al-Toor) | 49 | 1.225 | 1.326 |
| 53 | The Stars (Al-Najm) | 62 | 1.953 | 2.068 |
| 54 | The Moon (Al-Qamar) | 55 | 1.540 | 1.649 |
| 55 | Most Gracious (Al-Rahmaan) | 78 | 3.081 | 3.214 |
| 56 | The Inevitable (Al-Waaqe`ah) | 96 | 4.656 | 4.808 |
| 57 | Iron (Al-Hadeed) | 29 | 435 | 521 |
| 58 | The Debate (Al-Mujaadalah) | 22 | 253 | 333 |
| 59 | Exodus (Al-Hashr) | 24 | 300 | 383 |
| 60 | The Test (Al-Mumtahanah) | 13 | 91 | 164 |
| 61 | The Column (Al-Suff) | 14 | 105 | 180 |
| 62 | Friday (Al-Jumu`ah) | 11 | 66 | 139 |
| 63 | The Hypocrites (Al-Munaafeqoon) | 11 | 66 | 140 |
| 64 | Mutual Blaming (Al-Taghaabun) | 18 | 171 | 253 |
| 65 | Divorce (Al-Talaaq) | 12 | 78 | 155 |
| 66 | Prohibition (Al-Tahreem) | 12 | 78 | 156 |
| 67 | Kingship (Al-Mulk) | 30 | 465 | 562 |
| 68 | The Pen (Al-Qalam) (Initial letters) | 52 | 1.378 | 1.498 |
| 69 | Incontestable (Al-Haaqqah) | 52 | 1.378 | 1.499 |
| 70 | The Heights (Al-Ma`aarej) | 44 | 990 | 1.104 |
| 71 | Noah (Noah) | 28 | 406 | 505 |
| 72 | The Jinn (Al-Jinn) | 28 | 406 | 506 |
| 73 | Cloaked (Al-Muzzammil) | 20 | 210 | 303 |
| 74 | The Hidden secret (Al-Muddath-thir) | 56 | 1.596 | 1.726 |
| 75 | Resurrection (Al-Qeyaamah) | 40 | 820 | 935 |
| 76 | The Human (Al-Insaan) | 31 | 496 | 603 |
| 77 | Dispatched (Al-Mursalaat) | 50 | 1.275 | 1.402 |
| 78 | The Event (Al-Naba´) | 40 | 820 | 938 |
| 79 | The Snatchers (Al-Naaze`aat) | 46 | 1.081 | 1.206 |
| 80 | He Frowned (`Abasa) | 42 | 903 | 1.025 |
| 81 | The Rolling (Al-Takweer) | 29 | 435 | 545 |
| 82 | The Shattering (Al-Infitaar) | 19 | 190 | 291 |
| 83 | The Cheaters (Al-Mutaffifeen) | 36 | 666 | 785 |
| 84 | The Rupture (Al-Inshiqaaq) | 25 | 325 | 434 |
| 85 | The Galaxies (Al-Burooj) | 22 | 253 | 360 |
| 86 | The Bright Star (Al-Taareq) | 17 | 153 | 256 |
| 87 | The Most High (Al-A`alaa) | 19 | 190 | 296 |
| 88 | The Overwhelming (Al-Ghaasheyah) | 26 | 351 | 465 |
| 89 | Dawn (Al-Fajr) | 30 | 465 | 584 |
| 90 | The Town (Al-Balad) | 20 | 210 | 320 |
| 91 | The Sun (Al-Shams) | 15 | 120 | 226 |
| 92 | The Night (Al-Layl) | 21 | 231 | 344 |
| 93 | The Forenoon (Al-Duhaa) | 11 | 66 | 170 |
| 94 | Cooling the Temper (Al-Sharrhh) | 8 | 36 | 138 |
| 95 | The Fig (Al-Teen) | 8 | 36 | 139 |
| 96 | The Embryo (Al-`Alaq) | 19 | 190 | 305 |
| 97 | Destiny (Al-Qadr) | 5 | 15 | 117 |
| 98 | Proof (Al-Bayyinah) | 8 | 36 | 142 |
| 99 | The Quake (Al-Zalzalah) | 8 | 36 | 143 |
| 100 | The Gallopers (Al-`Aadeyaat) | 11 | 66 | 177 |
| 101 | The Shocker (Al-Qaare`ah) | 11 | 66 | 178 |
| 102 | Hoarding (Al-Takaathur) | 8 | 36 | 146 |
| 103 | The Afternoon (Al-`Asr) | 3 | 6 | 112 |
| 104 | The Backbiter (Al-Humazah) | 9 | 45 | 158 |
| 105 | The Elephant (Al-Feel) | 5 | 15 | 125 |
| 106 | The Quraish Tribe (Quraish) | 4 | 10 | 120 |
| 107 | Charity (Al-Maa`oon) | 7 | 28 | 142 |
| 108 | Bounty (Al-Kawthar) | 3 | 6 | 117 |
| 109 | The Disbelievers (Al-Kaaferoon) | 6 | 21 | 136 |
| 110 | Triumph (Al-Naasr) | 3 | 6 | 119 |
| 111 | Thorns (Al-Masad) | 5 | 15 | 131 |
| 112 | Absoluteness (Al-Ikhlaas) | 4 | 10 | 126 |
| 113 | Daybreak (Al-Falaq) | 5 | 15 | 133 |
| 114 | People (Al-Naas) | 6 | 21 | 141 |
| 6.555 | TOTAL | 6234 | 333.410 | 346.199 |
💡 Blue highlighted suras contain Quranic Initials (29 suras)
Initialed Suras (29)
Total:190,133
190,133 = 19 × 10,007
✓ Divisible by 19
Un-initialed Suras (85)
Total:156,066
156,066 = 19 × 8,214
✓ Divisible by 19
Grand Total Calculation (346199)
Sum of sura numbers (1+2+...+114):6.555
Numbered verses (6346 - 112 Basmalah):6.234
Sum of verse numbers:333.410
GRAND TOTAL:346.199
Harmony with 19
346199 = 19 × 19 × 959
✓ Perfectly divisible by 19 squared (361)
114: Mathematical Properties
Digit Miracle
Total Suras
114
= 19 × 6
Digit Sum
6
1 + 1 + 4 = 6
Digit Miracle
114
6 × 19 = 114
Odd and Even Sura Numbers
The Quran's 114 suras create perfect balance between odd and even numbered suras.
Odd-numbered suras:57
Even-numbered suras:57
Total:114 = 19 × 6
Sum of Sura Numbers
Even suras sum
3,306 = 174 × 19
2 + 4 + 6 + ... + 114
Odd suras sum
3,249 = 171 × 19
1 + 3 + 5 + ... + 113
15 Superhuman Massive Numbers
When we combine all sura and verse numbers of the Quran in different combinations, each of the resulting 15 massive numbers is perfectly divisible by 19. These numbers range from 12,572 to 12,930 digits — an incredible mathematical miracle!
1Verse Count + All Verse Numbers
Writing the verse count at the beginning of each sura, then sequentially writing all verse numbers to create a massive number
Example Demonstration
1. Sura (The Key - 7 verses): 7 1234567
2. Sura (The Heifer - 286 verses): 286 123456...286
114. Sura (People - 6 verses): 6 123456
Mathematical Formula
// Mathematical formula
N = Concatenate(Verse_Count_i ∥ Verses_i) → N ≡ 0 (mod 19)
Result: 12.692 digits ÷ 19 = 0 (remainder)
12.692 Digits
19 Perfectly Divisible ✓
📊 To view the full number:
2Verse Numbers + Verse Count + 6234
Writing all verse numbers of each sura, then adding the verse count, and finally adding 6234 at the end
Example Demonstration
1. Sura (The Key): 1234567 7
2. Sura (The Heifer): 123...286 286
End: + 6234
Mathematical Formula
// Mathematical formula
N = Concatenate(Verses_i ∥ Verse_Count_i) ∥ 6234 → N ≡ 0 (mod 19)
Result: 12.696 digits ÷ 19 = 0 (remainder)
12.696 Digits
19 Perfectly Divisible ✓
📊 To view the full number:
3Verses + Sura No + Verse Count + 6234
Writing verse numbers of each sura, then adding sura number and verse count, with 6234 at the end
Example Demonstration
1. Sura: 1234567 1 7
2. Sura: 123...286 2 286
End: + 6234
Mathematical Formula
// Mathematical formula
N = Concatenate(Verses_i ∥ Sura_No_i ∥ Verse_Count_i) ∥ 6234 → N ≡ 0 (mod 19)
Result: 12.930 digits ÷ 19 = 0 (remainder)
12.930 Digits
19 Perfectly Divisible ✓
📊 To view the full number:
4Verse Count + Verses + Sura No + 6234
Writing verse count first, then verse numbers, then sura number, with 6234 at the end
Example Demonstration
1. Sura: 7 1234567 1
2. Sura: 286 123...286 2
End: + 6234
Mathematical Formula
// Mathematical formula
N = Concatenate(Verse_Count_i ∥ Verses_i ∥ Sura_No_i) ∥ 6234 → N ≡ 0 (mod 19)
Result: 12.930 digits ÷ 19 = 0 (remainder)
12.930 Digits
19 Perfectly Divisible ✓
📊 To view the full number:
5Verses + Verse Number Sum
Writing verse numbers of each sura, then adding the sum of those verse numbers
Example Demonstration
1. Sura: 1234567 28 (1+2+...+7)
2. Sura: 123...286 41041
114. Sura: 123456 21
Mathematical Formula
// Mathematical formula
N = Concatenate(Verses_i ∥ Σ(Verses_i)) → N ≡ 0 (mod 19)
Result: 12.836 digits ÷ 19 = 0 (remainder)
12.836 Digits
19 Perfectly Divisible ✓
📊 To view the full number:
6Verse Number Sum + Verses
Reverse of Operation 5: Writing the verse number sum first, then the verse numbers
Example Demonstration
1. Sura: 28 1234567
2. Sura: 41041 123...286
114. Sura: 21 123456
Mathematical Formula
// Mathematical formula
N = Concatenate(Σ(Verses_i) ∥ Verses_i) → N ≡ 0 (mod 19)
Result: 12.836 digits ÷ 19 = 0 (remainder)
12.836 Digits
19 Perfectly Divisible ✓
📊 To view the full number:
7Reverse Order + Verse Sums
Reversing sura order (114 to 1), writing verses of each sura then adding verse sum
Example Demonstration
114. Sura (People): 123456 21
113. Sura (Daybreak): 12345 15
1. Sura (The Key): 1234567 28
Mathematical Formula
// Mathematical formula
N = Concatenate(Verses_114-i ∥ Σ(Verses_114-i)) → N ≡ 0 (mod 19)
Result: 12.812 digits ÷ 19 = 0 (remainder)
12.812 Digits
19 Perfectly Divisible ✓
📊 To view the full number:
8333410 + 6234 + 114 + (Sura No + Verses)
Grand Sum (333410), then numbered verses (6234), sura count (114), then each sura no + verse count
Example Demonstration
Start: 333410 6234 114
1. Sura: 1 7
2. Sura: 2 286
Mathematical Formula
// Mathematical formula
N = 333410 ∥ 6234 ∥ 114 ∥ Concatenate(Sura_No_i ∥ Verse_Count_i) → N ≡ 0 (mod 19)
Result: 12.696 digits ÷ 19 = 0 (remainder)
12.696 Digits
19 Perfectly Divisible ✓
📊 To view the full number:
9333410 + 6234 + 114 + (Verses + Sura No)
Same as Operation 8, but sura no and verse count are swapped: verse count + sura no format
Example Demonstration
Start: 333410 6234 114
1. Sura: 7 1
2. Sura: 286 2
Mathematical Formula
// Mathematical formula
N = 333410 ∥ 6234 ∥ 114 ∥ Concatenate(Verse_Count_i ∥ Sura_No_i) → N ≡ 0 (mod 19)
Result: 12.696 digits ÷ 19 = 0 (remainder)
12.696 Digits
19 Perfectly Divisible ✓
📊 To view the full number:
10All Verse Sums + 333410
Writing verse number sums of each sura sequentially, adding Grand Sum (333410) at the end
Example Demonstration
1. Sura: 28
2. Sura: 41041
End: 333410
Mathematical Formula
// Mathematical formula
N = Concatenate(Σ(Verses_i) ∀i ∈ [1,114]) ∥ 333410 → N ≡ 0 (mod 19)
Result: 12.572 digits ÷ 19 = 0 (remainder)
12.572 Digits
19 Perfectly Divisible ✓
📊 To view the full number:
11114 + 6234 + (Sura No + Verse Sum)
Sura count (114), numbered verses (6234), then each sura no + its verse sum
Example Demonstration
Start: 114 6234
1. Sura: 1 28
2. Sura: 2 41041
Mathematical Formula
// Mathematical formula
N = 114 ∥ 6234 ∥ Concatenate(i ∥ Σ(Verses_i)) → N ≡ 0 (mod 19)
Result: 12.572 digits ÷ 19 = 0 (remainder)
12.572 Digits
19 Perfectly Divisible ✓
📊 To view the full number:
12114 + 6234 + 333410 + All Verses
Sura count, numbered verses, grand sum, then writing all verse numbers of the Quran sequentially
Example Demonstration
Start: 114 6234 333410
1. Sura: 1 1234567
2. Sura: 2 123...286
Mathematical Formula
// Mathematical formula
N = 114 ∥ 6234 ∥ 333410 ∥ Concatenate(Sura_No_i ∥ Verses_i) → N ≡ 0 (mod 19)
Result: 12.578 digits ÷ 19 = 0 (remainder)
12.578 Digits
19 Perfectly Divisible ✓
📊 To view the full number:
136234 + Verse Counts + 6234
Numbered verses (6234), verse count of each sura, closing with numbered verses (6234)
Example Demonstration
Start: 6234
Verse counts: 7 286 200...
End: 6234
Mathematical Formula
// Mathematical formula
N = 6234 ∥ Concatenate(Verse_Count_i ∀i ∈ [1,114]) ∥ 6234 → N ≡ 0 (mod 19)
Result: 12.578 digits ÷ 19 = 0 (remainder)
12.578 Digits
19 Perfectly Divisible ✓
📊 To view the full number:
146234 + 114 + Verses + 6234 + 114
Numbered verses, sura count, all verses, then closing with numbered verses and sura count
Example Demonstration
Start: 6234 114
All verses: 1234567 123...286...
End: 6234 114
Mathematical Formula
// Mathematical formula
N = 6234 ∥ 114 ∥ Concatenate(Verses_i) ∥ 6234 ∥ 114 → N ≡ 0 (mod 19)
Result: 12.806 digits ÷ 19 = 0 (remainder)
12.806 Digits
19 Perfectly Divisible ✓
📊 To view the full number:
15Verses + Sura+Verse Sums
Combining all verse numbers and sura+verse sums for each sura
Example Demonstration
1. Sura: 1234567 29 (1+28)
2. Sura: 123...286 41043 (2+41041)
114. Sura: 123456 135 (114+21)
Mathematical Formula
// Mathematical formula
N = Concatenate(Verses_i ∥ (Sura_No_i + Σ(Verses_i))) → N ≡ 0 (mod 19)
Result: 12.806 digits ÷ 19 = 0 (remainder)
12.806 Digits
19 Perfectly Divisible ✓
📊 To view the full number: