1. The first verse (1:1),known as "Basmalah," consists of 19 letters.
2. The Quran consists of 114 suras, which is ..............19 x 6.
3. The total number of verses in the Quran is 6346, or ....19 x 334. [6234 numbered verses & 112 un-numbered verses (Basmalahs) 6234+112 = 6346] Note that 6+3+4+6 =.......19.
4. The Basmalah occurs 114 times, despite its conspicuous absence from Sura 9 (it occurs twice in Sura 27) & 114= 19x6.
5. From the missing Basmalah of Sura 9 to the extra Basmalah of Sura 27, there are precisely ...............19 suras.
6. It follows that the total of the sura numbers from 9 to 27 (9+10+11+12+...+26+27) is 342, or .............19 x 18.
7. This total (342) also equals the number of words between the two Basmalahs of Sura 27, and 342 = ........19 x 18.
8. The famous first revelation (96:1-5) consists of .......19 words.
9. This 19-worded first revelation consists of 76 letters .19 x 4.
10. Sura 96, first in the chronological sequence, consists of .....................................................19 verses.
11. This first chronological sura is placed atop the last ..19 suras.
12. Sura 96 consists of 304 Arabic letters, and 304 equals .19 x 16.
13. The last revelation (Sura 110) consists of ............19 words.
14. The first verse of the last revelation (110:1) consists of ................19 letters.
15. 14 different Arabic letters, form 14 different sets of "Quranic Initials" (such as A.L.M. of 2:1), and prefix 29 suras. These numbers add up to 14+14+29 = 57 = ......19 x 3.
16. The total of the 29 sura numbers where the Quranic Initials occur is 2+3+7+...+50+68 = 822, and 822+14 (14 sets of initials) equals 836, or ................. 19 x 44.
17. Between the first initialed sura (Sura 2) and the last initialed sura (Sura 68) there are 38 un-initialed suras 19 x 2.
18. Between the first and last initialed sura there are ....19 sets of alternating "initialed" and "un-initialed" suras.
19. The Quran mentions 30 different numbers: 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 19, 20, 30, 40, 50, 60, 70, 80, 99, 100, 200, 300, 1000, 2000, 3000, 5000, 50,000, & 100,000. The sum of these numbers is 162146, which equals 19x8534.