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The 19 Letters in "Bismillahir Rahmanir Raheem"

بِسْمِ ٱللَّهِ ٱلرَّحْمَٰنِ ٱلرَّحِيمِ

The Basmalah, the opening phrase of the Quran, consists of these 4 words color-coded. Hover over the words to see their corresponding letters.

Basmalah Information

The Basmalah consists of 19 letters. Hover over the letters or word groups to get detailed information.

The repetition counts of the words Ism, Allah, Rahman, and Rahim throughout the Quran are also multiples of 19. These 4 words that form the Basmalah, the opening phrase of the Quran, appear throughout the entire Quran in numbers that are multiples of 19.

How Many Times Do the Words Forming the Basmalah Appear in the Quran?

These four words that form the Basmalah — Ism, Allah, Rahman, and Rahim — appear in the Quran in numbers that are multiples of 19. This pattern is not coincidental; it is one of the first examples demonstrating that the Quran is a mathematically protected book.

اسم
Ism (Name)
0
19 × 1
الله
Allah
0
19 × 142
الرحمن
Ar-Rahman
0
19 × 3
الرحيم
Ar-Raheem
0
19 × 6

Word Information

Click on a word to get detailed information.

The 19 Harmony of Multiplication Factors

The repetition counts of Basmalah words: 19, 2698, 57, 114. When we divide these numbers by 19, we get the factors: 1, 142, 3, 6. The sum of these factors is 152 = 19×8.

This shows that not only the repetition counts, but even the factor system itself is organized around the number 19.

Word Occurrences Factor
بِسْمِ Ism (Name)
19 × 1 1
ٱللَّهِ Allah
19 × 142 142
ٱلرَّحْمَٰنِ Ar-Rahman (The Merciful)
19 × 3 3
ٱلرَّحِيمِ Ar-Raheem (The Compassionate)
19 × 6 6
Sum of Factors:
1 + 142 + 3 + 6 = 152
152 = 19 × 8

Not only the repetition counts, but even the factor structure is tied to 19.

Striking 19 Harmonies in Basmalah's Letter Structure

When each word's sequence number and letter count are combined, the resulting number is perfectly divisible by 19×19 (19²).

// Each word's sequence number + letter count
1st word بسم (Bsm): 3 letters (ب س م)1,3
2nd word الله (Allah): 4 letters (ا ل ل ه)2,4
3rd word الرحمن (Rahman): 6 letters (ا ل ر ح م ن)3,6
4th word الرحيم (Raheem): 6 letters (ا ل ر ح ي م)4,6
// Numbers are concatenated side by side
13 + 24 + 36 + 46 → 13243646
// Multi-layered divisibility
13243646 ÷ 19 = 697034
697034 ÷ 19 = 36686
∴ 13243646 = 19 × 19 × 36686

This multi-layered divisibility demonstrates that every letter of the Basmalah was created with a special design.

19 Harmonies in the Numerical Values of Letters (Abjad)

Each letter in the Arabic alphabet has a numerical equivalent. This system is known as Abjad and has been used since pre-Islamic times.

بسم
Bism
102
الله
Allah
66
الرحمن
Rahman
329
الرحيم
Raheem
289
Total Abjad Value: 786

The numerical data in the Basmalah (sequence numbers, letter counts, Abjad values) has been mathematically tested using 6 different parameter combinations. All of these tests yield perfect divisibility by 19.

1. Sequence Number + Letter Count

// Word sequences + letter counts
13 + 24 + 36 + 46 → 13243646
13243646 = 19 × 19 × 36686
// Mathematical formula
N = Concatenate(i ∥ hi) → N ≡ 0 (mod 19²)
Each word's sequence number and letter count are written side by side to form a single number, and this number is perfectly divisible by 19².

2. Sequence Number + Abjad Totals

// Word sequences + abjad values
1,102 + 2,66 + 3,329 + 4,289 → 1102266332942894
1102266332942894 = 19 × 23 × 252234858797
// Mathematical formula
N = Concatenate(i ∥ Ei) → N ≡ 0 (mod 19)
Each word's sequence number and that word's total Abjad value are written side by side to form a single number, and this number is perfectly divisible by 19.

3. Sequence Number + Individual Letter Abjad Values

// sequence number + each letter's abjad value
1 (Bsm): 2 60 40 →
2 (Allah): 1 30 30 5 →
3 (Rahman): 1 30 200 8 40 50 →
4 (Rahim): 1 30 200 8 10 40 →
1260402130305313020084050413020081040
1260402130305313020084050413020081040 = 19 × 663369542265954221097921269484253184
(37-digit number is perfectly divisible by 19)
// Mathematical formula
N = Concatenate(i, Hi1, Hi2, ..., Hiki) → N ≡ 0 (mod 19)
Each word's sequence number and the individual Abjad values of the letters in that word are written side by side to form a 37-digit number, and this number is perfectly divisible by 19.

4. Cumulative Letter Count

// Sequence + cumulative letter count
1st word: sequence = 1, total = 3
2nd word: sequence = 2, total = 3+4 = 7
3rd word: sequence = 3, total = 7+6 = 13
4th word: sequence = 4, total = 13+6 = 19
1327313419
1327313419 = 19 × 69858601
// Mathematical formula
Ci = Σm=1i hm → N ≡ 0 (mod 19)
Each word's sequence number and the cumulative letter count up to that word are written side by side to form a single number, and this number is perfectly divisible by 19.

5. Cumulative Abjad Totals

// sequence number + cumulative abjad total
1st word: sequence = 1, abjad = 102
2nd word: sequence = 2, 102+66 = 168
3rd word: sequence = 3, 168+329 = 497
4th word: sequence = 4, 497+289 = 786
1102216834974786
1102216834974786 = 19 × 2 × 3 × 9668568727849
// Mathematical formula
Ti = Σm=1i Em → N ≡ 0 (mod 19)
Each word's sequence number and the cumulative Abjad total up to that word are written side by side to form a single number, and this number is perfectly divisible by 19.

6. Word, Letter and Abjad Count Total

// total words + total letters + total abjad
Word count: 4
Letter count: 19
Abjad total: 786
419786
419786 = 19 × 2 × 11047
// Mathematical formula
N = Concatenate(w, h, e) → N ≡ 0 (mod 19)
The total word count, letter count, and Abjad total in the Basmalah are written side by side to form a single number, and this number is perfectly divisible by 19.

Variables Used in Formulas

i: word sequence number
hi: letter count in ith word
Hij: Abjad value of the jth letter in the ith word
Ei: total Abjad value of the ith word
Ti: cumulative total Abjad value from 1 to i
Ci: cumulative letter count from 1 to i
w: total word count
h: total letter count
e: total Abjad value in all words

Special Operations:

Concatenate(...): concatenates numbers preserving their digits sequentially (e.g. 1 and 102 → 1102)
∥: numerical juxtaposition of two values (e.g. i ∥ hi = 13)

Statistical Evaluation

The probability that all 6 independent numbers are simultaneously perfectly divisible by 19:

P = (1/19)⁶ = 1/47,045,881
P < 2.1 × 10⁻⁸

🎯 1 in 47 million chance!

This ratio is statistically too low to be explained by chance.

4×4 Name Symmetry with Numerical Harmony of 19 in the Quran

In the Quran, only 4 names of Allah are repeated a number of times that is a multiple of 19. Similarly, only 4 names of Allah have Abjad values that are multiples of 19. These two groups perfectly match the 4 names appearing in the Basmalah.

Shaheed (شهيد)

19 (19×1)
Occurrence Count

Wahid (واحد)

19 (19×1)
Abjad Value

Allah (الله)

2698 (19×142)
Occurrence Count

Dhul Fadlil Azeem
(ذو الفضل العظيم)

2698 (19×142)
Abjad Value

Ar-Rahman (الرحمن)

57 (19×3)
Occurrence Count

Al-Majeed (مجيد)

57 (19×3)
Abjad Value

Ar-Raheem (الرحيم)

114 (19×6)
Occurrence Count

Al-Jami' (جامع)

114 (19×6)
Abjad Value

The factors of the 8 names that make up this table (4 occurrence counts, 4 abjad) are connected by this mathematical equation:

4² × 19² = 5776

Bism or Ism? The Additional Miraculous Effect of the Writing Difference Related to 19

In the Quran, the word "name" is written in two different forms: The form with Alif (ISM - اسم) and the form without Alif (BSM - بسم). This distinction is not random, but a conscious and deliberate choice.

Division of the Quran with Alif-less BSM

The three BSM words written without Alif (in verses 1:1, 11:41, and 27:30) divide the Quran into sections with verse counts that are multiples of 19.

From first BSM to second: 1520 verses (19×80)
From second BSM to third: 1691 verses (19×89)
From third BSM to end of Quran: 3135 verses (19×165)

Designed in Positions!

There are 114 chapters in the Quran, but there is no Basmalah at the beginning of the 9th chapter (Tawbah). This deficiency is completed with an "extra Basmalah" in verse 30 of the 27th chapter. The number becomes 114 again (19×6). But the real magic begins here:

Positional Coding System

Sum of 19 Chapters = 342

Chapters between 9th chapter (Tawbah) → 27th chapter (An-Naml):
9 + 10 + 11 + 12 + 13 + 14 + 15 + 16 + 17 + 18 + 19 + 20 + 21 + 22 + 23 + 24 + 25 + 26 + 27
= 342 (19×18)
The number of words between two Basmalahs is also:
342
(Same number!)
Verse 27:30 where the extra Basmalah is found:
27 + 30 = 57
(19×3)

This shows that the system is sealed not only content-wise, but also position-wise.

Conclusion

All these examples reveal that the Basmalah contains an extraordinary order not only in its semantic layers, but also in its mathematical structure. Letter counts, abjad values, positional placements, and structural repetitions point to a multi-layered and systematic structure woven around the number 19.

The fact that all the obtained numerical data are perfectly divisible by 19 (and even by 19² in some cases) carries a statistically low probability that cannot be explained by chance. This structure strongly demonstrates the existence of a conscious mathematical system, far from coincidence, even in the first sentence of the Quran.

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