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Surahs › The Dunes › Verse 16

أُو۟لَٰٓئِكَ ٱلَّذِينَ نَتَقَبَّلُ عَنْهُمْ أَحْسَنَ مَا عَمِلُوا۟ وَنَتَجَاوَزُ عَن سَيِّـَٔاتِهِمْ فِىٓ أَصْحَٰبِ ٱلْجَنَّةِ وَعْدَ ٱلصِّدْقِ ٱلَّذِى كَانُوا۟ يُوعَدُونَ

Olâika allaẕeena nataqabbalu ʿanhum aḥsana mâ ʿamiloo wanatajâwazu ʿan sayyiâtihim fee aṣḥâbi aljannati waʿda alṣṣidqi allaẕee kânoo yooʿadoona

Interpretation

The interpretation of this verse has not been added yet.

Matrix Dynamism

Matrix point
BL67 (191/365)
Channel
Mesane · BL
Element
Su
Sign
Terazi
Body region
Böbrek / bel
Ruler
Venus
Decan
1 · Ay

Abjad Values

#WordValue
1أُو۟لَٰٓئِكَ67
2ٱلَّذِينَ791
3نَتَقَبَّلُ582
4عَنْهُمْ165
5أَحْسَنَ119
6مَا41
7عَمِلُوا۟147
8وَنَتَجَاوَزُ473
9عَن120
10سَيِّـَٔاتِهِمْ516
11فِىٓ90
12أَصْحَٰبِ101
13ٱلْجَنَّةِ89
14وَعْدَ80
15ٱلصِّدْقِ225
16ٱلَّذِى741
17كَانُوا۟78
18يُوعَدُونَ146
Total abjad value of the verse4571

Calculated with the major abjad; hamza counts as alif, ta marbuta as ha.

Frequency

Sound generated from the letter values (abjad) of the text; independent of recitation.

Add to composition

Bar height = weight (count); position = frequency (logarithmic)

Options
Sound type
Playback
Letter table
LetterCountHzBandFolded Hz
ا131Envelope1024
ب22Envelope1024
ج23Envelope768
د34Envelope1024
ه35Envelope640
و86Envelope768
ز17Envelope896
ح28Envelope1024
ي610Envelope640
ك220Envelope640
ل730Envelope960
م440Envelope640
ن950Envelope800
س260Envelope960
ع570Envelope1120
ف180Envelope640
ص290Envelope720
ق2100Carrier800
ت3400Carrier800
ذ2700Carrier700
Total abjad value of the verse4571

The total is shown as a number only; it is not part of the sound. The sound comes entirely from the letters.

Measurement charts

Charts fill while sound is playing.

How it works

Derived from letter values only, independent of recitation. Below 100 Hz: envelope modulation · 100 Hz and above: carrier tone; in a verse with no letter above 100 Hz the letters themselves carry, octave-folded. Sound is generated live in the browser; no file.

Flow: the letter sequence as one phase-continuous wave; each letter lasts k full periods of its own frequency (intrinsic duration = Σ 1/value). In the folded mode the per-letter tempo is fixed.