هَٰذَا فَلْيَذُوقُوهُ حَمِيمٌ وَغَسَّاقٌ
Hâẕâ falyaẕooqoohu ḥameemun waghassâqun
Interpretation
The interpretation of this verse has not been added yet.
Matrix Dynamism
- Matrix point
- DU21 (353/365)
- Channel
- Du kanalı (arka orta hat) · DU
- Element
- —
- Sign
- Balık
- Body region
- Ayaklar / lenf
- Ruler
- Jupiter
- Decan
- 2 · Jüpiter
Abjad Values
| # | Word | Value |
|---|---|---|
| 1 | هَٰذَا | 706 |
| 2 | فَلْيَذُوقُوهُ | 937 |
| 3 | حَمِيمٌ | 98 |
| 4 | وَغَسَّاقٌ | 1167 |
| Total abjad value of the verse | 2908 | |
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.
Bar height = weight (count); position = frequency (logarithmic)
Options
Letter table
| Letter | Count | Hz | Band | Folded Hz |
|---|---|---|---|---|
| ا | 2 | 1 | Envelope | 1024 |
| ه | 2 | 5 | Envelope | 640 |
| و | 3 | 6 | Envelope | 768 |
| ح | 1 | 8 | Envelope | 1024 |
| ي | 2 | 10 | Envelope | 640 |
| ل | 1 | 30 | Envelope | 960 |
| م | 2 | 40 | Envelope | 640 |
| س | 1 | 60 | Envelope | 960 |
| ف | 1 | 80 | Envelope | 640 |
| ق | 2 | 100 | Carrier | 800 |
| ذ | 2 | 700 | Carrier | 700 |
| غ | 1 | 1000 | Carrier | 1000 |
| Total abjad value of the verse | 2908 | |||
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.
Envelope spectrum — measured, 0.24 Hz resolution
Wave spectrum — measured (1–1200 Hz, logarithmic)
Variation spectrum — periodicities of the letter sequence
Position = period length (letters, logarithmic); height = power. Label: letters/period and its Hz at the chosen k.
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.