SAUNDARYA LAHARI
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VERSE 29
THE DEVI HAS ALSO A NOUMENAL STATUS, THOUGH SHE IS FEMININE
ASCENDING TO OMEGA DIGNITY
POSITIVE CANCELLATION BY INTENTION ONLY
किरीटं वैरिञ्चं परिहर पुरः कैटभभिदः
कठोरे कोठीरे स्कलसि जहि जम्भारि-मकुटम् ।
प्रणम्रेष्वेतेषु प्रसभ-मुपयातस्य भवनं
भवस्यभ्युत्थाने तव परिजनोक्ति-र्विजयते
kiritam vairincam parihara kaitabhabhidah
kathore kotire skhahalasi jahi jambhari makutam
pranamresvetesu prasabham upayatasya bhavanam
bhavasya bhyutthane tava parijanoktir vijayate
Remove Brahma's crown from before; and of him called Vishnu,
You are going to hurt his hard headgear; bypass Indra's crown
As, inclining in front of you, they remain at that very moment for him on his homecoming,
You are about to rise, such words of your retinue, they do ring supreme..
Verses 29 and 30 represent two more normalized versions, before the punctuation between sections of ten verses passes over to another aspect of the Absolute as a significant value. We have to imagine here the same beautiful palace with its groves and gardens and flowering trees on a gem-island; first mentioned in Verse 3, and further developed in Verse 8, with the Goddess sitting in full imperial glory within a Mandala in an architectural motif both circular and square. She sits in the centre, evidently, enthroned in all her absolutist beauty and magnificence. We can put into this same picture all the lesser Shiva agents who belong to her personal retinue, on one side of the total situation. On the other side there are the female attendants who are maidens-in-waiting for the private requirements of the Empress herself. We can also imagine armed guards for her protection, distributed more peripherally within the four walls, or even outside. The central room represents the sacred sanctuary where the Goddess of Beauty presides, commanding the total and complex setup of her retinue. We could imagine the three demiurges, who have figured consistently in many previous verses, in the act of inclining in one of the two alternate manners depicted in Verse 25. The vertical version is the one where the three modalities are transcended. The horizontal version is where their crowns are going to be hurt, as the verticalized phase is likely to be induced at a given moment, when Shiva should be imagined as being sighted by the retainers outside as about to visit the Goddess in all her normal glory. Fanfares, trumpets and kettledrums could all be inserted into the picture as we like, according to personal taste, but the essence of the occasional moment is what is to be intuitively caught and understood here.
The first three lines of this verse are to be taken as the words coming from the mouths of the retinue surrounding the Goddess, who are concerned that proper dignity and importance be given to the Devi above all others. It is not the horizontal setup of the Goddess that counts, but the words that ring above the situation as a warning and an important directive, although only intentional in status or import. The words rise above the totality of the important occasional moment to be placed in an eternal present.
The three gods wear crowns of different degrees of hardness or objectivity on the side of effects, which is a form of the second degree of objectivity. The conical crown generally has a gem marking its terminal point in the case of each of the gods, whose functions we already know. Vishnu's headgear is the hardest to transcend. Brahma can be asked to take his crown away from where it can come to clash with that of the Devi, who is fully intending to rise but not actually doing so, still anticipating the homecoming of her lord. The headgear of Indra is to be more lightly bypassed because he has only the status of a demiurge among demiurges. He is not an Ishvara, but only a Deva, still steeped in the world of hedonistic values. All these gods can be thought of as bending over the crown of the Devi herself in such a way as to obstruct the vertical path that the Devi's own crown-tip might have to cross vertically in its ascent. It is her verticality that is to be given primacy on this occasion, and the armed guards are in charge of precautions against possible untoward events. The demiurges might intrude their crowns (representing their pride) and obstruct the free passage of the absolute principle as it passes vertically when she rises to receive Shiva, who descends from the heights of his own mental horizon. The verticality attains its maximum when both are fused together into one parameter, touching both the higher and the lower limits on the very occasion or moment of the eternal present wherein absolute beauty is about to triumph in its full glory. Intentionality is here as good as an accomplished fact, so one should not ask whether the Devi actually rose from her seat or not. This is the perfect picture of absolutist occasionalism in which no brute event really takes place.
(The demiurge is a concept from the Platonic and Neo-Platonic schools of philosophy for an artisan-like figure responsible for the fashioning and maintenance of the physical universe. The term was subsequently adopted by the Gnostics. Although a fashioner, the demiurge is not necessarily thought of as being the same as the creator figure in the familiar monotheistic sense, because both the demiurge itself plus the material from which the demiurge fashions the universe are considered either uncreated and eternal, or the product of some other being, depending on the system. ED)
(The Lord or Ishvara is not always identical with the Absolute (Brahman), and very often has only a secondary position. The word derives from the root Ish, which means to control, to govern, to rule, to command, to be master or lord of, etc. Isha means one who controls, governs, etc. Ishvara and Ishvari, in turn, mean the higher controller, higher governor, etc. The word deva derives from the root div which means to shine or to be bright. Deva then mean one who shines, or one who is brilliant, or a being of light. Devas often have a merely relativistic status. ED)
ADDITIONAL COMMENTS WITH STRUCTURAL DIAGRAMS RELATED TO THIS VERSE FROM SAUNDARYA LAHARI/NOTES.
In this verse we are in the Eternal Present in which Shiva and Parvati are equally dignified by cancellation in a world of intentionality (he is "about" to come): both their dignities cancel out.
WORD FOR WORD
Kiritam vairincam parihara purah - remove Brahma's crown from before
Kaitabha bhidaha - of him who is called Vishnu
Kathore kotire - his hard headgear
Jahi jambhari makutam - bypass Indra's crown
Pranam reshu eteshu - they remain as inclining in front of You
Prasabham - at that moment
Upayatasya bhavanam - for him, just then coming home
Bhavasya abhyuttane - as rising for Shiva's approach
Tava parijanoktihi - the words of Your retinue
Vijayate - they ring supreme.
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A popular print depicting the Devi and Her court.
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)
The attendants, soldiers etc. have different functions. Generally speaking, this verse shows an ascent from the immanent to the transcendent with three possible obstructions from hypostatic gods.
("Hypostatic" is obscure to ED. "Hypostatic" would seem to imply that they are on the positive side. Are they? We may just be being stupid. A lot about this verse is still not clear to us after 45 years. ED) )
A momentary total situation is revealed.
(It should be kept in mind that the three gods represent the creation, preservation and of the horizontal, phenomenal universe. ED)
This verse describes the Devi arising from Her seat. Sankara asks Vishnu and Brahma to remove their crowns, because She is "about" to rise on the entry of Shiva.
Why? Because Her crown will strike against the crowns of the rivals: Vishnu and Brahma. (Actually Brahma's is blocking her vision)
Another version:
TRANSLATION
- The crown pertaining to Brahma ("the Lotus-Seated")
- Remove in front (remove that first - "in front" of the Devi, and hiding her glory - and her vision)
- Of (him) who is called Vishnu
- Against the (diamond ) hard crown
- You hurt (Devi is hurting the crown of Vishnu with her own)
- Transcend the crown of Indra (with his erotic preoccupations).
- As these remain in a recumbent posture (the three gods).
- All of a sudden (quickly) (applies to Devi, not Shiva)
- Returning home (Shiva is returning home, in a loin-cloth)
- As You rise in honour of him (suddenly about to rise, these warnings of Your entourage should be heeded)
- The utterings of Your entourage (or attendants)
- Reigns victorious (these warnings are to be heeded)
The Devi is about to rise, the attendants say that Brahma should remove his crown because he is obstructing the vision of the Devi or of the entering Shiva; that the crown of Vishnu will be hurt; (by the tenderness of Her feet, She might be hurt; or Her crown, like a hydrogen flame, might melt his crown)
(This is purposely left vague by Sankara, re Vishnu's crown)
.
Then one of the female attendants says to the Devi that she had better transcend the crown of Indra.
These three things are said by the attendants.
Brahma is to be removed from below, Vishnu (horizontal) is to be avoided as far as "hurt" is concerned. Indra is to be transcended.
Shiva is returning home and as She is about to rise, the attendants give out certain cautions to avoid disasters.
Victory applies to the Beauty of Devi, who is about to rise; and the less significant values of Brahma, the harsh one of Vishnu and the shoddy erotic values of Indra are all to be dealt with: removed for Brahma, for Vishnu, looked out for and transcended for Indra.
.
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)
You are asked to appreciate a situation in which these instructions are given in order to protect the beauty and dignity of the Devi for the triumph of the Absolute.
Brahma is told to remove his crown, as it is blocking the Devi's view of the front door.
She is warned not to hurt Herself - or the crown of Vishnu; She should avoid the harsh horizontality of Vishnu.
If the Devi has to attain the height of the Absolute, She might rise when Shiva returns.
She should transcend the erotic Indra.
There are three attendants:
1- one who thinks of the frontal view.
2- one who thinks of the value-encrusted view or aspect.
3- one who thinks of transcending Indra (the hypostatic counterpart of water).
The Guru finally decided that these warnings of the entourage were general in nature and direction.
It was thus left vague whether the attendants are addressing the three gods, the Devi or neither or both.
Anyway it doesn't matter. The point is that the warnings reign victorious.
Also left vague (purposely?) by Sankara is the question of whether it is Vishnu's crown or the Devi's feet which will be hurt as she rises.
We may assume that both are possible consequences.
(Ambiguity is a constant factor in these verses, both or several interpretations may be valid. ED)
To the Guru's mind, this verse seems to be a revaluation of the Vedic context - subordinating the pleasure-loving, hedonistic gods to the all-inclusive Absolute.
But not, of course, excluding them; for, as we have already seen, the real puja (worship) is that puja which the gods are perpetually doing to the footstool of the Devi. And in this verse, too, we find the line "as these remain in recumbent posture". ("Inclining in front of you." ED)
Here we have occasionalism, general intention, a phenomenological epoché.
A cross-section view must here be taken of the Devi's throne room.
(Epoché, Greek - epokhē, "suspension") is an ancient Greek term which, in its philosophical usage, describes the theoretical moment where all judgments about the existence of the external world, and consequently all action in the world, is suspended. One's own consciousness is subject to immanent critique so that when such belief is recovered, it will have a firmer grounding in consciousness. ED)
(The above structural diagram shows the three gods on the numerator, hypostatic side, and thus resolves our quibble in an earlier comment of ours - however we still do not understand WHY they are hypostatic in this verse. This is despite the fact that the Guru says that " this verse seems to be a revaluation of the Vedic context - subordinating the pleasure-loving, hedonistic gods to the all-inclusive Absolute." ED)
The Devi is about to rise in honour of Her husband, who is about to enter.
Brahma, Vishnu and Indra are notified by the Devi's attendants that something great is about to happen.
(We must remember that, beneath the imagery of a Goddess in a queenly court etc. , this verse is describing the final cancellation between the positive and negative poles which makes this universe burst into existence and is the essence of the ultimate delight - Saundarya Lahari - the "upsurging billow of ultimate delight" - which is what this poem is all about. The three gods and their subordinate functions of creation etc. are all secondary to this final cancellation. ED)
Remove these three crowns, which are in the way when the Devi wants to rise.
These are three types of holiness which are obstructions to the plus and minus joining together into absolute value.
Absolutism triumphs over the relative values of religion (represented by the three relativistic gods. ED).
(Yet again, here we have relativistic ritual Vedism and absolutist vertical Vedanta - Karma Kanda and Jnana Kanda. ED)
This is meant as an occasion, with a general intention.
Shiva is here an abstract principle who will descend on a situation.
She is about to rise and She is to avoid coming in contact with the crowns of three Vedic gods.
The attendants warn of three possible accidents:
1- Brahma's crown is obstructing the Devi's vision.
2- She might hurt the hard crown of Vishnu.
3- Surpass the ordinary crown of Indra.
The intention is on the part of the Devi's retinue - soldiers and ladies.
They are anxious and victorious.
When the Devi and Shiva meet, the Absolute triumphs, so it is an important occasion.
Another version:
TRANSLATION
- Brahma's crown (pertaining to)
- Remove (withdraw, clear)
- What is in front
- Of he named Vishnu
- Hard crown
- You hurt (Devi will hurt)
- Transcend the crown of Indra
- As they remain recumbent (in respect of the Absolute)
- At that moment
- Of coming home
- On the arrival of Shiva (bhavasya)
- The sayings of Your retinue
- Reign supreme
Purposely vague is who is standing and who is arriving.
This may be a trick of Sankara : bhavasya. (This is not clear to ED)
"On Your rising" or "on the arrival of Shiva"
This is the world of intentions - like that of the modern phenomenologists.
All the theological gods are swept away; what is left is an epoché, or mental state.
This is an eternal present in which Shiva and Parvati are equally dignified by cancellation in the world of intentionality - he is "about" to come.
Both their dignities cancel out.
The Goddess here is NOT mathematically thin, there is a horizontal content also - soldiers, royal pomp, attendants.
Shiva is coming, She is about to rise.
Brahma, Vishnu etc. are existential gods - hence the hard crowns,
bypassed by verticalisation from the negative side.
This is a moment of intentionality
- the event takes place above the horizontal in the world of concepts.
They are "about" to meet - there is an intention
- this is a vertical participation without carnality.
- Shiva can be Ardhanarisvara (half-male, half female)
- copulation is not necessary, it passes vertically through the whole situation.
A popular print of Ardhanarishwara.