SAUNDARYA LAHARI
VERSE 64
PARTICIPATION AT THE TIP OF THE TONGUE (ADHYASA)
अविश्रान्तं पत्युर्गुणगण कथाम्रेडनजपा
जपापुष्पच्छाया तव जननि जिह्वा जयति सा ।
यदग्रासीनायाः स्फटिकदृष-दच्छच्छविमयि
सरस्वत्या मूर्तिः परिणमति माणिक्यवपुषा
avisrantam patyur gunaganakathamredana japa
japuspac chaya tava janani jihva jayati sa
yad agrasinayah sphatikadrsad acchacchavimayi
sarasvatya murtih parinamati manikya vapusa
By incessant repetition of a muttered charm glorifying Your Lord;
As offering, the flower-red shade of Your tongue triumphs;
The pure, clear, crystal outline image of Saraswati,
While seated at Your tongue-tip, o Mother, in turn attains to rubyhood in its bodily form.
Prayers could be expressed in words or, as in India, through the throwing of flowers, the favourite colour being red or magenta. Such is the underlying idea with which we have to understand the meaning of this verse. Whether said in words or in flowers, it is the same absolute devotion that is implied. To put it in another way, we could say that the word-language participates with the flower-language and vice-versa. Words are more on the side of the intelligibles, while coloured flowers represent the perceptibles or the medium aspect of language. There is a thin line of demarcation separating these two aspects of medium and message, which it is the purpose of the present verse to treat unitively. It is the tip of the tongue that repeats muttered mantras or charms. In South Indian temples there is the practice of dipping flowers in holy water and throwing them at idols. Such an action, which is visible, is accompanied by a corresponding muttered charm in the form of a predicative description of the god to be propitiated. Baskets, or sometimes forests of flowers are offered as "stainless shrines" and, as Sir Edwin Arnold eulogizes for Buddhism, countless millions of lips repeat the formula, "I take my refuge in Buddha." Such a flower language is proper to the context of idol worship as practiced to this day, especially in South India, The devotee forgets himself and is never satisfied with the number of times that he repeats such a gesture and its corresponding mutterings.
In this verse the Goddess is worshiping her own husband in the same way. The duality between the muttered inward charm and the outward offered flowers is to be effectively abolished here. The poet finds a rather ingenious way of making the two events, verbal and non-verbal, belong together, either as cause (the flowers) or effect (the words), to one and the same context. The world of words properly belongs to the Goddess Sarasvati, to whom all colour is to be considered extraneous, because concepts, as such, are colourless; while percepts could belong to the colourful side of the same situation. If we should think of a small crystal-clear image of Sarasvati as representing the side of concepts, we could well imagine the tongue tip, where the mantra is articulated an endless number of times, as the ground on which the message could touch the medium. Thus we can see the relevancy of the analogy in this verse which put the red tip of the tongue of the Goddess at the bindusthana, or locus, around which Absolute Beauty is to be visualized.
This series of verses favours the negative or perceptual perspective of the Absolute as against the merely conceptual one. It is for this reason that the second line proclaims that the red shade of the tip of the tongue is the locus of Absolute Beauty. On the tip of such a magenta-red tongue one has to imagine that someone has placed a crystal-clear image of the Goddess of the Word, Sarasvati.
This image is also to be visualized in all its beauty as a universally concrete clear concept. The form of a concept and the name of a concept cannot be separated from one another. Every name must suggest some form or other, at least as a weakness of the constitution of our minds. One has to overcome the duality of both visual and conceptual conditioning habits of the mind to be able to transcend both, and to think without name or form at all. The Bhagavad Gita says in Chapter XIII that such a task of focusing attention on the formless and the nameless is difficult to accomplish. We are embodied human beings, it says, and therefore anthropomorphism is a corollary to our thought forms, especially about God. This is the reason why God is referred to by the third person masculine pronoun, “He”, in most scriptures, as a concession to a natural way of thinking, though strictly speaking it is questionable. Anthropomorphism is thus a necessary evil, and can therefore be overlooked. The idolatrous imagery employed here is excusable only on the basis of a similar reasoning. Sarasvati, the Goddess of the Word, has a traditional form known to the conventional Hindu mind. Unless we have some specific reasons to reject it, there can be no objection to the use of such an iconographic representation.
When all these considerations are conceded, it will be seen that this verse does not offer any major difficulty, even for the modern reader. The underlying Advaitic doctrine is all that Sankara is interested in revealing, in a protolinguistic form. This is another example of anyonya adhyasa (mutual participation or conditioning). It is on the side of giving primacy to ontology that, if at all, this approach may be said to err. We have to remember that it is from a negative perspective that we are examining the content of the Absolute throughout this work, as we have been cautioned even from Verse 4, where the feet have been given primacy over the hands.
Why the Goddess should indulge in incessant repetition of the name of her Lord, when She herself is of a divine status, might be a relevant question. The answer is that methodological consistency requires that the counterparts have the same homogeneous richness so that they could cancel out against each other. Incessant repetition is needed to give to concepts the same ontological richness that is conferred by nature from the perceptual side. Ruby-hood and crystal clarity condition each other at the tip of the tongue; where medium and message meet unitively.
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ADDITIONAL COMMENTS WITH STRUCTURAL DIAGRAMS RELATED TO THIS VERSE FROM SAUNDARYA LAHARI/NOTES.
Constant repetition makes the tongue red and it passes to the numerator side.
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)
The same tongue-tip is used both for the abstract (metalanguage, or the spoken words of the charm) and the concrete (protolanguage, or structuralism): perceptual and conceptual meet there.
(There is the "muttered charm", which is numerator metalanguage, and the flowers, which are denominator protolanguage. The tongue and the statue to which it gives colour would occupy a central position, where the two factors of numerator words and denominator flowers cancel out. ED)
(In the terminology of Nataraja Guru, the terms, meta- and proptolanguage are used differently from their usual definitions in linguistics: the structural methodology used throughout his works is protolanguage. The Cartesian co-ordinates are protolinguistic in essence; so also are the longitudes and latitudes of maps. Symbols are protolinguistic; signs are metalinguistic. Alphabets belong to metalanguage and geometrical elements such as angles, points, lines or concentric circles can be used protolinguistically. ED)
Events take place at three levels:
1) Repetition of the words
2) Placing of the image
3) Throwing of red flowers.
.
.
The tongue is praising Shiva's exploits, unceasingly.
The Devi is a denominator factor here, as opposed to Saraswati, who belongs to the numerator side, where the metalinguistic praise of Shiva's exploits takes place.
The words the Devi utters make up "the crystal-clear image of Saraswati"
![](http://www.balagokulam.org/images/la-saraswati.jpg)
Saraswati is the Goddess of the numerator world of words.
This is the division between non-prophetic (negative) and prophetic (positive) religion.
Numerator and denominator are here clearly defined.
This is adhyasa, which means to have the colour of something else.
The favourite example of adhyasa (conditioning) is that of a clear, colourless crystal placed on a piece of red satin. Without becoming red, the crystal is made to look red throughout.
(See Verse 62 for several notes on adhyasa, as also Verse 92.
A more complete study of adhyasa is to be found in "An Integrated Science of the Absolute", in the Prologue to Chapter 5 and in the Epilogues to Chapters 6 and 7. ED)
.
AS NO STRUCTURAL DIAGRAM IS PRESENT IN THE ORIGINAL MANUSCRIPT, THE EDITOR PROPOSES THE DIAGRAM BELOW, WHICH APPEARS FULLY JUSTIFIED BY THE TEXT. IT IS A TENTATIVE PROPOSAL BY THE EDITOR, AND NOT ORIGINAL, AND MAY THUS BE IN ERROR.
.