SAUNDARYA LAHARI
VERSE 45
CENTRAL AND PERIPHERAL AMBIVALENCE
COMPLEMENTARY COUNTERPARTS
BEES AROUND A LOTUS FACE
अरालै स्वाभाव्या-दलिकलभ-सश्रीभि रलकैः
परीतं ते वक्त्रं परिहसति पङ्केरुहरुचिम् ।
दरस्मेरे यस्मिन् दशनरुचि किञ्जल्क-रुचिरे
सुगन्धौ माद्यन्ति स्मरदहन चक्षु-र्मधुलिहः
aralais svabhavyad alikalabhasa sribhir alakaih
paritam te vaktram parihasati pankeruha rucim
darasmere yasmin dasana ruci kinjalka rucire
suganhau madyanti smaradahan caksur madhu lihah.
Your face - exuding perfume as it gently smiles,
Having your bright teeth for filament, surrounded by your natural curls
Like so many reveling honey-licking bees, each the eye of the Burner of Eros
Puts to shame the beauty of the lotus.
In Sanskrit poetry the brightness of the face of a woman has been compared to the beauty of the lotus flower almost to the point of surfeit. The moon is another favourite analogy. A clear complexion and evidence of an intelligence fully alert or alive, with a touch of pink, rose or magenta, sets off the face in a context otherwise steeped in the double darkness of the tresses. By dark-splendour, ignorance might come into its own as a form of tragic wisdom which, when further intensified, could become as good as a plus value, as justified in mathematics, logistics and even linguistics, where a negative multiplied by a negative results in a positive value.
If we consider the face as a Chakra it would naturally occupy the bindusthana, that is, the central locus of meditation or interest. There is a favourite way of describing the beauty of the face of a Goddess, conventionally developed through classical times by Sanskrit poets, the main ideograms of which are seen to be respected by Sankara in Verses 43, 44, 45. It is not just beauty by way of a single assertion that is thus intended to be brought into evidence; it is rather a deeper form of beauty which has a radiance in and of itself, whether in terms of double darkness or double assertion. The brightness is meant to be doubly bright, and the darkness is to be doubly underlined. That is the reason why the poet insists on bumble-bees, on the pearly lustre of teeth seen through parted lips, and on the curls that form a contrasting dark fringe around the fac, to set it off like the moon against the background of a dark cloud. Here Nature is distorted and rearranged and not just feebly imitated, as presupposed in Aristotelian theory, where art is just an imitation of Nature. To Plato, art is an imitation of an imitation and Nature need not be presented with any photographic correctness of detail. Both photographic and holographic versions are to be respected here. With these correctives in mind, we can see each line of this verse leap into new meaning.
We note first that the perfume of the flower is not omitted from this picture of beauty, for beauty is a value inseparable from the function of the rest of the senses. Honey sweetness, flower perfume, ruby brilliance and moonlight glory are all enjoyable aspects of beauty; each lending its depth or other dimensions to the total appeal. The reveling bees, because they are restless and agitated, are suggested as the enjoying factor and natural counterpart of the enjoyment principle. This enjoying factor is carried over to the eye of Shiva, situated above, which enjoys the beauty and looks down onto the bees, whose eagerness to drink the honey, when added together, would amount to his own intense interest in enjoying the same beauty, even though it might be a mirror reflection of his own beauty, as suggested in later verses. An ordinary lotus has only a relative beauty belonging to the side of nature, but the beauty seen here by Shiva´s eyes is the result of an interaction between two aspects of the Absolute. This is why it is said to put to shame a unilaterally-understood beauty of the Absolute. Honey is more deeply situated than the perfume of a lotus. The filaments that represent the teeth here are also deeper than the perfume of the face. The locks of black curls form a fringe. The greedy middle eye of Shiva and the two other eyes are on the side of the enjoyer rather than the side of the enjoyed. There is also a circle of excited honey-licking bees, forming the same fringe of black hair all round. It is not difficult to see that it is a sort of Chakra that the poet is trying to reconstruct - a positive one here, instead of a negative one proper to the Ananda Lahari section. There, the negative Chakra was proper to the context, and a given experience was interpreted in terms which resembled an actual vision, while here the philosophical version is superimposed onto the sensory version.
In the first line of Verse 44 there is a direct reference to the saundarya element, which labels this section definitely, as against the ananda of the previous section.
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ADDITIONAL COMMENTS WITH STRUCTURAL DIAGRAMS RELATED TO THIS VERSE FROM SAUNDARYA LAHARI/NOTES.
In this verse we have a conic-sectional view of the Goddess; a lotus floating in water, covered with honey-sucking bees, is compared to the face of the Devi.
The "filament" refers to the inner part of a flower's stem.
(This filament is the Mrinala Tantu or central filament of the lotus stem which is described as being taken by swans to the "mind-lake" (Manasarovar) in the Himalayas. See Verse 38. The vertical axis has just been described as the parting in the Devi's hair; perhaps it could be seen as this filament, if we keep in mind that this view of the Devi's face is a conic section. This may be going too far. ED)
This verse compares the face to a lotus.
There are dark curls around it, representing bumblebees.
The face is round and the lips are slightly parted.
Shiva, the killer of Kama Deva (Eros) is looking up amorously at Her face.
We are traveling from Ananda Lahari to Saundarya Lahari (from the first to the second part of the poem).
Now, in this verse, he is describing a person, but he remains in the mood of Mandalas.
Another version:
TRANSLATION
- thus the round face, surrounded by curls.
- By its own nature curly
- Like black bumblebees
- Curls
- Your face which is surrounded
- Mocks (puts into ridicule)
- The beauty of lotus flowers
- Slightly parted in a smile
- Of which (lotus face)
- Adorned by pollen (i.e. teeth representing pollen)
- Perfumed
- Attain to infatuation of joy
- Those bees which are the eyes of the burner of Eros
The beauty of the face meets the beauty of the lotus flower.
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)
The lotus face surrounded by bumble-bee curls represents the vertical eye of Shiva, destroyer of Kama Deva (Eros).
This is a verticalized version of the love of Shiva; thus there are no erotic sentiments involved.
In this transitional verse we still have the schematic language left over from the previous verse.
This is a transition from Mandala language to pure language.
.
.
The petals at the centre are half-open to signify the delicate aspect at the very core of Beauty - thus the parted lips.
Shiva's eye is drawn to the core of Beauty, with the teeth as pollen.
The curls represent the bees and are involved in a purely vertical love.
The paradox is resolved - how can one person love and one not?
This is because Kama Deva is absorbed in Shiva and loves in a purely verticalized way.
Killing Eros was a process of absorption.
Shiva is a lover without contradiction.
He appreciates only Absolute Beauty.