SAUNDARYA LAHARI
VERSE 87
A FOURFOLD CIRCULATION OF VALUES BETWEEN TWO PAIRS
OF LOTUS FEET
A QUATERNION OF LOTUSES, DIFFERENT STATUSES OF EXISTENCE
SLEEPING AT NIGHT = RIGHT HAND
FOUR EPISTEMOLOGICAL TYPES OF EXISTENCE:
CONCRETE, VIRTUAL, CONCEPTUAL, ACTUAL
हिमानी हन्तव्यं हिमगिरिनिवासैक-चतुरौ
निशायां निद्राणं निशि-चरमभागे च विशदौ ।
वरं लक्ष्मीपात्रं श्रिय-मतिसृहन्तो समयिनां
सरोजं त्वत्पादौ जननि जयत-श्चित्रमिह किम्
himani hantavyam himagiri nivasaika caturau
nisayam nidranam nisi caramabhage ca visadau
varam laksmi patram sriyam atisrjantau samayinam
sarojam tvad padau janani jayatas citram iha kim
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Capable of being killed by snow, and fully at home on the snow peak;
Sleeping at night, and in bloom both at dawn and after;
Making Lakshmi's bowl overgenerous to Your Vedic worshippers,
Such the twin lotus of Your foot, it triumphs: what wonder herein?
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In Verse 87 the twin feet are treated together, and not as “one plus one”. With this secret in mind, we can grasp the intended meaning more easily than if the theory of ensembles involved here is not duly respected at the very start. In order to treat the twin feet as an ensemble consisting of two items of the same class, it would be helpful for us to put a circle, or even the three circles of the Sri Chakra, round them, placed at the bindusthana (central locus of meditation).
There are three sets of lotuses in this verse which have to be arranged in pairs to fulfil the requirements of the correct structuralism intended in this poem. A hierophantic lotus is likely to be killed by snow, but a golden lotus placed at a high hypostatic level would thrive even at a very low temperature. These two lotuses have thus to be placed on the vertical axis at different levels. There are two other lotuses in the second line which are to be placed horizontally because of the alternation of day and night, and which are not as generalized and abstracted as the first pair of lotuses.
In the third and fourth lines the ensemble represented by the two feet compared to lotuses has no horizontal or vertical duality implied between them. They are compared to the bowl of Lakshmi, though placed at a lower level in a more ordinary, workaday world, where hedonistic and relativistic interests are still natural and permissible. We have seen that Lakshmi is the Goddess of Wealth whom those who want to become rich in this life naturally treat as their chosen divinity. Sankara is evidently thinking here of the Tantric school of Samayins, who belong to the revised and more respectable Vedic context, as against the Kaulins who connive at certain disreputable practices; though perhaps in a manner more correctly fulfilling the requirements of Tantrism in other respects. There is, however, one respect in which the description here does not fit the Samayins. Over-generousness is an absolutist virtue which cannot strictly apply to a relativistic or hedonistic context proper to a Vedic school such as the Samayins. This distinction, between just granting prayers and granting more than what is prayed for, has been brought into its correct revised perspective by Sankara as early as Verse 4, where the feet of the Goddess alone were considered to be expert in yielding “more-than asked-for boon”. This is a touch of revaluation coming from Sankara of which the Samayins could be taken to be ignorant.
We have to further note that the Sanskrit language has singular, dual and plural numbers, and not merely singular and plural as in most languages. Here the twin feet could be treated as a singular ensemble, or as being dualistic when each foot has a distinguishable characteristic of its own. Both of these syntactical requirements are meant to be respected in this verse, as we can see by scrutinizing the antecedents of the words padau (your twin feet) and jayatah (they both triumph) where the dual verb agrees with a dual noun. Strict syntactical requirements would demand a separate verb to agree with what should be treated in the singular. Amends for this kind of grammatical discrepancy seem to be made quickly by Sankara at the end of this verse, when it says “what wonder herein”. This is as good as saying that, even if there is an impossibility hiding here, the absolutist status given to the two feet treated together, when understood in all its uniqueness as an ensemble with a unity of meaning in itself and for itself, should not be treated as anything unexpected. In other words, one should not wonder. There is still room for miracles in this world. The Absolute itself is a miracle, and one should not be surprised to find it so.
The reference in the second line to two kinds of lotuses could be treated as referring to a sensitive lotus, like an ordinary lotus, and to one that is not sensitive and does not change, whether it is day or night. The sensitive lotus would correspond to the virtuality or subjectivity implied in a dream state. Ordinary flowers, which have no such sensitivity to light, are like the waking consciousness, lacking subjectivity altogether. This is a horizontal difference between the positive and negative aspects, quantitatively understood, as between plus and minus numbers in the context of Cartesian correlates. They do not refer to the imaginary numbers of incommensurables, which have a deeper and more theoretical transfinite reference. Complex numbers belong together as understood here.
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(Cartesian correlates or coordinates, which allow reference to a point in space as a set of numbers, and allow algebraic equations to be expressed as geometric shapes in a two-dimensional coordinate system (and conversely, shapes to be described as equations) were named after René Descartes, French philosopher, 1596-1650. The structural methodology used by Nataraja Guru couls be seen as a three-dimansional revision and revaluation of Descartes. ED)
(An imaginary number is a number whose square is less than or equal to zero. For example, \sqrt{-25} is an imaginary number and its square is -25. ED)
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ADDITIONAL COMMENTS WITH STRUCTURAL DIAGRAMS RELATED TO THIS VERSE FROM SAUNDARYA LAHARI/NOTES.
WORD FOR WORD
Hima nihantavyam - that which gets blasted by frost or snow
Himagiri nivasaika caturau - the (twin) that are expert in living in the Himalayan region
Nisayam nidranam - which go to sleep at night
Nisi carama bhage ca - at dusk as at the point of death of darkness
Visadau - clear
Varam - desired boon
Laksmi patram - the receptacle of (the goddess of) prosperity
Sriyam ati srjantau - which spreads around wealth with extra readiness
Samayinam - to votaries
Sarojam - the water-born (flower lotus)
Tvat padau - your twin feet
Janani jayatah - o Mother they (both) reign victorious
Citram iha kim - what wonder herein
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Another version:
WORD FOR WORD
Himani hantavyam - capable of being killed by snow
Hima giri naivasika chaturau - (Your twin feet) fully at home on snow peak
Nishayam nidranam - sleeping at night
Nishim charama bhage cha vishadau - and in bloom at dusk and day
Varam lakshmi patram - as a desirable seat for Lakshmi
Shriyam ati srjantau samayinam - overgenerous in gifts bestowed on Your Vedic worshippers called Samayins
Sarojam tvad padau - such Your twin lotus feet
Janani jayata - o mother , they triumph
Chitram iha kim - what cause for wonder here?
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The Devi's lotus is the subject here; it is a lotus which is absolute and thus is not blighted by anything outside itself and horizontal - it is by itself, for itself, in itself etc. It is above the O Point in the numerator domain.
But, lower down, from the O Point to the Alpha Point on the denominator side, is Lakshmi, who is not always the same; she is affected by the weather and by night and day, etc.
Another version:
TRANSLATION
That which gets blasted by the frost (or the snows of the Himalayas)
The (twin) that are expert in living in the Himalayan peaks
Which go to sleep at night
At dusk as at the point of death of darkness
Clear (which are both clear)
Desired boon
The receptacle of the Goddess of Prosperity
Which spreads around wealth (with extra readiness)
To votaries (devotees)
The water bound (born ) (flower lotus (lotus flower?)
Your twin feet
O Mother, they (both) reign victorious
What wonder herein?
Another version:
TRANSLATION
Frost in the Himalayas which blasts a lotus flower
"Expert" because they are Absolute Beauty - they cannot suffer from frost
In the night this flower will go to sleep
At the end of the night, just as at dusk
It is clear (as a flower) at both times
(The Absolute is eternal, not blasted by cold, even though it closes)
A person who worships Lakshmi will have all the boons that are desired - She is a Denominator goddess - but think of Her in a revised, more absolute terms.
(Lakshmi is a relativistic goddess who bestows relativistic gifts - the Devi grants the gift of wisdom - of becoming the Devi herself. ED)
Around the numerator lotus of the Devi, the gift is beyond the normal limit - it is absolute.
Those who know how to worship the Goddess in the right way win much more than just a mediocre boon from Lakshmi.
Sankra is saying: "The conventional goddess, Lakshmi, gives you profit, but I am talking about extra prosperity - something more - is there any wonder in this?"
In the Himalayas there is a beautiful lotus which represents the beauty of the Devi, the negative absolute principle, living in the frost of the Himalayas.
This flower is blasted every day by cold.
But it is not an ordinary flower, it is absolute and resists the frost by its expertness.
It is very different from the ordinary lotuses that people worship.
However, it sleeps at night - even in the Absolute there is an alternation between night and day - it too sleeps at night, just as does any other organism.
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Lotuses are placed in different position on the horizontal and vertical axis of the structure.
The Absolute is placed between sleeping and waking.
A woman is supposed to be tender, like the feet - the ontological negative Absolute on the Denominator side.
If she did not sleep, she would not be the Absolute.
She is clear at night, just as at any other time.
How can you have any benefit from contemplating the Absolute?
Every kind of value which is prayed for will be given.
This wealth is thrown out with extra force by the cup or container of the lotus
It is not ordinary gifts, but the Big Bang of the Absolute - something worth while.
To whom are these gifts given? To votaries. The ordinary devotee gets a good house; the man expert in Absolute Values will get wisdom.
"Water bound", describing the lotus flower, means Denominator - not afraid of the frost.
Your twin feet, they are both victorious - what is impossible about this?
You had better find out what I am talking about.
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Why twin feet? He has built an image in abstract terms, now do not forget that the two feet are real, the ontological Absolute.
There is a difference in quality, depending on how much of the vertical and horizontal are involved.
The epistemological status of the four elements of the quaternion.
"Lakshmi's bowl overgenerous": on one side put a Jaina or Marwari religious person who accepts the Hindu Goddess without qualification as a relativistic object of religious worship.
(A Jaina is a follower of the ancient Indian religion of Jainism. A Marwari is a member of the Marwari ethnic group from Rajasthan, now spread across North India and often associated with money-lending. They are often devotees of Lakshmi, as Goddess of Wealth. ED)
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)
The pair of feet are better than the lotus representing Lakshmi's bowl or seat.
Cancel the duality between the feet, which are both transcendent and immanent.
The Advaitic God is a wonder and a paradox. "What is the wonder here?"
Do not be surprised that there is a wonder.
![](data:image/jpeg;base64,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)
Put a lotus between the two heels to mark the upper and lower levels: but only one of the heels is touching the ground, the other is raised slightly: thus suppleness is retained even in the universal concrete.
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)
This alternation is most important, as in the representations of Nataraja.
![](data:image/jpeg;base64,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)
This rhythm applies particularly to the sex organs of both men and women.
"How did you treat the twin feet as singular?"
"Shut up! I told you it is a wonder."
The feet are better than a lotus, as a Guru is better than a book or idol.
Worship the Devi, not a lotus.
.
Sankara wants to cancel the whole thing out into a beautiful gem.
Read this verse with Verses 71, 88, and 89.
Reduce the horizontal alternations into a vertical, and view it as a flux; this is the methodology to be adopted.
Below are structures relating to the three verses above:
![](data:image/jpeg;base64,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)
Structure of Verse 71
Verse 71:
Shining by the brilliance of Your fingernails that mock the colour of
Just-opening lotus buds, how could we speak of the beauty of Your hand?
Granted be, o Uma, that the lotus could have one shade less of parity with it
If at all, and that, alas, only when touched by the magenta paste of the sole of Lakshmi as she plays thereon.
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)
Structure of Verse 88.
Verse 88:
Your foot is the seat for good repute, o Goddess;
How then from danger to safety did it come?
The wise treat it as of tortoise-shell hardness; how then was it that Shiva,
At his wedding, could lift it with a tender mind to place it on the ritual stone?
![slc1-p58-v89 slc1-p58-v89](/images/stories/uslc1-p58-v89.jpg)
Structure of Verse 89.
Verse 89:
With fingernails like moons, putting to shame
The lotus hands of celestial damsels, and feet that seem to mock celestial trees,
O tragic one, Chandi, Your twin feet offer fruit to heaven dwellers
With leaf-tender finger-tips, and bring secure riches to the poor instantly and incessantly.
.