SAUNDARYA LAHARI
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SERIES 52 - 60 DEALS WITH PSYCHO-PHYSICAL REACTION
VERSE 52
KARUNA KATAKSHA - A KIND SIDE-GLANCE
THERE IS NO SIN IN KINDNESS PUSHED TO HORIZONTAL LIMIT
गते कर्णाभ्यर्णं गरुत इव पक्ष्माणि दधती
पुरां भेत्तु-श्चित्तप्रशम-रस-विद्रावण फले ।
इमे नेत्रे गोत्राधरपति-कुलोत्तंस-कलिके
तवाकर्णाकृष्ट स्मरशर-विलासं कलयतः॥
gate karnabhyarnam garuta iva paksmani dadhati
puram bhettus citta pasama rasa vidravana phale
ime netre gotradhara pati kulottamsa kalike
tavakarnakrsta smarasara vilasam kulayatah
Drawn fully to the ear limits like gleaming arrows of Smara (Eros)
With lashes looking like arrow-base feathers, these your eyes,
Having the effect of disrupting the complacent detachment of the City-Burner,
Make for your glory as the highest of the clan of the Mountain King.
Verse 52 requires a great deal of manipulation and structural construction or interpretation before it gives up its bare meaning. The gleaming arrows of Smara (Eros) have first to be placed in the correct position before they can have even a chance of piercing the heart of the super-ascetic Shiva. Even to think of the possibility of Eros being effective against such a superior target, we have to concede that the person who sends the arrow must himself have a dignity sufficiently rich in order to do so. These requirements are carefully indicated by Sankara when he underlines in this verse that the City Burner, Shiva, is normally detached and placed above the reach of interests that belong to the various grades of values ranged between heaven and earth. The three cities which Shiva burned represent three such intermediate levels. As against such superior qualifications of the husband, what is the qualification of the side of Parvati, which validates her as the rival counterpart of such an exalted value, raised above all earthy considerations? The answer is that Parvati has the glory of being the highest descendant of the clan of the King of Mountains. As the daughter of the Himalayas, she presides over existential values, while Shiva is in charge of corresponding subsistential values.
The main incident in this verse refers to some arrow being aimed in order to be sent with such an intensity and velocity that even the absolute dispassionateness of Shiva will be ruffled. The conditions required for such an arrow to succeed in hitting this difficult target are carefully elaborated here in protolinguistic terms. The analogy of the bow and arrow playing on the face of the Goddess, placed in intriguing positions as if visible yet invisible, has been worked out in sufficient detail already in Verse 47. Kama is well known in Sanskrit poetry. In Kalidasa´s masterpiece of mystical eroticism, the “Kumarasambhava”, the roles of Kama and his wife Rati, as well as those of Shiva and Uma, are described in great detail. The central tragedy in that famous heroic epic is the incident where the attempt of Kama to ruffle the heart of the City-Burner suffers a signal failure. Instead of succeeding, Kama is struck down by Shiva´s lightning and burnt to cinders. The section entitled Rati-vilapa (lamentations of Rati ) reveals some precious structural details, meant to show why Shiva was able to burn her husband down. The arrow was not sent correctly and frontally, but from a hidden point of vantage which Kama slyly selected, with no straightforward intention; and where he stood on one leg, peripherally situated from the place where Shiva sat steeped in deep meditation. The poetic justice of Kalidasa considers that such a punishment was justified. A revised picture is then elaborately developed in the same work. It is only through the side-glances of a beautiful woman that the arrows of love can operate on such a superior man as Shiva. The beautiful woman involved in such a game must deserve on her part, by her nobility of origin at least, to send the arrows of Kama, supported by her side-glances which have to act here as a medium to make them fly most effectively in the direction that would correctly hit the bull´s-eye.
We read in the “Kumarasambhava” that, in the first part of her penance to propitiate Shiva, Parvati followed a ritualism which belonged to the hedonistic and relativistic context of Vedic sacrifice. Having failed in this approach, she lay fainting and was carried away by her father, “ like a wilted lotus flower carried on the tusks of an elephant”. She is taken back to her parental home, horizontally, by the King of the Mountains; instead of gaining what she badly wanted, the vertical home of her husband Shiva. But she does not give up her austerities. This time she takes a revised and revalued Vedantic approach. She abandons luxuries and stands for forty days in water and follows a discipline which has, over and above the one-pointedness of Vedism, that touch of renunciation or sacrifice which changes the complexion of her approach altogether. We have to keep in mind such details well known to everyone sufficiently versed in Sanskrit lore, before we are able to reinterpret the meaning and structural implications of this verse.
The first half of this verse suggests something very difficult for us to imagine. We can understand how, when Kama wants to send an arrow sideways to hit an ordinary target, he could intensify its velocity by drawing the bowstring further backward, the ear being the limit to which it can be drawn. It is between the ear and the eye, then, as they jointly operate, that Kama´s arrows in the form of side-glances can affect the ordinary level. But it pointedly says here that the arrows leave only a gleam in her eye, and that instead of the eyelashes being spread horizontally, they are all gathered together to resemble a bundle of arrow-base feathers which, we should suppose, are used for giving piercing power and lightness to the arrows themselves which are very tender, being made of flowers. Kama is sometimes called pancabana (the five-darted one). Each dart is compared in Sanskrit literature to a favourite flower, such as the lotus or the jasmine. The idea is that the five senses co-operate in the appeal for attention that the female principle invites to herself by her own beauty through the intermediary of these flowers and their respective perfumes, colours and tenderness. Flower-tenderness is the nearest analogy to the existent aspect of Beauty. The glance of Shiva on the numerator side is the target to be attained. This target, however, is of a conceptual order. Establishing participation between the two aspects, the existent and the conceptual, contained within the totality of the occasionalism implied in the Absolute has been examined already in Verses 5 and 6.
The suggestion in Verse 47 that the left forearm hides the fixing of the arrow justifies our structural analysis of this verse as belonging to a third-dimensional epistemological level. The base of the ears, to which limit the bowstring has been drawn backward, has to be placed within a conical section with an interior locus, rather than peripherally and horizontally, as in the case of the fusion of many twilights into one verticalized line of light suggested in Verses 42 and 48. We have to think in terms of a revised form of side-glance, not only involving the five senses as five flowers - which would normally be sufficient for Kama to operate with - but we have also to place the ear-limit of negativity in the subjective consciousness at a deeper locus where the mind, itself sometimes referred to as the sixth sense, is located as an “inner organ” or organon.
A beautiful woman´s side-glance becomes powerful to the extent that this kind of verticalization and centralization, attaining to the sixth organ where concepts and percepts meet, could also come into play. There are superficial and deeper side-glances, and Parvati´s side-glance has her own wholehearted mind or personal consciousness behind it, although incidentally it is the same Kama that is operating the instrument, as in every other case of effective eroticism. The arrow-base feathers suggest a gleaming arrow that is fully imbedded and vertically poised within the solid conic structure that we are compelled to presuppose here. The feathers mark the negative terminus, and when the gleaming arrow and its terminus are alone visible, the negative appeal of the Eternal Female for her counterpart may be said to attain its maximum effectiveness. By the same token, it becomes competent to disrupt the complacency or detachment of the most positive of transcendental principles, represented by Shiva. The stage is thus set for the occasionalism to take place in the context of absolute erotic beauty.
The expression ime netre, being grammatically in the dual case, suggests that the two eyes have to be treated as functioning together in unison in a horizontal setup. The positive and negative ends of the arrow have necessarily to point in opposite directions, so the eyes cannot be expected to have the same function of striking the heart of Shiva. This is an additional reason for us to think that the structure here has to be subjected to a revision, at least in terms of a three-dimensional solid structure, preferably one which has double-sided conical elements included within its purview. In short, it is only the verticalized version of the arrow and not its horizontal functioning that can fit into such a multi-dimensional dynamic situation.
We could remark that, in the previous verse, the aesthetic interest, auditory or visual, could be seen either in double-fanwise expansion horizontally, or in a unitary verticalized version of the same. The two fan-folds are dovetailed or telescoped into a bundle as one vertical master-interest in erotic mysticism. This verse only carries over the same structural dynamism, to be imagined in highly vitalistic terms before being cancelled against its own conceptual counterpart. The norm is neither conceptual nor perceptual; neither visible nor invisible - but includes both alternatively. Paradox, if it should persist, should abolish itself by mutual transparency of light, as between existence and subsistence. The resultant would be the Absolute Beauty-Value which is the central theme throughout this work. The mind plays here between the two focuses of structural beauty and poetic actual beauty. The structural beauty is superimposed on top of the actual.
We could further note that the various attitudes of the Goddess have an organic sequence between them. The two eyes that are sentimentally, though negatively, focused on Shiva, must be in a kind of meditation between the eyebrows, making the eyelashes tend to come together at the corners of the eyes. The other sentiments or attitudes would pass through other angles, deflected in different degrees from this vertical starting position and finally ending with a side-glance of grace alighting with sympathy on a dependent supplicant standing far off at the periphery. It is a horizontal side-glance rather than a frontal regard that is thus vouchsafed to the devotee. Such a devotee is, in turn, more than satisfied with even this kind of recognition, because his devotion is able to magnify the value to its fullest possible limit. What is lost in quantity is gained in intensity. In effect the light of the sun´s orb and the beams that come out of it are the same. Substance and attribute thus can belong together.
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ADDITIONAL COMMENTS WITH STRUCTURAL DIAGRAMS RELATED TO THIS VERSE FROM SAUNDARYA LAHARI/NOTES.
The Devi is the daughter of the mountain clan, and cannot be coquettish in a cheap way.
She has to use her eyes in a most subtle manner; Her coquetry must be just as strong as Shiva's complacency.
(Parvata is one of the Sanskrit words for "mountain"; "Parvati" derives her name from being the daughter of king Himavan (also called Himavat, Parvat) and mother Mena. King Parvat is considered lord of the mountains and the personification of the Himalayas; Parvati implies "She of the mountain". The different names given to the Devi (or Shiva, or others) are always significant. For example - Shiva may be called "The City-Burner" in one context and "The Lord of Beasts" in another verse - emphasizing different characteristics. ED)
There is homogeneity of status; She must show extreme horizontality to compensate for his verticality.
"Having attained to the edge of the ears, as if resembling the feathers..." Shiva is placid and is meditating, but Eros is pulling his bowstring to the ears - thus the eyebrows become arched.
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zXg0OAQdzJ/FZ8gDP8A/yOX/6PAbm6n9dQP458voo/WPkgvNJlSs6NUXFidlgTozpF3B9ROFqtwV09j9bGlmYjESuqbo7ck3YlnWO5XhSSP9AfGWEJXb/l+reeawic1D/xKhO2sQ1waWo4Zk0we2QKKYzNnip/AJvBOeVgH8rm5qZBurOz7cEdsxseDMo2j3ns0NBhLrB035OZ07V5cufOXT37UM9pMCuzhjgZezx8+MCgl+TCJFOPhS1OT0CjamnwiwIibnoP3Jwy5Bpw48J16v+WvM6j+nOnXleP8zs5f8ssCZs7Nr9w4/HrSDuuh9nVS2Xrlx7if43cK5C7sgE3mhvQBds84U71m6VlLyJUwIYNDN1LDQ0Rnuf8TPU89G5wh5v3cyqwDvoEuBudwGTtqgEi2pRBFhoa0FIi7FFSRDMzNWhbW6YAwMLuPJQNjCmBpg4QKy8aHDL2ALBg1q78sYys2fQ7QH9sM2cczc89+4d0ua9kwsYdVdysWNLAxJlvGAExnYq9bS2933H5wsxoOo8wiz2YL5gjzMY8kDnCTMzkpAaQDe6Nuww7Avq9u3ek6XddRrR9l8GtGggzNRKc9wnRQzDtyaomthwNhUYQdj69TwA+wZ00fA0ezqPznjVVj/M7OX8L3O/NLIGG76NRAXf6UiEeUELyJF00i3SzwqLnBBNpIVVPORIAfCW77UgVh1/cCRcG3FR23kGbECt/CNmh0XbhI6Yblz950n1ijZE8MegPt4oj4jkuB6z+qWJoFGzvnJlpepff0tJSNfpn0aNRGlNhdwJwymuZKu6Y/gJ48tENwDOqwZdBrGuPNyoJhdLgIlweYRcl6iDCM9sSXf+4QDMhE2lcgBxRGFL182LwED3fSblz72E5UMM8OVFjm2CLbcyXj0/Idpbw9mUDz80tlNW1CwYjz+K/sLhQrl27Xi5cWCuXrl4uVy5fKgvLi57lerS5UTbZWyJTZn52rnSlgA4PDkuHhSXxifIJ8JkFEoDceND2W+xFkYmDqYNS2d7Z8SqtZaV4QwoQvQiuaoCbXJ/CdiKg6dRrRx6/k/u/Z2bnq9vvj5jzrVPouwA6xMIOCcXehZjfdSWiAdU6RlRJuNCpGfTVu4m5XcySA7SXCKAEeAVaHhLgcAEXZO1ZxYtm89yx7Mlp2akJLLrhK1eulJc+/GJ59rmbAviCNOKuwMCzADfyJPxF3sQ9NQwaLotY7GNBk2X5aJmYACHgSMO2vQZt1paSHXtLyCN5Ij7kR4Nnnpn5bOKHmVt+9OiRNTTaka6fpXEZC36WOCIeJ9bPX0wDxkIU6WevlXWxsLBQ7j24W7qdQ5VTNrTifSRgb2/ulO3dnTKlHuDy1Utl/cIFD5gx39iyMCd7HbehxnQkQTPvfefufZk392TKPCyPtradZ7XAqBMUmBqJcqCGEdsTkMWDjR3lM+z4YUYWPFunqMEBkR+o/hzl9PPqvvqa+/0QGsVaRddmRQqRJWdLv30tcPmvctG6aFbuGpT4w6lldU0YWjlXMF1yX/uKHUcFZj+jP+aLI47Q4mQnf6NhHY/+B3uYF8yUjDJgU7fMbMOaNNmF9TUDHXB534caEKCI5wOInndGYwvpFiraFa0twcKMUkfFaF/mhZlnBmD8Zo87gMPE8TPSxjF3LFOC1UpmN2S/4nakMXvs1hPY0dQjCk997ne65pbMkBG2HHtluGHtPSNtu3ZhvVy6dNnxAVrbxXLZuuteSQNHthFs72xJPiqTZLS9vSVzZVNamMWkrhrTpsFKeZaXV6XdLzteVmtzuvNYwmf7QvQqEi1lF3el4TFP0OSki6b3IhhTirqW8FQOKRmNC/xMgKfP/IEbvOs0/FuZV/DwTVAnPzW4M2Ior+t+qSlOZd0Thp3B/PMz1e+wn+M3DCj7f/jJBcIOl2ZOFTb+RMoLV56+QrspTfzGALQ0R09I6dl+ZcFh1Lv7FpcWVRETBrUroqIoVgoz8sqUIIM+uvqYNal6JyqcOqsAHwBXWHXhBj/PK59Li4s2dWiA5JHB3766+Fa7VfZae45zRxr00aOHGvhtmRnk8RttubS84l6AwRxmFCuPaGM0NoSWB9B+S0jMNeSeS42X57zApEYBIR73OgItz2J2xcsTu/If8TQiioBZFMDbbM7Y9LSKU7km1EBppDY3RF3FgdlCLVg5IG89y1Zj7sX2h5AdYkUyhB3IWhGJ7YfMhjj9CO/nq3jMT2uWREUNaBjsaRZkq6q3LkwXNlnlE+nve8pV/3cth/VrKIZwFE+CA9Ri/2YAJqJxBUXXzW/iRGuzh4TBFVqSSl9ZXZYdeq1cv361LC7O2/zwKpyFx0Azy8HvyBvaElc3DIo0S3KLwWSjads0NTf7y/Enn4wLmCIEaF5Ol0v+yCfAwhxh4If5Abj4TTjv8Va4hrT/5avXpCQyL2j/yA9xwN6dKD+YZwAroCR9ykODu3//ruLt+nlm/gg3Nhrh33777XL33m2nf+HCSvnQhz5Urt+46p7N8hYcez02wLFi23VP2lEv8/DRtvOeplRLjRJTivl8jdypoKgWKQfiyHobrl/MPWjYv09VK6LMyYnJp9bcSUSaVL9GQHWyQMT44xLW88KVX13zMqD0tf0rrl1j1qBhwtjAL561DieM3IPDroCnQkvrKKjjRBz8RggsUly/fq28/JGPlJdefKFcv3a1rKwsxmql8sbUm6fiAK/i8dQcApRatjlRaWIvu1tjA3J+y18uM0UqnBJ06VUW5Q3gVbZ0V0A7lKY+lJurlcyf9wQUeFPg4DcDPZbrqTau59UYV2VCzcywH2bc8ktAA1h6IMyP9KexQAl2iOV9pg9Z/WTzFg1c4nUD2N+PfS63bt2yhievsfrZUZwxe0RdIAN6Pma7KKY3nKkh1+1oGn3YxrxJNOa1AfYfEZbGgEkjVWC5JhmeupdAHdwJAuz4IYuoj3fz0w8oFUmd8ne6CGA4DJR+EwIHxO8+k/HqPpuykt4dC7iN59HcdiWQ4PiNlqIyo+sXsJQfNNTMbLMC9tVyRQMmNHZunEKepE83yrZTtD5Ctva2qzxWYSanmNsN08P3rL35XW2osi0O4OXnhlIbPCk/bLH19lYB0A1XjAb05qlKm6P50N4M0PAnPsA7tyjwHo/KfIm91oCaF5UxHYgfQBMv5bVJpDwESOMlhP1OyzLyDJDKgKZ9683bTq93eGJN60GhTD6eG5GLafPc8zdlz6+7odBTES/lZIA/Ni6TRNDkRYfNrZ3y5ptvRjzK/0F7XyBn7CCzRHY9dcMz2O36r193xozcyFuFjyGU5m/C9eU5xB+45k43yQWv3UtOcoHkWkNXDIX2DrIm5lctTDJ2HuHQJqm5/Tue0H21Ytt1xCmx63p+Yb5cvnypXBWwn1dFra2tCBAaeEliAJrlds9pC4yknuC0RsbVvfg95qk8JeF0uM8eDDR42uBz0obYqEzt4e9pPlUYNj2rntifZM8ajSlHVjzpZehhxFtbm9aYDPZwiWtJY4K5+Vn3GuyzpnPAxkZTA24aM8ABpJc1CMzFFX6jqQEbZaLMyJA03njjzfLKK6+Uu3fu+97c7Lyfs0nRjpkZND3p8Bz5hKaUFmVCFqoNM+MMehM0eJhAamhs9Kp6JlZf6bFouGhv4BCQ0NMqswL5mvJ7Fqof84CNbpSNQubzw/wtN0sQVB3Q9XuQW64yS+N1AybjoFIU4HVRzuScVw8w4MM1AEdA0fLJg7Vw1WUz6MIUgWdnp2RzTxg0gHbSq29oeqbYDhWemQ0AKa5mCFIThlapGqzSIJ2cMcFM0Q1VruzpfdnJMNpYbkcVi1ZlNmZFtj0NiefobZip2NraKPfu3RffERBbAgGmACYFeV9RnqcFuna59fatsr3TkhZfMIgxKzAlACRadW1tzeBCq8NZfvKNJmY1EkC/+uorAv2WG8bF9ct+dmd7t9y5c8dxMrBGppSdsiJrrr11dmnZvS9+ABb7OxqqBrlqBAvzy06PhgGYT45CKVEeDEdkBYWfPNOtKHcjPo6aAWF+QImxx/hJZgmBnoae+LzUFqCuU70LepJZMqUBWwgjwJyCSbMEgZIHZESlod2uXr1annnmermoAdLqyrzstuqFArEbo+e1SQ03ZjLoKonTcQHeKuyx7w8qRHdtfjDQdMURn55x9y1A5OBuQt03PUS3vWu7vqsBGdNyHdm6NMxDXu3qSCsLDDu727K7j9XjyGxST7Ep8HPkw6Hs2CtXny2NyRmXjfQALXnlGlDRoEgPf67JC3z79u3yjdde8UCRxswbRvgfdjnagV2BsS7B9tiHj+670TSbDQO6MTnuATeN58Laqv3GNDBkurInM4npzhGVl73jxydjbmyk98Ybrynfm65T8oaJQtyMOZAf+cS1Xa8y0BDR23VSn2iXvEJWIqIsF0zZff3tBDdam4wMgxtKgNfBDQ0HHR+LwRHrn2h9niM+ujdcBjLMXLD5iFmRFWntKwL3TYF77YK0zuiBBmqDjVMInUqNfDNeYJUxZi7gAHmAH2a+mncvE7SAj/t60mHpJaLZVRqKvOk5xgrkudvZk2c0ngQkGhZbF1MgNa4bhPLHzjtsY/K4vHJBY4dlNcaYIckGlvHAUM6QwPfv3/cMCKYJM0ZhsjDvr0GeQNmYiNcChTunS/oc4MNzm5sPnYeV1SX3HpgYTZknmCrY//MLy9LY08pANQMijbLXisEojeidd94pb77+hhrnI58GwPun7dZuae1su+GR/5R91jPg5ndSgjvpNHAnP9EsIdDT0HnPZ0UP5deUXmc/HSRcVLMqzJnoN3pPQgJegN1gFfj8dhAvJWjQuCCbdXFpoczyMsII+0kwWXphF4pjo1FsUY19J2xJZSMTe0jQ3hI62bYJopZBempEeVwDuaBSYuYk9mzETI/u0fj4rfSIf7rJrEzMImDLsuWUvLCcTVfOTAb+mEut1p7nt7HTedVteWXFWhubFgABjjqwkS0uvRca2NN6d+86LHJABvRkpJmvuPEOJQCzXAVuD2TVcxCHtyEoDFsaGF/wOhozPG483XgdTZqksOhEj9dQnIfqcYgP8477zN9vbmG/s9tRA/vpKemQ43KgRkTjI4xXVSu5kX+XCW1veYf55/GLXMLzu+7C0LcV3NwB4JWSfpwqz7SpkoZjYxHGmlK1gduPq1L47GCzVmb6SZqJ9wIRHmABlzIMyuFB7GLrdOIwHLacQo63stXRrDCUgmRqkIUIKio1IytyAKHHDIgqnh13xE044qPSqWyY5felxQXFFRVCOmg4NDMufuSd/KLZ8AeYq6urto/p9huNaYEt8hogitkL8ko+eC61NVofTY19jknRFLBSFsKBy8bLwDzDQT2ZHxaNcFVklxuZYHOzzXZS6bG/nPLyKhs2t7Il2apxKR/sdYlnkOVgWhIwt9VY59QDIEcVwGWDqCdv21UZKA/Px2ruQHYAm991Rl7J0LcV3CYygzPEXsSprutkc6ViHAtMVyzXo04Z2IVa1T9dM7BhRD6hwRga3NNxYu4fC8TtvU3Zu7u6lobxSwlqBFNhnqBNSQWb25pdmjQGRvGaGWBmwIcfFW7bXPF0NSjck4ZiZZG93DzLwJfZEe8NN0/a1j46Oii725vlkQC0Ia0M76qbpodgPnhhfs4g2NrccO/BbxoEzwKkMoKdGnPJaFXyDSgAKKYHDQJzgLyyb+bSpUsqU6xcNiQTgEQZe+zOFLiIExcbHyBiT2MZYibdv3/P8SzI3rbW1v2mBuLEwcqkmm6YgNLYmDmHirM5PWs/6ilmS6KBM6imR2iqHA3ZheQ9gKki6T/PU4uZjfEmLYWL9YNKa3MNK/fMdXu+W9fgJd1vO7gBYBTqcZZvXFfhkh77rR+SVYBa11Rwtm60IdfM+YbGHhxKCQAQDMs/5XhfwpK20H20GhUOsXCBaeDZDmkZGE0IKFz5mCGqXFzAFNeD32QL4v1E4s03ZLyXRfki85gmOxWw2WwEIMkbc9hwvDEzaoCi/bHf0diZB4DDWYHMMafGJg+EBdgM5FghBKAXL17088QPIQfKjIxZXo994DsqZ7wtz5EOaHye5w150mTsAbgxiwD3xYvrZW1lqSwvLMaOQyQKeJkeleYWlJWe5C2lgiZ241E8yIdr7wiVomDPCXVD3qK31PhD+bKiUT6zXuFhDd7HSY2JA/orMVsCoanrNPyUNbaoHo4BKcvvftXNg6KqwBZEpE33S0VOaaSP62uBzC8BT42UybH90hiL7o9nUzgJUoTOb5a4ceuCRTsx4PR95Yd7DDDdiJrxBjhHJBC3d9ApbRZ3iLeLFhNYWnvbstVjapDnsYVhrvED2JgTEKfHEicgJI7mzILiUb7Hw06uA5uGwvMQCy+UGX/8ADvP7+xuOe5Hjx4onUd+9uR4zGF2tuMtd2x1Bp6xX2XCNjiLP889d7N893f99fLc1Zg6VCa8mLSxs1c6hydqxM0yoXQ4A4XzYFBXNAyeZ66dLbW8H/rgnbcUJoCM7A/2O5EPyRR51ZffE0t1TLEAZlfl4RncvP62a253P9V1ndKPTNo9jRWILg7NjaZO0AUAo6Wj6ahYdrJRqaFFWWqe8WAG04RBZEsVwxl5ey1AIZub07QUBxrUcQrEpAOMY8CqBiAtRTcOYBuKd2ZmvswKmNNymVqje2bxhj3PDCwZfCJ4egD2WR+oZ9jb3SvTUwx0WTSZ9lw6FCbPjjT6I4OH+WbyQb54G4ZysytwamrGgOc3Lw+3ZCbxggEaEnr25k3lU2kqPgZwvGRA3Pc0sLx75265c/eOAL4p02jXzwEspiPjeQyNE8lpRpcnPoGWQS0mFcDb0++lxWWbeYsLy2VJY4GGys2AUplVzxI7EuNAIZlmFVDJCw2xKUXQUgNjoM5v7vsFbZl3VOukGhX4GR1h1kqDY+pZdQ7ni8oVPHwfsqKpPEemZ+Z8VQfhkwD5QVLaVknD1wAJl4LnvSwAzACIyoUD3PG6E8vruGgcwMFLB2miEI4uUdAsu1uPZK9pVM72V4EZs2RK3ShTh8TFUrEHXWJ6CLQaR7gBMrTVwsyStA6DMqbRYu804CM/yrRPg+XsFLphKiyASKPgDBJ17zMcnhnz59j4pMmxagCbQzF3d1tOn8bC9CGDSOqOMoyPKV0NKNHS+wJQp6NB58MND/7osW4+/1zZ2dwpm9jwsn9p1MzoMLi8deuOT4vaEwN2TrslHV4dY9VzS5qV3mpheckmGWXmaOZpKQXMHfbs0PDXdJ9DQG/cuFFWLqzLvh6XGdMu22pknCbmrboCLuYJ2vlADWfzEVq7Y7lvPboj5bIvgMcgnpel6Rly5VYqy/KhmzZoq8Gze1LBAcXt+Sn51bU3bv8F4WFQ/W9Ftpn8R0H4bygf1W+VxVN7ZgpAAeWPLWfbDHDZ5Jjsa+ZwZyttHWCnAt3dASQBjUUSH+8wWe2hlhZl8MksQGzxnJU/oJ2wMEkf0LK0zFTX3Bz25qx4wRr6+Hi0sjsBeMNaDM2ejc+ltAnF9CRL8Ly0oAblN2iw99m7zXHCHNvAAgz5YKGI2RQqjeSV99FopADTAzSF3ZCWPxRIlgW4uXmZLAxsBTJO/2I24/69++W+NPbe9o60rkwO2dN7vE4ms4C3/GckG+lOAQwtP1bW0MRyV1dXNBC9GCfZCuAMDGlkzLJwwtiMbH96KQalTAWisbG5OY2KckLkG9OCFxbI8/GhBuAaNPcOWX01PFUOapSBLYtITCEyUMQfnNCLSMkRj0LBngKVrJnDMuCH+NuuuZmUJz2AA2XaZIpr31NGAbdd3wlCFlPVu4HMwQJwGBDPzoUJgv0KMKdlgvCbsAGyaCotDaaELXWR2ONqKNLYvMA7KsEfH3fdOLxXXGnzAjObfNgqG9qc804WVQLiC1uaU1IhAE1vw3Ok6XcUPZ8OAGIZfEp+FIyFEMIcn8gGb+2Wza2wszmTBLOqJzAdyo5FW3mARs8grY1sOAWKEwW2Bdic6gOE3MNeZr/1pkDPdYB9rzwQyPndEfiOyqHToJy8dcMiFNN05H1pccVlWlRjYaZpT2ltyIR5uLmhBlz8XFOgJgxrB9efkfZeuyC5arwg0GGuYIeTZqctQCvckUCN5t/f4wVm9QgHuzJT2pXm1kCzi80dv11P6jEMVMmV5z0HIFdehTeA2pzYlRiRf9wLcH/bNTdpWW9XSQ7nI397qyqZrvljzzUbMVeLZkZTo1moKDYWcZ2mSCxUhHYHWGhuRvFT0j6YLLwryGJJ01pamlHxU8HM59IIEFpMLSrs4oLnmpeX16R9pyT/Y5tHEPO65Afho6FIM7Q2tjLL8rLPMX0UhrR52QEXs4gpw3j7nFVJPk0S88TeNksTkhbE3sUlPx3MHaGMgR92PGYCg05AgebnmGQF9LbZlsYTnOi6s7ktW/uWwNVWuhNq/JysJbkI1Gjv5cX5Mo+fQNt0/tDE0sqK/8GDexGX7O4JaVVO5OIAVKY/KSdpc7hPj9MAJCveCHJPoLIwb45Jx1Qg9Rjz4tLstrFllgmo6mDAt7LMwlqYaYJt1LV+81y6ELqc9zvdi4sT2On+lQC3/qt+iYbzIVAoq/0Mcx+AAFAYcCNYgAmQE+BphsARdrDZCY4BqCpA4ZlJmUYTAzL5YRv7RQI1KMJgZpA0XS2akO/dMMXHK1yc3MQ+ELppGgNgJH7Co6VpaCFPTJFY7mamhrwwIGKqiwsA0JbNzAoec+Ps1WBFtdtF08v+p1Eoj5hC8pA9y35rNQLljQUiTKdV9nkofsC3JzvbgLx7T72Qeh01mFvvvF3uvP1O4XCfJaYb52bL+oUVNewZn4Myo3ytLC75vBb2+LH3Y18DbGSFre5DLyUTv8rHmEV1wsBzXdr6guxtL9So4IxzmCVqqedBgaCtmVJNcEPes67fDBZtlrhq9Z+e7x1hliBvAZmeDlKy1L/3wytdT8WqJ2OgalzIn/zU3b8amrueXu2aAVySC6Df1nwChDUfgJQmndVoHhsbIAFsAMTsSGjsmJID3LhoNdg2dwVuDnKMc/uUjkwPH7CuimVhxjMcVa8xNsbcMHPVMgmskY4924EmBfSkFXtRqJDB6mLkv9otpzyxA5Ey81oZjcpauMMBmLGSCWF68DzzzrbPBWqWxpm16clMYffgAVOISgubn8N0KJ8P4NGAkpmMfZlcR2p49+/cLm+xaWnjURlXuoB6VWbE8jLL73NlRe6CAd6QssA0kSCUBnYuQGOgzbVPB1ADcOMX2hiXjJ6MWe4MeJEnq5LMyvjQf6XFmIbTDUJTS6bYMyIASO/kM15UBn4jE29LsH/MmHC4ELJjNyFyPZKmNrD5LQBj59OgDGo3SPWyNMC/SuBW9vq/IWzsvKei6Qd2LGaC7FNpKbQaU2gMZphxmJ+P+eHU3pzGBLBSc6dJwHX/twDfbMZ+YiHMA5ncU8KZfYAb04KVNjLASid29pjsXrSUTRFsZqXB8QmkB/hoCAzysiGR70g/5tHVLbiMXE7J3mbq0TMSArYrBugofn7TWLyaWe3NACTkibxS+34hWL0WszKcNbL56GHZke3dlqkCuJkFeeMbr0qD3/XbO9cuXy4r3ve94AWYafVavOU/pzIwp8xHBLynWuBO08wLJ6oDpinZ48EKLb9ZfmcMwMwHe2Aw/VikApxsVV7QoHZX9jXiReMy5epBJ/Wp34Dae3bUgLjGn70qDIr5jXzoMdwj9Kq1h1xBra51KxSfGCWBa80tV23jrx4B7CSZWH0yMKQd6tobICdHlx82LxoyBnJhYwegQ3vXQU7lQQgGoQEoC0/CREYsOjAgAlCMzpmO82YpVRnag3RJgzhJM/NBvMSFtuGaewCd354tUOT8rpcvgBSLGWyBZe7dLzkobhoNWjBXSQnDIHVeYwueo3F4AUcae1sAb8ssYfXvq1/6fBkTWG8I1OsC85zs5PW15XL54lpZnJciUOOe4csQrBJKtpMTaqyy/9WZKU0BhdkMMSpmSo0TG/lItjtmjtSkpxjRli31YMzE7EpebHBi15/PP8SUEVEGyku+YfLs8huM2NGKzm7Y1PkbOfEbF7b2rnEC+zS3P1tyFpGJ88iRnUMG5DlEhrOwcN0UQWMDNAOSwQ2aswIQRxNgX15cWbe2wY5NcAM29okQH88CdqaVqHzAwX0GkQzsqFwGWh2v6rH9lDdx1IZQXkd85WtP3f5M7J5TD4HZcKA8Lcwv+R1G5mzpLWZmFiyLditeDsjpP7rsqFQ0Tyw9TzRiWwAzOJzcSngGgOSNCiNM7PGIjzmRV2ZFeImhDhDk0JbZQnn2Ba63X3+jPLxzr3TZ17K5VTYfPPDS+IzGBovSoswgufFVDZCDhqRP0ZduOGhJ3konPz3byNEQmY1hyo0pwAP1GMx5HxJeVT8xMScTpOEBf0vauyET8cbNZ8vFq1etxcdkTrG1QLrCed/e2I6ZoPaBZLUrcUuZqAF45yW9pcrcPWx7pZLeIMY+Ym/Kkha3K5Bb+QD4wEodh3n9bdfcdfCrHVYZVuYlLDIJoKk8QJ3gpYKSAVBdKyPAZMCd8RMnhH9qbRjC/ABIgBmAMbK3OSIgky4Apftl8Mhq29QkG/vHCud6ED7BmY2HfJMu+UkgkhfSzjzW89UvszUR4SP/PkxnIjYhxfPpxn2IscKugHznnVvl0YP7fsu8JZNkRHEty2y4xut00tLra0saLArgsxzVjEnmTlBIkHIRFjAM4VHl3f2S/DA9WIeITUm6lqdyXvnFPT5r4oOF1DB4RkL09Cp2P/KzPa04mZ9OuWTZk/CHkYGvrcErUNf9HUfcG6bhOKG+zX0WnfbQN0NPet6aWmHIbr9AtUcmZVuzLwMgW9uJc/8F7yfOaCDHjAMzHQCRhgBoGdwAhASDYjd4AFdoTTQ87zBGd95mLlYanBE8Ax1J1MJcXFjyIBIbGs3FIgU2N/lkCd2BRApuYKPtoFyiJr3IA3lhhgbQBsj5zRI8NiyzCWgmJSBThFkbGizlCEAzGGNwh91OvDxLnsrhcbntlwBeKzsbm6WngeaJyjA7qV5tdbU8cy2OqWD/N/Y1acchOiQVoPGLHSoArm1ZyUmjNdmzyEyDO/1h2/KbffO642IDbw7bNNj0z2eQKP+MG5jd4VB/kukI/AQB/JQD0HuHJYqAAbzKzW/K71mUit2LVY0jB5Q5lYgdbt0suas0/T/no3KfqLkd8Tn8tETF0QAyPomt7w8AAGpqbUCJFs1ZEXexlTav29k8BwOkjBvBEGfa6YTlPsBmUWHYLICIg7gROvfilChp8H1MD5kDXkCqPp6k59LGhkgX/yR+E1/mD/Jb4FSyniMNa23pRkwaa23FjYg5Ws1TjbL3+xuzFA/A2Nx4WDbv35edvVEOVZZJlWl1YUHaer1cv3bFsyALTJPKbMMMo1HIyFBDoWdSQxB4KW92/7kdwvmt6gZGe+OirdNFi3PgKcj3Lj4Go3KRJ2MVej96NUw9OOsgex3Cus4lbsrnBozJoWv8XG/+Hc+ST2txafaELnHASXmN+0Rwf6upnhmoD2ppa2ZFqEgAydI4DDANZBZbVMHcz8oOjT0wRzJOBIOguJfhCQOgsKlzwAgRR4IQYNcBSxzWLvrNSl5+qIlnMi0or6mIrBgDpyob+eA3DcY2LNpLjdqfFZT28/mLDFrFHHDDkWmE8z3Kx9yxwgOiV772ddnWD8uxBqCCblmcmROwMUXWy/L8nMcj8SEuTBnJxGMRlUXtS52QlYm7egBTfWmO/JPXYHqY6H3Cn8FtgDjDkIaiVhoa5I5LrtLUDGw77X2vdlJWmNNwY/fmoG7sLzkhVzgbukGse/ZX72AbmzZSM1mSMHlsLsl97Lq6fyZlRGfx0xKFzIIiKCof8AFiNHSaI3WNDaAS0AnqBE1WQuYPYGWLT3ATHn+0NaBOO5l7DEwzblw0O9NwdY0dx5fFt18y71xD9fTxy0ojvfp9/NKuZ6CJH2WACQPg0GAZjgrOtDAVaJB3794ub772uoE0rfwuzs6V5aWFsra6rOv5+NitGgrz6szlM7vCy70TUzTeGKSTx5RVEumcxuRLF/GbhoafgMRUoY+slimDHyuMDM69PVby4x7pIAPioIwZZ8qJewY2QKbOALJlEL/tp3CZX5Pide+heKB0Ia6/7ZobUhlU6yEwgJemgwEt2xrub+Cfm/WRAQAPTkAnaBxfVVkpNJjfhCV+wiJIAJLPAmbShLkmLpjFEyg1Cn51zUsDyUbCffwzH6SLH5x54B4uv3km/ckDlZ75I+/En+Fx8Sc86fESwVtvvWXNCLgWZYpcvLBe1pZXyjwbuejd1ChZULFmreSkiNxDIHP2zKC5/Q5qhYuAa8jyMQZGUvUDv7jOMiMfTBA2RgHyffUq7Cw81FiC+xBl4hnnA2OZ1JVwvZ6S8xmuuZ+Mf95LCviQx4Hra/G3nVxgZccVrK7YAFfFsFrGCiLMtB/MRh2YiuO1Lbq52E0WlIWvCyT2KlDwEwGBapKfKqO7v+e9E1Jm0mijXqHj7RT2DWccLHZQgZgAAKSp+6gVtpeqZip7vePFEio4drhBUXlo5eCoMMUq/wApXzvIgRFl7wOQJ09oTLLr2XqrmhpXPzshd4RpOKXV5isKd+9bY7MAs6KGf2F5qSwtxGYmBo586ZgaTuA6feRRNTgGv/hBBjkmCoISRwPgwUobZxyVuYQJ40G2gMwBo5hNbHHNhkzD3eVICgbnSmNEMiOten3RwOzqgg1pylr1jaOqQdsEUaDK5TeP+DHs/LweIvILjU02Jz/JoNu1T+EsfLkkwnXlfzafFv2AUstR4GyFKVCDWozGYqMOsxLpskEeMK9KE7ESaVAL7N7Qw0yEtJHMR4GcrlyFds1LQPpjhYyZDXO3I3utW2ZnmuXKxQsaYDVLe0fAuH+7dFqbqmiZHaorVgrjLMARb2RihZMZjt0W30DnWLGtsutzRVoeCJIS+7H9Rra0mKfElB4vA3ByK/HsbG+VJQHOm7pmOe9Dg0CVm4rnkB427dM4FmRCLM7zTBz9e3ioe2o8++1dp3m43y6zrLiOT5TW1lY5ah+Ur33xS6W9sV2evXy5rLKRa0nAljunXm1igok7AUWNmpVcNjFxJl98wUJ39C82IKFQpCAEEx8ZrbqJL1swQ6IwKoO3t+qHn2fQJ+4CaNnAapv+vbW75xkRNQOnwYHzoIij1JjVAp+z87NeEfZZLAwuFR8LPpCX1L1XJWacOlIWYIVvnPL5dbOAjR09It2hDqfIsJG/gIsfkQzBkPyHmqgIsCXqv5WU6cAA3ca/KoB9xwAdrZ3sz26LAbMHR2h2wqlgjObRlLA19EkMRNzNVr/dG9jujAGVP2baaQn0bVWwNDMLG5w4hYaUNNDuaMx46/uh3yPkWzEAPL8XwwdPO7IpO629SI85XpWFLaOYSogQ5cB+FuQfx69FV0+loeF5jhFdk2/jq/KwMWE0pf9XZaPx2QLKG+LTGkDzcSgWl9585Rulu9cuz1y6UpbmF8q87zOWiDIiQ06xwryikgEXhK4LPaa8iJE7qBBuTBFOykf5PMZkYapQACcgec9w0ImBRaMgXj0l1+oQueOjRsQzaVphrjAzBCD9W3WDwK34FB6XuOhXgaXNFYAsTz5Fwx0CoGthY4aEzyEpzgHQkk7ze7+UWhqqxwvoMn5cNDzA8MyImEEj7JmRyr7GXIEJm1048RsozMsCNHoHCdJaSlqH+4Slon3C02FoS4TOrjPCxMEux+5G0Tbf+MY3fJQZ+6mZiyWXaZMzoI28CEDephrpkJccACeRd9LOfEMAm7TJK/cIz7MsINEjZHmIk7AAlTTxz0WiN954w2EuXLpYVtZWve+aMC4jchHz3iIvYdRlDg1f1906nReevGQ+cTNM+iETiHIxPuAe5SH/+Lm8+k3ZoFBQgRPCch/KeJ5EJ+/OvukxcL8ffhKlIJJ4JguYAKWQVEwOJKkoXLgObsIQlufyWYTZZ8+Tpj0pEIkPegceqLLpCZ3oraIH6hqlLwAcAkToHPPF2XgwL7DyPPdJF9Cy/J7nhfCbfJEfnocJSxec4KacNM7QopFniHhhZIJ/H9xVvjO+ZLaP8my8md5x3uiZyAfp484w5TcV05toUOJOOSsnTheq11dcp/aO3/X7UPrV72V9JrB9XT3GNS8+k2+0N+nT46HFaZQHkjOEP3tSmDqsxwdlveJHPOdRvSc5jQxuaLggyR8kER8ZT6YggOI0YJ+mtRMkPJvkLY6y/xIMfWCrOw9XGlrB0bKs8AFs5pVVcnGAgNeu7t2+I/t2R7b+VLm4vuaBGfY06ZE/pgjjgMw4fiDT4XnCkEfyTD4h/PEjfFZWgpdr/LhH3ITN/MPEi0sY4uQ5GiDPcWIUgOZgHe4zPnEcY3GEGSCJeAbg8EpmRXT7zHQAbNJNThr2I43hMOQDTkAm8Zu8whDP0ktSHtizKQoznAZ+xAfxDMzvjOf90qmaGzrN/zR+EqUgoHyGzCdIqZgERnJqxQR0HdQ8n3EiFORrl0GJKhOBpDD58L9y0I8PoPPyKfYs/gDm9jtveVqN8Nj0DFZJNwVMuqRPHomD38PlIH7ybZDJH+Je5h0ifvJWjxMeLg9hyCdEmvwGFDxDGMDC+SO8AExP4fyoZ+KVrlj8Cds43k4Z1BE2sirb11D6J/H7ND/KkXLP+5lfehAGhkrGHBusoh64T96QMQNoyu/tq2LFZsVRjytBn+nhR9mfhtykM9NZgOQPgshknerxUwgqEHAk10GNcM4UrLVTfQ4UG63mjytBMt/LtlA0L9ocO5rROkvP25sbfqmWT1dPq1tHMyPQ9u6eGwY2umCiPER36fyoBxhjQaSp3mYGTc1rWGqcYk6HZRCIDcnALhk/4uOtdsJ4QWVS5VP8WYaUE+kDBAh5uDsXOJADXTxmCiYScuO9RUUiGzvkhdw4PZZNXoSX0KzN+yQEphyTTvtd98vf6Zf5zHrI3xDXKX+IZygL+c96yrK50XsadBAXRL6ddxHhn0w8dwpr1PmYWTJMp/l9EES8yanB6pyArodNQggJBqwLXO5aOIzQq/sWjEwWQMA8OW+ax/ZKCfdI5kFXA0sNIFfYqM9gjLSlTfwmukDFDA1gZuslAEvNCztN5SkBnw0SqldsuoTPZ/lNGXmO6yxLhk9w8Jt4uWetJz9W/Dhgh8UsiN4CTY3GZqMSg0hWHX2gu/KfIMEUGZCUStS9Nah9qrTrlH6n3SNPsK91GwgGhz8uv3mWfPtzKKoL39Nv0mfGK+NJhjI9h31P4D6bxqaaU5/MiJNIoF6o/H0a627lDqgeHxWKkBMIMJVLxWBbYz8CpvydS+ypxeF8jnSImzhTozG9xJwx3bWBoj8+UcGWS878W5F2YzfciTQ1Z5SweDM/2yzzzD1PTnif875G9Hx/kU1FnNtBXmzLejeiBoUT414ZdZWpqMyUsPjCzj+6fg5/x0SwHMRZHsrtb/KIYoddnAPOfYiZBOz9kJfyLZufgzO5v7gwb3/eIWTGhk9eYzYx588rZcuLC264lo3AzQsUnEfI1Jky52cNMCRSXXtrLw1bcfrLbgIcr7r5C28yMQiHcoAoSygZgVC/vZii3z4QSGnyiHcQEq/CZrwm4KC8kD/OBCSPzOBwzX4c39YzHCC0sbnta/wwv3hDn2vvFlTPS0KYU/E2kEpTlY1r4uTaDwwRea71WU9HrtiK6tckbqFRADEFBdzuQivzIzkBnAwBZBjtlYCG69rU2kGFhvnNywdoCrQw53FzbAP7LNaWVsqLzzxTXn7++fLiszfLszdulPULa/6AKAsvfhdTzOtYrIAyoqeCzZJg5imJ3zQ+8l6/x7VBV5WV/JHfDI9/lok84x/5DiDQMPDjdxzxsO94slEQluccL/FQfpoeWSAfagQs3JDvrOKoh8fzDxkcQ5RlqbvJSf1r7P1My4P0UECZP/zJL+XPpfkkgPqBAfAUemLc9YI9iSnIsF+CG8rKpoLT1saFh+3spAQBFU3LTk6QoxnhWH07shnBbjQlKu0sLSz7c3pisizOzpSLS8tlkfcNVcmzAv7llbXy3PVnyodffKl86IUXDXL2hSvbqpg4wWmQJ3ITFeOyqaf30RICInauu34vSQNqygLo42xAH+17eOzNV2yTZYHisItGjoEXbK0lACAL4sQPUGcjJg/IDX/kQy83rUbYZB8Jb+JPc3iQzCv1NpgopIvUPbiszZZElYuVV9xMH06ifFmXw3XK7/o9y4aeA9NI1/iTJsCm7pAfZWAaEBf/MB9RygOgv3+ikZ3CquN6qU+lesFO43phT/PPOCg4BQXECexkKi01YD6DsCk8XAd4nfFLUCTzm26cLnxhbt7LtKMS6JgGm5Mq7uiB4trZLUetduGbDNjanLfBp0RWBX66P4TPm91ocVZJyXOWMcllVFCfCaj7eS/LmuWnMikD1xmOvJNXCH9AjFnFNaDFTSDAlBMZ1OVBOfNATL/9XdneMEALjRrTlnXg5u/+61sVQ+QtmTwkWLlOrt9n9TJ7CMLCXuYVkS/yzj3yignG5wgpF/mHMt33Qt9M2KSnBndyFhw3r+EEdbpUMJza+zRgZwXCWcEIBVAgqAQH3GIbalddurQj7+Vxj3gA5vIcb3VPea9ze2unHApA09Jic+xRGZEppG5y4/79sqeBJS+zMrNBY8N+XllZLusXLyivyjczJFVF+3s54ixnPd9Q+kOUg/zwHPESB3l2RVfaGMoFGtv6kkmWlXgIg4sMiC9lxX22CGCj4xInzymIgDBohEn4wWjMJK7PAniW40nsZzFHBGoPbFNO4oyTvFrpqMxsMOsddD2o1BO+/62iDwzcMIUdvk4wDzMVlJwCgRLYFkQFYASDdvMATAM/tBzX+HGP8AkarnOgysALW5sNR3TSh20NPDc3vaOuq3hONGBBg+1rYMPAjo1PMz4ugqMSQsu68ek6y2OSy3WAMwY4MH6Eg7JBUp4sJ35ZyRDhyS9l4prBNPFQDp4jriz7vXv3fIAlK5SUH/9sHJgBaFDiAE7EkS/zZt6SfK2eKf2H72cZ0h2+HvbLRgfxmzzBGY57gJtyEpaywCmX90qk983SU4M7C3oWA446oLPgw+EgCowAEtxwHdRoOLRUuvghOBYTeCaFxn5mTk6a1cicQQtvojRkC7NVlNexdja2ypE0/kiPg2Viwz7pJgj5DTCJs59n4ai+tVZFcL6zchMgWRaeTQASB/f5TbxZ8YShbPih2dHchKkDNzU4Lhu5APmrr75avvjFL5bXXnutPNh4JMBvWSat/dhXjtzIF2zbmg1OfRBT5YNqrwM7iTJkHWVeua7/TqYMpEM8eb9ez9wjP8gIJn+Uj/CE+1bSE8H9XigLntdJXGdBs7AZ9t3howJU/qpiYsovT/rPzzVzlkdo7YOyx4GJVKA0ES77SFhAYcFmZlaD1YYELYxw7gZHN3DkAY1saWmlLMi+BlB8yTZ39XGP7pVpsmOZKJMafJ6MS0TyOxa6PTBj0GiWOaJB5NGxwlNxLoLKoDBs/WSJH81J+Q2CI5kaXTW+k54XcdhXjilEZVPpvFFP2C4Vr/QbDFKPjsul9YvlIx/6cPnYd3y0vPT8Cz55lTdvvvzlL5fPfOZz5XOf+3z54pe+XL7+jW+U23fuli01etLlKOFxDaSPyLJEzOQZME4ekMqCJlcBaLuxNK8iu47i2m7124dOuh8kPpUB2WMKuftQHfMKmnpL7H3yQL1QvshELOrQmKlrwtDzeQ+radg9nzBtzqOxyampx95+r4MPJhNw3qOi4AQrGR5+JsPAVFhyzgQAKoDEffYGewlX8bDVkhdEOX2UQ+D5rgynOrWsvdU9Cwh8dnlHQO1gt+l5jhjWY9ZcfCx1aWVBPFeuX+Y8E2X6oF3Gj2XfCvS8PMtRYvMyWTh3r6cHOU2KF1OPJODukbS/GsiYGsbc8kIZmWyUA1XMiPJNZVoDqhJHhZip8WaZGG2WuYXlMjLRdEVqJOc6dOPQc8zPUlZWRdkHDizYa83q6M6mNK617nZZX7tYrly+Uh5y+urDjfLCs8+qIe5r3DBbljRu4PSrScV/WUDHxPrwSx8qK8sr5f7DR5IFn6HeLtvbuz5qYnNrs/B2PofAtzmi7UBm0JE0ufJDI2TfdOx1p4fEdJLpYvCpfiUujnZgvpw/1abDjgiwvKSgK9XNcdmTwoH3GbNs7aoh62EVnEaNK72kOAV6xeVD9lk40/Pj6sU5Ao3jladk+rGxbYNv/Sh/LO54my95U555ycHHurnhSXnoPtfOm+LyXm6ld4KioW70O/bQkGt+y2xkEUc+T6QE7vB1hfszKTVXam9+9xuGiKVjshPxRTd/KGHQugFdaO2c/ouBFvcJzxl68zN8iyXMiDEBZ2pqvCwvzpUrV9bLjNA9KsHJ8HClcdaGX72aklZUHhD+QU/pSJC6WUYnlZcJmTAahI7p+tBAoMvFzFBvoooVQqSvxwQyzhiclABlJ1ezBsq+y+AXPaS5AXjPvU/L5WJgSj46mFktDSJVrpVlPmsy6ZmE3V2+sqC0pQEnBNCuys6GfbR5WyAmHz4rnIak8i+vXijbemZb9x49eFS2BXJ/doOjilsy3/Z2BArlRWEbKheLPYAGUOFvGVrxyGykTpQugKIqKArpAWwOz+8wy0QbUH31BOD9jsYKSis+rIpCYsyjnlV55hxDXrrIxkO9ocwwUUmTMRFKDi2+tb0pzKrHlpyQEUc7MB9ubQ+wySdiJS8VQ+nSe5jkpBKGuPqmwV3n6s6p95ITyAnwvOYeBLghMkbhACkABtS4DJ64xh+gwBScRoKwZqabEn68uc5+Dc7Yvnhhtdy4eqVMkZ7ibCgpDVnd1fJqGm+KkAdeaeoI3Aeq8FGZH/Qs7IHmc35oiI40COdl+JQjKpETVyU1XhielBnheBQerRGkm1SIeglARD5jkNv1ixVMO3JGCQszfKEMTcN5epSbdw5ZQZxfWPAyOyukHOnAEb370sD0ZABnstH0KVNqY+61llbXCm8s9VfuVFbL6pCTqPiSAadfqdxKG5lzHgigQvrUB2/bRMMEJmjf6EkBv1/50jNdyaArGeAeKD+sCPOJle09ZmmkfNT4cixEfVFvBqoYGfAbeVNfuPRmyJoeji+aGdxVeDR3Hdwwea0zlC531dYeBzbX8pNZ8t4O5Umw1tn+dF+n3EtOMNc5iQIA7hQElYKGDm0dMyHW1KoM7kNknHjTxKEyAbcHZNMIbbxcu3KpXL64LmCra1MaEwpkC1nPcRwEQj6WH3bx3oEajjQ0vQDApsJ5eQEBH3B8r7o9DlzktFQqAK3KS8NenpdLd+33DiXm2HTP4DQHdLFaCrh8VLHCbG9vecaD64UFDq4ftcZm2ZkyMGPSUoPY0CCxjcbmI0rSyJhvewJSV+XZkz/2//Zeyy8Gs9ckTT3m50NWJ357x6uC5EllBTjZ6LxDUPlKEwo8xFI8NjQmBb+ZdQHkI1IAJwb1w43Ncvveg/LgkXoKgfmRfu+qodZBDWX9U18JbiuPSoPjcm9XDeT9ghszX0VTSQeUIFdtvNvmHiYymO4wh//54LZ2GPKDyIQLILCgjesauw5smHsUvP+MyBUpYVkoApW/tsVAcmZK4L7so8NOpCXH9QzDnzFVEA0humENdBRPR1qsTfwCN/sU/GlrVTACZZqQOdlJmQWqXWsyyoopwrHJ4wKTt5iitRU3pbI5onD+gFEFJMwQPgfCdCKf9tiUjQkQZpszZXV51SbEjgaIpM/qIu8ptgTiP/+Lz6jL3il37j8oX/zLvxSYtgTynXL3/ka5KxOkI9Dd0gCSQ3kkFMuVcvGdSmQR55ML8JRVMvLJVlISyCBNRcg7KaWtQQi46LNKdKy66ai3Qkbbu+1y/9GG8vOw3Lt/vzzgaw3qgbZoeIqXuiFe6iRBnGm4p1D+aIAJbOdBZcZ8Og/c55klvkRt61+CGvK1/GSWND9ZB94wJ511DzvttHvJFHDYDyLzZmUxP1haBzQCAfT4Jbj7z4hpNAgJGxF7cm5hXsIqqtTJcvXyJdni035TfFRgZesPZontbj2nh2xn77NsTzesLPGFA6i3r5G80uUdTVWPd68hRvLt5XP1FtjsrAJK/xGrNbeqR4UijzJhrLkVs+J3HmXycHxvnBi76zixO6loBpAMtJiXp1G/9o3Xy+tvvilw/7l39lG1b79zp2yq21cbs0myT0+ma+T0+tdfKbucD6gGQx5XV5Y1OL2shsNskECmHonKdkNTXTQFPECGHAAVepZGi8rgGDQfeClZd2kQakC76h0eSDvfunO/3H/wsGztttT4ZIZ43KA0BVLKSHnyRRPKlfWMm+Cmp4VJOxsC37h8L+CuM4QLrs/S3AR4aps7Rqhn07DmTiITFIAD3LsCAczJ/TA7zLzLzN2kCkoJ9Cj2YbrxuWvZ3E1eRVOFSWidg3YF7otlll1/CtOTxrLmDnHYviQfzIy0WZWUaQHYqRBJt3RkBowqOT5+xJv2zFL5JVUBsiGNDbjHFNY74Wg4NG7ihVUmj+zR2lSS0sAcwf4FgNvSdHygim0BmAVeXZTtartbz/Hu5iuvil951Vp6Zna+fPp3/51nQ159/Y3y2ptvlZY0fU9FefOd2z4jcEoD4Z2HD8u2zBi2HVDblIU3+NMcCiDFCVpTMt3YGkv6lgN51TN8zYFepNWSPS3gbgvEu5LF3XsPy101wDsPHpTN7V0PLpnujAPxm/7+PD1FvmJHWpCBKgb4uBD34QQ3+QmbG4UVde0XGiQ3wC5Pu96pKE4Zux6RNZFWmtuXvhfE3acGN5V+2r3k1NxQ+iVhM7FtErsPLQ2nUAA+mUUIPIOb3RnCsY0t4XAYJuDG3EALYJZcvXqpzAncAHxfGm9cmpVUEc4oy8SqdI4hZsPVlJ4fJW7Z/oCyy5nYCrvANyWl/Q85YF5PjqicfOhpXKYPMyqHMoXQ/hxYSfNWCOWXPIfNTQWRf5bvMW82NvmWjMyR6RlraY7nvXP7jgeFzFa88frr5Ytf/HLpHnTLxsa2N0Qxxba5sVV+4Ed+VCBaK7MC0ff/4A+Vn/qZnymra+tlfXW1NNWxHCheejdkxhv6uBwx4cNBNfgF7BxQH1q1MheoBzGHw6NZO+qx0MY7sv8xh5iF2ZLWvn33vmx72dSeipUSkjbnkyY0PD7jx76c3KJMvVBm4oOpR7Qz9QoluLM+p2eb7s0M7qreA9yqf+HiVM09UMzGdYL7MWBzLb+x5vT5ZkmCEzevkyHMkuGIhxlhk3EKSaGpCJj5bKb56mZIgjpdCH+ez3wgSLQFr1tReE4w1c1y795tf3/yuWefKVM0AoG5LeGhwW1mCGicEouG2FfaExK8bBprYDZIeQFFXeKyNCmzKmMaTJJPwI/pMCK/rvLEh5Zg74NWBfAmD7MpzGfzdQPyaK0P0FVZ7BVHo3M+x8rSsrX3G9LEnJPNZ7PRzMyM/Mc/+RMPDlsayN545mZMNSrsd370Y5KF5CBbhC87fN/3f3+5dPFyubC6XJ65sFbm1cgxqzoya5iVYX86IMbm7koj08txzbkpwSq3qs9L9ALsiW3rruzoh+Ud2fG37jJg3CqP1Hs82tz2FOBu+8Dh2Ls+pnxxAA/1g9mYQIYT2Fl/zKDgci/NFZi3icgLdcugkjNceMYnVMn1/m2FA+i4yYDbOFABQAdX1H3iMeOnfOfbFO+BEoDQ8PWT2CeEVsTvpNOu65lPcjxofgmTV8Mcp+4jMGYzaAQATVIJzmeIQxocI51VMras+gTX0Xj7xmcDCtAQLkdAsPQesyF0sczySPsoTj5tzYooK48c3MPzswJSbJnVeKGqNKbK+DASeeNoBt6kb05Ol+2NHdndm+WeQLWmAeZsc9YzIGwtYOsu4b+sASVL7YDj+vWrPqAIaxDblPzRIPi2O2/poClJl+lGZmXo7WD8bZZIJsSDHwPi5syczZJHGxvS0vfK27fulHfk3rp3r9y+/6jcVy+yudPSAFaNVGaLVIxBJYFIy+/6892c7dL/Trz8UFaUmbqo19+76k5dd95Psv+Q32kUYQbxnUZPDW6onqHTrs9jU2XXxlskg+v8nX7Yt+o//Mdv1YkJTUFlEh8CRLhhX8o+lgkBWbACer7QCgjdG41gkqiyZUPyG7DkCbIMNHltC5OHxgEIpK6djrAt7UJOFJ+AfNBuCWwyc0hPDcAnU+k3B/jst/Y8W8LLxx1pZXbFcU3j7soc2JPdvflos1y+eMlv3V+9dNkbvmZl49+8fsP7Ym5cuVw+/l3fVT72HS+XE8YobD2Q9mR+nMaNpmPDFyYPWhH2DJLAbHNA5hdfYeMYiObsjAfFAJz7NIY79+6WN9++JUA/KA+lrTcEaL7jvn94ZPNkWo3guedfLD/4Qz9SPvZd312uKl8oBAbBNETMC+oATV3X5oAcsqzFCfis+7iWq2BRnxIsdYsfQagsgzj8+9fm8+kD0dxn8ZPumyuAQvxOyvvZvWXLtyau7uumtRBCRGNAhEe4gBcGrKwgWlvLVWz+DWC5z8CEuWz2TaDFx9DgdJ+Nce8vEWq8v4TxgZeHOUpN4OU5tDlnC6Ih2Tfidxt1j0omD1B20xeltQEADQ8ty0dOAQV54H1NNntdXF8vHB93ReC+duWKpzQX5mZtVj1743p5/ua1ck1hJjTKXVC6M1PqaaTCiR+QUXYaNQAnL6mpATfz58n89nRdY8omGd90v69B4yYfiJIZxTYCCUG900T5kb/942Vl/WLpSgCsDawrTy+88EL5nu/5nvK93/cJf76FdKibnrQ7eUmzk7JSN9QV9UZZoazbpPx9Gj8NfSDgTvc0RuDncRJh081rqB5muPVzD3AjVJjfCDOvcdFO9Wfx53lmDDBNsPGwVRn0MSXljf6yzanII4G7p59ocA0P3TBYtSMNayXFj43Op6ZZAeT7jbs727a7edkYs4J4F+fmPd/MbMbkBAsrJzZFDqS1+Ubj7PRceeb6TQ0QNUhcW7NdfvPatXL5wnpZ0XhiXmAcU97uvP12eeMbXy93336zbD+8X9554/Xy4N6dsvVow9t2+XwHczc0ljRHADcMmAPQMrnkD3MfEDLQZSGG1dBRPTsms4zNTyfqzeaUFwa3HFS5pUawqcHmqIDP/pycIUlbOusu6ybrBQLY9bqDofozp/HT0AeuuU/zey+czyUN30coKRy4HgYtiV8Cm0pLoKO581nALD2iv7ClETjL43wcie6U8FSqd/QBYoGbpfkDaWM1lwC4K63rzT2sKtJjkB7ai3zwm7SIO+PERECbp62LzU2eyAOHaTL4vHb5ikHNC8u8jc88NcdNPHfjRvnwi8+VtaX5sikgf+Y//Un5iz/7j+UrX/xceePVV8s7b73dN8mIm7RJEyJ+0sR1+UWEg/gN84sZEF6Fs/xUbqb7ADpz3r/773/fg8ql1ZVyQYPYMY1LUABsYHv99detqdHQNBLLT+WqAxk/0uQ3/vghw8wH7mmc956GPjBw16+/GU466zoFgVDgeiVxzyelajDpkTXTSPJDm2Tl2ebWPUySFCzXfJ2A351WHFGGyUDDwPw4kPnB6uWJGgMLPR3Z1IeAHXCTriqejU4H1W4/ZmjYvrqzvdnXkG1pb2ZRmKrEJsZsoCHxeWm2tC6qO2eGZn6WjzDNK8+zMk3mS0P2/4wGlZ4ynJ0zs1fmosC1vrJsm57jgGXQC/CLZVnsL5UpHRoYADe4JCO2hGbj9ly2nqGMCTj8CY88fKCOxhNebreM+HT4tIAbs0Vzst8vySRBQbgckhllAtyWm54hPtLLPPTlTV6q+kjKOj7NrfPTkJquEnwarihfbRq84hT34vUmMnqam2EHdF6BEFbdVWgfF8AmfWrysDpIkkp2BbMpS5XEPgzva5apYNtZTBwwez/a6tL5DHRqPF7mTS3Eah3fZclKImXuAVy0N3Y3U4wcosnXBFj2ZwqSj53y5V2OFt548EDaedKfqr516+1y+fJFN0DivyDg8q11bPUG5pAaEjb2jAayHE3sb0VK+zYEjOt67uWXXirPP3NdoOdjV42yIPBzoiu9CTM5gPzipQvlmsyaK7LbsXIBObNKTEvG4pLKKTlJt/pd0wnJh3GHBSNftDP5Y0D64nPPlRU1nvnpqfLs1as+EoOy8UUHDjRiyhQw17neU/TlVskbGq7j/u+aP4PtnNOGKEM8PSCXa9hTlH5jjenZTzLYOouZc/K1oiabZkXKrEPMPFT3qoQynMHrRFRIaYZTXT1L2SlTcqx4cj80S9rUlNS79QQYdrZxLPGsQLHd3pYWFkilOTlInvcer1y8VBYEDLQ5z/FNGfaCM5DE/mxKK7IfZVc2ZK/T0wBMWunSJQ2OZm0n8w32cVU6q6Tkk2+ps/12SgBlIMmqGuelNDlxqjEq82MThebPTB+qsWxvPPA04eLCHLXrnXlvvPm6u+5rAggLKjS+BaXHgLB+fHJTgAXkPoJYWhpRUS5/k17al9kaGg+gjDPFR6VVZ1Te+bK8slQWlxbcYBZkD/NpEOxiQM934BkjjNC7dWVgyWX19dGd+8rfQdnz3pEt1Z3MCo0L+Mw2jVNj1tJsCJi9g3JfDfPt118td955u+xsbaps7Oemt+IQUAaqvAOKGaRGqnvsgMTl0+X+0BQ9jvLOnDtrE+oD3QMwFqF3A+TUGQ2R3tEoESZohLAJjFTAF/qEMfApf7G87NJGuY47HwRDct0Ka7/PdfsEoJUvwFhRXgMCNEFqA+JHc7Lhn0Mt22J1tmVKoJhXBXNeNQAmjR5aSi6FPZIQPCBU6W13k08R22R513J6JjYZofVnNMBj2Trmvse8ykcO0fDY0X7BVZXFgknLe6bZgxxL7FQ6QOJQfH/6usO32Lf9Vg0rpsxRUxaWx9nFyBcdpgTCSQGaU0+FaQGeymNGhkFrV7WlXOua9AjLwJUzuQEw5UbL8iHWOTV2vjPJbzaReaAnQBkgFSPVAR/7JYiGytLQIJGBKFOjEPdPlK4/fqrG3uu0yuH+TunI3GrJhNvZeOR5bU6cS60MU0dZd8g4ryF+D3Pe5RrKPPpeeJkyHPfPI3c+IoIFqp6CMpPDdJb/6YSuH1BdIChymLgAK1rIK42u0BkzU19Mr9EVr6+v+x7hc5BTzwfdZN2PnWmz6vqxkyGDRUDPbpXzBbmmkR3oui0bm41RaGTiZzovD4rnC78wBLCIYU8DTBZ3iG5Rg0JAyKIPU3U5LZcnyKJpeQM/3tXEFGKzk/Ioxh9tTtlhwqIx+QoxgM757eXFJQFfoFcDJw9JEeVADpQfTlOCRk1eKGcSckpbmjDESZ7pDTBZYJt/ymDKKBURz6SM6/UJ4U+8cOYj/Yd/v18ixajBD4CeJlMUPgVQFwTXDFhSEBAVxrI7R/hev3qtPHPtukF99eqVckU2KfeoeLo8nskKAixobH/78YjN/uEnH1cclQNAs6JoSJgYzH6wo4694JgE2K2Uj3ztCbRoRqbfAA4zH3SrU7zRIxNia2PTMxl0uWzwyg8xsXGKxRq+xMBLzADL03TKBwCh3ClPgILfsD/lIo8ADlAm6HKfRwIMymeGrwE8aSLTVBQpC55FbpSfqUIGjzTmUDCDODJ/PMM1z2faPJ95gHgGv+RUMufx09BTg3s4E3n9XjNXL3xcI5BBdwaIEB4aj9NaAS9L17hUJteYIswuAJAAaQwMqbQUIITL72SgHRVD2pFmVCy9RCxCkD7MNB8DRswMbE0YoANQ7GVscVYh0ZocD8EA9e7tW2Vf3XhT5smS7G8+FtWQPYpJAbP1lTzyHCukPg9c3RT2ZWpaDu7093awlWWH4sc9whAWIMHEASew/NKvwp9ZB9zXvWw42UDIT8bpYALhoPxxCgGAx4WzQcI8cxq4sy4h0kxg4/L7PP5mKc0vX4fzwVBm5pvNVF0AdUFQiwgLjeIuV4CmK6QiCIfASYsBprWKbOED2YcM4NCyaHDeOkeIkAdW0tyE5xhj+bhrz/sTsr8BegqWARFgxO7clrnBllU2JQEaNmLxpbEmzwt4zJ5gT8+pEbLxB63ObIJ0rTU103X5jR8v9esOA0gGjFn+etlThgCKclI+/Gh8ADDNCOKKBhpVSRjKk5x+w1wnnkXbI+cENy7xZp7yOX5zj7QxrQib6Se4YcIB4DrV0ydv3K/7wfVwT0uj3mj/lCwx+i+vh++fxzQzvocIx7UKhzypKwmI5V1sYt5SQdOGSSFNdiJA8UEn4rA2C4GhZeqLCvjlZieI3yw5s6PPgw+p3b32bul043stdLt81IktqXTFCBmAoa2YNkSrW1MrPs9eKO0D3edNFwaEY/Lb16BzT4NLPj0N4Hk7hg8yocExWXIvCg2ERpg9AUycsIbOdpl1gZm5gBmo5mCVpX+AhsYm724gyk9qLgPTsiG/FXMtHgYSgExzhusEOQ0LOWCawMgWGXKPnjK0NqYcvR7jgvitmBUvmpt8OKW+H7MmyfwmQ3a573qK33l9KlMIUZYnOckavLp+33ReCzvv3nkUwgiaA9gSNKBlLpnZCoCLcNFeVAhC9qtc0tRUMscXAEQqwtNKEgZAxur29CVMY8JHAKR7BcA819ZzVKK74VYAmsUaviqG2RCzHaPCoXoLNQBeKTto75cj9RpslPGnoZVPlt2nVNGzapTTMl04VgKtzcwLYVj84ewSGoDlVJkJuJArS4LAVqecpGvAKQ8GMcFUNuJEFqllk5EDfB5ZDqQp4vmMh+cCtPE5FPwhGj4yTeXBjFW/UdXSTL+Mu06ZZj3ts9wn07vD1QE+NtmceU8vK7xXyoImP4l42TYKE10ujFCxp9curDgMGhgbmHvMCqyv88mMWf9mvpn5W75piLbF9mZKLF6nUsUrDC8xsNgAmA46B971x5w5Az3e3Xrl61/TwG9TgOYN85ZnZ5gRofLwx7SJt1rU5QqwVoECFg5TdLwsMSkAoGk7uy1/X6cnAFy+dLm8+MLzBnTsaBR2VRZFZS1MuboH7J5jgjJkgEsYn08tfxqMNWB1n9fqGLTi8jYML3pgBmHmMH2JuQDzojA7Bf1OKE9KxvAIPZbMKsqOHe9ld/m3u0dlR+OEHTXUUWvxpuXJHDy9CC9f+Bneb7OtL1tb4dDi7L6EUEBRJ7FLE4VB44BIOxsJftQvb12hrChZfFFO4VQeBQ6Qyg1Z0JtV+Sf5Gr6sC5IruNnRvafW3B8UvasxWLMGMfWFPciAh2kzwqE50Kx7bFSyhs3PU8fsBcJCmGht5MasSJghyCxsPZbSHzy678/y8R11FhSoEAaO9BKwP/2hyqTSyB4gz/jDJBIwVfEAjr0mm482rMlpZBdWlsuEQO237/UswQGKtbQaBxU5KuDyLMT/lI3fZ7kZzkRZyYfzFr6Ui0YTCmGwoQxKbUz4DJeEX9rLhOdeavJ8ZjgNDlCyHGkw4rzmHm6Gh7gHQ/V4no4eB3Bda1vW9b3T3w5GM6GVKC4VhbkGaJxRgUDYsuaje+YrwGgnWjIDu9yYRDi0FIMrDpeJmY9BSamkFCSVxD4LQA/gOShnRMg7wd4X8xwmCXEDdFeutBcrhKSReWSV0CAX8HvSQD3Zpfu7O2VHA0/s8ZXlJS+9szjjJW4ahZ5j6nBEeT6RdmNftvOkrDmuirHF4f7HZMV5z7ZkxVACz8AHXIqbJXZ2O5qVTo9Gz0wLJloCseIk4kkTD1khV4Ce4EaGCXCeJ07iDjAH87WJPIgHF/DlinOIP34P+8Ugq+KzrofZ995NtWp/es2dLfJpGHIFVYwA4540UyVYPo6EHxo6tGvbG//5jAYbl3J1jter+hUg00LI9/ZWtDTdO/G7chU33TGbgugR6rMw8Zm/g9KQHR9f/60AVAM1lINKnwjFYEsam4bGzMja8oobm6f53DgAaoCYlT+AlUvMjkvpZvn7ZZY7SDvkAkMpO3qSuh+gBHQwvRtl5dpjCMks56vxT8o0ATb2Pb+5n3mo54W06ulYzgI6v9Mve9EsE+FD5iiP8MOt5+H9UB3IdUr/pwb309Kg0GE+ZMEBJfcsTGlYhMZAz99gl7mAfcx0HiAFRLzZgp1NRRAfwoWh7Grd2BU/W1rZ2onfo40HEYc0LIs4mCQMMHXTiy6hNQG08ofQFHeAMyqULwZwll+YFyeey/ZHpNTQhGnb1qmBbV4oDuLxzj6eqZ5LZlyQnHtOuMbNMG5UsBoSjcl5ElOeBFmWn7TQ2gDOizECuN+SFyGrdBPEttdrdjKUgCQMLpRp4ZIO9ZPgpiHh5nMZvg5uKON/WiK25CSJ6enBTWafhk8TINeQK4wpv0poVFBqHoiw+ZsGwGM8wyokAuc5COByn3vCmQQdMxTJubLHM545YXZEgI38xXMwFRRL7QEeQM0rZJhC3ouiRjYnW5uFHPZoM7uBkGmegBGtzUonpszAjo+yQvxOGdQ5w9XDJpGXOkceB5zPwRl3HcwQboZBcyML7iNz4qDs+XwylDKpp5/1hHwyTmg4nvT7VtJTg/tpiQKrmP1C1+1l7gFchAbVhUuFeGpMleApNmkb24gCDYM1hGzQKw7CRjrRiFLQAJ6KZAaGSvUzMkcg7nsbKWHF3hwlptLccNjyqvCAIOxUKvfQptHi4nxMSwJrBo5V2lHOaGAwdjiUIEjOMiawk/M+5Pw7j9HYYINFmrwSn8MShvIzwGXJn7JSZvKccSI3XJ5HpphpPJOyTxASZjg/3Mv0YfLDc3VwZ17h9Ev/byV9MODuS/P9uAhuIDzeZYxzodEqGqzJbOYtafYYA2LMDxYxWDmky1+cny4L8zN+e4WFEmHK3TW76Th7GyiMsdPN+5V1DwPjBMGKFS9a5lBh6QGYMgSwk4rb4MyKYS4akPZZ5o4q1Tv9mrNKkxdlOTGrq0YyI/t9yccf+OxqpY/lwGQf+8o5HoEj5PI1LsoouDtf9q9c786rQFB3oUp6Ji9IVQCsg8XhKwKozZnpMr+4UOaVN463GNEgnZ2S8WXh2GBFI56UTNlPzkCeF5xjEEpjkofqIOoo2IpEaZJ2pp9gx4UyH5Zjlb9+3hBMjRIWSSSZlLe8XiHmXv3+aTTWmJp+unnuBKgz/G6XgZx/m0JD53202P7BnueV2aetdq3o2PXGaVHSLhPT0jYrsmObApC6fYFOCiNsz9FemZC7NNdUhchPmnNcBiYrgNioMV96JNt3rjRUkQD1oH2gMBP6PVk67a4ajAB2JFOntev3ELGj+Uwf36JEm/HmOs+xBXVcLnPmnD04onB+f/JI/oqPYSLniC8tr5ZLl66VKWlJzscuSne8qUGqtCF7pBUpSFNwpTuicYDSHx2fEpZjVgKgSTBuFIDD4wKlcYKmBEgUXn6clsUbSJzhF9+FlJbXPa8UWq5sYR23qcR8NUdV8F4kZ61ssQim/NPY9todPdcsey31Vop/e2unvP7a6+Xh/QelrXEN3+zkXUvyRN2ARSUfQBbCPEjnjtMOM4ZBK+DOnrQnORGeHiGX7LmHUnE8jhlIRJlRHjm3rdbgBqHiKJSI9O2EP0+P0AoRW7LqivCE4uf7J0U0oAGA37urwRTARFlVcaEh4jPXdLl8AZjpP7EASaV5w72e4+jitdVFVSJL04oHHXmEppFWlRv7mAWE/Y7P7PObJiZmLhoCeLyKxku1CIpVRzScm56FHINRlspJl3sMznidjCk2tBanOqG1ORqCz/J5/zcNSb9HxnixAgDzsrEGq4rDX13wdbhoaDV35ylcSpYuiavnAuDKT90lv6p+y8yVr3yRR9vymEkCFcAyqyGxdeDOnTvmew/ul3sPH6mX0qBZeeBMQIlZwDzyx2l5DW5va8urr0owBq1VXuhV6HnoVUiHgTIyhNIkwYXIT5ouyfk7ibyfRukLeMMNQmND+J6muYfjezpwfwAE0NK2hHLAljYzc8hUNW+loJXZMjo7PVUW59ghuCjwqwIbmDJqyRp8YiczoMQGVs3IXGjJ7OCLYgKB0En8TCsyyIQY2UNoFhhREgdAoiIMnqpy/OIwtraAT56xXdnz4jO9G1MCO+cWxtvgNIa0Zc9jqiob9uP+QaRPXupcz1N9J6FuuvHT+Ng85jeAvvFa+dpXvlpee/XVcv/uvcInR/ymvMKQLBqUt2lu37tb7j94ULbZQ6MyUgcJVBo1vRcMoHmpA6aMMNSvL3o05Q/55D3ySf0m8zvLhQud5T6JEuQ0hOFrmYZPY5ZkBs7PSL2yHr8WC9NsthlVN61f0Q2rYFHfAUay22jwjcbJMj8nG3tx1szJThMCamMibD8AzdcDrNH0hzaGeBGAT1wDWohVR45UO2jvla2NBxK4LAZVhIVe2bCKzBXB4g3EUWgeYGkQQMVhKvGpZ7Q1y+Dcp8tdWVmtwB2mBnPprlwV1GUHiFQwcKTwlT9+SVGWkClL8PmbfMVmo7jHc80pXuEC3GBbDVM9EYBlzp1X5jgfhak/GuLa2qoGlEsxYFTeWPrnhKkvf+3r5Y033yyPNjd8hiKv43UFVuLj6LXMHw2JsyHdoEiTPEuWNHaURM6S4I8MaNzkmd9cY5YwcLdc5E+DoJ4McrHLJ7b89Rt/20KUtYJYukmWaY1SNrgDiX6bKDPnTKsgLIpI/aiQssmwh9u7ZXdny3bxmDTx4sJMubC24sNqmAf2CqCAy+CSyQeeZx+Ez+8TY17gYtFjs+O/32757fQ9XhETWEzY/IqA1UsGabR+8ob2Qdg5d0vF2J6UtlYAm0184oPKpOJyZx0VSljcOOY52B9EUveegIH6MhhyIT9fhYPyOdIAMLiZDvdcuQx6AYfyzSt0vMzx/M1n/fEoBt40LU6F5Yi2L/zll8pnPv+58rXXXi27+20fscaOScrM4lemg3lDOgC7v2JKw1Se3KgEatigqvJMfpJ5NjnzSRp1MNZp+PeTiPDDcWn8McjA++NBF3kaP4kQDPiyC6jF3u4IyMXU68iJtIiYgSQfdZqbmfSb32hzJhz8CtYEQJRQxyik7D81DK809qqXDOSGxubVsJ3Sau/4yGOEDSFo2NpC5LwL7P5Ikvyz4ghPZWcl1YGcg6gstwFtDR2yyAofrvwI+24XroM3OQFHenS/5JNv/OBH45riRFeBeEYams+QMP2H1qTn4XN/d+/KBOEAeZkhr3zjVZskfPoDm5aNWByeSbw0VtJILZzAJknnkkYkmaR8kB15Jo8Q9/I3nOXAL+o7ZF0HZXJS3e88TqpfP91+bkWAEN4/s38a8Dxufwnqto9HRpgBOS7TAvLiQrOsLMkcmdEgjv0g6FY1BBqXNzcBcMAtuRrcMkHYrorNvb3Nhqi9/j1WNwG+zRhpJ8BB10qlAuasEFy6WkwLzj+BqY40NRLYER4QAnrMK5avXRDfGzANos4SwhMowZ3AwMUPwGHvM1Pizwma1VAx8WDlFZ5WD4c29nnknf2yyaBxm7fcT8riyrLDzi4uFI4j9nfjq2dmF+b94SvOFExwk3Y/z54ijIaP6RQ9IFobWRAG0FM/yEASqfzzHtzfz139Nqs+oxsXvrhX+z1832F0nawcPXYdTezbSNmC++CW6QFwRytgHx91NYgcLWsrizJHlmxzc1becXe/dDstlTMaAoNEWMrFcXiVUs+inflyGGf54Z/3GHwydUajgOrax7hUJVCRgJt8UcGAimvC4da1NAT4YO4lQwnmuB6ED79IJ34/7kJ1YCcnwGHAzOFBaVLZ/pWGbh2oxxKY8eNcl+1dztze9eDx/sMHPj4NYF+4eNGH7SwJ6IAbrb+2tuY3n0iLNPKz1/yGKJfryz1tVW8i8k2YzD/3IH4Pc10+UP0aGv79JDotrrFG8+nmuWkj5xEFgTJBg0ccLR5GOLpf+fMD25itrdPTHNl7sVy9erFcEy9LczfGpRGYzWCKTqmjsJjTZoDDPDT7fhWRXfw5ZoFdcswLc0oU6bAvmUEW6ZEWb/scVDb13GxsrWW+mG86+swNKkR5N9CUBhXIQGuamZGJpuLm7JNFH8SuErucHFbvIlegxh8ZRPYoc3TNHOSeFe5QchNUNB60V/oFwAbA4cCgYwaz1IJ+E8ZaWy6y5awVzIwDlbW9v1+2drbLO++8o8Z95FMCOhoEv/HOLes4D5YVB1OZpEPjVsIeKDu/nn9Wvek3hUAmoxrv3N945LO6SY90yXNqeX6zOMZgFpkmEx9jGMJIIv7tnYySf+wZV1xVo2fcAEkZ+3eUnuxVMiMMHnIRN5zXoyHwbx2fRc6omAI6k/gpPJqYRZipxpjMkQlr7CVmRmbUNcqePuppRN7d08CQHXhsjq+EgIAkiNS+GTcC5hp/BIqL8D34E0DZDcjeEn6jnTM/+TxlQPthikAGUMUY/Mqx/ZN4jjlhXYXHKeQwFQ3L6zROql8n5RfY1FY8VYkMCEf+8Hd55bqX0eMGUDdeKuBIN04Q4CVrbHLCQIRJsJJX4vNKqOTAwFueblAHh4MBIZRyS+Iev1NeGVc+U3+27g/Vr88iypx02rMaoylD75cVgVvUOeypHM+CxG9aZJ0bE7LrJNTQVNLYTPctzJS1C0vl4qW1cuXyhbJ+YUUVIeHL7DjWwPBQJgbmCqaLv4AgwaVGRgNwjZ/nYlWxXOPPtlQ0OKDmDL86oCV9CUvCV6GkpzxAY3CWQrfAFAab1N+UkYYcVCQVV5ke1WJR3guX7oXSosW5T3jJr//8+yfmrTmllrdqmI/2wopSQub0XPu78RnAnpjrtsLDRweHZUrjg1mBmvDZKFAMaHFcZKNMhp/MHYMbjS6Ac3YiX8aIrcQEo0yAGDlE4w6RYdJgQvGeJ+UnPtLRzSoMzLV/03mHKg5/KgSu7j/2u7p+7PnaddTEU1Ds0xgA4DxOypYMAyxW+aYnp61BOd30ysX1cuPatfLczWuys5c1kJwrMwI9NviJtLVqTcDVaH4KYAZIqICeAIzWSc1Ng8l0qDy6SGxofufGfH7nHC1hkgkzKfC7MkXEh1+aC1xnmYZBmr8TzPzu+w2FHZbRMJ9HxDQzOVWa440yLaByDNCJtOlxp1sO99rlYLfFEa7mXlumw/5BmVAvT7gxhWNQCLBZhWRaj2MqfCi+8ogMkzBX/N0iUMc9JYxtzwxL5pFnkAmcZeQe9YvMsi7wI244y3geP4noQZLq4bl+arPkSTQcjoKnINydqpBco0WxW/n0xaXL68GXLpbZOd53HPfqmJoRXU2ZnODF2TjQhspx65XcWQDyIhD1Ij+33ZrLgZaHqmi/t8iaswgtbU1d5QlKLUb+YGYkADnamtkVf3+yCpcVmZo5tVYAO8qblNe4maenIXrCqZHxMj06UaaU3rSu5yYmy6IUxfL0XFmbXSiTQuJET+Vrd8uU8ojf6sx8GT88Lgdbu2VMYqD3Y6uuj0+WgkFj9+jp2m0DGgZE1GJPifKbRZ4O6whV3VImZIUMU44pw1QIrm/5pQLh+kn8XggxUofp5nXk4ltIwxlFCCkAs7pytGgCmxNKcZeWFnz6KauLTGiwdxpuCGj+NJ8qgGX3jHdYEJlmaggEi4D5zZ7tOKqBr/bGcrnnh8VUBBWbS8ncy4rJiiLfxEMYyGCtgAvVr6H6/fPCfbOEGTIqDdwQQGcE6nmVZZZ9LfI72N4tW3cflM3b98rWnftl597D0ttuGewA/cHbt8srf/mV8trXXyl3b932mSz+pIns8dhVeWRw0xMiP8rMjAx2PVOmHOuMHW5tLqIsWadcp/z5XdfcEMDOeknK8OlXvz6Php9J4npsotF8quX3iPDsTHCfwibXBQAvLa2UldWVcvXy5XL12uVyWeBe1SByXjb29BRbXDXIYc/IIYNBTIrjGCB5Ck/CZp9UNU8O19OCATBuCpgw+AFcPtmHn26ri913KVQi26hZpOnmVMSrPwO90toxe1Bks867N2CnIbMC2JeWiW1QVTKRm3BTqw9AjZY5ncIfPWRXcQYHKGDAPd+cK+PSzIet/bL9cKPcfeud8vrXXilf++Jflq9/6ctld2OrdNv7ZV929uF+x9/Z3Hr4yID+xmuvl9fu3in3Nzbd4DkOmu9SxnSizDX9tnAkJ3+/Uy6zW/jDhCOHlJM6zbET11kfyIxtCciGe+QbMxDF4HAqD+EYE1EnNCp+e6wmoneCLDml05dmJVff1iXxJuV1NKWM4Zt1H6PTO4GsiGEic+rEy/rqUrmsAePVy6vl2pUL5fJFgX15VgM+PhTKlJvCMa99TBdYvbokgB2p36EikEMQjQagMrXGqB8gI2TsPEAcS+SYNizpt/a2vaWVU1l3t3d8/BlaCzvUwpZ2cax6DjME08QLJhoU2eZUkfjqQohXmVAemW/nt5KrhB8Aj0FmdV2RryVHP6Jnht0+VQPUvms5V3wyXloyLe5IC3/5818qf/Yf/qT86R//SfnSF75Ubr99q/DZ7XsPHniba0tg3FeZ9lW+h9LItx5tlDfvPSht2eF8JpC96BxjzKtoHoAKZAfySznQa5FnZMMn/rDDM5fUb5atXsb0ryu09K/zMOGHjH2/ig4Xxt/35Ic7TPX4xiYnpz6pLKvS+Xu3SyxeKFHgd7vCgjWJggEyZz44bc+GBijsJ+aaU/o5nYkQfI7u4vpauXn1YrmytlSuCtQXVpnyGyuT49KE44dlbBxAC3SH6h6ltcmM7V4NntgDLdRJ49I9orm5i23eKONjTc8/s61VvWeZVB6YNeFNmSP1ACcnHKbDl8B2BOheOenKdlYcPbayalS/rN4EDcx32r3JX7bouMYEuxqQtqVxsLsBN19jUEdiqHH6E18x5pszFjANSgPWI75prRCuJDEigvnN+IGwfXmzyERwyHGoF2GArJ4Jjcm21LaAx4dQNze3y/ajnfLOK2+Xd77xdrlz+37hiOXWTtvL62/fulVu37tf5jRAv6N8brP6KrNrQw3yzc3NcrfTLtIgZfXKNZ9XTj2xd5vvXpJRvttD9c/oXlcg55q94QCbzVjMbbN5jK3HEMBlgI527ilMmnWYmxyDh1bHnsePLQA0FgDvfSxmmTiVudLX2vQUBlaIBZnh2qe69ksUYsSFy5edeRypjjUmJyuzhLvfrCv2FFhqKHnJgdzqxGQ2WWXxiwDrF9fKNU5nvXKxXBPA15bmBKhp7xmZ0HB+dJQZka7ilHvMC6cc4yWzQXHzwaRxmQA9CZ8XBAB2OSEPIazxUWZQmM1Ag0vLSgN5Llx58Rz5EW/eyMQ53Jd7WCYJ5wzztjeHAc14IYdPaLTbLRcJMKP1FSEhlQ8EKPHBqhBeF+OQHyoQObCRX3g0IEMg9Bd1kkIA2LrikBxCxF6adHVRpXWo/HcAtLQve0Fuy4a+feuOwHy3PJBNvftw2z0OQJtf4HW5qUhSxGcGN/f4QNN4mVlcKg2Va1ca/PaDh+W2NPeWGskzzzyrMs+XCQG/LfNlW71YR42cvFF/7Cfhmq+/4TJDgi3OdRx0FDNRlBtgA9qsb/zSJEE2yBCTEBPIclI+bX+7bmKrsxeNLNtIH1kQzjISG2cuX8iUKWmHq6hu5gnc7+3z2GcRG/Ld5Qi4pJugZt8G2Rl1BsNO5tyR9fUL5caNa+Xmszf9jfYbMkVWlud8bNrk1Kg0B89Km5bYk30o24+vDPOZal4XY9CHVu1K27bb8QUyQDwuk4SvIcT+cNl9+kMGnEjFMjyrmmyaEtqdH2sKCRQhoq1yz8NEg30b0mCqKM40AeBsl2V7q7+8K2I+ndU6jm1oyazBDvdgVOEoLnO4aA4TlegL/qe75R6gj9/R5Q388k5Vg74GKKxGojXxIY98eZhvxnOEBDv/eIVsZWVJ4xc+Wc1q6bJ6xgsCvoCqZ3kJ4aE0+d62gKVIpyQzdvqNKq4RlZWBo78NpEZEmpxbHvmQfFQu5ME+b4BJWK8IG8xhXwO6bNz8BgMAnUUyNDrMfcCN6QNl2dDcrERSH8jVYK20N7NpUNQmUqnkmplLV2Tc5W3Sn2ik5n5/RMFdEVWkQVUGRSq7CsXnK2b9OYtr164a3BcvXihLi3Oyt5e9EjkxoWzTxwvYx9LafmlBAGzt8iY653uwR5hur+GB3MFBTOlReGxhnwsCuCVw9k5HoaXdu/vSCAjtQL84B0VZVQPiWAhrCo1IeV+STVd+l1J2OM81Z5jBWfLACRCwLE3lUC4GRFQK4G5vbyr4oHL5FjyA5rUuFouYUci8wPwhn/5vpi4rWUF5iYv/noBAPgFbziqx9+Pi+qVy8dJ6mZmaVnq8rqdyqpcbbwi0jEkEFM5TwWTiN+BgTvzy+sXy7NXrcWCQepsT5XlfDcC7Be/dKzv7vPbH3vnYWchnxEkXP/ICMFEolrP8ONYtwY0fLvlOeZBfwjHVy320PgAnDINJuxW4rcUFbsfXl0Nc8Js4LTZ+V4BDc0MZjp95PSbAPBW4vYdiCNiQ9/xKsti5MwLKuoANqJ955nq5fOmSCr1QZpsC/QzvN0q7qGIYMLK1FY19wtSfQMn3aBDKFPumZY4c9Tg058ianEIgEArK6pc555otDWk5+dEbSL4CtkBHbSuPdH8cfInZg4YGPPymUfHp6/i8tjSObGniYXYEpKCVPT0mzPJepdpk4TuUu7s71lQz6uKnBAxATr67zAXrT9XmP892eNYYV3FaQ4WZE5US4AgNL5ubHkvx8p10TA6ABmh4KYNp1Nn52dJQHvk+z/zCbFlCU6qxdjU+4Ji5Q7msB/BuKOewLMruXeDoCZkIKIoTlZHxxKLAfvHKZZmHyyp/mBrkgxyRHvbwzt6uGzaKBD/ARo9HOANd/hC/KTtmCBuwACvg5j7gxh4nDMorXNVHBW7qBT+qD/dJmruvJuSNRJO4HtNg71xwu7WcQR61Kj6bBuFTFVIgEgMomA8RXb92RcC+Ua5oALm6vGTbdnpqXOADpLERCo0tI9YA440XjllAMByWyStcbPQ/PDx2hTPgQUMDnn5JyUTIQoT2KH4tjW6cpX0fncbMC2aJGg4m03gDrQ+4VYnSeoAHs4SBDB89YuDrmQEl4c06kiJTYAh/VI2GU1w5Qg3Nx1knfIaacQUvH3tftLOm53nAmcMdMPeVlH9BEX7wm1rzkr/Agmy535NWjuk4dv7J/pWMx1U+2jRbfdnm22Ief79dZmRnk3RL5sSOGqBXcAUi7Pit9l65J78jPbuyulrWL110I8I02VV4ltwBJcBB27J9gbK7cVVAHga3ASkmTPY0gBm7GyxZ81dgpsHgl5qbcqXmTkEQF0QZUnPjBt6guMpwUIL8iWbJeeCm0LGrjxTVlaig2K/YYVgrgIkZkSsaON6U1r565ZJa8rw0CWDl7Wza44EeDY2NWYKlx1bK7mEsiXPexoS6/zGm91SLFB7BxAzCkU0Jp488bOtGcTnTmi4TaZAf9oBjeggCAjMbs+KDS3wDh2PTojLYu8wAUyAiblUkGphYGDzxFj1ApCKEI2tuNL9PqpKG3GQhRKBBY0muriS0YArbYtcjobXl53xzxf1gdHr9N3Y2+549NaeGTGOG+W2QiCkfeezKNOkK7IwvfByFG5S0vxoZ39VkYMkebRZe7j18UF678055qGceCeC8P8kLxLdv3/YJrVBTPRAAZeDtw4p4aViErGyTK/85ViEPAfRowMiRnoYeOncGJrgJg3KJr8UhFf1WOUNzs51YWFIclkMFWlIh3nTjml/RuJIGskbbPyXl9I1bm4iXB9CCccbeiBdmrl6+5E/o8U1Fls5lCQskHK3AlJ8Ew9s0cKXxIQNXWgbbz92nCmCwKHK0GERLp/D4c835fvGCcAy8wB5mDTMtkM0bVdbMzJwXj9ZltzLgWViYKxymQ6URDw2L9FhAoqLJS7yRwsBKeZSK9EKSysjxbgyGGczR5b76aryPuCeTAPOKP+Li2pDG5Kr9BsxJWUlxP5pA7lhEewMO/NGSNCAap1oY0JCWFeA1XhmRwphg4Cv/rhTGrsB+oMF5mRorPemHh/s75a1Hd8rd3UdFVrr3emNLG7wCIVOZvMTQlMZH45Iu5WepHZe0+wpPCo38nKYA8UOTpzbPMNRVXuNfd0+jc+8hodp95JWENfFEzU2FEwGZwqVwgIRMM8hg7hNDlkFLDszYi33j+pXyHS9/uDxzgwHk1fKMfi8v8pkJKqhnrd2UwI96+9Kmaq0SHEcSM3fc1qAGADHHeiQzBHMgXrhVBasNsciAyUBlcNhlamhWCpmD51RYtJ1nOtCcAjuHx/NBJjQGQuEfz/J6mgYesunVmwhEzEJ48CONTXlxvYcbPSHZWVsoDc4IJH7e7WRsgE2AQB9tbEr73bW8FjkMU3nhK2hM6UE2G5jW1B9vzHcPBBrFh+nN85QDDciuRGRMOdBsQcq5ZEH4nsqEVmd+njKh8chHR2B9+Oi+Bod3y8PNjbJ3IBtX8Z4IpGOzKpfMwRHVz4l6K1VAaet5Dujx7ko1ZgbA9JgAkDl+QM9WBebQJRBvsUVBuP6d19gLTnj8cVEQaGq+MIeCIj621WK6pVniGRfhiHu2vSt8KUrf5zduvlht+cvNZpQu+ts/Kg9j1XJ8j2aJE62uYQg/hAzg6L7BFx/ZXJY9fUmj+BsspV++WC5cWNEgJ06DGhkBxBzVILtN4ObMkVFdM//Mpzo8UJM2CcGFLYZJwspjfh8Rs4RN+P6Ap9JleZz0XSHqh1hUQMjYvy3ZlBxMA5Jjczs2ouLWhWdU9JuZHAaQnm2RsONMk5i6Yt+JPw8NuHnO5aYLxW6VWHWNicNgEnOEht47PCr37z8sG2qknf0D9QqLakCYPbEZaUz2LXYoSqMlTc95LMRve0Vk+UqYmc+sKBxkTmVmfUCco5KHyfMiNC9kdNR4mI9GLjO8Lqbeb0JAHWfBRaYXNnZPafCiwx47CCVnFovcyDAzlQUUF/IAjIDXeZeMfJSF8u68YVLpGeXMYSlH5o06oNflOZj5bhQX9UQ46hZQG8j8KS6uMflwKbDjqopqCwsaFF3XZDTklun2g+n3E8HthEQUxoIXOROwIphUhXrqSCBbXV0q165eLs/cvCZNfVUtl519FwQ4jmDgQQ3+1B1LRtLyMZAbkRbvSrt09uNFAmYAvEqmZBF0Q9qNdFlMoMC2PwVuayrAJaEyk2EbmIjlx7kdaJWmKgIrJ9/agH3Gh7WBntA/90zqO440Oka5hgahlIQfcy+hK/nJX+kg/BjB85TyqPwzsKMRHB8pn9JsLGw9uL9RvvKVr2hwtquG0vRbOuwDp2ECCrQziqF/2JD+XMmkrN/cH1UvSFiI2RPCBMmP7KtsEqfSTXuVgbauAZ3Cjuj5mfmFMoYc1FhPlLdjVURXcR2oPJwJsKcGuN+Nk1mxxZEVRB4gFo9QOhCy8udLpHAMNqVDD4I/ZYHIL79p6PghFxrFzMysVzY5uxt/ZMwbQsiZa8DIszGglAdlkIPs4/8hF2BDyidZMeuBBDmTHU8EtwEn8MIUODJR2U2SLuCemZsuFy+w6njVbI29yuLCbFnRAHJCdjUamik5zAAGd+CQI9CO3WVLMwDYqtWSRpV1gTs0G+ClCAa37EtABpCZiuQ5KDUCYRgcLi0tWqO5m1d+ETLAds+g3zZ30Kh6nqVt9lcc7FPRfPclXL8IgcAkbANIzG9mWmhv9Di+bbwzt8tUXcNxbW7tlHfeue2uHeh6oKmKhxK0lI+ayXK74sibzDxcwtlVINy8z+Cd/LsHUroj1Xw53bcbjgBID3QkFDJZ2lU8XaXRFthaKtdea19up+y16TVVXgEN+dHLkAtWPdHYMQBUQ5bMyD89Gtf4wQwK8UPJZD2gtQlLmYgjesEpf3GYMFZIepaBMWXJuFx3BjeaLfwSB6e54FtBnN86OT7de8/gpkAQCZMhMsiK3YlMi9W1NWnrZ8rNZ66VS9LWy8sapM3NSnOyqEHLwi6m5cfXuDBHWKzBBsZGZCEDouC8j8hMAN0yIOHwy9S8Hoy5KwNgIUgKgXZgAQNAMw3HKJ1v1KDZKDqawscSyOWasrCiyYjfi0LMwqiph8bQQ6QnPx4H3JaehI7mZiaHPPhdTfKgQGg9cjPVnFEjOVYlbqI31civWPib2xrEvfW2QN7yPPiSbHFsqJZ+s+/F3bPihpR0MOmKjhi0WU2GDCQYA5trNzxAACg8e8IsTigif4NH5dsXcA97gAx7/MAbpXZ3W2VHeWoL4GjuTrVmQH3S+KhzDzQ1psAGJy9o62ycCUiwgOZOwFN/3API/CYeOJffGZxz3+UQ0TAyroxvGNz6z2EtAqjmVnf8f8YhZFSgf49mCRlFYJAf0m8yzLkYfDzpiuzrZzn05cpFaeolzz7MyB8lxSthKkYRrgUkNQrl0seeyWbGbmazEmRBSRB0W1znQkGeBKUQynaYBDYRBCyU1l6rYw01p17CG+3VICxAPYFLI4ypyVhUIU67+IvHx2UWeOmeypOGkQkBcw4glcYKpiVbCQ8AeQNWVXHMLrDldn+/64FXS4BRnUlegIBFlgWnud/uyFR5UB5tbvo5azMNXG1GoPGUhPNdMRVHegly6eO4p9+41Ada+7Cj57G5xQCdATcy8hQteVVj00/LFcVxoHzuo62Vz7au2x35W5lIRsoncqOxpq1NXcN5fBrhyBcM6cr+zrP8Usb8Tk0OVoiDOLlPOMfDXxUXfCq4KwoID7nVf/VwKTfomwI31zxIC2aAsKCB0XVp7Guyr69IS/kFAwGeb6djYwMC3nXU4wKPY1NF0OUzeOSNaUb7CtdTFyXhY4+iMW13S8PSBKewYUWuboOaQushPWi7WWFYBWOfBUFYwGAwySlUzLXi5kyLGwtaHJbGxo8DKUcExKhEAd+/lRrC1R+LS4Dbb9PD1rKym2mIDOLQVqoweo9HDzel8Q6UTgB+c3PLsyQAk7iZlnz71jsyVW7ZjkXD8ca+NR6mhBohc9EqmMtoTaw8AhQFsD+XtsfR3sor5pQCm+nhGFMgJ40mlUfJSPKkx8HM6ElDs8OvqzweqLGxhaGjsEycJmhsirBELhdiQJ7KIAGcbFJyYCMbHGGRJUS5uGZgyf00USi7w6puPIlQxXcauDOdJ2nu1NhJQgqzYBOfNHD6xQuKs6TVVesW01IIUqk6sQQ3RyJ89K99h+3tZWlrVgNZdWxOCjQCdae9U5oamesfMvCSug9olJ16TKWoDBwBTKG9w09AYDCJgJwHpTfdnOZJ/VNgIO5Kp9CEGCkX1y/LDInTlBiN00hY0WyIGXRMNPjGi4CrONGmrByOSVuP+SRWgVKDQPUTSoHTpWIX3n4b7dbxihw2tGCkP2UBYQtwNJ54GZky8rLykacfaTh7O3vl3r0HqrSuGv9y2RDAb925UzbUJbMFlmOLH8hsgTlq4ZlnnjFgY6NWfWCG9pU85AdRFptn+kuXRuP60W/b3wKMV4Z5HpMJ4KoRUqYD5Zc9JGYBHLu7TTn0DHEkuNDaLLpwnaB2wxce6uA2MSFQg00oiFCEGY44ADdEXgA3aQS4YyNVhiXNBLdniSp/k9IBvDRWfsRLIKq7yt9c/REWGmtMjElzZwQ8qF8AudIUCB0NSQi6ROw/vjt4/fqV8qGXXizPXr8mbd0s8zPNsjjDd2lUQOkCTtOYkhnSae9KY+yLpakxQaTRVHwxAmM/dseHyABuQEt66k28twP2CU4Wqlq+GgQ2LcCcn1uQbb+qVjNWtgWSR49CS87Mzsk8YScao/VJ9SILEvB0ABoTRH7sBZfYZc9OlCP5HUuzF1ZABf5R3Z+wWSLbfXpeYOWN+dB42LVo2jBpVDm67sk2HcUOEXjkpZ5CcSj2DZkfb7z9ZuyVVuM7Ulk3BPxdmQRH6pm25H791W+U27ffkmSPy8LSMipQ4IsFJCqXt2GajSmbRt53ropvjNKI1AgUByoDDXUoILPfHROwx+kAanTe1qte50Rg70jR7EipbB+0y65kvat44T1WOiVzVlHVEagOADavljHQA7tVb4KrrnecdQxpW87EBkTewqA8e3uAmIeYe6dHS7wAYPeElJIyKQ2vbuo3Wpt0aJiBQUPT4XAhn1mueGAAzagCY4cjoelxUHkwysmNtOaOTY2PfhLAukXon4rkSJQ1PTSqAqugKgw2MC13dma6XLlySTb2zXJp/UK5vL7qM0aaXsChW1QXK5uaFUi094nMDx95VrVAdy9i24ZKA2HkUjJkbWENFhoAuzIGeghbpobsa8wM5pmZkWirMtDaRI9W8NZUpg+tjRnVU1i0Ai4aBaax8EaNyqd7Fpjih2OAprBkR2lge5MnNoI5LwqNKcKeZ++6U3hesvU8rfJAZWDDjymfzZnZcvfBQzemphrd+NS0D4zf2NkRcKUZBYh7dx+WO/duedaCwSbcU7qH6oE8N660jg/Jk2AsORlQuqaXmGBqkYyStnoU5t2pQmoOgSBqtgujrZkl2VOPuSeNvSu/tvx4ljrIhRs0KrKkLqhriLK7HipOSo3KjsysK6jvr+fx417GQU9kE6yKO7U1Lhz3K80N2z/DBiaJPVi/iQdAyXFpI4jv445NSnPH84Cbi2gh3AX0nIrKKJrX/gHPBZkgLz7/XHlOtvbK6qKPXWBWhPcdGw26R7pC7Dnstv3K1qbx4OoK8CAACib24gEFFNOCbReLsX3d/YoJn/fYRkruqAym2Kg8ZVT2a6wusvCCQKNzZlBTCQ+w+smI070RrsLpUs2gYvnJx3LDdZXpYYQXWwtisIRW8svNEzJ71JMIzYpPvYHSORAYARO7F7e29/wFg86+eiYVmwbCeYTCE6l4r8fG5m55/a1b5eGjbQGeb8WHFt/Wsxx7oZqONC1H7GeZQx0+6b0njaqGLnuKryA4HKzGwdv9MCYGe8EPpPnbGnxv77bK7h69USgEBXUPwdYBwib4ACMuMuc6f8NJDidZD4Pb9VUL7/qQS9ypxAhTB3Yf0GLCpT91GxQ4sJ8Jt/47qP67AncFaBiitomMClarY2CGPb2sAeP1q5dlkrBAs1bmZqfK0gKaktfJwt5DY9Mlctjk4UHLYISIMTIbGfL0ldwEN/4IIcGN7Z3CgQE793m2R9enCsYljgB2fGIO0Bo4Al4KnNXNOKiSOCpXv+mO0Z4sJk1wX+GxLWFvvFJYL4hYMwo0AjDzz3w+Oiq1oZ4DM4ANTtHTSaJl1GaVBtaz8wY8sxHbMm860sYMZBsaBwBUpuh29/alHidVrjHb4W+8eUsNYqfMTs9Kxpe87O1unsG3ysLUKsVSrgIsGjMwzvBxzYoP7c6YgFkUzCneKKIiMft4PW1re7fs7qJ4WOxRHUi2nCnITAYKAwo5hfwYX2Ud1Inf3MdcybBQApbfML+5T/g6uKEIG+G5hlFGGc446WN1kD7+dTdp2H9MXVs1W6KHXQDc+I2DXam8CcjNcvXapVh5XNcAkpkRAXthXmbCqAB6yNQeAtqTcA9UzYyUmV7Sw9J4aBQXpAIKx5ORCe931m+I7ssDM2mjFBY62Fpcvyk0J0YBbISF4DFTppuz3qdhs0GqiAEeNin3ALHNCgEz3tSJhhOMiSJIIgyxZ0SUlZgZIXU0k/KheG1uoMt5htIpHNyYmhfoJ0tP5s6BGlVPOWaAil2NDT85OV1mZ/kCBFsC4s17zKzolRiZNEpXZhCvzvEtIN7bfEW2+KOHG9K4h57eJGVAjRyRl885VAYBzYF6B+xxxgPsz1HmvCDGtB+zTxSDGZWWtPbmzq56iW1rbq8NKDxrj7wPSb5QFsjZ8qpMCdyzgA17X3l1DSUoCZOATvAnaDM+wmV4XONiCNzUQYSN8OEX10lnXWtAOX4KuGEFEitZgWi8rMu2fuHZm+XmMzf8LZr5+bmyMMcJRdiHrcJJqrt7m+Wg0xIATqTpGxrcTRloCR7PclTgzsxTWU5daaKxmafOrtBCAAiV4BiApE1IGADNCwyAHAFCARwqJ3oA7FbuWVM7zojL5WQgxkCX3kNAODJI0HZov5jH5v1Mftt0AuBqINjUQr3Buy9EHysMH3Sa4stmzRlVOMdBjMmmPZG2bHkunHEASfpVOWl2TnYi7825RTSMMq6bkjaNEvuZjU+8xc5nURhXUB7GPsirzQCdPEmszK9jn3vLKLJlv7vKwaoje75ZtNlR77Cxte2eYUOae49xisp7oPCHx2oI9IAqH/JGViG3WA/gN/510CDHPiNbMdeEAZi4PANTZ9lQst7zXv4mfF4PgxuFEmkjn6D4PXCThv1HZqanfIU2EirsiYminsyEJr0gYL/0wrPlQx96sTxz7WpZXpzzHC0v8x51N1WAlu01zrzmZCh21c1Ox8HlfL6CxHi5AM0V53Er83IpgHfI6T6mAOFz6RaNzX0DTGQzRswuOAQTAhXApDHp6lOAKoTDYw9HBVRTayg18lEJTY7pSPYmFANPWJpPjDwIN6rye9FGeY50JRiNKyJvh8orn+njxdptv4PIEvP9ew99uDtTfXT3WflJPEulC1+lczJRVtbWHObhwwdlX3Y0n/xujI/atKMrWV9dKc/cuOY3mS6srUqxyOSpBrosymgM76p3eYV4FADp+riGvXbZ2tstD9QTPOAdSdnWbTUGTCLO+zvklTs9S1mTiZc6AOAhq6gzrlP2KW+baXLxJ0yaixkO2WAyEh/xwCmPkGE0LJ61TCQU/NJfsVhmg4HlIJ91qv/Oa4M7LgPcFJSMRVzHMj+WNHi8HsC+caVcvnDBn+6grg67e2Vn65YeYBoM80XdpwrNtlemy1xotAmFAtzSKgnwY/WHaufSLLI51SAwPWK2g9fJpLmVKZ6jwBQUcCMUL8crXoQRq3Jo/BjwescagzsaqSqcXW7KgUqh8kgjMCtAPmxr6nmQPKXK8bZRwqnQWLbMquDix1w+m/2ZCsRMIB6W+unGydunf+ffGdQcp/BIA0IpTT2FOQfYSllcjK+mTStvlI18MyvBwHWiOS3QqbfTM0zluTLlj+GTBCjiTL5SVlcXynPPPVeuXr0qwDCPf1JWFhcsK4OJsYWuARigbkm2Brds+PuPNsq2QL5PD4XkVdGeJZHmZi4d2ULkj/xSF3CCzHVQISXqOLR6HdyEqYMbfwaqrFAmuIkjwU1acMYPA27kmv51cPNs5iFd6KzrkYWFuRMiUzye1omZEs7hiA/0cPzCzZs3yocFbk6D8vEL7A3RAKfX02Bnf1P24nGAazIK7CVqukplEE1MdXc7h172JZNoUxZK+OIBU4yTk/GNwgQ1ROFhvlVOnA2mvqpKQHBWscBIQPTgUdfkf+BiNpAuLwYrTT3jJxQef6wu6Q4fPYZQ9ZBstEl106OlK+03zoaw+QWB4pErv8Gij8q9L434hS98ofzBH/xB+epXv1q22mokotkp9pJcliK4Wa5cuexPZJPXtdXlCnhRMewtd+WhoSSn3e09D+hYumehh51z9x6g+bdLR1FPK17GJ/QmFJt5Y/ZZA5gpDfQ51IgGai2rhu5tAVIiEp7ld/fOfb9ogHmy38NWV170HGsJuOxJp/ww+QXQABHwQjnIpAynseDabwiAkYYLEx/3sx6JGxe/kEMAPc3M5GGzJM59CXAn1QGclH71eyOLi/MnJID9RuKeHhPCABtvp3zHR16SnX29vPD8zbK6zA4/NEvYpkdHMikEcORgjco21sz8SbR4jigms12P3vGLjHoTj4DLTAWC8VK0IkKLOmOKB4FwKLyFrvi5nwICnJQDENO67Sfu3xdDACko/JO4HtPzPvFUMRwqMgaDJ6NM6415kMfh7ON0z5NNV8J//s//ufzmb/5meeON1wTOI2nBUr7rYy+Xm889W77z5e8o165dcTmY2WCAhxy9yZ9GhEwEbEDNu6FWKAId38uEkBnz20zLbUjTPnj4qGzstMpXvvr1siM57bajS2hI6TBrA+g6svd5QVkY1fiD3Xjq/pnhUXwA/FBAYbDNvm7eh6RRj1Zjkdx1yEsXCSbknOYI95ynCqRnMb1jNgjCO1+qM+JMOg/cyCF/Rz4E6A8O3IvW3O7CAbcqBBCx+WlhYb78wPd/3G/V3Lh+WVpkQhWiwYzYI/PjbpkYxRZl2VwZl7Kku42YMXD0W4OuWBxQhnlE3gx4/JKvfvAGD8BFOE6/KhTXMP0nLnmCH18GjgEa2r4u8GSIyoHyN5TXNJCZUWkcCfBYaaC595W/fRqhTJ3J6Rldd8uXv/qV8vu///vlq1/+Srl3j+/JlPLyCzfKf/NP/nG5dOWK46PcfiMGuWigSmUyncjLA4Ab25m80KOxt8Ya61Aa7qBtgLvy1ND1pDS6GgWNX3La2tnzLMfd+7LlBXh+s3zuryqcqDeUetdjwZI/szk0ZGTN/mzmwTFDrCCaU6U5zXfdR9VDRe+KeYapBSHfrAfqhvy6DkQpU37nNaTacmPgOQgs5cxLApZnSB/mOeqOewHgqO8Mi+bOe+aqjbwfcI+p1X3SHkrUrUsF5zUx3qhZXVsuL0tzM1OyWu3L7nV5AfVAwFDBhQ7eM2QKjlmITJ5yx5skIRimnbwpSj8pAGBnKouZDN6Eyf0LUII7BYnZwj0Dm2sGkRUBzgZ5xsxQmsmKJdibqxSX0vUCDK44XfUT0t56VqENKGlSrPSxKVYGj32UwW9++rfLr/7qr8oU+arK0SlrK/Plp3/iR8sv/dIvanC3Jjt4RWOPg7KzvSETCi0dS/THsss5XoF0VSD5M+UIiKkt/Gi0atys6AI/Kll5cBm4T9nFvN20srToz+ytK73F+TkrBAlSUaKNezIHMVcCdKzEHqoHCEyM6VpJqbBMNbJtArs/DuGJlyysLBTSsq7VAyCF+Z1ghuvk9Kq6qt9LYFKPgLxO+NXBy3P41TmfjfB2RI+nXacMO0xjGoR9kueycBOTnOk267OxOYbhxvWrGp3P+Dxsjl7gXUTOGGHeFW3NN9mtPZVJ4vD8LTG7wDJgVDj3DAILmWAKClaKau0x55xL+y6cCgb5S7WVne186ZqwpEHYbEo+cIbfFauovuO7aFC6Yv0Izut0VWblnRcuDmRG7Kn7n1A5x2WGfOXrr5Rf/fVfL7/2b35bDf7E5X/pxWfLL//SPyjf930ft6YGyFsbj1QZXXX/7CXnSw2ShfLAe6JMrHifhkAIYLFQSdd7NvQ8GrQxgZ074e2vU3oeswbF4ClJMWbeMfLSNZvQljXAXeHIN41v2MfDG/cA+KDDolA0DrpQL+GrTJMyVbCvWehqCtwoFDZ/+RtB0tyTVk4BzpQt4Mp6S40Mca/OUB1Wdf80LYjnXc9Qz0OA5HcAfgByh5HyCUr3vZN64ji3JLukKY3C0drXr18vN565pgEL30sBYAg5gM26DLY3lTc+IuFIKLRwC0cVRyGUR2U0poYy0+6yPNDsBWDVZdJAACrPRGHCJGEDUgI7NXamYapkg0lj7eyy4xmMJkRzs8GJIyPIF+eMRP7QmgHu5gQ7CmX36XqSF2IF8P/8F58tv/W7ny7/Se7sPO+FLpef/qm/U372v/hZf6OnoTzxphFfdvAnu5scvjki/HVLp7UroMUUHnIKE2VU1/Q+KBBcBoDRG5FvNXuPeTxPreeQFc9jbs0pTxgrJwIjX3Bjk9a04gHg7MYcl6nBSiovVauDJDLLblRjB9WQBp00uEnltekZKWTPi9S8koaoeBUPsuwrl/oKE+GoD+4EZp2inuM5KBsHlMDGxT/5tHgSyMk8gxs3M/y7n0s6LU5obKLR+CSJAiQGBpxcRFfLAToxr7qk1i2ASRLxHRoNINBOSF6CZNEB7cfKH9o1VvD0h03XO5bAY3sjFYY54o1YygwaBI2RZgGcBQLE7CNGsF4Or4AN08tTKUl8QdhHB3NDrFzKNwJhAgCkMEkQLI0AkCMQVYb+6L85c5Al8p1Wq/z5Zz5T/u1vf7p84403yvzibHnuhefLL/7iL5RPfO/HrXV5k4hpuPYub+pvKo/qndwzUS6ZaRrZsQcd7czA0l83FojJh4+7UMKknYXARKAfo9GzLZVpUm7TmzHX3drdlnyZjWmUaWnZcfWeJ7LTjzp80/6wzC2vapDJgUUqC9pealzJKh3Zwex4lNxt+qluqBO2GzODhIqYpM4FbuSemjaBldc5uDyNIUu6qjdk7DrSPeID3HV/OOohnsUlDSjTJCquM86n0txS3Z9krzZ7LBiJY29ziOIzGkBeu3rJ5/mpB5QSlHZT99oYO7HmAuyYGoKKMqmMy+bDXmezFRobm5VXkNCKrK6RWS/0qIu11q7APQq45RIP0OQaIbB4BLi5k34RLsiFV0Pj9ScXHGD3hZIAZ09yPMdvgFX1EwYDy9/buweysWfLo63d8kd/8ifl9/7oP5SHGw/Lshr4pfX18n/8p/+0LMzOCjhxmiszLNjOgIUxByuy3v2oykTbUnZY/zldwDGoUHqn0IpUfHDO16sBSsMbpGpxbBMGiHx3E9u6p2tcGhdmDHlB+nc31MBkynDs8oy0PNqf3hKTkAEk4wC2DUt8agy8icOEQNcNjqPi2BQHqMgL+UoZhhzjpeDIu3Ivt84mBfNYQX80SLY46DKmOtXKCJfgHgY25F5KRHKkGQBX+ho7SFQ1qtL7JmhsenHlk5xtRy6ZouJtmu98+aXyoZee91d7J9SlsxlKuZXgNfJVGiTDSwYWzvSkWANDdc2jDUlQFc9GH5Z+0dJSqwZ4R9oRrWI7XcBlK+kM7xyygoEA0PzWJLGPO/cHexZGDHhtWrBQpJ6DU6LYlMX8uft0pINgBHhdgECH58Qj3oBhipEuekRCk1EgkI4K2J3SHm2Wk+Z8+Rf/66fKZ774xcLe8u2t/fIjP/CJ8l//8i/JtpW9KtA1lP4YpoLiBshM9Y2OimWPq41YUzufUVeSETYJFcprVQKiwvt8QslmsA8EmWMeELfADVwF4FEG64oK+50xiJWAGilRo1AAKVO2rJ4yLQhQjnvqVSWbaQGcdQNOp9ra2ZStPSmQT6hc+2X/cN9mCPVGQ2K6l4+uMiULuBOAgBxyz0mrqChBDwCT2ajljWYKR11RFvLJmInn2QfjBqC//jMKA5FvQIy0QkOHG7dpCNHj45/PQPXrYSLOZMUgO4zAqgQ26axdWCnLsiubsrN5yZY1O2y+7NKDowWe6NnIh7IuUB2pUphPZZqJPPsTzSowmUmBISwLUc9TUO77XJKam+lAgzQHv4OiWYdFkn7Vb8LrGt3GttApgYCPe0L+eoBfQFB+ZJeqyZZP/fpvlq++9pryfuyjDH7sx76//ON/+CuVGaBKV681hosqsVZGU1FJlKlqTKL+S8sqb05dhRInbJQ37g3Y2wnkj1IgcGza4jcumlQNAptbv/W05QrTFCAGsmMoIMmdhaK52WmZlcvixbK4NCdzhy2v0tS28ZkClOlC/Aq7r7EB8dYp85XXTyTC1FlEHUDqM8+ou3rclCMYGYXcomxPS+qRZz/JXGdTmpDDdD70oRfK88/d9BnPUxqNI1wqkj6CvHn2Qa0+tzrGQI1iVBpa9pw1tnwwPdhDgj/z2pSHwQ075Pw6lQpCNxzbUJk9UAVgIgF+umgBPXcEKhk3iBSW5aQI2QFHw4Psp2q3jc1vxb+1ueVuH5AhuGZz1i8EdDSoeuvu/fLbv/f7/rD/q6+84tXEf/KP/1H5ge/7hBrFbpRV5SDOrHTpHhLRdQBETZq7/QaWoA5N5It4ViD2yi1g1bM55eltAI47TBr8WeyJ+/Vw4XrrAGFV5GMpl2PJivECsyMSlHq1SU/7sarKpwYfPHikrGDW8aYRs1fx6RXGSges3iqbNDooFUv+Tk1+LlmzxrOBh8eVEz2Tr6vf6Z8UmhsRVHKirFWZk98vSSnTFbInulEuXbxQbly9VtZWVjwLUKcAVgzMUvtm4VMgPXVt2Hu4+HEf4h6MX9jbYYeqCL6G8e/PjFTxZlp5zfMpnCw4g8kANxVCF6486hLtgemxNKdeaFK2qCpf7UzmU7McKo6vasD4B//hj8pbb79dPvfZvyjra8vlJ378R8vLH37JZ/+hCSV5pUEuATDakzSUbv93CD7zEpon3PTPsvtlabsCt+IO93GOsDHDMHDjmYwrIqbJDWQ70eD8wxlPCGRe+L1+4ZK/DAflqmHGh0s9QYRPd5gJdx5n3pKhrKest3r9QfXwdf6gaZQRNEBeWV70Vw/o0nh7nYywyy/MkUobVplkagvQAUZ+kzEExVQfBYYyw1n4LGwdvBB2GeBmYMggLQGOzeZXu6o0k5OMZxHm0LHY+SOf8vfAUQAjdFN2tqfDJqbVGzRKW+bIG7fvli989WvlS9LWt++8o7wfl7/1A99bvufj31W2dx6V3d0tmWYLAo3AWn3hwWxAw0rTTTM1THSnWeY6U/4zWSbCMFBgXysN9p7AvhZXOQizBJxgHtquT9lgo0ZcDPKR5c2bN2Vbz6o3zf3a6jEVjrwh5+H8frOc6cH8ThoGeP5OymfrlHEOX79fGsUO44RS3q65LM2NzTYh8ErKheMA0n4aZDY0cjJ+VAgaG5eCIFQyllocImw2BojnMDlSc6f2JlwKBK7/zjxAUfgYC5BJAA45DF4YSidjZb/FW+xs5OGk1qZfLH3r9u3ytddf9065jY1W+aVf+Lvlh3/oB9T1d300BdOLDx7ck/DZCZeAxp6utHj1m1+PVYayUAc5lIA1G8xcy5UNH6DArdh+g/Dc77uKnCijGxc4MQVVFuQDRjD7CMt2B2QJIf/U3gweCZ+yJH88m3nN/NZ/vxeOMmQjjziynurp5W+o/nzIcvAsVL9+GhrlpYIrsrV5J5I3bBhdx7xxVCRIOS2z3uoISxPQ5fO2B0JGuBwmSdd50DnUaBmbEsDHSf5UDOFwATPs1UcJGvZiR6Yh9jw3GhywigEuDCEEztDTFUrMLo7zqTRhNDYH74yNTno76ptv3y7/6S8+X157+53SnJst/+Af/L3yN777Y57y5PPbO7sb5bC37+/PH3TbikzCZyZa6SSoLRdS82+BuVKlWSmexqoqLCv/dB4AW/+pJYR/PuvnSU3AZrEEVjLBpKPS8lkPQJ11E3KM3ZOpLNitePny1TKpHizljPydV8VJTDa/npIdj3KclUSd1LdGZK4H6XE9oCzzB0WjHAK/srwgm3PVR6Bx5rTPwXMmjEJBCjds5tOYCkHAZCyFyjVmSq+muRE+RHgo/HKmJJj40oXq6eTvd1Ffa0f8NCazSsHgFrDxpvtDaeo//9zny2c+99kyrkHt3/7Jnyg/9MN/y6/MbT6651Oybt646tVXVhnp1QCwNbZBHelgCoV/SGhQKQpvzTqguBeyoUIBMo0jQB0VPOgN6r8jTrMbi2tA96gZyqZrAYcTrogHexvwEp66QJHMzs5Ze3MI5/r6usMgvwD3oB54pu7WqZ+H98B1qtdXnd8rnRbnN0tj3/nyhz957dpl29pLCxzKLg2mXq3b3Y+ppZmYA8c2Z4WN+enY/xBdG2cuI0AEReYZ3WPf5dvUFAews+KIUAmDi6A5E3taFeLv1ozJvwK1WeXiWRYDmFHIQRjzqozQyQ/VzR/nDaLXmT+3t1SbX/UihrFJQWW0TKpb/o3f/nT5zd/5nXL34UH5+V/4++WHfuD7yvSkeg71VOxz4ezsTmsv4IP5pUywTI2MYRqP9JE0khqibFoWv9h1xyIV8/7RKKsyMBHma54T7PWf9XCl5XzmoFw9glVlSrDHt3miITATwsJMvPp2rN8a2zA7IrmwIBaA50WBo8IWVz4+y8QJ18zZk09+A25eenj44JFnrNjsxV7u2PgUIExApaLJPEH9eqnCURcorv5sVnI1HkvO5XlmeQgPZ5zUcOwCfBzImQ7xDcKeTvXnhmmUoxmW/D4kn6IDsNjaB96s40KwMim/+FJCFKReuHrhofQnDGGhDA/ZDKns676mfQrqSTOzZ3yqOe3ZEI5UYJsSR/bywgHvMXL9W5/+3fK5L3ypbG4eyMb+qfLhF1+SppYdKoAFPJRfrsUQczlJKWx8XE71CicVIIbLkGEdrk61MQGNksecrvKnCCUj3U9TEB/J3NaOZDdggKV86BFAzIsH7pWE3scHtHFNPqkeBu2pwfkSGq+gEYY3mD4IclqnuNBZ8oh8DsJB58Xzfmj0wpoKvMpZe7OlIRuapVm+q4IWY7DWE1AhgO032fWPz1McSKNh76ExqCbmuskLWymZ16Y1Mn9N5XPtw9qtXdnEo0Grus0EP2RNfQonod1Sw0EpKrQmrZ894j4Mh2k/uXv6/XCvXY5Ups9+8Uvld37v35WvfOWt8t3f/eHyIz/0g+XDzz1XTlTWWE4Pzjh9XTFmU72CBoxmjp7Irpcs0i/9I8aBS6QCdvUbkKsKqUX/GlSqtLUBHwzk0YDY3mhAFsmYRWHBDBcFg/IAyFzXwQFPaMzBywtra+vlypVrDguHgiEvA47eJjj9iC6iHFzn73oYuy7SwM2tz3UePEs8g3Lm77r7NDTKW+yz0trsV2B17LCzH3Oi6hLBHiBXUhJEDAARBoJBE2B+cJ2ZS/80UwBvViT3aSA2R2TWoL0HlXw+nVVQXhlbXV5TnBooySzg2DK+InCkdMi1WlJ54/bt8mu/9VvlrXcelg+/fKP8/H/xs2VZZT5Rw+zutfoaGr1sMA8lRR4TtFFReS1Z6Om4ji7ZYWtcL3+6QSQSIA/ZAeWUY7gOJVehDBSAy2E+nBIFULvqpuJ91OjqGdTX68LgEiFz/MkLGhzNDcgdt8M8nu9hyrxA9Wuon9aQfxL+w7JJ4l40xJTB6fwkOu2Z5NE59hCzR0FC5XgwBlJ8ioLumc01BCJTdZOEgWIylJpjIOjQJk5Az4TWP2PKT/mva+hhQn8M9HuErYfnsJnxEQ6ob5RW+6BstzrlUKDvCBSbe/vlX//Gvy2vvP5auXxjvfzyL/9yuXL5YhlX3lqbG2USgVfx1eOkCnK2RZajy58VlAf8cM2ADncA/ncPjh2fI5ccVdi4xk/3KjMEOdnWkBbmepiRpee5JVfYr42p54yj6B6XOSBP2cPIGSWECcLb8CiXZ5991qYcSijzWCeXqWIo4xq+rlP61xk6TR6nhRv2S34akuaet9bmVSO+4oWgIITCII/8ZOYg7ucsCEIkw7gJdq4hMobAeQ5AezQvJt6kLOyT6LxwfO6ZJDF7OCiT16gW1lbLxs5u+Z0/+L3y7//D58vS2oXycz//857Lbyiu/d3dssYptWxNrTQcFA2t3pSy7AJtpaVhDOY4OkL+Ajv5O42l6O0Ok6dacXUvKzA19mmsO5ariuiBJXL1O5KuB36H+Yi/n/HsSsYbb6VDuUGKee/8+ClUz/NwfjMeaPg6+SziXmLntHjP4wzzJBrOe51H2U8xPzcjbQroACsmSIx0CcAMBms6XCMMhFMXJOGYofAJR135SbBoMlxe7gQMPnymyev9rHzSTUaXSLhhGtaiSaf6C4icxjop+32Ct9Vn5sqout6HG1vls3/5xfJ7f/zHZWyqlL/xiY+X7/6bf8OVy15r3hafYuuoXMHA8aKl+1S7fkxYVSUF82zIKEBf86/9TsrrYfesCq27yQY4wK5sbq9eVmDnnk/bklt/Bq1NvtHShOM3hHmSdXwWnXWPeOuUv4dd6HGZffNlfhoaXVycL7yn509EA2Tebgfo6nLV7qRlUD8Cq67RAmHbKWGBU7pLPO4u1VN20iLAwoswctnWqRi8SJPnVwMkegnY9i6LJKOev6s4yMvnYjYkxaakCnDMOnjmQXHIPZT3jiqu1T0um63D8rnPfa38y3/5G+V3Pv2H5a039sqHXny2fK+A3drb8ZFwvaNOuXrtYrl/97bKO1x5pBHpRO50baArnGSQDYAyhUs+dEuFGlQgZZCSsHaOfEYyxzQF9w6PNST5e95cYfS/ffqVzHQJrn77wCDdh9HkDOp5MZx9MphhfLypp2tmiojLIhN11BuzEY0DflQtngXrtPcK39/EPDyNEoRJdaANA45fZsJU7jANx9cn5Xs43tOef7809r//x7/4yVZ7u2xubXhFjvOx+cAm791h102pmx+VZkQ7d/jMhGzaTuewnKCVlblH9+6pso7LNANFDeBQyexZRmxsmb2yflFacgKYKLwqGNY1b5cgjrGGgDAWK2wQcbLn+uRIfDxWth5tltUVXsKNbZuz0xzRdqB8Ncro1EQ5UBpd9QyvvnG3/MEf/nm5fXun/Pq/+Z3y4O5WmW6Ml3/yK/+wPP/M1TIpVPUO+LLYmDfws1GM3XJ080kGJ3Y02saDR5kdaLfKxmakb6DqWtUSEFe3RjmoEvVryrMauYDH63i4aAGDH7ODuW0Jknn71LLs8vJLHRq455y6e0j1ghxWeXiIyYE5EqvAB1IKni1RQLbrtnt8g3nC17BSKxKdSNdyacCYg+SbtQIUDgt1rEfwalq706rK5of6bhIKD8D1lIlh05OwvJ4nASl+1SqyErsV8ZzyEi+qIAb+U9kot8rgU2iRg/yJ/zRQE3/2RGdR5v00Vi1iO0eF+Nw3FZwImXaiUnmJgBZGeZQvX9vskGqgoGx4spJShj1nK9cvtOoabc0mpuQA+IDpD4CES203ryUbpUO8aysXyqMHG14sQNNwXNlOi6OL9w3Cu1vb5UuvvF7+b//9/6P86m9+uvzxn/6FehAB92i0LM8tqYFpAKu8sh+bV+RoiB7IVXWYbp/wSOancw2ly1Xodfq2yLPIvQkU5UDH+lryBdjoXQgZhfb2T1ecpB0uybqiadhihYnfACI0Nte5HC+oCsjj0thj5iOBDHbuqnI5vI+DU8MRuAcro9GoMx/DBDggnj+P8n6ml5T+uE+6Thr+/bQ0SoQ9tUrcnMVIO47fmBIZBj8qkS4XYfEm/ESDgRUtTKN45sg5WFIaiLdCeOMDGcFAw+CufgfrP/uiy+sUoMDtoQFVrXzDEZtZra8sLa9J63TLo81WmW4ulM9/4cvlzr1HXqTY2t4o0zON8sILN5X+mN8QH8HsAdgkpbK4EbrBBuAChsBPrCwFA5AAibkfrgKPGPwDDjmWUXJS3e9dbKgGqE/jPpCt3VjFC03n3ypOmod57zym7lBE+Ty/8U8AJ6XGO4vIT9Lwdf13UvqfxxkuqX79tDSahYUS3BScRHLAwbUFItBCVCg2MwLTle11wtDNMUfOnHicICUtb4EJULh6kG4OM96u/EaPeWkhoS9GAyq8d/kJ4J2DPR/8SD6Z252bX1bXNynQy3yaZlvqbHnrzTuyIZc9jwuA2fi0uDRTPvyR5wX0CfUaikua21tokZ3QqivlmeyfXZlPJD2b87RBwB+JRDOgd6In434ArdLQFehoZPxODrnXtLZcAMx8dgBTpoiesZ/ish9avIrvLKaeGFBShzyTQE8ww3XK37j1/EHD13XKe3X//E0+TruGM1zS8L33S6MUlMQoSH30bLOBbk6ak4+a5mZ7Ksuqw5WH8ELD8vGj9t6uBNj1S8ZzDFLBqiIymCtTLOd6/VKBVSkMwOuDG8AhDaXB5vTcjNwTr4bOzs3703L3728JzOtqVHPl3/76vyt372wqS6PlocwX3pkcGz8ub771avn4936szEqLj8qmJ07yAAEgbPuqZxZR5sxLxTS4OvfvETZ5QJwaFQ0H+zrcrKB3VazKxn2u/RtTbihMMiAEyOwVwe6O80gEWFwxVVEPP8w8D7CZJaGuAXgd3ElcJ+fvYSJvSXmdeR6m9M985HX6J9fpNL+noVEKrrq21oZ4n5KCeSChSvDpUJUNDRr8hooAjQ09rgEe1c3xYK3WrufJ0dbNaV5CZdul4hGgQnMP2CD3NQJEe6tRkQmByAAB3Nbcx97vcqB4FbiMyH7e3mkL5MtlcmahfOpTv1l+/Tc+XW7fuqdB05S/qX77zlvKR0vPnZSbz16W5mYuOsBNY1WyLgvpAPIBaM+js+/XK8SuEuhXkPIf99HYVSVXpgjXbgi1RkB++gCQ1pb6MIAZfNmt2KuUAjvXg2dPZ+JLcAPs5AQ3JtcwkPP3sD+U8eZ1UvrX/aC6P0x+6ly/l5TXdb/3Q6N8PTYOaw/bmgTR4EwJ8pvztQ9ZsUTziXPDvXDrYwYA8N7utm1dAMuKp+ePdc3iEE3EWnrITaCHVkzTZCDMmB5jRL/vF41l/JftvVaZmp1X8Gb593/wp+Vffeo3BAKOBjvxTM72zmbZbbHH5Lj8+N/+AWl3NlSFzW0rmQYrAIXMuObCOXo3qyH0WfkacHVfHKBXvAxSh+ixChIDYtv6yQb84xV/GrNvRhg2A3BAjbbGPPFct9L2npMzmOaUK5o5N85v7gHeALDyZtErkYrzd38Xo7h+P1j/K4/DlHmvX5/Fdar/Hr73fmiUVuxCuuIjQdvDYoDOq2ZMYQEO9p748x9ippY41IVpJXaZ7e3tuIFwYE2A6KiwMon2ivgRWLiQ7W+BZbAiWGnVGiFOpr0ak013xZ3uUVldu1S++OVXyj/7Z/8/6UDSb3pG5VC9x+ajh+VvfNdz5Xs//tHyvZ/4bvU6LW/flaj4z+knqNFYnkfup1+nmp8aw4BOCxvkylABolKi14mBa2jtuB9uzlRYi1eaPNn+PMZv5c8aXMHtyt+7ASU3vubA7ycR8QxrynRDwgNy/VhGT6Z4PjIQ1+8m/If5SfRewrxXGgWAFIilZOZD+U0CCAD/NFeYeuMMaeZoOUh9Ao29s13eeOONsrO55Sm3lcUlL+t6MCntz4DR70XKNgHwkCsc7SNTB9vPjcEg920BkkMz1Zuw6jgxac3Jiabs9lu9eKXcvvew/C+f+rWytdf2Cwec0NpV42JfzPVrl8sn/uZfL//oV/6r8syNy54pofEiLz6d54GY0mZBhpNSPShTBdXNk1h5JEfB6Z8cmj+4DxoATFwqE3zItltxrgq6vHLjvJK4xp9nbRbq2m1e9/gNexAprwPF1xEfYE5Idga18kHeqDPKRjzEh9wwP6irUDh7dpEB8o8Tv8L25ksQuNR5vsdKXadiS5DzLPFD+KU/ftyjl+c5mDj4DWV+cAmX5cKPZ0mDZzLOjBcabgz1MHDmEU7K8CkL2HfJEAHxiK2qMbDki79elLCdfewBIubIiQaXnXZLA8gdg5RCsbxOZql0Z6LErEtfM9Y0dGRamZNzSM8gcGDuUHDiYJmeBYutbTTvlAaRfGi/6/Oo/9v/+39Xvvb1V8r88krZ3NomM2W/vVOmBeSPvHSzvPD8NTWq8GOa0oVGAypfCYxcxUNxJ6Vw6H0jf1BdeMQR/hk2yzJgtLAgWWlo8hYfuhrcQ1NHHHJp6OLMn1nXmBrIDo5nwz/C8Yj7UWvxQdpP5kF8+bte1rOvkxJcA2I2JxppxmnfKhz8eDkGYdKF6v5Jmc7j6UXYjJO0h58lfB/8CIkDyfHMjLo1ojEFth4aQ0wEXkhRfbNrkDPs+FwG93i7emlBgzwBEcSwKA+zQGeAqDJYdWRhhgrCL80RvljLoTIcD+YXBVRhoyOcJjVTlhZXlTs0y6wGppPlf/x//k/ls5/7QmlJK3JA+/TsjBrYVlmamSzf+aHny3d/9OVy/cp6aYyp4MqjB5AAwnbzuMAwADYwYyFEYk+MBet+nxXwfJZgpW2DWf1T/iU/NLBu9gVfr9yoGOVC98M/ABr+ldZRb+TBI25EpbxL7jDR+7fSd3KZ/uPsh8jDKfeSeTaIOhmwstO/ru/DfrcfeYh4nI940P4JMpen4gyT4erXUP25dPMazvDEk/ENx1l/TpbDILJ8IH/7k3B0pWJW2eStSI40yFSXJ3DDgHRWg7yFhSV1cU1FT8R0b+OKi/BkCqEMgA3YfW1W4zk6UD2k1m7IW0Lp6d6Irk8mBOLl8if/8c/Lp37t02VxddWfku4qH8piOe62y8defqn82A9/oty8fklN6tDjgKZMFrrBSBf7NAAOaAG4DIjSk4b3yao1ASVj56bw6vcH1wNwPc7RjbPiy3J3XuMf8g2/emXHcxWwxT0pDLazZheeYcmrQa50MVGc96F8JmdcdR725ze9Z5YNShfiGhycx5lexpGcRFmG08zw0HD4jDcBmtfpD59G9fuwn08ThK4QTiIDZCwz4gcIJ4Hn+5FkFpttdnquzM7M25yILaDY29jqSkCgssauAG6NnSAXMeDrdvY8ncg0oj9pd8I3c3plc6NlgH/2c39Z/t//0/9c1i9fqMB5UuaX5svG5v1yU7b13/yul8tHX36xLMxywlVHPcio96h3ZcoAbGZUYHfnZplDqtVeNQBMoNoFLGKuh7kfBlALZTzrypL5Vq+4ekXalXLAzvbpUZWyCPAHePHPZ9jCir3tN5p0jQbX7dDguNbqqhsVIjT5IJ061/Ny2v3kOrDyOmQS19R7umdxUj5XT7snDMGZHv4ZLsPmNZRxJrjrAAertioq+x6X3/VwScQ3SoDMSEYi8VUFVy0LAEzdMeXHb3aXtVt76tYYWDbL3NyCt506oXxJVvrTmcQ0ccYzUUBOIcINpkc48UFAxMEACLt/aWmtrK5cKrfeeVD+h//+fyy7Lea6J0JrqRHef/DAH339wb/1cQH8kj+MxGm0fIOecQFgcjrH6gUE6CPZ27C1tspjk0SsUvbzUhf0WZUw7J8VZraG5hpX6dP9pyY/hfWfeBB/AgAwoLVTc/tz2nlfZfeRagC9SvuxPJzCGW89XP6Gsix5XSfX4xDX/RNw6Z9xZ/7r4M60M7061ynBCkPEzXWCGoXKpEV++S4HssaewhIf6Xi2JDPETQJxTYYyYhcAm0uVxbw3mht/tk3ysgNnAiqk/JQBTBJrZZ5j/lqFFnuRRhWCf5QlhOG36hWcc62ZMdnfl62sRjI22ih37zwsv/qvf7385dffEJBv+vuO5IVCzS/OlR/98R8tH/3oh8rKwkwZkRacnBgRyPlyQJRnanJaaaXmxTSR1lXeWKhieR9GEPHGeMVu2nXGr+avPJp1Xa+cAbDfG6fNm2yQy49819kzJG4HpE2vUYuD8USmX/P/Zphnk4av83cCF7fOUF174sczznfVQLkmnXQzzYw7r/N3Pf5hcJMOZuswuDMPmX6mZ7MEzcAPbvKRIj7UeSywADZ16N6eCgCp3myRfA6PU4zQ3uzfZi5Xj6vZKQG5MGH6pjUFcFaDPPWFq/RZSNrd78TXwxTflEycV996q/x//vk/L5/6rU+XZ65eLhsbD8u1qxfL1sb90tAA9Bd+7qfLyy8+o4HsbGlON3w+OGXxbMghxsuYBMCxFGQ8hASFEMkvvUoAPhtA3MeN8MOCx9WTZga/eU9XToNrQVK/qnu69j397/ITVtHbJU3AWeWPdDMvwrh7KFwGw/jn58SrjPia+O0+gclDci7swL4XxX6M8E8CE3W3Tgm6BDbkOCs89QTw/I2b8dbjP4uIr542TP2m9gbk8HDjgjL9kV/71//DCfYz01ezzSnbqwwYD/dbAojnDDyTQeCd7fhCLuBGYy8vLJeFmYU4d4TTRRsyS8bCNOFJCsEg03PazP3qOWqMN84xHfjc83HjxN+h2d7dFxj5jvqUwH5SPvWp3yj/y7/8155ijENwVCkaeF6/caX8vZ/5yfKdf+3DZU/5ubSyWDilihVVCsUg0gWrTr7qdCRgmSZYCbHpCI1Y2brkb2p2IHSBhdq2OcZv+Usf9K9NlRmBvAhnE0TXJOB4pcEx2XDZbxJljq6Za95WwuU35kXMvZ9Ipr2yr0beOeCryuzllt0tUPO1X2ZsD5UkgD9UmrjkH4Byii75gV2p+FcMUfGtThzcAxioG+a7kRNg4B3U8wh5JSV4oDqQiJN0YKieH+/krJFlV3PZT09cxJFMPPjBGQ4/NLYVqhjNjd/i8orn8/l+J9jkOiYSpKK8DKs8AVBWHT0zospg8GhzYTy6+a4GfIAazeIBo0BMYhxcY5tcgkbTq7jWXS6g4mMjFWdC85vldixy5d8ZoyANaerNHZk54xxiP1NeefPN8rt/8Aflz7/4Rc+IHHDwveLj84B8yfjn/u5PlueuXy6tjQdldT4ODOL8aTb2o+EmOPhSjWRcjeRYoPZnNAQ6VxLlUh5VDfqjEbLvm7xWYFEQ51vx8Duuo5IUUHIgjeDYGz0IgxwzbJgoVVi5OW+dwDOoDdDQzrx4YE2tfKTGVhsSKx8eL6iS1egAMzf84oOYDJMmlPlITj/qAjnzLAfSw9SLe1X5DT93Fmd8p12fR9TzeYzmrWtfuE6WfUWWXdXYaKicuU4D4JtFzz//fPnIRz5Sbty44YVE7o/94i/+1Cd13yuJnEd9jEbxXhL5jY965ZHv2rR3WxpItr1HgcwszC2WhfkFmS1kioyitdXiFAfPUg8qvuPDrqaBSBo2Yfiwap4UezIxXrY0iORDpvfuPyx/9mefKX/xmc+WV179BsGt9dmV+PKHXig/+RM/Vj7y0otldkYtmI+NKiHiwB4lLDY+b3WTP/z8OTqZOwgl7VNVK7nTszIFdOkeoQKfK0wu17k91W/PVPcjDNpaDaYK73Dck9DjLRuNVcShvRVO5ZcQrGH9dV/PhlS/9Zx/KyyNkD0yvOTMDkA5Bj2nSwH6sLlJJ6+r/CFnu8F980dxQwDYedezGcb+8gMovBVzHmU851Fd89aJtPBLIJ96XQE7/VJjJxFHxp+/E9hYD00pRMZ+AJyPJ2CyEIayGdyADSDLV8BmbpvvDwrYYmYyWLLd3dnxki3CItKlxeUyPamuQWDhg08A/PHMIXVVHqdPSn9go2LP04AMbjKrNNuq6EnZ2FTqr/6b3yhfF6g5MH1HjYln2FPy4vM3y9/96b9TvuPlD/lbMfQSHCIEWBBONC6xTBHIx475Fa1DH7BO/UQDGIDbrvICsAK0FQgqzv0ggBRBJejzWLe4ZgU3AM13J1nR5TrCVADn9THiqEANiHH9CRHlqYOJglmi30z98bk9s+7ppxso9raPVFOeDGzSrPKnbEQ+35X/8HPDUXqqFHflVD6/qdMAd4Q7j6F0ofp11jd1nwBMIlxdK6eb1+ba/eSMM3AUCoxr8kveuWYwSXmWV1Zcpgxffx5d3X+YQSQVFufkRcZtv6BJVAnYaspOWZTW5k1zBBvneCizRCbAAHZJ3hxL96p0VbRNEpVdOAyXtqSgfGh/YXmt7Oztlz/8oz8u9+49sP10sE9BTsrNZy6Wn/37P1M++p3fYY3IvhYaSWt3V73HvPKubq2hSsO2lzbek6bmK7u76g3YlwFI4p1DNTRly6CRy+8UVrrBsXc9f1PuYPZkDO2Jlutv3HMtF1vaHzrCT/fc6xCmcs3Vc/mbUwP4ysOBQM/Zf7FXW3lTJq3ZlXc3Dhi/vK64DujTmDDklTriQHo0HteZ/mnPDHOCfPgafhIlcA3kUzjNEjhnPurXmL42MRSWdCkLdvzW1pZtbK5hsEl5SIsyrq6uxjy3X9YFALoJKDNhIqPSGHDS0gE7LQYhkTiFQ2vzkdVgtRgBx2fuKT4hW4CPHYXY5lLYBjVAl9gNMJbV9xQ33zjf3Nz3gOD+Qyq8lMuXlst/+XM/V5579nqZacb3HhvK7Mz0lIA954qLufXY0wJQWmokxMHnS1weKGcjqgrB/zROwAz8YqMP1+nmdbIBjh0r5pMcABptfTqwq7TTFdMA0dgGtkDNd3nYkkqD9MedpFnluEE6b9RT1TBjgSfMkyzbMEPUFZz1CliodyjBeh5nXHldv/deKDVpnZMAYx385Iv8wQns+m/KQbqshwDuNzVG4zDWBDdMHgkrMzkSi0rVCFpmCB/pJCH8CAhYOMR9emqmLC4sexbCb7+jp6Ut65kWdpGYGFMEcAvUKgsMsGFmF3w0gSqG77a88uob5bd+53fLWGNEaXVc6OdvLpa/9zN/p3zv93yXpyMBzwInzipODsfnuGU0JoJhBoIPOe3ttdTTMHglBg3EVPl5aA6EUAIURwYmvRKDPu9Rr9y8z0Awr9M/hBeaPZgw9EwKL4B65bG6zlVJ7xGBU+vKjdfGMBkEZkyoBLau4xOH7izDxpb8Iz+Pg1b/fJ8yBcC5Fttw1H1scpSKZDU7O6MunBOn9r2Xh6+d8ZVo6vjd8T7OCeKz+L3Sk56jjhLcALgOan4D1r6dLcwQBxr71q1b5fbt2+Xu3bsGOaYz/tSt57lRt1SmJSoC8GhhFhUgAqO5iZQEIMDhjUkGtCFtrQ2huT0ZqN8KYuaF4QQZ04SqWyfHVtRvvPp6+dM/e81AVYMsa8vFoP67P/OTpavK4PxwvnrAVOT8TEzdPXy4oYHlnOIcM6BbGuzysVRA48EtrUgaGzfThXi2D9oKNPg9Xpk1f894ZGUzuByEhSmENyKdIK+4V+8lhLtg/46y22o7wgxUA0wziXteRZU/YZRXX4ulJuQqbsEVyDoPlQtnueqcftQvdQZI0HYw1/S+HL40/NxpnJTXw/7nUYatP3OaH3VkLKm+yHMCnd8wAE/8Rd5jZR1sosHfeecdg5zNfPjBI7/56//dCV/CBYhNPq2nmmhOqRsTIne3t8q9O7fK3s6uBDLlE/oXNZCksjifYn56tnSZn27w7XKOw42zuTvdlqsBTE1ON53pXWnVMGcmfSIU7uzSWvnMV98s/5f/639b7tzaZvwpbVzKP/qVny6/+PM/V/bbu2V5bsE9AIlS5exWNEkoVPydh1teUg+vmBFJgfGbikyQ9apuK4FNOGZi4pkANMjDdRzMZaORuVYEAVBxLewM3TtasorDsKv9blWzNWGKHEkpwOophGjmrvfQ2mqE3GfPdreaMenJBfTY4CgCwAwrZcfNNdRp71urAQZk35IyID1kzewB9YQMmOWiBybtDI8M7t992JdHyiSBlmBL4nfdherX74f45iiU6Q0zZTiPdoQryus6ElEuyguPegApZMNUJt0YW1vx52uz2Iy0kpg0jzNMSJTBoyuYwmuAx3t+AZxDQy1bIM9yzxPvfHhIIGtMzpRpgXZza6/8kQaRt9/Z1gCgKcGX8t/8w58pH/+bf11Ykhmi7pRPecgmMYCIM1rzuFc1N7d3PYhkHTWY6zoD8AD7WZyCqbtmzJSqwh83UeI6w/XNjmTkUF33pJ1thqgIveN4H/JQfr3jUdnWxQywAfmh0qYng73jz9o6ejg51bQleX68TMgk8w0hHyoW2ad/hoPIO42AbpvGBtXBlDT8+1tFfblWnHIN2cbLzTCNMhVT3qdclBemvPUyEnaUt9YTiAA2Bx5EyAdH0TR86m5+diE+RS3B+7uRGshhOxKeJdz6e3q0IeLgHtpY2dDIdcoVfKAanVlYUeU1yp/9xWcF7j8qCwtj5cH9/fL3f+bj5ad+4sfLC88957fnATVbYWlwfPmAQjDb0do/KHvtrs8u8VvzAshZjMY21wRSd2EaZLgSihoVnMKsDyp7Chd+g0FlR2MBNG0yK4u8Dkc5rYkF7q60snRExQK4OX4zS8I0oG1ulc0zJRKgZ0psR5PPKAPXwXFNnpkGZXowgKqeSj0i55/zLX4f5GOTCWVD5Y8pzxp024SLRblvNagHeT6dU55nMZMZ+QZRHeRZd2AMDqWnOhdRj4T3uSX4Mc3NFCBnkEB0d3RjZCBtHQ4xj81R0Up4dkymDGA+ELj5TAWjfITjxqLGQGb4PguzAjs76qJH+IzHRHnltbfL7/7uH5V2C7Nmsly/Mlt+5X/3X5WpSWVy5EiVo8IrTqYSyRNdKXnZ3tkrjza3yj4f5x+TnzU0lZEV8ribQkgmz8MujMASsMlsw03NwafD+9cVO0yn65kZvr3DVx32Zf+zpB1L6QCelUGx4u9IGbB/Zp8GIGDzm8FkTgXmNKA1PICtAZ280gNkOWDkAWXe+Y3WRlZUNr8zLES9UFYAk4OuBHKCepifRKTxNEzeU/7p1hlgnwZumPDgrM7kmfJyf5QuNzW3WeAlEoBNhAgLcDcFQPZwRFi1FGlur/phkghinktGvYhGePu9CisEqgHwgi/qQ3bQeLN89etvlN/7wz8r33jzluKfKl0J+v/0f/insuGbXjiSwSmTaM8rkezxRm11ugey29vS2KoYgaHHTA1v/gjEMXwVU7Ah18cgSIjpPs51cNNNh/Ao/9nAZl9GMPLZB9ACchuQM2fNb13D9qMBWJPLpq4YTQ7A+34COFofrVqvuAQmDBDyOsEOkyfynODOusxKzufyHv7EnyBJENfZdVi7/lZSluMsTlmkXJLTjzAQec3ywS4vNwA0Whv1zo391q7BzfXcTIy081je/AxcPxI9z5QUhzkCct6i7wtXwGOBBduRU6ImZ+b8XuTv/+GflD/988/JTxpdA64f++EfKR/7ax8Vprv+DibThnzTnG2wLNjQclnY2d7dUTrSTpPNwgedACwg7hOmyJA7LCw4gYNbZ4SVQDkd2I8z4QA49j/Mpwl5wXlf9/YN9ABtmCu85CsXYIuZ20aL8/IvU5kAm6nAOL4BrvKnfFJRaaLUgQ2nViNs+hEumQrPslEn1DH1wz3CQlmXp/GTqJ7W++Gk09IazgPhyXOWB856yLJYQVessgcQcBuypYmAt9zpttCajFYJWH+430KkZQF2zrfaz1pbcQqUPMNjB0qcQzX3ZIJ89nNfNDOYRPO/9NJL5R/80i+U7a0Nvz3Py8dsBWAGhm/zHOy3lJc4+JJB2phMHBqMMqeKds7P4CA6E7PzMqj8gYsWGMxvc81KZAI9hZigT+77CZgs9cPY37HSKAbI8sPUYGEG2zttbdvhus9b/bxOxrdt/H0bXddBSvliWnGQf/Jc5zQv8jlc8oULDYMbRQVnvSeAkof9npaG8zvMfSydwQlUrjO+LCdlonFn+SHCph0+OqHGwzwDXxgAk+jbLqt76nbZTMUsSQgouj21eSUkF1Z4juotJz0ME/tbZvoPjco8rTWWKhuNe+vO3fIXn/9CebDxqExIK6OJf/5n/15ZXVnw0cTER2b5nuL2rgY9neOyJTudLbAjo5OyagRq5YkegX3ONCK2w6rq3834M5XHvIPyx1vofea3mamvmP7SfyrLoAEkhw0s1v1gmToV9ygfrKQOuMeAWW43XYdnNoTwzIIwKxLKILauyhUfKTxADvs6S5AAoNLwCQq/AR/Ixmf/CNfMhVPJMHmHAAXX+HFdn104jRJE/1sR6dUZrCXzO5Vp/oZcVpXJ9SMzkMbMohmkUAFw4WTkd/7F//kk7WrsyNvvvFPu37/vz9hdvnjJrdzfYbdQYooJYuaQCjg+6Wr0veuEmFv1nhPdp1tGazFDMiqw8qrX7/7+H5f/+Z//C7+MsLm9V376J360/NN/+Etl/ISl/WihzGNjw7LayIID/lhPNBZfUz6FSaKgzOD0K1UaEFeldZ4MXiHG91lpFBg8OyJhADJavbt8/UZ7MjvUk0aIDVVqbNLG3m6qHwaf/UOweswa23mqyPmpiGuYjU/MLDleMWlEfk5solC+DKt/fRNkmEiT57MrRuvvtTrqyUbLwuxcmZ6b9WASIDi/SoN6RWEADK7pAR88eBBKRGEVrE/1NPP6tHx8kJSATReqX1MWqB4uuU+69hdAwCiNQczvURZuGjIhOBT+iMFQq22wcLY2EahDqEUoDSqYwdaIGtbR52N5w7QaiK7U9q5+A3C+EfmOtPb/65/9f62xsRHX1lbKj/3tH1E4PtTJfnLFr3Q56JLD7XtHNKg5pcLBPA0VoKEU3G9Y4Nj3wpyuAZ1/BVsTA0BWE3WNa+2tHkbgdS+jPEePEyDNYxaoaMctl2s07REvOqgsfmFACfZ0HTxeDtXY+LKB+gD91rVwcKjwuN2j0Nb89rw1cZFX4lZs1rLkWLJC5wx4AKZhsCUn1SsYWQzTYwAQ8Sx+qQn/KlG9XHVK/+H7df9+KXVt/8odpfVin/CDQST2NgJAC2eXEMAOrhPPAAqIZR0o/XA9CB2f8D7tz8vObrdikYE0PvGJT5QPvfiS48900DRolrCvY5on0x8mzAsFEj6VljjAeTpbSw6xASc37jNgU3T6D5aX/XBjrjg4/XnWCzWEFSJtbuhmTOFhX2NnY3cP3Pp9wjNbA9CRU53r+a7/5rpO9frI62EeJuLA/zyz5NtJWcbhstb9k/N3unDKKuvY4AZAdHWADmBhirCimOAaBnlSRghxn2k/Kk51KO0UQuc+g57Pfvaz5cMfvuYGdOnSevnBv/X9ygALNNLGUjt070yd4QKazHCmOZxu8gCgFGgwMEy/NAXSv87+zDQAFPekyAFtDPgAIosscd+DQsLAgFkq2QdUig1SrpVnv3ggM4OZjxhoHsaHsKrfeR83GtEAyMmUqe7mdTKUshh2oZRVMs+kS1xQzpj8VaB6uaC8Tv/3yimrev0Kk2HvYd8CPH6jtRP0CWw4BZaJQykwZkcg/F1xaHJpbr4UvLm5XV5//XVvcNnZ6ZUf/eEfKVcvX7J9Tbx8jXhXah07kOf54BTpAEqn692HVdoCIJwFCvuZnXmysQUadugx45IFTGAnyL0aCFezEwG2iivgDUAoIFf3sGjiRQPSZLYjAE9ZzfILYCvunEFhKrDmBsCrZxQ+eoPHwX0WU96UOZTyQOr961O4TsSDX84m1OP7dlM9L8PX53E9TMoq63uUH1ywVRCtndsKE8zD4K5TRsiIKgZ77GpDc1MZ0hbS5Lwj+a/+1b9S5R6Vve12WV6cKB/763/Nq5KMCw9V6azoAQBAheXO3pGYo9av6mWIeto0nTBHAtAJ5CjY2dr7Mf7/t3cmT3YdV3rPmgfUBIAAiYEjCIADSIoiJbXC6gjbC0d7kNsOD9r3xhH+D7yjd175H/DGDkc43Bsv1EtHqNeOkCXZlCxqMLubEom5ALyqVzNQ/n7n3O+9rIv3qgoAZZBFHuBUDjdf3hy+PHlyvIAQSS1WFGLAKjcgRV9GKoddacQuUOIPgJVkuZM5p0kRGKyEy81RD7MbRoJav1XcdaWYB/nZH6IszCqmPW7YFM+b3zhO/AA2qskXgUhXnUaT/Wse5m8mf6576niUVTlmSTqdu2EeP85dJGwrVckjf9V7wXEFMcw0CeCKgZvcYsiFiopB9x4LNwLq//zxT8unn14tzz57ukxPj5f3vvFuOf3MyRhErtzrRG/BdKGCh/QnThLHyufYZHV8SLHx6niL4jeTIWZGzAYCA8p6w5NP4NiEU+r2gUlUYZc/W1J9WCBALbP32wC+ClLuZPuh1uhdAFxmLuDQW2R4m4SP30kIMDPS/scAGW7bd1UA5ugYxUnUC3Ww1167MRl8Y8/zq70ffyGIeq9NU+3ftg/yqwEe93PDSG0eILmZMvKPDC5zmzJcqg5R4gG/nClhLvq//Nc/L3/vT/5BeeHFl6Se7JQ333yzPLN0XODZLt0Oi0XswWY3Ym7GAmBIR6J9SLrEnLYp7TlXvTezNZOntj3BD1wEYL2H+XjhLkCXO/EawNpNOLHwGKDMrbWMJ8g/9iwHn9OMc44qXEzeQ/7y3Yov3u20RBbiNzWb2u5BRJXU9XJQXeHf7wn3j/tpUTvP7TJpE36DODZOcVSHuU++KkuXhe7Ll8Gw1ypJm6HYUKVw0BS70SamygT7RSS5Pv6rvymvXnqt/PN/8S/LD37wA/UK4+Xb33pfuvZIWdPglesiWM5HP0dCAqAxxTXBOUkBO+eXAYQyoHQyFx3z1CxcMD8tDrWEfSGcb1TPQ5x8v36DWRcNZDdieXwzF5PEsYcjJGgCkNVTryRa30Zyx14ZhUnwyuwBGZCbd6OsWHIPnbpSPRzW/rVq4jA7Eipe7YQoRxbNyDv+9GoM9Jk6RT1kkE8Yq4o5f12a7ci5iuw1Cwi364k8kF/PRkGMrWowmLPhpf0PTW08mfz+g57XaYVrGiWjzJIwgKTwKDR+QIFib//Abpu+xJwKisLWYJCKO3niVLlxa1lAn4pnxPnH3/tezJtfv3ZNQNwK3T4TjcTfK/0BthM8nCUdmbeWnfidUdvb3H4mjGUPE/6qfCE4JDaqgoDJCAB77OdQuDAb/+QEOJTpSa7dpkHupIcrDnctVEztOOpn2P07u6E6/MO0971fVhqWx1FmMjqd1cKFlgsLSyFJGRzmTUQqKI1YAFrPlB8SKUGYESNN8sJ4gCZpJekHGH7845+Ujz76qPz3H/1l+fDDX5R33nknpBINh9FUHpBQXMEMSFkw0SPFkRUpf9DWdOsBUNljMIkZz/RO5vEaM2ZPGl2b8KFDi5HEwdgbJkwwABazHB5ghpvfm/vxNb9pmHTeVwOD9TS4ttfMVoE9bv02AKx8+i5FTMG6jKk8fO9i757Fhh2ekNRrnmOlMSDRk+UbzzDbdruHgeKo0CiHKpG8qCHWtQGrK9LULgjcgI893ti9GYeunBmS3336afnpz/5X+d+/+KT86Ec/Cgn//PN89WCk8KEoBpR8WiMql30AqkzVvmLO3oK4a2D1OICbIGY5fUe9gg8R8Lx36lz2eLYPx3RgEy+bmOI3agDhjoaQz+PEud7lBpLu9FOISCNpdnrbdrhfZnvdlrj2g3AjBKgHS2+e13HixzNu0LId1cQqC34QYR237XYfdRrl/gfUEa6gomAggErhAoCDCofC7nbX5WegSwecOVZ+838/Lt2NzfL8+ZPlxPFnYkXyzJkzoUMSv8SuKkEJkHQKdYQKzPqIuBRtmAANRkrHPHaLOQYXLKltkBvgNTPHHKx4eix9mAayFadv/Pv6dDt+7PNuGovs9TP8EnCYg7l3Kn0IA8IaiJCBCrjr521w2x/iN9RZG9zDqF2PR5FitgSpzaAEooBcUHUBDSoI/LxrkLCcyqFrv3r1avn1r35TTp96rvzD7//j8p3vfKe8+uqlHugW5mZje60i6FVSdq2pc7vgqUgDyCAf5NdjQN7Ye4CUOYzjfhD/lrCNGRuoxOEngHLX4bZ6DEtx/JHgADxBmmm1WbPLaRhTdibckMvfdQG1f0eZ8Yyf2F5Lbv/GZpu/CjSKFOWeNSqCQgKsVDwFxLN2QdhtkwpA8vsaZPx/8pOfleXlu+Xdd98tb731Vrl48WIMWmGUane32YCka0dlZIW0B2htsLQZNaX+skF9gBdzGBvIwdaZ4Ubi5jx59R6Fi7v/BGjAXktu7mDRk4dM/+OelkFuhjBu3DUZrBYwcF0epvp3hK/Zz/jNMNrv2VGgUVYK2d6K1ONEDm7s7JTjEswoIhWCzTQkcZpy6XRXBajcP4LKgeT47W9/LdVkorz3/rtlemqsPPvcqcIXGaKxKKKY4pJknD02H+oIaokrQwqJ4qeRbGvQxM49SccHW8xbyO1n2Yhc2TZ7dj3H7lMrzIqEP7GHP+FzxgM/njPXHaw0MKglPANLzD3ML1AnFAh7kgfZ+TubvIG5eZtuwix8YZKPGoT+LX5tkEJ+buJZ3UD8u/o3w6gd11GksT/7J3/3g3FJzznpydOTUjFUSRNjkqzyg6ckPbjfbpNpPv2A26gm5McmcUC6JJXm3upKmZtfjBXFDz/8MPaGXHn7rXL+/NkyPzcXCzbxKe0xDvqOq0JUEaqEOMSgMgZoOQOyo1JXhUsyjgLs2FLLjbPsqUaV2Cx8gpujXxucltnixAxHrHJv8zYnYZp5YY590djWZGeVML7nqDDMa+e+EKkfejmfAORMY+wBgRUOVYWVRCUpBtu51E+DUXMQ608UHs2SGaIxjTWElpg/3tzMG7NYLWW+fUH554qMLflzsHqSu2FUkGOyM/2K2KAR0gvwLvJB78WeZHo4/CEACyAx+R0m5T8+OV6m+c6+wk7PzJQljZ2mpqdUDptlXXWGP/F3JXyIezLeyaawbaVbvaYcjjsEhEyeUz9wCAy5nxZDYSehjd2m7aTfZs2jHCPzqiSSFc8dFQJz1mymoiDxj4rQCyhQnvGZvFPPPRub+ccl7dG3qQjCstR+6oQKWQWvWu5xToXZ1Qwg2RwRRCECKAaxAjb3cu9uCkcwAGs4pDIqQ19tEA7DjGX/xqRCaTg8y+f5rB8Waa1XKBEh0WuOMBmOPJstcdNUSMVJ+ikPgAkYyT/qjX5djmlscefusoA6Uo4vLpXFxfnYJ0/XgHDghgGqqFcZAhNs3Rlu696UsdUhep6mw9iTThgiTtuh+hlU248ijU5xIJfvyIyPNpe9S0Kyf0Fu/O+r8Li2AbOopXNMakOtfnVjvdy8s6xKFaAnGFTytd4HaiTHytmz58rp08/F7EmSpIBAAMfXzeTDFHfMnauKqKiaXYFmGhtse/rnCp9X/IJZBZT07btbcQntnvcOVpj6eTsdsAEB1342t9VzxFeSBUD8yBtXO+MG9ID55PGlckaCYHFhPq6pYBradzRGa1OZpjSXgibGbqKx0Gisf/MO8s0+lyhX4hDV6TMZ3Ji2t91HmUY567euil1R9w1zX/Z9ukSOjC0sxlnAXRXu7OJimdfAc5oDw8ysyI9FFxZfhGx15QKbeEr6O4tBLOqkHqowYVYsUEfF4FIlJcBTIu+9dBJVI6f34Lj0RyZbZPGPg7eoHFvN9QlSNbgjJE6bB+v3Ww8UFnUENSTjjSnBJt4a3G03bMDANYDM9HhIam54RbiysYzxxfbOlgbnk+XSpVfLSy+9pEH7UgBUmQ+w8vW2mRmNb5r8On443k1+pVbxG8LDSG/C1ekCpFA7bZABbD3c8X9lwD02PSewzpWJWcxZSezJsiGQdqQnLmuweONep6wIPGsCyKq60pUNNQLxhoA1ISCPcuPrgzHplBQoeuQxgXYirjkAVGU3p/cC0A2oE+DJVIQL3YACZHDooEjjAGaCsefXzFtvxL0fAlR1Dwh2ttgixTOsJGz1m/iOuoCOX0rxPph5R52GGjBOa88tUM9KXdtkD8ua9F9ljeuMV1c6ZU568PvvvVtevfByOX3qZJnUQzZ5EWZaQGV/TRyBUznib0ZXZ64d3X1TvSMEOC292UYcy/56v58ZqHUaIftjEg47jN3uo0xjV668/MG97rrUDYGNrm9iKjY/jU3OSI+eKqPYBWCkJLMJ3PfH5qY1Aby7tlGmp2aiZ42vbTEIVViWzzlOxXL9KPPZqgz+halnYcOUlGNKLs80qmIAk0B8X119bIiS/zYbpRSGAVDs/QaUAA8wSurzQSdUEDY+8QxQx7UJbH4KtYO9IrwHu0DP71BPeBa9hUAhtQBQ1CA3UCCDYhB3JQAmp5Cqpdk2vFnOnTtT3v3mO+Xy5YsaTCs9GgSvrXZjoCucRdsGvJxXnVDjQCdnuT0fxguVf6kf+i2gxj+ALX96KhOSfULjGkt1TB8P5F08Jy+4sdc9QZSpBIWi7OUFNn1RpDtpMNm+xw+u/M3Q2PLyjQ9++/En5a8/uVp+/9mNcvX6cpxM73Q3ymp3q9xdWRWQd8rN5bvlTqeLrC+r61vl1p1O6LgzagTc1z0yIjVFkpsPQY1xp2B8UIltUqgf+huglhSJ11KiMgRuCpmFkAAV4JZ+j+TKe65TUvMs9Wi5BVzr1KhCebUBo39VVs0hlRPQseVUlWRdG8wmqBtp14C7zVSsC8qVb39X+ub6WlyKr9apuLfL+XPPlu9+99vl4sUL+u2Dsr66Eh+l5fIhGjOns/kODSuq0IzAyOxT6u3MUFE0+Y905Z4RZkimIy2A2+8HwDSsCQ3meQZw++DO+zwoM/yxE56w6PHcLc4xOHpPx+c8QQZJ7fc0yOUP2b7HD678zeF+/oXTu6kzpo5HNzkxMVbmVUgzM9OqhK3cE6KCZvaEm6AovBMnjpe3Xn+tvPPaa3lntiQPS9pIavRtpLxwEHFCnhePqT4qLQqNa8U2FFaqgCqNu1LYtnpf0o/KB0hUSEgZATZ06pDeAnQMFnfjMkzuuSb9fKmLxrChSqNhsLBEGpSUiCsaSQC7ATAQUjow/Rz2c54hESPZspt5ln73y8LcsfLZ1U/jva9dvlC+9a33yvnnzynMTgCbhas7y8uS6h2lU72IErAmgcH9gqhoUlRy1oPGSk+leGILrhonq6EjEhbo9fMa//DeZamJlCnhiHt2bibqiXSymPbcc8/FQhx7eTyzhZuw+AF+ZseYtqQ+4zOGVd7JH0R8gAS/p0kGKtQDbe0HV/5maOzEs+c+kO6h3Ai00rcnJriqjLlQtXZ138KTKqcTJ9hv3b4bn+U4cfJUeeutd8uli6+Xk0tLIZspEuZmGWBSicJdFNQYO9uQPk6QgG01BImNLh0SW8w8NVeqxV5tAIy/wsHo73kPX6pDHHLAvi7dHjDEvm39jjAxkIRVMds0AiQ9OndTiRlnSm/mzHckxfweV64LiTQAJIjuHD/iSDDNlKtXf68GP1GuXHmjfO+7f1RefvlFNVSmUe9FXumJWCuYFKu5R96Z72ZqNaZZY2ZlTBJdklvlF2Wo0kyQb0UvCJjJH+88Njcfkpg8R7rVwEiX1RAADpixk3YLFxbZiJPnSO6IX79REvfkHTY4MF0eXyRqp8lup988+mAXdWJa0k0Dw9EZwX1G+DwW5tg4nx9WtzlFgcxJepwoFwTo97/9XUmpt8rCwnHFSJVhMK2XhcKq2R5SdxwJiAGTB04AHFPdbMyW5AKOkBhhXdgAKfd3yK4XxVZV1YgZf6YnuSOEBuVGxTPHgRnSUXa7eR/vxQ35We2GACBg4jcAhfQY9J2799TDzZZLF14pb7/5Rjn97CmFE6jub6nB6/cj98v0pIA8PR4rtjOzU2Xu2IwAyicwpsu8pO6CzLnZYwLddJmZnowB6nTwRFwpx/d1agLgLMyQBsCJGzIgo7yUNtKPvc6Tw0Dp3zgacrijQqPcBPVAujKSmruud/mGjCQ5314fkzQf515tCS52750/93x5++1vlCuvXynPPvNcT5INY/3pA1uEmcASC8gx9UcFqHtAHcIeQJR/mHL3Tqk3EjRNBmk5vbepMDnNx1RhI63FsTdbzD4Q9nrku3Kvt9nvg7Oyk+226fzUYUkHU35vvHapfPPdb5Q3Xr9UFuZn1Ga3A9gAk4uGACmgBdR8pGppca6cWFosx5cW4rzqceyL87GZDJUBte+YJC+qSEwz6n1RliLyj5ubvwA1qhoqovdyq7AVhvIhb5Qf6U0QwzwnLCZu4jrKNDazcPKD3EQEqAQyChNZHCWSXd7OzkY59cyJ8v573yzfePtKWZL+B2jjO5WSTnFoWIVGJcQdfhSg3YoHfZ3+j+V1rl2gq0ZCA4RQRWTGEnpcQJn6ZKgqSgvdcSyVS4/m9tSe6tGAmfntXC6XKTffd6RBMGjj97CBCteAjgamQuD5MCYtmAkiwEM6twN4lMnf+dt/qzx//qykcV5HRx6YwZiUqsGB6vgSc3Mgl+VuVI8JFmYIMzGpcABVwNwFwCBO/+l1SD99i1TDMY2BACmrwUytcm0YVzqjxx+T1B9jfrEh6gsmn0h20hoNgTKVHyqL1Rj0cd5d5xcin2b7fRGI9Jhst8+gZ2Onzpz/YHyc/STsQitlEpPL3qkEuRlQPnNisbwtnfL9b75Tzp99ThIdSb6rgpVuri444mrAnKbcklqYbiyoIHyINO/yY8AnlkTdFBgCaJI2oW+rEvLb6KgAGpRJrwa0gBtgc8l7sOxM93GvYEhphQ1WWG9LBSSxSxA37xeY055+1Jsws6dya4aIBzt5I50MxADLK6+8EvPYl199uUxN6JnytKv85EdkWWlkQVfg0Hviu57BKlNArjLiS8ro16MjnCEFxKRfAIz0yS2m4XEyir065J9vazKI5ivN9F4bm1waSu8ZSY10kjZUKUzUKKsulAvpB9yoWeQD5gsM7TyTV7P9vggU+GrIdvsMeiaIqlIKlY0EZZPRWtnaZE62UzbWV9XFbpcXXzirbveCutBjqoRNVc6Oul3VHntA2PXWxPsgJDhVYsKO5AQg6NP0DJLeAFsVGQUOqGUCeIBUM/5UUI99yY0qmsWY+pklar0Pm5My7fjC3qgkVlOowJ40F9dugGDJB1CQ4MxIvP7667GlV4WgeNm1iFTkHOq0JCmLJhzaYF8O+03y4O/0zGSYU3xQS9IT6T4Rc9wCvH4QJkJFzwDorHqHOakrBitpZoaDWQ/SQtrwI20GpyU04f0bA5RKh50/nh1lklCQxj0qRr0QGNheyk677dh9t1Yuv/ZKuXT55XLu7GlJCRXWzprCsFOPLalIbaQa0qSvm9Jk0r/fmpBDACD03dCBAQ/mYGCbASQVhlkzfrm7j2X4nB7MY2CYCVreEVKc96KChOTOd9ruijY4anf8Xu+yP8A7f/58gPrChQs94Ef+mjCoIcxZT0n1YPswYGaZHT16LvRoZkkEbKka/D4ZUOf+bWYyAtizs8H41YAnTUzxxTSe3kcZGdBOLya/4bdOl8l1gh/hjjKNXn79tbgA/uJrFwXiV8urr14ol155Ob7ae/HlF8sff/ePyuULr8Tmn+OLCzGyN4inZrBzsJd9Jjmw0Z/w47m/kAa0keBho0KAeTOb4et6scez6I55zoZX9qxI4D/g61/su86pSb4Ghl/uy0Z1kin/YLnZ09JnVa784hvnPGue292b2lFchMW0W3/KendVcbLXvQhsk+WlF86VN9+8rPJYKLdvXS+zx9Cfx2L6cn1tNUAGCNHJx8cTkFNTM+JpARdJjs6b067c1VLGp8qIBu0jcvMZlFGmYwkTEn5WKcjyZIaET7egniO12U5b37YVaSfFDWABNw3P5QrtETaUS5PVo0pj51+59AGgmZlmNL9YJunOBK6XzpyRjv3N8v473ygLAnT4qtzQAScn+FoWm37QI+kypReOsMyOqiJACWWsMII2H/0KXRuJK6Bg5lQehSyQK4zVC8CORGY/9pp4ha+WSR1ZWRd3t0pnTf6yb7BfRBGgnsTgiwGxKpvvO96PuW2Z4ry0kkoXoJkZEqtPUVon9HKuoVCm9F8QirSzuBSAUHoBNYPGOGghVePyaxfK22+9UZ45dULjkV01dMVxf0P2EakQ0xqDzKpsOOBBGaCj0yD4EOy4xgdqlJEO3q8Bot51f3eibOxOlq0yWTbVeNeVl+5G5pt7u8kf8+C0MwZ/SGv2hZPUcXR36d47KstYSxDqabA0qMWFJTWgSenUG2Wls6peZFqNQaqT4llaOq5yeVA691YirBsGbKFlcqN4mvQoaajTj6lelA30kh4qcPYXM5hbml/QwPFceeHsGcEVnZDlc8E7Nj4liAMkrG4BZoCP2RQSzARj2kMOh12QC1MKUEhvhwVMMH5gTZgM6ZwSWgqQ3oXJRfYxPNW7/H79vMfUettdcy+MfxeFoRw2aW8CyJ3Tb8JODLo4rf88Elu9HPtGNGgoXUlpdO1YMm9UE9JO2bAFAWk9I2CvdTdjFTUamdJPOdGohcn4Jk6nux6A5s7vwjYGSfL7qgu2FXRVH9eu34jPPjMzAsABI9/VjxkoWqXI5WhyeeJHPvwMu5/ZfZRplO/PoCfG0re6O46cvfziS6FTclqdAoiKVgXWhdEr0IZz0KjClJhB+vl5rESq1oN7hZ76IRxSXWbcFyL7jmrdXOvaPDNnHNU7Gm77t91Ot82eXdmKfSawGhio5pMkzFKsSC3hYMaZc2fLolQzwjLtGLf3o2aox5uZnSvH5hbKsfl5qRJsOJtQGHYoauCtXg81g5XbvEtQEllMQ0AiM9tzb7VbPhOIf/tXf11+/suPys8+/HmP/+b3n8Yzlt35FCCLVnxYFqahUCfkg7xGXmR3OeKHeuJ8EpZnlKv9jjKN/P1/+s92tzfYy7FRllSJr778Qrkkvfvs6ZNlVoMbZCXfv0GyJ8jZdqlCRaanwFJBNZJZ3bj+hJmFvatuNO8gzDntnHf1AIjVyfj+jiqtu8ERLQ0OpWRT4XwCj/nseyvrAYb4Opi6VgDDIJJ5X7bQsuOOd+f7E8w24UxfvyLbdmYoMPMaBuWTuWlUM+Ut5+93Y2md2ZHFpfkY5MWJGgZ3Ul12mT1SWA/86Al5v8HF1l/i9dZapC+zHUjjuysb5ac//23pKr8MEtn/QU9B2DYhV5JT0KRfehI/A07ez4CU2wxIJ0vuxEk4z/TgTxrwx006IeIw1fanTXVaIr8N2W4f3Oae+0/+0feFze3Yf/zSi89rMPlKOfPsyTLNTjNVDkfFVGUZSRUBlWjqSWJ110howE2iBBmBtwG3unAv0HB6xRKY3XI0LoMb8AJuvplO19xZ1fMG3H7ODAjgDjVGYeJdYuKrTZi0Ypradio40leBG7+cwRiJ+xMvXb5YXlTZcPiA2Q/ueAHMDCCPqdxY3437V/QuKOITQB0/95L/7nefxsf3b968HeBGf0bH/ujjq9EbMBfO7w1cE1OfRMvzuvd0PuhBAKhnWgD50tJSDGgBNEDmOeXOM8IBevxx4w+1y+WLQnVanHfIdvvgNvfcf/qn39/lzj5W2V564fny7MkTMf8q+Rw658wk21fpqfsR8zpVvSqlAREwkxmgBtyNJAf06PE8f7DNoktKbgob5nJLCplKWJdeGh8nFYCR0GsCN9Kbz2CzzMwBBFblkOw0DMn9eEcN7kxDH+CQM4tfbZqo7IgvBpAPAkDMfgAUAH7lypWYaz5x8rgk4nFJ7cVYJgfkgL8ricvUHsfrkObET566qzTWzfLrX/86QP3LX/6qfPzxx2VlNd/P7IuGOtKxZ2KMkWlwuWWjhGwOAjYm4OY95IM0AVifiXUPSXowecZv6CUof8IziHdcptr+tKlOi/MP9con/qbb3HP/63/1Z7tnz56NLx2wx4Ezf8zBxt40VTYSPALHX14GrORmQCfPVEkMbgFLbCmIP9+RBPSxAmfJLaBT2ISnG6Zy1tbY4ZfgXl9n51+eYF+VyVba+IS0OC7SifgjGQI3swAPA9t+tSTEXZvQmEBMWqhs0k34SfVWARSB/L333guQIwCeeeZkmAA/pXtu/Oe35AMJ/dlnV8snn3wSgOY2r+vXbyp+SXMxSWEASsHzG3VI0ucXosFSBvhBmYa89cvgMz1ciZy634h4c/ox75Eh/eSLuFBByDNxEh9uiHC8F6rLpLY/barT4jxDvfzH30HlIvu/+7f/JsDNPDbExnlmS5DatHBLbr0lTWqpoXixpLc3/QvZUaCAGje7/9YF7ryWAW70beneBndXQKaAuwLH+lp+M53ZhW5MASLBt3KxBgCoUbBYk+DNNNTghnmWzzMAlWs7VNshg5t08TsWU5DAKQXHQi05pfEHJgswTIWy6HTnzp1ya/l2+T+/+ChUqlUN+DpdpYVhh8pO7UJxqxcYFfgVL4c1UM757GEMntXj8PVgrp5z2s1Qbdb+5AemcWXeWLVcF6hzP7clOEAnX7iZaeH35AspjpvfHnlw/+UP/7z3az+oVRD0SVxMj0F7NUJVkp7HXDWAalYaE2BSO8TYOXxAIebqoNwCacxrS02hgpHY3e5agJtTPwB6lSm02K+tRqEUxsYo8ZbekVJPb2bKARZRCOZIyyEriA1Y/qS3GwJ7PNylQ26sNE68YDmT6OJUQKgZzK6wV5uZljg2JgkRs0QUINOAhCd9Yvd8lENdITU5L/sRoHa++T09CcCGsePngarLhHzhT57J55eZXGLkx+VnO3JE9aMBycj9+BYl3CusmJHog8ZTfCG9YYXNL/KqsMQOBxhUq2EyJ6sqSsYfd/OMsAYi7JCxwBN2dd+8DlaiM5xM50jgQUrWRJjDEr+NzUsCNYXh9LDIEaZAQOVzeiY2LI1kI5ic5NiXpLCYPdocWpgOVWCmTEpqTk4IWKwyjk+poSgPwg+DYgaHG5vowHy5DVWMXXk5EHUaoCgLvduN6yDKctmb70d1H0ViXUvgBqBASRBqABlXLqgAAseqaHPcCmWJiVQKv2SDHonNs4ijeZbbXVOa1xz6OJKyqcw4uCtE22TWQa+IqIdVCN7mbMvJbfcgBqyoCwA9VkcbnT4OGZNupgqZ81RJSTRLKsPs1GPmgQGa3qsfkz7SGyfsQ4dmoxWqDuniXTSMiQA8n/+enpotM9PHYlmdRZ84VK08MxfOnPjk1ExcN6dRw3BWtIPKxH6Y9fN22EG/PUrErHXMY48po4DbAE/gpfSCdwGaKpyDBczvBiOSMA1SduH1Ni2JFU/uwEu/vKMjdVvHuyO1AEBhZ2tr7upjp11KS88P8xt5RZdOpcgqEvha9eMKPWzFWWI6TaQHdvpyb0h+iJa9IEyBEjWgJW2A2r9ByiOdUcEMbhpPcLNFoefmWJn0YeKBrCujB6NSeEB5MKWi2M53nf+2vQ53lGl0XK1/XBmNqT+VNJmmomEA7kpuM4sywQqDlK45GkCb+Y3MPHWTUpx4DCQDpM/ouLwLKZ7Se1il2H/Qs4MIia0UhyoUp35oWIB2Fx05txeQrd42A8CEPt0wagUSOfZdhz3BS6MJHV4vCFbaooEqT3lnCg0hLw6l8TC9yNV2gJvf8YwB/UE0KN+12/Z2GGiQ31EidbaqrliBVA2K47PTkrgGeAA5QAYDaIC6HSBNkDfPQmLzG6S2zIijkuj6TYRHmmMSJoCdA0RLbBiVAED3PmKqOggpGQBPoCihIXEZzLZpvwptk/NIGmDs/h3Ai8WWmK5M3Tv9cz82oKx/R1z8FiZtsOPD7sEe89DMl7OJieujATRhWFxhgYcBYAzA9dt9if0oFfndJttrs35+1GkUlSTAjQlQmgKAE6zDOaQ0KgzDvyZ8X8dOrsPCdiO5ManAtqoyyO40xXuaxJvws1nbD0Mxb07joqegcakM1H4klHNvib/CYIneZCMlebDeo7GFik8ynU1mGmhK5YAnpZPPSSKzWxDm8MEse1GmpoNRQ5DQTHl2umul01nRYJP5bvKuclJc+7GpzrdpP/eg8EeRooRGlU8qJ4Y9qlzUk1FJ21EplFwlHGa4Vau73N3N6C5BHRUr94gqPv0VkeLwDEqw/KNABcsAtvzStDRmCRxTYGFwBngUOp43DUfVHSa/JdGkuSaetSlUjmEcKoZMJTl7Bact47FagbRF98UO0dBQKZgvXpNEB6BcIYxEZoMVUnluYT4We+YXF2Kfx+LSUkjnuLZ5a6Pc7dyNTyNeu3a1XLt6tdy9fbNsrfMlOAad0rOpDJKhRp/5ZJ58kDmY6rIYVC6m/Z4dBRr58If/aZdKDcnUdLEM8FzZngeN/SUqUbrXhIV+LDtIzHluAGJJKxUkwJlHwfqX/nDYF10z9zvQy3e32McsU5XbWVlTxa+V1a6As6Hw2wxKBXa9JirCy/1N44FYuYTSP0GadvnJPzZ6Vc96hyNoh4oPVUOviLzAdVjbI58N1XaIQSKDP6Qyd19zADiuT1a55YHl7BnijnOVBW7Pc4NQwpMOMsnlRJg0aEz8xzUQxSQ8/jk/nuH1p9foINKKG3UJ/Z0Gh91H01B7HAaVi7zEmOkpEunZj9rl3SY/JZzD2k4Jy0mHmgEpWua6kdY5770THOclkcDo1gKWqj/cKh1hTgmUiRRnEKoUy05FCSA9iavnIgCfhJs35vvLfVUegFPYuHeQd0R3onBmQuoZUotH6U4TqgvKtlgNJLW8isWV8cm4C3FiiuNcM4qgXygAOhtnNlIY4O7HgAQCwEjzVQEJnXlFg0FAde3atXL71q0AFx9+RVhE/ABYFOqgygETlaZ2Z60AbEKqTlpuqM6z8wE5/b2KFqBhu6GDgPVlp1GACUAGMc9YuElWYYI+6YIxGxL7Q7Ki8mqIwexCToAr0h5lQUP4O5x/87gFr5QG10Rc6Mn0Tp6lgBm0+d3tNPv9nvnAbNth1Bb8iNdbTH3GEbcyGeqIv3ww21xnhpqCSmPQDeMajDXZ3+msw9R5quOq8+BwR5kil2SyzUGSltgpKLMBgFpBhYZ6IQ6/+JRdPnO4+rd13L3KoJuVX/07h/08yAAhTgDNzAfgQ5KyP4Q8mHk37zVo6dKd5mGMPu7467LAj3jYk3L69OkwmRlhlgRgW+obbG0Amk0uL0zbIdIA2R/Gry5P3Pj7HfXvjzKpl6d7pIszJ1mdSKDVwAbQ7M3OiozvNJp7lbsX9PzWnO0pJYcL2e+pf+NKOyy1JbZnFIhnEHu2o34naSBNADYGiAIhdhig2V5zG5ie7vO8NdKZRgKYHT7S15RHDeQ2t4HYtsPkxeS48SM/5IveiUZdl6njqX97FGmg5LZ+CwFs/FwZLjTY0s5+aVbAF/s3mL34Raz05Wpfxu14zA53EIUuvQ9FOhQfBLi8CgjwFiRF8auBhImfJXfMhogBrO01E57fEx4A42dww86z8887CE/chPPva679IAPZ9pocv8PAuClD6qc/T5/z5jyDHPYoE6It5F2fBewYIMqfZ5QFbgZ4GiTGXhKxVyhT7+5zH8wAO8GdFUBFKK5dvaXHKWmgGuCusMNS5iCpPQeMru29HawojrCKyPUJAiMMAAEZYAPUBod5EODagHRj8CATO2HMEHG5LPhNDe42+x1wTQbjIGDWfn4XZWlwI71p6Dz7qtDe0qvUEiATf1UYVlFcaDXbv35eh6ufOT5TXRk187tDUTSOvZVcE28CILwHO/FS4Ug0DygBGGwdOMIqDYQDDG5ww7gGpEEJ+V3OT/1OTBg/p28/HkbDntVlyftg97L2/yrQyEd/0cxzqyJdAfVJmY3NtbDn87zXz4VD4XKnh+02w85pB9Ea92yI1BkneMZGI75YBNnYKbc7a+Xu6npZvq0BXmclVus2d3LjlAz9hu9WRhRBTAVC9DBMlq0qnlpSm3gGTXOxjX5jsMVVyE3eYrpRvQ1Enkg3aUTyWl1pk/MJYWd7AOQyMXjsJg7svM9psB1/Tj3Z33XgRoX/oDS0qZ2mmtzYoEHhnvY895OSzx6QH+fJ9odRETKuoUr3tlSvK4+Cqd2m2m+QZKrDUIlmVzjsMI9D9a+Yd/aBWBou74FS2nJVc1+FgJwmA22/NBwmfe0wzr/LApXBaeN9lIGfHwbY0GHL6bDhjgpxVkRSsGYVbHAuFiSrwBs9vK97N/p3SNABrIKEWcELbkCO/kv9Jef0XC2tapAfhgwS79ILvbph7AA7VuhWu/F9H841ctbx5i3xzZt7wMW7I81KK5IbVcX5GMZQbbb94brRwpFeEWadX9zuOay/Pyn5nW0a5n+UaIDkblNKEojCoCLgBKIld1+3bFekQV3/nt8CaC5Jz33PqYfi58puxzOMLXXbzMIJJvPKcOz1mJ+PASSzJTGInJ6OdEHE5feSBkvuzOf+7N+03ZiDGi3sdwLkNnuACn9eVL/T9qNOI7/6i//Y0rk39oBsc3M9nsU31ysAZgFJN37AgkUWFiBOqek+QDSan9zwDjpmLwAz0rQrifn768uls7Ze7t1dLSsy+SRgXC2mdqeYVcGT++rc6+pNMNtkP77bWFcmnY8ptgRwLvLB3oUc0usGSYOA7IZqOxu9wmzegWm22zTIT0OQcBv4mGaIMj8MOU112moa/rwvvL6MtJ/O/UjgtoQ1uGNxp7dHwpE3kroZ5HH7K/Gw847fsLUUNYBlasD92c27Ae7OvW5ZXd+IQSR35dFIDgNuLlPeD9zdjTzdTRp4f94Mm3ZCLczyHc0cSMPk1c/JB1Ieyrz1zR41K6xhlVnbIeLal2IRLcO1mTgOq3cPTV9Fg8McYXD/5ocGd0rlvnTOwQ2ApsI3t3IhwAAA2IK4wEvhIOlSYmfk6LsJLj7ZR2PwttK4Lk16buzBkHl9eSXAvdKRbsxeZmFiV4M8g5trf/cD95beU4O7DXTi4L2AmnSbs4E+KNPjanzNrkU3WihUG+XHbsj5g3r2AeCuf0Ocpn759M2d7YevVqipfud+1I57GNXP0350wf2wyBtEe2ZNsiIAjA8RxyFa/ASteB57UviN/AQcmMYSAJKUxKQBwXkIoMQUHcBGbajjqoENPVCi8buvd2J3Roaz4C6gTgjEU1OTcf3Z/PxcWVpcKMeXlkIyWk+P+GkIAqTTiHkQO/wgdzsOntVsP/JMej2g9OrokxLxDqP9nh0FGvnVf/sPuwYahQyQMe23utrpVRL7sTEBAAWzK5BtYR/Py2Zis70kpaqtF4YBY1ZiAxjuoO5KDel0Smd9u/z+9lpZkzTnYC0n4DldruYYGxDZrhofQ1Klx75s5nYUJ1OQxIn+3umsRvjITITrD2ANFuvFGKSPeMbVOAh75+7tmBGK/DQM2XRcwyjKrKL9fm8/6LDxH0S12lLHZTs9LfZh/EWf567LDCLNtdkuR+cL7kluB2qbUP5w70uSBBTUD3XNAIefoKoI1wHuuBhTOmUuw6d0StCnPdxqIQ/KeNlp4sLt+CC/tXajesQyu2zrfENd6g0DVBrM8vJy7J+Gb928Wa5fu1Zu3Lhabty8VpZv3SjLd26VlXt3yr1OcjMW7pEL6bA0LPyjxvO4VNdT2167v4okFbYvsQZxmx6qNOkRvqwnAF1xHO6VZAu7pDAbmPJDTKgiyVD7fW13EmrOXvUI4kZTmO2kHOnK689OBz8j+7E57s4WN3tIPL1GmuiFaqrz9ijgHPa7R4njSWhQ2X1NAreB6EKB7cZ0BWG27Y2zFxYOdQEQNzpmqCJM70n18F0kfLfdz/xOx9Pmg8jvq/NgIo2e54Y9z38rkb0AAAUrSURBVI0uC8jp0us8mWq/g9g0zH4Q1Xn9Q/BRpcPkbZSu3RzXmAFS/dC8Sz2h68ps21MVyUKMo2YC8UBgN3bOZsaXfjlxrvfE+cXm98P4IEKn9Ly51ZKbN270GDerkhxQYAqSdLghOn6DsQ3Yw1D9m2H2PyS1y6vNX2UKyU0h1JLPbni/ioPr8DYtTfMuEkypAAI/akpsiApJ3vip/B1HzZDN/chqCcyl8KgnxznxIjf7tSHPhngzlGdGiL/Ok6nO30FsGmY/iOo8f15cx3tU6TBlfCid+zAREdYNAo7vPzYgN4cfunfo3WL5td/Vdh9EANXTZ+zF8D5p1A8Yt6fVMAnTBvnjAhMa9ttHjedxqV12Nmv/rypF7Q4qnGH0cKUhsXM6zAUKW5Jzkj3VHUKOyJRbZh7zip/1qP3etnsQoZLUsyVxb/atW+X69etx8vxes1HKn+rwopTTV9PjAvJpAxxyXg5TZl8VGvkf//nfqzz6UjdP1PQHaHzqI/Tlrf5ebkyvZPJRJvxCEnMniVQRwuPGf2NrW01Ilbw7HupJd32rdFa6pbuyFh86un1PenDh7o6smAS9zMY9wvw5IOEGKEnamDrU+x0/Hy3NdO/V9XHn89zZB2HW9jBpdfuQwx1EjrsdP2mDav86XE11GNNBDWRQ2Po3B2++2j//T0qD8vkodFD+6+dte2+eexgdFHmfHs4ExSYs6glz0iMCpKQ2ElwcJkBtfkch1AVh+yA/E26rJd5JB5h9jtErfPvlgWf78aNQ/Zthpqntrmm/Z1/T4Sm+ZrEvK1BAqpklqU24V3lwVZG1HRDy6Yy81UoDSZkxWyLTuwVN2O2u/YcRqgeMGsL+bFQQZkhQT1BFaqrTdVjybw5iGtkgf8dhs8011e72s6/p0elAyV3TsAKvKyqWt5tgfKGX1UZ0bMDN92w2WcbfluogYKM6RLgG0IO4fl7ba79aentQaentdLXT7jQ/KQ8DNbzfs3YaTMPsX1Zq19ej8pPQodSSQRVgRoALzs2TPtW/IZGpE6Or74SuHiw1pZ2ZQWyq7SYfRMBsTwnCkNPhNNkN1X6PywYxprkdZhibanft/zU9Pj2S5IYGFbwrpmZTqDYaHQJuAB0XYbKJqpHcbSDXbKrd7efMlJg5UlYzsyNOS50mqPZ/Eq6BPci/5v3eZ7K97f9lJefjcflJ6NCS2/bahIYmQKj2M4AY+0xYxNnuz3v7K7sOYztkd9uvJtz1O+D2zAnUTqPdmP8/uH6XaZDbVNu/pscngZs5jZqhtvkwtSsHsisOFfMcU7wHeLGII5Y/9nxrgjakvMJJnofb/r0dgS0T4qSMF2x8NtIzJZ4tMQ1K8+dBdZz1O9omVD9v0zD/r+nxaA+4e9tTK1OQTG4AWgMVnpgazw/rKIx64riHY2ZqokzKwU2xnJBXQElt5sr7t6tyVzUDTKQr8VCxHhTSpUN73idEM6UIsGMOnFkbFH4RktqnhJwu4mUvSa+XkB/xQMTPu2DuUTmIxyeVn+mpMBlkRKOTOcbXlUmDmK8w4Ia5Hpnw8NTMdM+OP3E4XHy3slkthUmX1ZnarP3NJufJ/i5DpkUPnuN+cqrraBA/KQ2Ks+b9aHRsXAU3pkJsGHcUNO6qYNvsCjG5wKOQ9U5MjgDFVcitNNSS13abltp2B5Cr8JbiB1E7407fo1Lkp+HD0OO+52v6/GnULd1s0A5y16a5rvi2+blSc1bzcahOTzttuPfjmtpuaFA4aL/ft82v6Q9Bpfw/VhhdRIZH+DYAAAAASUVORK5CYII=)
When eroticism acts on the negative side of the vertical axis, Shiva becomes disturbed.
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)
On the cosmic scale, think of horizontal waves as a disturbance of the placidity of the vertical, that means a disturbance of Shiva.
All experience, such as the eroticism here, takes place in the horizontal plane.
All appreciation of beauty and all mysticism is erotic.
Numerator and Denominator cannot co-exist at some levels on the vertical axis.
At lower levels, however, the Devi may have erotic emotions.
Here, Eros' work is brought in to show the erotic, horizontal aspect of the Devi, while Shiva remains mathematically pure;
But both are part of the same Absolute.
The total absolute picture is one in which male and female cancel out.
But the poet concentrates on the beauty of the Devi, which is Absolute Beauty.
The function of the negative absolute is tragic.
The function of the Devi is to create Space - something like waves - horizontally, matter is impenetrable.
Bhogya (enjoyment) is horizontal.
Bhokta (the enjoyer) is vertical.
The meaning of Smara (Eros) is that horizontalizing erotic tendencies disturb the surface AND CREATE THE UNIVERSE.
Devi - the expanding universe.
Deva - (her male counterpart, or Shiva) - the contracting universe.
The Devi is just a woman, any woman.
These are alternating and complementary theories.
These two counterparts could be seen as corresponding to Res Cogitans and Res Extensa, as found in the philosophy of Descartes. (the vertical thinking substance and the horizontal extensive substance).
These are conjugates which are proportional - see Heisenberg (Physicist - the "Father of Quantum Mechanics).
(The reference to Heisenberg is a bit obscure. Perhaps the reference is to the horizontal and vertical being like position and momentum in the quotation below:
"In quantum mechanics, the uncertainty principle, also known as Heisenberg's uncertainty principle, is any of a variety of mathematical inequalities asserting a fundamental limit to the precision with which certain pairs of physical properties of a particle known as complementary variables, such as position x and momentum p, can be known simultaneously"
The more accurately one property is measured, the less accurately the complementary property is measured, according to Heisenberg.
In other words, we cannot measure the position (x) and the momentum (p) of a particle with absolute precision. The more accurately we know one of these values, the less accurately we know the other. ED)
Conjugates are correlates, which belong together.
Quality and quantity reciprocate.
(We are talking here about Shiva and the Devi; they are conjugates or correlates and the Saundarya Lahari studies the relationship between them. ED)
The placidity of the vertical axis must correspond to the creative urge of the horizontal.
The triumvirate of the Hindu gods, (Brahma, Vishnu and Shiva, corresponding to the creation, preservation and destruction of the universe) is finally absorbed by the Goddess.
"The three gods are under Your purview, within Your territory, You are the presiding deity."
They are only points of reference within the totality of the Absolute.
Sringara, the erotic mood, becomes tragic in the text.
The erotic principle of horizontal love - as light and space - disturbs the placidity of the vertical principle.
The horizontal disturbs the placidity of the vertical; so when Eros pulls the string of the bow towards his ear, he disturbs the placidity of the eyes of the Devi.
He is a representative of the erotic principle, which is always present in the universe.
But Eros, the enemy, when sublimated and united with Shiva, cancels out into the glory of the Absolute.
When they are put together, you get the neutral Absolute.
The eyes become disturbed when the bowstring is pulled.
If the Devi thinks of Shiva, the disturbing influence will be absorbed and cancelled out.
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)
"Fully horizontal" means "fully in love and sympathetic".
Jealousy is the result of a 90 degree deflection.
Karuna or compassion is horizontal.
Her pride in Her family is denominator - not directed up to Shiva.
Two versions of the structure referred to above:
![](data:image/jpeg;base64,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)