SAUNDARYA LAHARI
VERSE 8
AN INNER BEAUTY UNIT INVERSION
A VERTICAL TRANSFORMATION
सुधासिन्धोर्मध्ये सुरविट-पिवाटी-परिवृते
मणिद्वीपे नीपो-पवनवति चिन्तामणि गृहे ।
शिवकारे मञ्चे परमशिव-पर्यङ्क निलयाम्
भजन्ति त्वां धन्याः कतिचन चिदानन्द-लहरीम्
sudha sindhor maddhye suravitapi parivrte
mani dvipe nipopavanavati cintamani grhe
sivakare mance paramasiva paryanka nilayam
bhajanti tvam dhanyah kati ca na cidananda laharim
Seated on a couch of Shiva form and having the Supreme Shiva for cushion,
Placed within a mansion wafted round by the perfume of blossoms of Kadamba trees,
Located within a celestial grove on a pearly-gem island in the midst of a nectar ocean,
Some fortunate ones contemplate you as the upsurging billow of mental joy.
.
It is natural for wisdom seekers to aspire for a quiet place, far from the ignoble strife of common human life. This desire only means that they want to keep company with themselves, seeking a happiness that is more than the pleasure that could be derived from society. In aspiring thus for loneliness, some aspirants might think of a cave in the Himalayas, as Shiva is intent on finding in Verse 78. Others think of an island situated far away from disturbing contacts. We have already had a hint about this kind of natural aspiration in the third verse, where a city of light placed in mid-ocean corresponds to the dear dream of an ignorant man who strongly feels that he needs the consolation of wisdom or philosophy. This same idea is carried over for elaboration in this verse where the third line alludes to a "pearly-gem island in the midst of a nectar ocean". It describes in greater detail a Mandala-like structure in which the Goddess is seated in dignity and grandeur on a couch. The island evidently has a well-furnished and well-ordered household situated in a mansion, surrounded by many varieties of trees laden with fragrant blossoms and ripe fruits. The grove itself is a holy place. The water of the ocean is not the usual salt water, but consists of rich life-giving nectar in great abundance. Poverty or indigence cannot touch such a place.
There are three familiar words in the context of Yantra, Mantra and Tantra, which are Mandala, Chakra and Adhara. In Tibetan Mandalas we find four walls or steps leading to four doors. A Chakra would rather suggest a space enclosed by concentric circles, some more peripheral than others and generally three in number. The term Adhara is more specifically used in yogic literature proper. There are six of them, excluding the Muladhara and the Sahasrara which bring up the lower and upper limits. We can see, by glancing at the succeeding verses, that this verse prepares the ground for viewing these contemplative units within the consciousness of the yogi in a more compactly understood form, marking specific states of consciousness as they could vary vertically or horizontally in a series, or in a hierarchy of sets or subsets. We shall have occasion to go into such details when we come to the verses dealing with them.
For the present, we must note here that it is the state of mind within the consciousness of a yogi, meditating with shut eyes, which is the subject here. This island thus represents rather a state of consciousness than a bit of geographical land. India itself is sometimes referred to as jambu dvipa (an island of black berries) for contemplative reasons outside of mere geographical considerations. The yogi thus meditating on the personification of Beauty within the scope of his own wisdom-awareness, in the first instance finds the most precious personification of Absolute Beauty seated comfortably on a couch.
She is far removed from indigence or want. A yogi who feels that he is poor cannot meditate freely on the highest of values beyond all riches, which is represented by Absolute Wisdom. It is for this reason that the seat of the Goddess here is at the very core of a situation from which all the sense of necessity of everyday life is excluded. There is a level on the negative side of the lower cone where necessity can have its place, but the island here is to be imagined as occupying the position just between the bases of the two cones, placed slightly apart in close juxtaposition.
The walls of the mansion could be considered a square or four-sided orthogonal figure, but the island itself should preferably be imagined as a circle, because contemplation within consciousness is comparable to a torch in misty darkness, which clarifies only a globe of light around it.
A burning lamp sheds its umbra and penumbra in circles. In spite of this circular, or rather global, shape in consciousness, when we think of the neutral level at which the mansion here is to be located, a square motif is not to be ruled out, because the world here is one that is viewed through lattices or matrices, as in graph paper. Television techniques and cybernetic matrices, as also gratings, microscopically studied, reveal a square shape based on the principle of orthogonality. The impossibility of squaring a circle in mathematics also indicates that the square fits into an actual context of full horizontality, while the circle is more contemplative. Reference to actuality of this kind brings the status of the Goddess into a fully realistic perspective. Vedanta is not, as some people wrongly think, a form of idealism. The idea of the universal concrete is to be respected to its very limit, as when the Chandogya Upanishad says that the nail scissors are made of steel without graduation in the homogeneity of its substance. Just as the steel completely fills the shape of the nail scissors, so Brahman fills the whole universe. The soul of man is supposed to fit, by both its existence and its essence, like the steel to the very tip of the hard nail scissors, or as a razor fits tightly in its leather case. Nothing should be explained away as not being real or being merely mental.
Thus a square mansion placed within a circular island is not repugnant to the ideal doctrine of Advaita Vedanta, as understood through Sankara's commentaries. The numerous criticisms of Sankara's Advaita as tending to treat the world as unreal, are seen to be false when correctly understood in this way.
There is one special particularity in this verse which has to be examined more closely. The very first line seems to suggest that Shiva became a couch and that a superior grade of the same Shiva (Paramashiva) became a cushion for his wife to sit on. This offers a puzzle and an enigma which has to be explained before we proceed.
In the common prayer of Christianity, "Thy kingdom come. Thy will be done on earth, as it is in heaven", reference is made to two worlds placed at the two limits of the same vertical parameter. Heaven is hypostatic, at the positive limit, while the earth is its hierophantic counterpart at the negative limit. What is there as a value is also here as a value, but there lurks within these two sets of values a subtle inversion which makes the one-to-one correspondence topsy turvy. Ancient Hermetic symbolism, as in the Tarot cards, alludes to this structural secret of "topsy-turvydom" by the picture of a man hanging head downwards. There is an inversion involved in the very structure of space, which is referred to as "mirror reflection" horizontally and "handedness" vertically. These are two kinds of symmetries that have been noted by physicists within the basic structure of space. Ontological existence and teleological subsistence have to belong together within the total scope of absolute space. Here a subtle ambivalence, a reciprocity, a compensation and a complementarity become evident. Existence and essence belong to two dichotomous poles of the total situation. What is called the phenomenological epoche or ghost is to be contained within brackets, so as to enclose the value content within the inverted curves of the two brackets which, facing opposite ways, are turned obversely and conversely. A blind man might take a water jug and, holding it upside down, say that it is useless because it has hole at the bottom. He might then touch the top and say that nothing can be poured into it. Though the Absolute has to be contained as a value within consciousness, it has to avoid falling into the double errors of tautology and contradiction. This epistemological requirement is referred to as impossibility (asambhava) and tautology (atmasraya). (See Narayana Guru's "Darsana Mala", Chapter 2, Verse 6.)
The difference between existence and essence, which has been the subject matter of much disputation between modern existentialists and the earlier scholastic philosophers who emphasized essence, is a problem that has been faced and solved by Vedantic tradition long ago. When Vedanta refers to sat-cit-ananda, the first term, sat, refers to existence or ontological reality, while the term ananda corresponds to the essence of God as known in Western theology. It is between these two limits that logic, cit, rules supreme. In scrutinizing the meaning of satyam jnanam anantam brahma, Sankara takes much trouble in his commentary to point out that sat is neutralized by cit in its meaning-content, and cit is again modified by ananda in its meaning-content.
Thus between sat-chit-ananda there is what Bergson would call a "back-to-back correction" which we must apply to the situation. According to this correction, Bergson would even go so far as to say that accidents do not happen to us, but that "we happen to accidents". If this enigma could be understood, the enigma here of Shiva becoming a cushion would be considered as quite in keeping with the views of such a modern pragmatist philosopher as Henri Bergson.
The hypostatic value of Shiva, when transformed on the denominator side, would become a couch or cushion. What is there is also here in a transformed or translated form, one as teleological essence and the other as ontological existence. As we have indicated already, Shiva comes down from the peak called Kailasa, looking for a cavern for his austerities. He descends from the top of the structure to the middle of the parameter. The Goddess, on the other hand, has her reference at the bottom of the negative parameter. She ascends to the structural mid-region, and thus goes beyond all necessity into the neutral ground between the base sections of the two cones, where the palace on a gem-set island in a nectar ocean is to be placed contemplatively by the votary. If this verse is read with this kind of double perspective in one's mind, most of the enigmas become self-explained. The fortunate contemplative of the last line gives us a standpoint in which we are to place the Absolute Goddess of Beauty at the Bindusthana or core of the contemplative situation to serve the purpose of fruitful yogic meditation. Shiva has only a conceptual status; it is his name that is more important than his form. Transposed to the negative side, he becomes a value that helps contemplative verticality to be promoted within consciousness. A couch and a cushion are objects which have their everyday value, which should not be excluded from the contemplative set of values. The fragrant blossoms of special sacred trees and the sanctity of the grove itself, referred to in the second and third lines, could easily be fitted into the structural context at the mid-region, when we remember that they belong to the world of intentionality and not actuality. Cleanliness and godliness are sometimes used interchangeably. The sweet smell of flowers and a grove of trees are presences or influences which give to life an interest and a zest, lifting or merging it within higher or lower stratifications of the total setup of values. The peripheral trees, forming a circle, are more existential than essential; while the central trees, with the perfume of blossoms wafted by the breeze, mark an essential, hypostatic level. While heavenly kadamba trees, which are actual, are referred to in the context of perfumed blossoms; gems are mentioned in the lower stratification. Their values are to be treated as interchangeable, whether they are placed hypostatically or hierophantically. When cancelled out vertically, they give homogeneity to Absolute Value, in which gem beauty and flower perfumes enter as equal partners, to cause the upsurging billow of mental joy referred to in the last line. When sivakare mance is taken to mean that the gods become the legs of the couch of the Devi, there is evidently a challenge staring us in the face. The pictorial representations by Mogul and Rajput schools of painting, printed in the edition of professor Brown of Harvard, do recognize that the transformation of the gods into the legs of a cot is meant seriously by Sankara, but to this day, no justification of such a transformation has been suggested, at least to the knowledge of the author, by the commentators of this work. We believe, therefore, that only through a protolinguistic structural approach could such a transformation be even barely understood. A similar image of the gods becoming the legs of the throne of Prajapati can be found in the Atharva Veda.
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(A mirror image is a horizontal, two-dimensional left-right counterpart of the original; handedness is the three-dimensional inversion involved between, say, a right- and left-handed glove. ED)
ADDITIONAL COMMENTS WITH STRUCTURAL DIAGRAMS RELATED TO THIS VERSE FROM SAUNDARYA LAHARI/NOTES.
This is a Yogi's vision of Beauty as an island.
The island is located in the yogi's mind .
The Bindusthana (central locus of meditation) is an island.
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)
WORD FOR WORD
sudha sindhor madhye - in the midst of an ocean of nectar
suravit api vati pari vrte - surrounded by celestial trees
mani dvipe - on a pearly-gem island
nipopavana vati - having within her precincts a grove of Kadamba trees
cintamani grihe - in a house made of contemplative gems
siva kare mance - on a couch of Shiva-form
paramasiva paryanka nilayam - with Supreme Shiva for cushion
bhajanti tvam dhanyaha - those rare fortunate ones worship you
kati ca na cidananda laharim - as the upsurging billow of mental joy.
A Mandala comes in here, also seen in conics.
Here, we have a conic section as a Mandala.
The Omega Point has two degrees: Shiva and Parama (Supreme) Shiva.
There is one-to-one correspondence between Numerator and Denominator.
The ocean of value is plenitude itself: Ananda or bliss
- the crystal is formed therein for our meditation..
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)
.
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KAOJ8e+ALTxIy39hL/Z2uw4aK7i43EdA2Ofx6j36V0UcQ4aPVGNWip6rRmV4N8d3dtqg8N+OYxZ6wmFiuTgR3Hpz0yexHB9jxV1aCa56eqJp1WnyT3PS65DoCgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAzfEWt2Hh7SptQ1SYRW8Y/4E57Ko7k1cISm+WJM5qKuzwp/ENh4714XvjLV49O0G2f/AEfTkZi0n+9tHHuTz2GOtej7OVGNqau+5xc6qSvN2R7H4f8AFPha5igstG1TT1VQEit1cRnHYBTg1wTpVFrJHXGpB6JnSVkaBQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAHlf7Rv/IkWP8A2EU/9FyV2YH+I/Q5sX8C9T1SuM6QoAKACgAoAKACgAoAKACgAoAKACgAoAKACgBssiQxNJK6xxqMszHAA9SaErgebfEDVfAPiOwNjqus2YnTPk3EGZGib2Kggj1Hf9a66MK0HeKOarKlNWbOe+HXxGGlX6+H/EWow3lmDttNTR8jHYPnkD3PI78cjWvhuZc8FZ9iKVflfLJ/M9sBBAIOQa887AoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgDN8Ra3Y+HtIn1HU5fLt4h2+857Ko7k1cIOcuVEzmoq7PmTxTr+o+N9VN9qTmKzQkW9sh+WNfb1Pq3f2GAPcw+GjCOh5Nau5MopY2yDAiU/XmurkRz8zGy6fbSD/AFe0+q8UOCYKbR3nwx8eX+havaaLrVw1zpVwwjhlkOWgYnA5P8OcAg9Oo9K8zF4RW5o7nfhsQ78r2PoGvJPRCgAoAKACgAoAKACgAoAKACgAoAKACgAoA8r/AGjf+RIsf+win/ouSuzA/wAR+hzYv4F6nqlcZ0hQAUAFABQAUAFABQAUAFABQAUAFABQAUAVtTvoNN065vrt9lvbxtJI3oAMmnGLk7ITaSuz5i8VeJ9U8bXzzX0zwaYrnyLRDhQOxPqff64xXu4fCxgjyK+IlJmUljbKMCFT9ea6+RHNzMjm023kBwmxvVaHBMam0ei/Cj4gy6NeReH/ABHcbrBsLa3Tn/U+isf7vb2+nTysXhftR3PQw2I+zLY96HSvLPQCgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgCtqd/baZp897fzLDawKXkdugFOMXJ2Qm0ldng/iC31v4l2WreINstvounxOdPtj1mI+8cdzgHJ9cAZwa9KDhQah1e5wyUqycuiOE02RXso9p+6MEehr1oPQ86S1LVUSFAFS6gkvr2xsbUFrqedVjC9ck4H6msa0ko6mtJNvQ+va+aPdCgAoAKACgAoAKACgAoAKACgAoAKACgAoA8r/aN/5Eix/wCwin/ouSuzA/xH6HNi/gXqeqVxnSFABQAUAFABQAUAFABQAUAFABQAUAFABQBy3xStZ7z4f63DahjL5G/C9SFIYj8ga2w7SqJsyrJuDsfNmmur2UW3+EYI9DX0cHoeJNalqqJCgBumaQfEfirS9IjLAzPiR0GSidWP4AE1zYmooRv2OihBydj174feI77w5rR8F+LnxOmBYXbH5ZU/hXJ/T/vnqBXlVqanH2tP5noUpuD9nM9WriOoKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAYhVJYgADJJ7UAeOanPP8AFTxb/ZllJInhPTX3XMyHH2h/QH88egyfQV3xSw8OZ/EzkbdaVlsj12ztYLK0htbSJIbeJQkcaDAUDoK4W23dnUkkrI8g8cfCSZr2bUvCEscTSHdJYyHaue+w9B9D07HtXoUMc46TOOthObWJ57c+HvFVnJ5dz4a1F39YIWkH5qCP1r0I4ym+qON4aa6E2n+E/F+qSCO20G5tgTgvdL5QX3+bH8jUzxtOK3HHCzfQ9b+G/wANIPDNwNT1Sdb3WCMKyj5IcjB255J9+OO1eXiMU6ui2PQo4dU9XuejVyHQFABQAUAFABQAUAFABQAUAFABQAUAFABQB5X+0b/yJFj/ANhFP/RcldmB/iP0ObF/AvU9UrjOkKACgAoAKACgAoAKACgAoAKACgAoAKACgAIBGD0oA8X8b/CS4F7LqPg941Eh3PYyHaAf9gnjHscY9e1ejQx3LpM4q2E5tYnn9xoHim1kMc/hrUmcdTDAzr+agj9a9BYum1ujieGmuha0zwZ4w1iQJb6NLZITzLdjywvvhufyBqJ42nFblwws30PaPhx4AtPCEL3Esn2vVplxLcEYCj+6o9Pfqf0rya+IlVfkejRoqmvMufEPwfbeLtGMLERahBl7W47o3of9k9/z7VNCs6cr9B1aamvMyPhZ4tuNSSfQPEGYvEGnfJIJDzMo43e5HGfXg960xFFR9+GzJo1G/dluj0GuU3CgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgDy/wCKevXmp6lb+CvDb51C9x9slU8QxHkgntkcn24712Yemor2s9kc1abb9nHc7rwroFn4a0S303T1xHGMs5HzSN3Y+5/+tXNUqOpLmZtCCgrI1qgsKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAPK/2jf8AkSLH/sIp/wCi5K7MD/Efoc2L+Bep6pXGdIUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAHnHxV8MXMhh8U+Hcxa7pvznYOZ4x1BHcgZ+oyPSuvD1V/DnsznrU38cd0dR4H8TWvivw/BqNthZD8k8WeYpB1H9R7EVjVpOnLlZrTqKcbo36yLCgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoA5r4heKIfCfhue+ba1037u2iP8AHIen4DqfpW1Gk6k7GdWpyRuYvwm8KzaTp8us6xuk13VP3s7yfeRSchfqep98DtV4mqpPljsiKFPlXM92d/XMbhQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAeV/tG/8AIkWP/YRT/wBFyV2YH+I/Q5sX8C9T1SuM6QoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgDx7W4m+GXjqPWLRWHhrV32XcSjiF+uQPzYe24eld0H7enyv4kckv3M+ZbM9fikSWNJImV43AZWU5BB6EGuE6x1ABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAAxCqSxAAGST2oA8g0ZD8SfiHNq0+X8OaK+y1Q/dmk65/TcfbaK7pfuKXKt2ckf3tTm6I9frhOsKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoA8r/aN/wCRIsf+win/AKLkrswP8R+hzYv4F6nqlcZ0hQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAGZ4l0W18Q6JdaZfLmGdMbsco3Zh7g81dObhJSRM4qSszg/hDrF1ZXF94N1xsahphP2ck/6yL29cZBHsR6V04mCaVWOzMKEmr05bo9PrjOkKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoA86+Mmv3Ftplt4e0jL6trLeSqqeVjJwfpnOPpu9K6sLTTbnLZHPiJtLlW7Os8HaBB4Z8O2el22D5S5kcD/WOeWb8T+mKxq1HUk5M1pwUI2Rs1mWFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAeV/tG/8iRY/9hFP/RcldmB/iP0ObF/AvU9UrjOkKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAPMPi/pNzp9xYeM9FXF/pjAXCj/lpFnv8ATJB9m9q7MNNSTpS2ZzV4tWqR3R6DoOqW+taPZ6lZtmC5jDr6j1B9wcj8K5ZxcJOLN4yUldF6pKCgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgBk0scEMkszhIo1LOzHAUDkk0JX0A8n+G8UnjDxzqvjK8RvskDG209WHQYxn8FP5ufSu6u/ZU1SXzOWl783UZ63XCdQUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAeV/tG/8iRY/9hFP/RcldmB/iP0ObF/AvU9UrjOkKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAI7q3iu7Wa3uEEkEyFHQ9GUjBH5U02ndCaurM8r+FtzN4X8V6r4Iv3JiVjcWDt/Ep5I/EYP1DV2YhKpBVV8zmotwk6bPWK4jqCgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgDzr42a1Na+H4NE07c2pazILdEU87Mjd+eQv4murCQTlzvZHPiJNR5VuzsPCmiw+HvD1jpcGCtvGFZgMb26s34kk1hUm5ycmbQjyxSNWoKCgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgDyv9o3/AJEix/7CKf8AouSuzA/xH6HNi/gXqeqVxnSFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQB5h8adPnshpXi7TF/wBM0mZRLj+KMnjPtk4+jmuzCyTvTezObERatNdD0TSNQg1XS7W/tG3QXMayIfYjPPvXLKLi2mdEWpK6LdSMKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoA8l0Af8Jf8ZNS1Vhv07Q0+zwZ5Bk5Gffnef8Avmu2f7qgo9WcsffquXRHrVcR1BQAUAFABQAUAFABQAUAFABQAUAFAGJ4v8Tad4V0lr/U5CFJ2xxJy8regH9a0pUpVJWiROooK7PDta+J/ivWZWOnPFpNmfurGoZyPdiM5+gFerSwEEtdTzqmMlfQxk8S+LY33p4kvS3ozkj8jxW7wdPsZfWp9zq/DXxd1jTJ44fFMCXtoTg3MKhZF98DAP0wD71yVsArXjodNLGPaR7jpt9banYQXthMs9rMu6ORejCvLlFxdmd6aauizSGFABQAUAFABQB5X+0b/wAiRY/9hFP/AEXJXZgf4j9DmxfwL1PVK4zpCgAoAKACgAoAKAMPxj4o0/wppLX2pueTtiiTl5W9B/jWlKlKpKyIqVFBXZ4brPxN8WazKzWM0ek2ZPypEoLEdssQTn6Yr1qWAglrqedUxkm9DJi8T+LoH3xeI7xmHaRyw/I5FbPB030Mlip9ztPCPxfvbW6itPGEKPA52i+hXBX3ZRwR9MH2NcVfAW1gdVLF30ke3RSJNEksTq8bqGVlOQwPQg15jVjvHUAFABQAUAFABQAUAFABQAUAFABQBW1Sxh1PTbqxul3QXETROPYjFOMnFpoTSaszzn4IX01pbat4Wv2/0vSLhgg9UJOce27J/wCBCuvFxTaqLqjnw7aTg+h6fXGdIUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAGB481oeH/COp6iG2yxxFYv+ujfKv6kGtaMOeaiRUlyxbMX4MaL/ZHgWzeRcXN8TdSk9Tu+7/46F/M1eKnzVH5EYePLD1O5rnNgoAKACgAoAKACgAoAKACgAoAKACgD53+NV5LqHxFFlOT9msbdfLTsSwDE/qB/wEV7OXwXJc8zGTfNY5WvSOAKAGuquhVgCpGCDQB6r+zrfTPp2t6a7FoLOdGiz237gQP++M/jXh4+CUkz1sHJuLR6/XAdgUAFABQAUAFAHl/7Qyh/BdkD0+3g/lFKa7cAv3j9DlxnwL1PUK4jqCgAoAKACgAoAKAPnb403ct/8RzZzEm3sbdPLQ9MsAxP6j8hXs5fBclzzMZJ81jlq9I4AoAjuIlmhaNxwR+VDV1Yadme4fATUJ77wCsdwxb7JcvBGT/dwrAfhuI/CvnsZFKpp1R7OGk3A9GrlOgKACgAoAKACgAoAKACgAoAKACgAoA8m8Wj/hFfjBomtp8lnq6/Zbkjpu4XJ/OM/wDATXbT/eUHDqjln7lVS7nrNcR1BQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAeU/GiR9Y1jw14UgYj7bcCWfHUIDtB/Lef+A124X3YyqPojlxHvNQ7nqkMaQxJFEoWNFCqo6ADoK4nqdQ6gAoAKACgAoAKACgAoAKACgAoAKACgDx344eELy4uYfEukRNNJDH5d3CgySozhwO/BwfYA+tehgsQoe6zjxVFy95Hk1teQzqNrgN/dJwa9lSTPKcWiwSAMk4FUIrSXRklS3ska4upDtSOMbiSenTrUTqKKLjBtnqnhr4J2U+jwTeIru+i1KT5pI7aRAseeg5U5Przj+dePUx0ub3dj04YVW97c1P8AhR/hr/n+1j/v9H/8brP69U7Iv6pDuw/4Uf4a/wCf7WP+/wBH/wDG6Pr1Tsg+qQ7sP+FH+Gv+f7WP+/0f/wAbo+vVOyD6pDuw/wCFH+Gv+f7WP+/0f/xuj69U7IPqkO7D/hR/hr/n+1j/AL/R/wDxuj69U7IPqkO7D/hR/hr/AJ/tY/7/AEf/AMbo+vVOyD6pDuynq3wd8P6daxzQ3mqs7XEMJDyxkbZJFjb+Drhjj3xWlLGTlKzS2f5MzqYaCXzX5lz/AIUf4a/5/tY/7/R//G6z+vVOyNPqkO7D/hR/hr/n+1j/AL/R/wDxuj69U7IPqkO7D/hR/hr/AJ/tY/7/AEf/AMbo+vVOyD6pDuw/4Uf4a/5/tY/7/R//ABuj69U7IPqkO7D/AIUf4a/5/tY/7/R//G6Pr1Tsg+qQ7sP+FH+Gv+f7WP8Av9H/APG6Pr1Tsg+qQ7sP+FH+Gv8An+1j/v8AR/8Axuj69U7IPqkO7OU+IHwsPhqxi1Xw015eQw5+1RTFWdV/vDao4659OvrXThsZzStIwr4a0bxOEtryG4UbHAb+6eteqpJnnOLROSAMkgD3piK6GfUruPT9Ihe6vJzsRYxn/P16CsqlWMVe5rTpuTPpj4feHF8K+FrTTSyvOMyTuvRpG649hwPoK+erVPaTcj2aUOSNjo6yNAoAKACgAoAKACgAoAKACgAoAKACgDhPjTo/9reA7yRB/pFiRdRkdRt+9/46SfwFdOFny1F5mGIjzQ9Df8D6x/b3hLS9SYgyTQjzCP74+Vv/AB4Gsq0OSbiaU5c0UzcrMsKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAPJ/DX/FRfG3XNTPzW2jxfZoj/df7p/9q121Pcw6j3OWHvVm+x6xXEdQUAFABQAUAFABQAUAFABQAUAFABQAUAFAHHeIvht4Y12d57mw8i5c5aW2byyx9SOhPvit4YmpBWTMZ0IS1aPKvAPw70jXvEvimxvp74QaRd+TB5ciguu+QfN8vXCDpjvXbWxM4Qi11RzUqMZSkn0Z7N4Y8G6F4ay2k2Ecc5GDO5LyEf7x6fQYFcFStOp8TOuFKMNkdBWRoFABQAUAFABQAUAZHin/AJBkP/X9af8ApRHW1D4n6P8AJmdX4fmvzRr1iaBQAUAFABQAUAFABQBxXiH4Y+F9bmeeWxNrcPy0lo3l5Prj7uffFdEMVUhpcxlQhLoeX/D/AOHmj674m8U2N/Lem30i78mEJIoLrvkHzHb1+QdMd67K2InCEWuqOalRjKUk+jPa/DXhbRvDULJo1jFbsww8nLO/1Y8/h0rz6lWc/iZ2QpxhsjarMsKACgAoAKACgAoAKACgAoAKACgAoAKAIruCO6tZredd0UyFHHqCMGmnZ3Qmrqx5l8CZ5LO113w7dNmfS7xgM/3SSDj2yhP4114xXcZrqjnwzsnF9GepVxnSFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAV9Su0sNOuryb/VW8TSt9FBJ/lTirtITdlc86+AVpIPC17qlxzPqN48hbHUDj/0LdXVjH76iuiOfDL3W+7PTa5DpCgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAPK/hD/wAjv8Rf+wiP/Rk1dmJ/h0/T/I5qHxz9f8z1SuM6QoAKACgAoAKACgAoAyPFP/IMh/6/rT/0ojrah8T9H+TM6vw/NfmjXrE0CgAoAKACgAoAKACgAoA8r+EP/I7/ABF/7CI/9GTV2Yn+HT9P8jmofHP1/wAz1SuM6QoAKACgAoAKACgAoAKACgAoAKACgAoAKACgDyiy/wCJH8fbuH7sOs2e9R2LAZJ/ONvzrtfv4ZPszlXu1/VHq9cR1BQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAHF/GO++w/DrV2Bw8yrCvvuYA/pmujCxvVRjXdqbNP4eWH9m+B9EtcbWW1R2HozDc36k1FeXNUb8yqStBI6GsjQKACgAoAKACgAoAKACgAoAKACgAoAKACgAoA8r+EP/I7/ABF/7CI/9GTV2Yn+HT9P8jmofHP1/wAz1SuM6QoAKACgAoAKACgAoAyPFP8AyDIf+v60/wDSiOtqHxP0f5Mzq/D81+aNesTQKACgAoAKACgAoAKACgDyv4Q/8jv8Rf8AsIj/ANGTV2Yn+HT9P8jmofHP1/zPVK4zpCgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAPKvi8P7N8YeC9bX5VjuvJlb/AGdynH5F67cN70Jw8jlr6TjLzPVa4jqCgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAPLvj4zXOk6HpKEhr7UFHHcAEfzcV2YPSTl2RzYnVKPdnqEaLHGqIMIoAAHYVxnSLQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQB5X8If8Akd/iL/2ER/6MmrsxP8On6f5HNQ+Ofr/meqVxnSFABQAUAFABQAUAQ3l3bWUDT3txDbwr1klcIo/E00m3ZCbS3OJ8UePPC7WUUSa1aSOLu2ciMl/lWZGY8DsATXVRoVFK7XR/kzCrVg1a/VfmbmneNPDeoyLHaa3YPI33UMoVj9AcVjKjUjujRVYPZnQAgjI6VkaBQAUAFABQAUAFABQB5X8If+R3+Iv/AGER/wCjJq7MT/Dp+n+RzUPjn6/5nqlcZ0hQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAHm/x9s/tHgFrgfetLmOUEds5T/2auvBu1S3dHPiVeFzvNEu/t+jWF5/z8W8cvH+0oP9a5pq0mjeLuky5UjCgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoA8s+JP+nfE/wLYdfKla4I+jKf8A2ma7KGlGbOatrUij1OuM6QoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoA8r+EP/I7/ABF/7CI/9GTV2Yn+HT9P8jmofHP1/wAz1SuM6QoAKACgAoAKAPI/iF8VvsV0+leExFc3i5Et2RujjPovZj79Pr278Pg3PWZyVsUo6RPIr5bvVbk3WtXs95cMcku5IHsPQfTFetChGKsjzZ1pSdxq2Vso4hT8RmteVGfMxsmn2zj/AFYU+qnFJwiNTZreHfEniDwnKG0i9aa0H3rSf5kI9h2/DBrmrYSE+h0UsTKJ734B8cad4wsS1ufI1CMZntHb5l9x6r7/AJ141ahKk9dj06VVVFpudZWBqFABQAUAFABQB5X8If8Akd/iL/2ER/6MmrsxP8On6f5HNQ+Ofr/meqVxnSFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAcr8U7X7X8PddjxnbbmT/vghv/Za2w7tVj6mVZXpsPhZdfa/h7oUmc7bcR/98Er/AOy0YhWqy9Qou9NHVViahQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAeWaz/AKT+0DoS9VttPYke5WX/AOKFdkNMNL1/yOaWtdeh1HiH4g+GdBmaC+1ONrlThoYFMjKfQ44B9iRWMMPUnqkaSrQjuzCg+M3hSSQK7X0S/wB54OP0JNavBVCFioHa6D4g0rX7czaPfwXaD7wQ/Mv1U8j8RXPOnKDtJG0ZxlszTqCgoAKACgAoAKACgAoAKACgAoAKACgAoA8r+EP/ACO/xF/7CI/9GTV2Yn+HT9P8jmofHP1/zPVK4zpCgAoAKACgDyz43eMZtKtItB0mTbf3yEzSKeYounHoW557AH1FduDoc8uZnLia3IrI8ZtLZLaIIo5/ib1r3YxsjyJO7J6YgoAKACgCO3u7vRNUg1jSZPKu7dtx9HHcEdwR1rGtSU4tM1pVHF6H094R12DxL4es9UthtWdfnTOTG44ZfwNfPVKbhJxZ7UJqcbo2KzLCgAoAKACgDyv4Q/8AI7/EX/sIj/0ZNXZif4dP0/yOah8c/X/M9UrjOkKACgAoAKACgAoAKACgAoAKACgAoAKAOU8Q/EHwzoMzQX2pxtcqcNDApkZT6HHAPsSK2hh6k9UjKVaEd2YUHxm8KSSBXa+iX+88HH6EmtXgqhCxUDobvWtK8T+EdY/se+gu0ezlRgh+ZcoRyp5H4islCVOa5lbU0cozi7PoY/wLl8z4b2Cf88pJV/8AHyf61eLX71kYZ/u0d/XMbhQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAfOHxd1C9t/ijfDTbh4JjbRwGRDgqpUE4Pbg/rXr4SmpUkn3POxM3Gba7HJW9jBCB8gd+7Nya9JQSOBybJ2jRhhkUj0IqrIm5FbPdaNex6los72t3CdwKHgjuCO49uhrGrRjKNmjWnVlFn034E8Rx+KfDFpqaKElcFJox/BIOCPp3HsRXz9an7ObiezTnzxub9ZGgUAFABQAUAFABQAUAFABQAUAFABQB5X8If+R3+Iv/AGER/wCjJq7MT/Dp+n+RzUPjn6/5nqlcZ0hQAUAFAASACScAdSaAPlDWNSOv+KtW1dmLJLORCT2QcKP++QK+iw1PkgkeJiJ80mxldJgFABQAUAFACEAjB6UAeh/s+ambXVtY0ORz5bqLmFSeARw2PqCv/fNePmFO1pHp4Od7o9wrzDvCgAoAKACgDyv4Q/8AI7/EX/sIj/0ZNXZif4dP0/yOah8c/X/M9UrjOkKACgAoAKACgAoAKACgAoAKACgAoA8i+NvjK7spofDujTNDcTp5lzMhwyIc4UHtnBJ9setd+Cw6m+ZnHiqziuVHkFvYwQgfIHfuzcmvaUEjy3JsnaNGGGRSPQiqsibkEYuNLuBfaRM9vcIDnYeGHcEdwfToaxqUoyRrTqOLPb/2epN/gOVc/wCrvZF/8dQ/1rxsav3nyPUwvwfM9NrjOkKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgD5m+LDiL4saqXPDrEAfT90n+Fe3gXamjysWvfZjV6BxBQBHPIsUTO5+VRQ3ZAldnZfCzxu/hXw3JZvoepXomuGnWWFflwVVcDj/Z/WvIxFD2k73S0PTo1eSNrHYf8Le/6lbWP++f/rVz/VP7yNvrP91h/wALe/6lbWP++f8A61H1T+8g+s/3WH/C3v8AqVtY/wC+f/rUfVP7yD6z/dYf8Le/6lbWP++f/rUfVP7yD6z/AHWH/C3v+pW1j/vn/wCtR9U/vIPrP91h/wALe/6lbWP++f8A61H1T+8g+s/3WH/C3v8AqVtY/wC+f/rUfVP7yD6z/dYf8Le/6lbWP++f/rUfVP7yD6z/AHWH/C3v+pW1j/vn/wCtR9U/vIPrP91h/wALe/6lbWP++f8A61H1T+8g+s/3WH/C3v8AqVtY/wC+f/rUfVP7yD6z/dYf8Le/6lbWP++f/rUfVP7yD6z/AHWH/C3v+pW1j/vn/wCtR9U/vIPrP91mX8HNWmm8Q+M76DS7yc3d2srRRmMNDl5Tht7Lzz2z0OcVriaa5IJySsvPy7IzoTfNJpdfI9R/ta9/6F/VP+/lt/8AHa5PZx/nX4/5HTzy/lf4f5h/a17/ANC/qn/fy2/+O0ezj/Ovx/yDnl/K/wAP8w/ta9/6F/VP+/lt/wDHaPZx/nX4/wCQc8v5X+H+Yf2te/8AQv6p/wB/Lb/47R7OP86/H/IOeX8r/D/MoeINZvYtB1KT+wtSTZbSNuZ7chcKeTiUn8hVQpR5l7y38/8AImVSVn7r/D/M+ZdHGLFT6kn9a+gp/CeLPcvVZIUAFABQAUAFAG18M7qSz+JunNDby3LSQyKYoioZvkY/xEDtnk1w46KcHd2OvCSalorn0D/a17/0L+qf9/Lb/wCO15Hs4/zr8f8AI9Pnl/K/w/zD+1r3/oX9U/7+W3/x2j2cf51+P+Qc8v5X+H+Yf2te/wDQv6p/38tv/jtHs4/zr8f8g55fyv8AD/MP7Wvf+hf1T/v5bf8Ax2j2cf51+P8AkHPL+V/h/mH9rXv/AEL+qf8Afy2/+O0ezj/Ovx/yDnl/K/w/zPFvCvjE+GPGXjR20e+vGu78sUhAJhIkk4bGRn5scEjg8mu2rR54QXNsjkp1eSUtOp1n/C3v+pW1j/vn/wCtWH1T+8jb6z/dYf8AC3v+pW1j/vn/AOtR9U/vIPrP91h/wt7/AKlbWP8Avn/61H1T+8g+s/3WH/C3v+pW1j/vn/61H1T+8g+s/wB1h/wt7/qVtY/75/8ArUfVP7yD6z/dYf8AC3v+pW1j/vn/AOtR9U/vIPrP91h/wt7/AKlbWP8Avn/61H1T+8g+s/3WH/C3v+pW1j/vn/61H1T+8g+s/wB1h/wt7/qVtY/75/8ArUfVP7yD6z/dYf8AC3v+pW1j/vn/AOtR9U/vIPrP91h/wt7/AKlbWP8Avn/61H1T+8g+s/3WH/C3v+pW1j/vn/61H1T+8g+s/wB1h/wt7/qVtY/75/8ArUfVP7yD6z/dZ5V401o6142l1SSyubJLmNUWO4XBGFA4/L9a9LCRUIqN7nDiW5u9itXacgUARzyLFEzuflUUN2QJXZ7H+zl/yJF9/wBhF/8A0XHXgY7+IvQ9nCfA/U9TrjOkKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgDw/wAQ+GbTxT8Z9b029aSMSaeskcq9Y3CxgNjuOox7mvRhVdOgpLucUqanVafY5nWPh94u0ORkWx/tS1H3ZbU7iR/u/ez+B+tddLHQa1Zz1MJJbIyo9F8TyuqR+GNVDN0L2zqPzKgVs8XT7r7zJYafY7Lwj8JdU1O6iuvFrLaWSHd9kjbLyexI4UfiT9OtcVfHLaB1UsJ1ke628MVtbxQW8axwxKERFGAqgYAFeW227s9BKxJSAKACgAoAKACgAoAKACgAoAKACgAoA8r+EP8AyO/xF/7CI/8ARk1dmJ/h0/T/ACOah8c/X/M9UrjOkKACgAoAg1C3F3YXNscYmiaPn3BFOLs7iaurHyPpiPCk1tMpWaCQo6nse/65r6ak04ng1FZl2tCAoAKACgAoAKAOq+C1o958SWuFXMdlbOzN6EjaB/48fyNebmEvcsd+Cj71z6Irxj0woAKACgAoA8r+EP8AyO/xF/7CI/8ARk1dmJ/h0/T/ACOah8c/X/M9UrjOkKACgAoAKACgAoAKACgAoAKACgAoA57xv4TsPF2kGzvwUkQloJ1HzRN6j1HqO/5GtaVWVOV0Z1KamrM8K1j4feLtDkZFsf7UtR92W1O4kf7v3s/gfrXr0sdBrVnnVMJJbIyo9F8TyuqR+GNVDN0L2zqPzKgVs8XT7r7zJYafY7Dwv8J9U1CVbzxYy2lnGN4tEYF3x2JHCj8Sfp1rir45PSB1UsJbWR1X7Oq7fA10efmv3P8A45GP6VzY7+IvQ3wvwfM9RrjOkKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgDy1z9m/aDj/6etN/kD/8AEV2b4b5nNtX+R6lXGdIUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAeV/CH/kd/iL/ANhEf+jJq7MT/Dp+n+RzUPjn6/5nqlcZ0hQAUAFABQB83/FvRG8O+OZbtVIsNVzKrY4WT+Mfmc/Rq9rA1rxs+h5eLpWlfuc7XonCFABQAUAFAEVzMsEDSN2HA9TSbsrjSuz2v4EeHpNL8NS6pdjF1qrCQAjkRjO388k/QivBxtXnnbsexhafLG/c9MrjOkKACgAoAKAPK/hD/wAjv8Rf+wiP/Rk1dmJ/h0/T/I5qHxz9f8z1SuM6QoAKACgAoAKACgAoAKACgAoAKACgAoAKACgCnrMvk6PfS/3IHb8lJqoK8kKWiZwnwBi8v4fRt/z0uZG/kP6V04x/vfkYYb4D0euQ6AoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAPLPF3+ifHLwldHhZrZofqf3g/wDZxXZT1w8l5nNPStFnqdcZ0hQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQB5X8If+R3+Iv8A2ER/6MmrsxP8On6f5HNQ+Ofr/meqVxnSFABQAUAFAGJ4x8N2XinQ5tOvlxu+aKUDLRP2Yf55Ga0pVHTlzIipBTVmfNOs6XqPhXUjpmuRFCP9VOOUkX1B7j+XeveoYiM46Hj1qMoMapDAFSCD0IrpMBaACgCKeeOBN0rADsO5pNpbjSb2Ou+GngW58V38OqaxA0WhQtuRG4NyR2H+z6n8B3x5uLxfL7sdzvw2Hvq9j6IRVRFVFCqowABgAV456QtABQAUAFABQB5X8If+R3+Iv/YRH/oyauzE/wAOn6f5HNQ+Ofr/AJnqlcZ0hQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAGH46nFt4L16UnG2xmx9ShA/WtKKvUj6kVHaD9DF+C8Bg+GujhhhnEjn8ZGx+mK0xTvVZGHVqaO2rnNgoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAPK/jJ/oniTwRqY4EF/tc+oLIcfkDXZhdYTj5HNiNJRfmeqVxnSFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAHlfwh/wCR3+Iv/YRH/oyauzE/w6fp/kc1D45+v+Z6pXGdIUAFABQAUAFAGdruiadr1i1pq9pFdQHoHHKn1B6g+4q4TlB3iyZRUlZnkmufBa5gkkl8M6sBGTlbe7HT23DOfy/Gu+nmDXxI454NPY5PUPAfjPT0V5dOt5Y2kSMMk6feZgqjlh1LAV1wx0JaJnNLCSRdsvhf4zvHVbiOysEPVnmDY/753VEswh0LjgpdTu/Cvwe0rTp1utduG1e5HIR12xD6rklvxOPauKrjZz+HQ6qeFjHfU9PjRY41SNQqKMKqjAA9BXEdQtABQAUAFABQAUAeV/CH/kd/iL/2ER/6MmrsxP8ADp+n+RzUPjn6/wCZ6pXGdIUAFABQAUAFABQAUAFABQAUAFABQAUAFABQBxPxnuvsvw31cg4aURxj3y65/TNdGFV6qMcQ7U2bXgS1+x+C9DgIwy2UW4e5UE/qTWdZ3qN+ZdNWgl5G5WZYUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAHm3x+szP4E+0oMPZ3Ucu4dQDlP5sK68G7VLd0c+JV4XO90W8Go6PY3q9LmBJRj/aUH+tc01yyaN4u6TLlSMKACgAoAKACgAoAKACgAoAKACgAoAKACgAoA8r+EP/I7/EX/ALCI/wDRk1dmJ/h0/T/I5qHxz9f8z1SuM6QoAKACgAoAKACgAoAyPFP/ACDIf+v60/8ASiOtqHxP0f5Mzq/D81+aNesTQKACgAoAKACgAoAKACgDyv4Q/wDI7/EX/sIj/wBGTV2Yn+HT9P8AI5qHxz9f8z1SuM6QoAKACgAoAKACgAoAKACgAoAKACgAoAKACgDy74+yNcaNoukRHEt/fqox3AGP5utdmDVpOXZHNidUo92enwxrDEkcY2oihVHoBXG9TpHUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQBgeP9POq+Ctas1GXe2dkHqyjcv6gVrRly1E/Mzqx5oNGR8GdRGo/DzTCTmS3DW7e20nH/AI7tq8VHlqsnDyvTR21c5sFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAeV/CH/kd/iL/wBhEf8AoyauzE/w6fp/kc1D45+v+Z6pXGdIUAFABQAUAFABQAUAZHin/kGQ/wDX9af+lEdbUPifo/yZnV+H5r80a9YmgUAFABQAUAFABQAUAFAHlfwh/wCR3+Iv/YRH/oyauzE/w6fp/kc1D45+v+Z6pXGdIUAFABQAUAFABQAUAFABQAUAFABQAUAFABQB5V4y/wCJz8aPC2mD5o9PjN0/+y3Lf+yJ+ddtL3aEpdzlqe9Viux6rXEdQUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAEAggjINAHlHwVJ0nWvFfhqTK/ZLsyxKe6klSfyCfnXbivejGfdHLh/dcoeZ6vXEdQUAFABQAUAFABQAUAFABQAUAFABQAUAYni/wATad4V0lr/AFOQhSdscScvK3oB/WtKVKVSVokTqKCuzw7Wvif4r1mVjpzxaTZn7qxqGcj3YjOfoBXq0sBBLXU86pjJX0OZ03UNe0u8u7vT9Ynhubt/Mndf+WrZJy3ryx/OumWGjJJNbGKxEk7o7jw18XdY0yeOHxTAl7aE4NzCoWRffAwD9MA+9cVbAK146HVSxj2ke46bfW2p2EF7YTLPazLujkXowry5RcXZnemmros0hhQAUAFABQAUAZHin/kGQ/8AX9af+lEdbUPifo/yZnV+H5r80a9YmgUAFABQAUAFABQBh+MfFGn+FNJa+1NzydsUScvK3oP8a0pUpVJWRFSooK7PDdZ+JvizWZWaxmj0mzJ+VIlBYjtliCc/TFetSwEEtdTzqmMk3oc5peo6/pF5d3em6xNDc3T7536+a2SctnOeSfzNdEsLGSSa2MY4iUXdHoPhH4v3trdRWnjCFHgc7RfQrgr7so4I+mD7GuCvgLawOuli76SPbopEmiSWJ1eN1DKynIYHoQa8xqx3jqACgAoAKACgAoAKACgAoAKACgAoAKACgDyj4df8Tv4p+Ltd+9DARaRN2IyBkfhH/wCPV21/coxgctL3qkpHq9cR1BQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQB5Rrn/FO/HLSb8fJba1B9nkPq/3QPzEX512w9/Dtdjll7tZPuer1xHUFABQAUAFABQAUAFABQAUAFABQAUAFAHzv8aryXUPiKLKcn7NY26+WnYlgGJ/UD/gIr2cvguS55mMm+axytekcAUANdVdCrAFSMEGgD1X9nW+mfTtb012LQWc6NFntv3Agf98Z/GvDx8EpJnrYOTcWj1+uA7AoAKACgAoAKAMjxT/yDIf+v60/9KI62ofE/R/kzOr8PzX5o16xNAoAKACgAoAKACgD52+NN3Lf/Ec2cxJt7G3Ty0PTLAMT+o/IV7OXwXJc8zGSfNY5avSOAKAI7iJZoWjccEflQ1dWGnZnuHwE1Ce+8ArHcMW+yXLwRk/3cKwH4biPwr57GRSqadUezhpNwPRq5ToCgAoAKACgAoAKACgAoAKACgAoAKAMfxhqo0TwvqmpZAa3gZkz3fGFH/fRFaUoc81EipLli2cv8DdKOneAreeQfvr6RrhieuD8q/ooP41ti581S3Yzw0bQ9T0CuU3CgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgDzr46aXJdeEE1O1yLvSp1uEYdQucHH/jp/4DXVhJWnyvqc+JjeN10O08N6pHregWGpQ423MKyED+Ekcj8DkfhWFSHJJxNoS5opmjUFBQAUAFABQAUAFABQAUAFABQAUAFAHjvxw8IXlxcw+JdIiaaSGPy7uFBklRnDgd+Dg+wB9a9DBYhQ91nHiqLl7yPJra8hnUbXAb+6Tg17KkmeU4tFgkAZJwKoRWkujJKlvZI1xdSHakcY3Ek9OnWonUUUXGDbPVPDXwTsp9Hgm8RXd9FqUnzSR20iBY89BypyfXnH868epjpc3u7Hpwwqt725qf8ACj/DX/P9rH/f6P8A+N1n9eqdkX9Uh3Yf8KP8Nf8AP9rH/f6P/wCN0fXqnZB9Uh3Yf8KP8Nf8/wBrH/f6P/43R9eqdkH1SHdh/wAKP8Nf8/2sf9/o/wD43R9eqdkH1SHdh/wo/wANf8/2sf8Af6P/AON0fXqnZB9Uh3Yf8KP8Nf8AP9rH/f6P/wCN0fXqnZB9Uh3ZxvxV+Hek+DfD1vqGl3N/LPLdCBhcOjLtZHJ6KOflFdOGxM6k2n2MK9CMI3Xc7L/hR/hr/n+1j/v9H/8AG65vr1Tsjf6pDuw/4Uf4a/5/tY/7/R//ABuj69U7IPqkO7D/AIUf4a/5/tY/7/R//G6Pr1Tsg+qQ7sP+FH+Gv+f7WP8Av9H/APG6Pr1Tsg+qQ7sP+FH+Gv8An+1j/v8AR/8Axuj69U7IPqkO7D/hR/hr/n+1j/v9H/8AG6Pr1Tsg+qQ7sP8AhR/hr/n+1j/v9H/8bo+vVOyD6pDuzlPiB8LD4asYtV8NNeXkMOftUUxVnVf7w2qOOufTr6104bGc0rSMK+GtG8ThLa8huFGxwG/unrXqqSZ5zi0TkgDJIA96Yiuhn1K7j0/SIXuryc7EWMZ/z9egrKpVjFXua06bkz6Y+H3hxfCvha000srzjMk7r0aRuuPYcD6Cvnq1T2k3I9mlDkjY6OsjQKACgAoAKACgAoAKACgAoAKACgAoA8u+ONzLew6J4Ys2/wBI1S6XdjsgIAz7ZIP/AAGuzCJK9R9Ec2Id7QXVnpVhaxWNjb2luu2CCNY0HoqjA/QVyNtu7OhKysiekMKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAK+pWcWoafc2Vyu6C4iaJx6hhg/zpxbi00Jq6szzb4I3k1imseFL9v8AStKuGMYP8SE849s8/wDAxXXi0naoupz4d2vB9D1GuM6QoAKACgAoAKACgAoAKACgAoAKACgAoA47xF8NvDGuzvPc2HkXLnLS2zeWWPqR0J98VvDE1IKyZjOhCWrRzyfBHw0rKWvNXcA/daaPB/JK1+vVOyI+qwOy8MeDdC8NZbSbCOOcjBncl5CP949PoMCsKladT4mawpRhsjoKyNAoAKACgAoAKACgDyv9o3/kSLH/ALCKf+i5K7MD/Efoc2L+Bep6pXGdIUAFABQAUAFABQAUAcV4h+GPhfW5nnlsTa3D8tJaN5eT64+7n3xXRDFVIaXMZUIS6GHF8EfDKSKzXWrSKP4WmTB/JAa0eOqdkR9Vgdv4a8LaN4ahZNGsYrdmGHk5Z3+rHn8Olc9SrOfxM2hTjDZG1WZYUAFABQAUAFABQAUAFABQAUAFABQAUAeTeFSfFvxf1bWz89hoyfZbY9i3K5Hr/wAtD+Irtqfu6Ch1Zyw9+q5dEes1xHUFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAeTePs+EPiTo3itBtsL3/RL4joOMZP4YP/AACu2j+9pOn1Wxy1fcqKfRnrKkMAQQQeQR3riOoKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgDyv9o3/kSLH/ALCKf+i5K7MD/Efoc2L+Bep6pXGdIUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAHL/EvxAPDXg6+vUbbcuvk2/r5jcA/gMt+FbUKftJpGVafJBsq/CTw+fD3gmzimTbd3P+kT+oZsYB+i4H1zTxNTnqNioQ5YI7KsDYKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoA5/x7oC+JfCl/ppA8503wE/wyLyv68fQmtaNT2c1Izqw54tGH8GvEDaz4TS0uyw1HTD9mnVvvYH3CfwGPqprTFU+Wd1syMPPmjZ7o7yuY3CgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgDyv9o3/kSLH/sIp/6LkrswP8R+hzYv4F6nqlcZ0hQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAeSeJ8eN/irp+hx/vNK0UefeY+6z8fKfX+Ffxau2n+6oufVnLP95UUeiPW64jqCgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoA8i8TZ8BfE6012IbNF1o+Te4HypJnlv5N/33XdT/AH1Jw6o5J/u6nN0Z66pDAEEEHkEd64TrCgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgDyv8AaN/5Eix/7CKf+i5K7MD/ABH6HNi/gXqeqVxnSFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAHO+P/Ecfhbwvd6ixBnA8u3Q/xSHp+A6n2BrWjT9pNRM6s+SNzF+DvhyTRPDJvL8E6nqjfaZ2b7wB5UH3wST7sa0xVTnnZbIihDljd7s7yuY3CgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAxPGfh+DxP4cvNLuMAyrmJyP9XIPut+f6ZrSlUdOSkiKkFONjlvg54hnvNMuNA1fKavo7eS6ueWjBwD746fl61tiqaT547MyoTbXK90eiVynQFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAeV/tG/8iRY/wDYRT/0XJXZgf4j9DmxfwL1PVK4zpCgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgDyC7H/CxvictsP3nh3QTmTus0uenvkjH0U+tdy/cUr9Wcj/AHtS3RHr9cJ1hQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQB5T8UtMufDmu2fjnQ48yQMI7+JekiHjJ/D5T/wE9q7cPJTi6UvkctaLhL2kT0rRtStdY0q11Cwk8y2uEDoe/wBD7jofeuSUXFuLOmMlJXRcqRhQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAeV/tG/8iRY/9hFP/RcldmB/iP0ObF/AvU9UrjOkKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoA4H4t+KJtH0qHSdI3PreqHyYFT7yKTgt9ecD3Oe1dOGpKT5pbIwr1HFcq3ZtfD/wxD4U8N29gm1rlv3lzIP45D1/AdB7Cs61V1J3LpU1CNjpKyNAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAiureG7tZbe5jWSCVCkiMOGUjBBpptO6E1dWZ5J4YuJvht4yfw3qUjN4f1J99hcOeI2PGCfyB98HjJrtqJV6fOt1ucsH7KfI9mewVwnWFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQB5X+0b/wAiRY/9hFP/AEXJXZgf4j9DmxfwL1PVK4zpCgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAKeq6nY6RaNdandw2tuON8rhQT6D1PtVRi5OyQpSUVdnDXnxj8J28pSOa8uR/fityB/wCPYNdCwdVmDxMEaGi/FDwpq0ywpqP2aZui3SGMH/gR+X9ameFqR1sVGvCXU7VSGAIIIPII71zmwUAZ3iLWbTQNGutS1B9sEC5I7seyj3J4q4Qc5KKJnJRV2eefDDR7vxBrU/jnxCn7+4ythCekUfTcPw4H4nvmurETUI+yh8znoxcn7SR6pXEdQUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQBz3jvwva+LdAlsLjCTD57ebHMb9j9OxHpWtGq6crozqU1ONjmvhb4qupZZ/C3iXMWvaf8AIpc8zoO+e5Axz3GD61riKS/iQ2ZnRqP4Jbo9GrlOgxvEvibSPDVqJ9ZvY4A33E+87/RRyfr0rSnSlUdooidSMFqzzu7+OGnCQiw0W/uIwfvOyp+g3V1xwE3uzneMitkWNL+NeiTTLHqdjfWG7+MgSKPrjn8gameBmtmOOLg9z0rS9Ss9Vsku9NuYrm2f7skbZH09j7VySi4uzR0xkpK6LdSMKACgAoAKACgAoAKACgAoAKACgAoAKACgDyv9o3/kSLH/ALCKf+i5K7MD/Efoc2L+Bep6pXGdIUAFABQAUAFABQAUAFABQAUAFABQAUAFAFLW9Sg0fSLzUbskQW0TSNjqcDoPc9KqEXKSihSkoq7PlvXNWv8Axdqb6nrErMhJ8i3B+SJfQD/JNe/Qw8YR0PGrVpSZEkUaLhI1UewrqsjnuyOe0gmBDxjPqBg0nFMak0egfBrxdd6VrkPhvUp2m0+64tGc5MT9lHscYx649TXlY3DK3Oj0cLXd+VnvMjrHGzyMFRRlmY4AHqa8o9A8clM3xX8XeUhdPCGlSfMw4+0yf/X/AEX0Jrv0w8P7zOTWtL+6j2KKNIokjiRUjQBVVRgKB0AFcG51jqACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgDgfif4On1hINb0FjB4h0/54XTgzAc7T7+n1IPXjpw9ZR92WzMK1Jy96O6GeG/iRa6h4M1DUr1BFqemRE3dr0JccDA9GPHseD6054ZxqKK2YQrpwbe6PCLm5ute1CbVtYlM9zO2QG6KOwA7AdhXtUaMYRsjyqtVyZKAAMAYFbmIjorqVdQynsRRYDS8DeIZ/BviW2milf+y7qQR3UJPy4PG76jqPxHeuLF4dTideHrOMj6irwT1woAKACgAoAKACgAoAKACgAoAKACgAoAKAPK/wBo3/kSLH/sIp/6LkrswP8AEfoc2L+Bep6pXGdIUAFABQAUAFABQAUAFABQAUAFABQAUAFAHMfE6xm1HwFrVtaqWmMG9VXq20hiB+ANbYeSjUTZnWTcGkfNWmSLJZR7eqjaR6V9HB3R4clqWqokKALvg61k1H4h+H7e2BLw3KzuR2VSGOfwX9a5MZJKm/Q6cLFua9T0vxzrl74010+DfC0uLcH/AImV6vKqoPKg+nY+p46ZrzKMFSj7WfyO+pN1Jezj8z0jw7otn4f0e303To9lvCuMnqx7sT3JNcs5ucuZnRCKirI0qgoKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoA8i+MHw+lvVudd8Oqy3jJi8to/wDl4XqWAHVuASO+M9evdhsQlaE9jkr0b+9E8d0qdZbVUB+dBgivbg7o8qasy7VEhQBFb2Emu65p+j2il5p5lDYGdg7k/QZP4VhiKihFtm1GDlI+t6+bPcCgAoAKACgAoAKACgAoAKACgAoAKACgAoA8r/aN/wCRIsf+win/AKLkrswP8R+hzYv4F6nqlcZ0hQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAHjXj34TTvfy6n4QeONpSWlsXO1Sf9g9Bn0OAOx7V6OHxvKrTOKthebWJ55PoHim1kMc/hrUncd4YGdfzUEfrXoLF02t0cTw010LWmeDPF+sSLHBo0tijHBlux5YX3w3P5A1FTG04rcuGFm+htw2LeH7uTwr4Nl+3+KL0bL/Ul4W2T+JFP8OO56/jgDlcude0qaRWyOhR5PchueweBPCdn4R0VbO1/eTv81xcEcyt/QDsP65rgrVXUldnXTpqCsjo6yNAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAPGfiz8M2lebXvC8W25GXubSMff8AVkHr6jv256+hhcVb3ZHHXw9/eiea+GtF8Q+IYpG0a2t71ojiVPORHT0yGYce44r0J4pU/iOKOHc/hOl0/wCF3jK/kC3aWmmxE/MzzBjj2CFv5isZ5hBLQ1jg5dT13wF4D0zwfAz25a51CUYlupB8xHoo/hH+Sa8ytiJVXrsd9KjGnsddWBqFABQAUAFABQAUAFABQAUAFABQAUAFABQB5X+0b/yJFj/2EU/9FyV2YH+I/Q5sX8C9T1SuM6QoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAPMPHXjS91HVT4U8Efv9UkylxdKflth3w3Yjue3Qc9OyjRUV7Spsc1Sq2+SG50/gDwbZeENL8qHE19Ng3N0w+aQ+g9FHYVjWrOo/I0pUlBHUViahQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQB5r448CXSamfEvgqT7HrkZLyQrwlz68dMnuDwfrzXXRrq3s6mqOepRd+eG5rfD/wAeWviZGsrxPsOuwZWezk+UkjqVzzj26j9aitQdPVaoqlWU9HudpXObBQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAHlf7Rv/IkWP8A2EU/9FyV2YH+I/Q5sX8C9T1SuM6QoAKACgAoAKACgAoAKACgAoAKACgAoAKACgBJHWONnkYKijLMxwAPU0AeS+JPF2p+M9Tk8OeAywtxxd6pyFVe+09h79T29a7oUY0lz1fuOWdSVR8tP7zuPA/hDTvCGmfZrBfMnkwZ7lx88p/oPQf15rmq1pVHdm1OmoKyOjrI0CgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAOK8e+AbTxKy39lKdP12HDRXkWQWI6Bsfz6j9K6KOIcNHqjGrRU9VozD8M/EC70jUF0D4gxfYtQXiO+IAimHYkjgf7w49cYrSph1Jc9LVEQrOL5am56grBlDKQVIyCDwa4zpFoAKACgAoAKACgAoAKACgAoAKACgAoAKAPK/2jf8AkSLH/sIp/wCi5K7MD/Efoc2L+Bep6pXGdIUAFABQAUAFABQAUAFABQAUAFABQAUAFAGfrutafoOnve6tdJb26d26sfQDqT7CqhCU3aKJlJRV2eVyTa98V7kx2wm0jwgjYaRhiS5x/P6dB3yRXbaGHWusjmvKs9NInqPh3QtO8PabHY6TbrBAvJ7s5/vMe5rjnUlN3kdMIKKsjTqCgoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAMnxN4e0zxLpzWer2yzR9Ubo8Z9VPY/5NXTqSpu8SZwjNWZ5gB4o+FkhCrJrnhQH/AIHbD/2X/wBBPsTXZ+7xHlI5vfo+aPS/C3ijSfFFj9p0i6WXH+sibiSM+jL2+vT0rkqUpU3aSOiFSM1dG1WZYUAFABQAUAFABQAUAFABQAUAFABQB5X+0b/yJFj/ANhFP/RcldmB/iP0ObF/AvU9UrjOkKACgAoAKACgAoAKACgAoAKACgAoAKAOC8Z/Emw0W4/s3SIm1bW3OxbaD5gjejEd/Yc/SumlhpSXNLRGFSuo6LVmRoXgHUfEOoprnxEnNxN1h05T+7iHo2OPwH4k1c8RGC5KX3kxouT5qh6lFGkMSRxIqRoAqqowFA6ACuNu50jqACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAIBBBGQeoNAHnHif4ZxSXx1fwhdtomrrziIlYpD6ED7ufbj2rrp4l25aiujnnQ15oaMo6X8R9Q0C9TS/iHp72cx4S/hTMcg9SB/NfyFVLDRmuak7+RKruLtUR6bp99a6jaJc2FzFc27/dkicMp/EVxyi4uzOlNNXRYpDCgAoAKACgAoAKACgAoAKACgDyv9o3/kSLH/ALCKf+i5K7MD/Efoc2L+Bep6pXGdIUAFABQAUAFABQAUAFABQAUAFAGB4q8X6L4Xg36teKkpGUt0+aR/ov8AU4HvWtOjOo/dRnOpGG556194z+I52abG3h7w6/BnfPmTL7Hgn8MD1Jrp5aVDfVmF6lXbRHdeC/BOj+ErfGnw+ZdsMSXUuDI/tnsPYfrXPVryqPU3p0owWh09YmgUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAFXU9Os9Vs3tdStYbq3frHKoYfX6+9VGTi7picU1Znmt/8NtR0G7fUPh9q0tlKTlrKdt0b+2T/wCzA/UV1rExmuWqrnO6Di702LY/FC60i6Sx8e6NPpk54FzEhaJ/fHPHupak8KpK9J3BV3F2qKx6NpGrafrFqLjS7yC7hPVonDY9j6H2NcsoSi7SRvGSkrpl2pKCgAoAKACgAoAKACgDyPx58WTZX0ul+FYY7q6jJWW6kGY0PcKO+PU8fWu/D4Jz1kcdbFKOkTyzX9W8Q+I4Vj1zVXniV/MWLaAgbBGcAAZwT+delTwsYfCjhniJS3NnS/iB4x0iRX/tBdRgH3orlA2fx4b9ayqYGDWiNIYuS3Z7T8PvHNh4xs5DChtr+ADz7Vzkr7g9x/k9q8qvQlSeux6NKqqi0OtrA1CgAoAKACgAoAKACgDmvFHjjQPDSsNSvkNwOltD88h/AdPxwK2p0J1NkZzqxhuziD4j8b+Nx5fhnTv7E0t+Pt1z99l9VOP/AEEH6iuj2dGl8bu+xjz1KnwqyN7wr8L9H0iYXuqM+saox3NcXfzLu9Qpz+ZyayqYqctI6IuFCMdXqzvh0rmNwoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgCvf2VrqFq9tfW8Nzbv96OVAyn8DTUnF3Qmk1ZnnWrfCSxS6N74V1G70O9HI8pyyfz3D88e1dUcW7Wmro55YdXvF2Kg1z4h+FBs1rSItfsk/5ebQ/Pj32jP5r+NVyUKnwuzFz1YfErmzofxZ8Makwjup5dNuM4Md2mAD/vDI/PFZzwlSO2pccRB76HcWV5bX0AmsrmG4hPR4XDqfxFc7TWjNk09iekMKACgAoA5r4l6hPpfgTWbu1YrOsG1WHVdxC5H0zmtqEVKokzOtJqDaPmfTIljs4yOrjcT619HBWR4c3dluqJCgC/4Ku5dL+Iegz2pKm5uFt5AP4lchTn/vrP4CuPGQTpv0OrCyamj6jrwD2AoAKACgAoAytZ8RaPoqk6rqdpasBnZJIAx+i9T+VXGnOXwomU4x3Zwl/8XLW5uGtPCekX+tXPYrGVT64wW/MCulYRpXm7GDxKekFcrf2L8Q/FxP8AbWoxeH9Obrb2v+sI/A5/Nvwp89Cn8KuxctWfxOyOl8MfDTw5oDJMlp9tvF58+7O8g+oH3R+WfesqmJqT0vZGkKEInaVzmwUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAGNrvhfRNeB/tbTLa5bp5jJhx9GGD+taQqzh8LIlTjLdHEXnwfsYJzc+GtY1HR7nsUcso/Ihv1NdCxjatNXMXhktYuxCNP+KOh82mo6frkC9I5sBj9Sdp/wDHqfNh57qwuWtHZ3FHxJ8RaZ8viHwXfRhfvTW24p+HBH/j1H1anL4Jj9vNfFEvWHxk8LXB23TXtkw4YTQE4P8AwAmpeDqLbUaxMHub1n8QvCd5jytds1z/AM9WMX/oQFZPD1V9ktVqb6k+r3ugeIdFvNOfV9PkhuoWQtHcoxAI4Yc9jg0oxnCSlbYcnCSaufNWoWlz4c1GTTNUC5Q/upkOUkXswPcf5Ne9RrRlE8irScWPRlcZRgw9Qa6DAjnuIoVJkcD270nJLcaTZ2Hwj0L+0fEUPiDVXitdMsjm385wvnSdsZ7Drn1AHrXmY2tdcsdzvwtKz5me33Pirw/bDM+uaYnsbpM/lmvMVKb2TO91ILqYt58T/B9rkNrMcjekUTvn8QuK0WFqvoQ69NdTBuPjNpEknlaPpeqahN2CxhQf1J/StFgpfaaRDxUeiuRHxd8QdZ+XRfCS2CN/y0vScgeo3bf5Gn7GhH4pXF7SrL4Y2EPgzx5rn/Iw+LRaQt96GyB6eh27R/Oj21GHwRD2VWXxSNbRfhH4Y09hJdwz6lPnJe6kJGf91cA/jmoni6kttC44aC31O5sbG00+3WCwtobaBekcKBFH4CuZycnds2SS0RYpDCgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAp3+lafqAxf2FpdD/ptCr/zFUpyjsxOKe6MK8+HvhO7z5uhWa5/55KY/wD0EitFiKq+0ZujTfQyZ/hF4PlJ2WM8PP8ABcucfmTVrGVe5Lw1PsUJfgp4XcELNqceT1WZePzU1f12p5E/VYEQ+B/hv/n+1j/v9H/8bo+vVOyD6pDuwHwP8NZ/4/dYP/baP/43R9eqdkH1WHdlqL4MeFUJLC/k9mnHH5AUvrtQf1WBoW/wo8HQnJ0kyHtvuJD+m7FS8XVfUpYen2Nmz8F+GbTBg0HTQR0LW6sR+JBrN1qj3kylSguhuW8ENvGI7eKOKMdFRQo/IVm23uaJWJKQBQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAEGoSzwWFzLZ2/wBquY42aKDeE81gOF3HgZPGT0qZtqLcVdlQSckm7I8dv/ir48sNd0zRrv4WeXqWpCRrWH/hIYD5gjAL/MEwMAjqR7VUfebS6K79L2Jl7sVJ7N2+Z0t/4+1nRtC8P3fiPwr/AGbqGq6zDpZsv7RSbyVkJxLvRSG6fd4+tXGKlUjTT3i36W6C19nUm18Kv67fdv8AgbvxM8V/8IR4J1LxD9i+3fYwn+j+b5e/c6p97Bxjdnp2qI61IQ/mkl95rThztrsm/uVzG+I/jzU/DGq+G9L0Lw3/AG9qOt+d5UH29bbb5aqx+ZlIPBPUjp3zSXM6koJbK/42M4NOh7Z6apfeaXgfXfFesT3aeKfBv/CORRqphk/tSK784knIwgG3HHX1q7LlbvqTd81raGf8SvHWp+FdZ8O6ToXhv+39R1kziKH7ctrt8pVY/MykHgnqR075rOLlKbiltG/42NHFKm6jfVL77/5FDQ/ihex+JLLQvHnhO98LX2oNtsZTcpd207f3PNQAK/8As89skZGdIJTfKn71m7eStt38/wDPQzm3BczWl7X/AM/6/BEnjf4g67o/jqDwv4Y8If8ACQ3smn/b2P8AaaWuxPMKH76kHkDv36cVnBynzaaRaX3q5pKKjCMm92191mGo+PfE2i+AdX8R+I/A50+bT5EJsV1WOcyQkgNIHRSBtyflI7daqUoR5OZ6OVn5Lo/PXSwoxlJySW0brz8vLQ71tTtBox1Xzl+wiD7R5uePL27t35c0q79ipc32b/gKh++5eX7VrfM4BPifMPBnhDX59CMX/CRanDZR25uuYUlZgspOznhQduB161r7N+2jSe7i2/Kyvb9BcydOpUW0b/Ozt8juPFGq/wBheGtW1fyfP+wWktz5W/b5mxC23ODjOMZwa56s+SPMa0aftKih3ZxusfE5bHwf4W1O10W4v9a8SRxnT9KhmALOyByGlYAKqg8tj8MZxtWg4V3Qjq9fLRbv/LuZU5KVN1JaJO3zvZfea/gXxJ4g1qe+tvFHhC68OXVuqPHm7S6imVsjiRABuBU5XqAQe9Fk43vrcG2pWto1/X/A+Za+IPi6z8E+HH1W9guLpmlSC3trdcvPK5wqDsM+voD1PBylJ80YRV5Sdl6/oXFKzlJ2SV36GV4M8V+KdU1o2HinwLdeH0eFpYblb+O8iYqQCrFANh+YEA9cH0rVJNPXVWM22raaM5qH4n+MdU1fXbbwx8Of7Ws9K1CWwe6/tyGDe8Z5+R0BHBB79etZ03KVONRq3MrmlSKhPkvrZP71c9N0i+uptCt73WrEaXdmHzLm1M6yiA4yV3rw2PUVVWUaacr6JX/DX7iaalN2trc4T4a/FJ/HVtr32XQZLW+sI1ntLaS5Gb2JwxicMVAXcVx3AyOaGpex9ol73VdtE1r530HePteRv3Xs+9m09PK3zMK/+Kvjyw13TNGu/hZ5epakJGtYf+EhgPmCMAv8wTAwCOpHtRH3m0uiu/S9hS92Kk9m7fM2/EnxF8ReHfB+lalqfgrytb1HVE06LSf7Vjblw2xvOCleSuMEDGeTRvOMI6tpv0t/wNRxV4znLRRV/Xb/AD/A1vB3iTxpqusfZ/EngH+wbDy2b7X/AGzDc/MMYXYgB5559qpJNO7IbaasjmYvih4w1PVtet/DHw4OrWWk6hNYPdDXIod7xnn5HTI4IPfr1rOMm6UajVk1c1qRUanInrZP71c7H4d+OtP8b2N29rbXmn6jYyCG+0++i8ua2fHRh6HnB/keK0cVyqcXdNtfd+pldqThJWaX59vIk8R+Lf7G8a+FPD/2Lzv7da5Hn+bt8jyow/3cHdnOOox70qa55yj2jf8AGxc1y0vaf3kvvOak+LNvbfF+fwRfaW0FurRQx6p5+UaaSPzEjKbflJAYA7jkr78Kh+9T6PW3ny7/AIO4q/7pQl0f4atfmvxOm1LxZ9i+IWjeF/sW/wDtG0muftPm48vyyPl245znrkYop+/Kcf5Yp/e7BU9yMH/NJr7lcueMtS1vStIFx4a0D+377zAptPtqWuFOctvcEccce9S200kikk07s8y034q+PNS1nVdKsvhZ5l/pZjW7i/4SGAeUXXcvJTByOeCaqPvR51tdr5rcmXuy5Xva/wAju7bxhK/xEtvCdxpnkTyaMNUkm+0BvLbzAhi2hecH+LP4VcYqXtOV6Rkl63vr5Cd404Sa1k2rdrK/zJfEfi3+xvGvhTw/9i87+3WuR5/m7fI8qMP93B3ZzjqMe9TTXPOUe0b/AI2KmuWl7T+8l95yutfEjxOvjnXPDnhXwJ/bx0gQGe4/tiK2/wBam5fldfqOCenbNRTcpQ57aczX3DqRUOVX1av+NjuvCWoavqeiR3PiHRP7D1BmYNZfa0udoB4O9Bg5HPtWjSSVmZptt3RhePvHyeGtQsdG0nSbvXvE1+pe2021YJhAcGSWQ8RpnjcQefxIzTcpOMFeyu/L/g9l/mr6NKMVKT0bsvN/1v8Af0YngvxX4l1TVptP8VeB7zw8/kGaGdb2O7gcAgFWdAAjcghT1AY9qqbUacp31XT/AC+7Xtp3Ibaa00Zx3hv4q+OvE2kQ6roPwt+16dMzrFN/wkMEe7axU/KyAjkHqKbjJJXW6T+8uolGpKCd+V2N34q/FJ/h7J4dW50KW9GpiV7jy7jDWqRqrSMAFO/Csx6j7vvSvH2zhf3V19XZafcJRk6DqW1VtPk3v8jd8ceNoPDfhOz160t11K2uri3ii2zbAyzMAHBwexzjHPtVOLVeFGWjlK3pv/kRzp0ZVVqlG/qYvxE8ceLvCk2oXGn+Av7W0Kyg899R/tiKD5Qu5/3ZUtxz9cVj7TlTc1ZXNlDmaUdWyT4f+NPF3iae0n1XwH/Y+i3Vv9ojv/7YiuMgqCg8tVDcg/hWtVeyU+feK2810MIz5uVx1TOS0z40eKb3w2PE4+Glw/hhCzTXtvrEUjrGjlXcQlQxxhuOOnUDmlJqCTqaXS899jaVN+0lThq02u2x2Hjf4kDRPB/h7XfD+lHXP7cuoLaztzcC2LGZSUJZlIHQDBx168U5wnGt7G13r+BFNxnSlUbsoq/42LPg7xJ401XWPs/iTwD/AGDYeWzfa/7ZhufmGMLsQA888+1NJNO7JbaasjY8c+LdM8F6E2qav57xmRYYYLePfLcSt92NF7seazlKzUUrtvRf1/XzNFG6ctkldnA3PxS8W6RaDVvE/wAMtR07w8o3z3kGpRXE0KEZDNAAGGON2SNoznpiq92LtUdtbd1f17efX5ku8k3TV9L9nb07+X3nRfEH4hf8I74Y0PV9A01PEB1m8htLOJLsQCQyqxRg5UjnAHOOvUYolGarKlbXX8BwcZU5VL6JX/FIn8FeIvGOrarJB4n8C/8ACP2Swl1uv7Xhutz5ACbEAIyCTn296pKPK3fUht3VkO8deIvFui3kKeGfBP8AwkNoYt8tx/a0Vr5bZPy7XBJ45yPWsXPlu5KyS3NVFNKz1bOa+HfxJ8XeMhpd7H8PPsugXrkHUf7bify1BILeVtDHkEYro5LO0tNL/hdfeYuT15Vdp2/HX7jr/Ani3/hK5PES/Yvsn9katNpv+t3+b5e35+g253dOcetRFXpQqfzK/wCLRpUXJUdPsk/vVxNB8Xf2r458U+HfsXlf2Gts32jzd3n+chf7uBtxjHU59qjm/cOt2bVvQJrllCP80b/jY4Hw38VfHXibSIdV0H4W/a9OmZ1im/4SGCPdtYqflZARyD1FW4ySV1uk/vHUSjUlBO/K7Hstu0jwRvNH5UrKC0e7O045Ge+KcklJpO6M4tuKbVmeY+Dfi1H4g+JGreE7rR2sPss9zBa3huQ63bwMA6hdo2nawbGTxmpo/vKXPs7J28m2r/ei6/7qaj3t+KudN8TPGKeCPDR1JbFtRvJZkt7WySQI08jHoGwcYAYk4PArOdTlaXr8kldv5JFQhzJt9Pzbsl82y54A8R/8Jd4N0nXvsv2T7fCJfI8zzPL5IxuwM9PQV0VIcjt5J/ermNOfOr+bX3Oxy/gv4pQeJvH+reG10x7WG2ErWd8025b0RSeXJtXaMYb3Oazo/vaXtPR28m2k/wAPxLq/u5qPnb5pJ2+5/gJ8XfiePh1eaDG+jS6lDqLTGZ459jW8cQVncLtO7CsTjI+71qYSTqcktEktfV2/MqUH7KVRatPbvo3+hteOPG0HhvwnZ69aW66lbXVxbxRbZtgZZmADg4PY5xjn2rRxarwoy0cpW9N/8jPnToyqrVKN/Up+PvHlx4f1rTtB8P6DceIPEd9E88dlHcJbokS8M7yvwvPAGOSO3Gc4tym4xWyu/R6fPU0aUYqUnu7Lze/5f12fp3jPVv8AhCtf1nxB4WutG1HSIpZHsZblZEmCR+YCkyjDAjjIHByOcUVpKFNTWvl87DowdSqqb0vbX1/rYW7+IumaZ8OdJ8W6vBPDHqMEDw2VuPOlkllUMsSdNzcn06dq0xEfZVfZLV3svP8Ar+tTOk+eDnsle/ydjl7n4peLdItBq3if4Zajp3h5RvnvINSiuJoUIyGaAAMMcbskbRnPTFT7sXao7a27q/r28+vzG7yTdNX0v2dvTv5febvxL+JMfhLwdpOv6Npw1+LU7qKC2jhuPL8wSKzKwO1s/dAxjvSqN06ns5Lo2/lq/wACqSVSEpp7L9Uv1L2oePrJPhZP430uH7dZpZG7SHzNhbHVC2Dgg5B4PIp4n9w++q+5tWf43Jw/75dtH96Wx1Ok3n9oaVZXuzy/tMKS7M527lBxnv1rSrD2c5Q7OxFKfPBT7q5xumfEL7d4d8cap/Zmz/hGbu7tvK+0Z+0+Qm7dnb8m7pjBx71hOfLQhW/mW3zsdEad8QqN+kdf8X+Qvwi+Ilv8RNCmu/sLaZqFu6i4sXl8wxq6ho3DbRlWUgg49a3nT5Un5tejW6OaM7ycX0/Luafw88Wf8Jjo13f/AGL7H9nvp7PZ5vmbvLfbuzgYz1x29TWcPepQqfzRv6bmktKk4fyyt+R1FABQAUAFABQAUAFABQB5d46/5Ln8NP8ArjqP/opaeH/i1f8Ar2v/AEoK/wDBh/18/RlP9pGG5udE8HQafd/YryXxNZpDc+WJPJchwr7Tw2Dg4PXFTSUniYKLt7svyLbSw9VtXXL+qOM+OPhbx5p3wu1q6134jf2xp0flebY/2HBb+bmVAP3inK4JB49MVdJpYildfbRVJNt2dvdf5M6X4y2Wp6j8Rvhda6Fq/wDY2oyG+8q++zLceViFSf3bcHIBHPrmlTUnXqWdvc/9uMKbSwSuvtQ/Jno3gfR/EWj2tzH4p8Uf8JFNI4aKX+z47TylxyuEJ3c85NNtcqVtQs+Zu+hyPxF/5LV8Kf8Af1H/ANEClhv4tX/r3/7cjSr/ALs/+vkf1If2kWil8J6JYRbW1a61u0XT0z83mB8lh9Fzk+4pUv8Ae6PlK79EtflsTVv9VrecLfNtWRjeOdL13Vv2iLWDwx4i/wCEfvV8M72uvsKXW5PtJBTY5AGSQc+3vSoKVqrvpzR/Jl1mvZUrr7UvyR6bo3h7UG8I3Wi+MdZHiGW6WSKa5NoltvjcY27EOBgE80q0I1KfItNPx7/LT7iaUpU58976/wBI8Sttdu5fhJF8OXlf/hIf7W/4Rh2A5EIbJlx/d8kYzV3WKlRlLaSvJf4PiXre33i/3b2vL0+Hz5/h2+fbY7j42WcGn6T8OrKzjEVtb+KNOiiQdFVdwA/IVVKbnjIylu4z/ISgoYSrFdIfqjtPih/yTTxZ/wBgm6/9FNXJiv4b9V+aOnCfx4f4kcZpHgi28ZfCDwIRe3Omatp2n21xp+oW2N9vL5SjJB4ZTxleM46iu/GRaxUqkXZpv7nun/X4XT4sO06ThJXTb/Buz/r8y74F8TeJbPx1deB/GzWd/fR2P26z1WyjMYuYQ+z97H0R88/L8vb3OVNqpCTtZxaT7ar+v8kkaTTg4u91K/rdaten9dXbq/HnhLTvGvh2XSNVaeOIussU9u+yWGRTlXQ9iKynBtqUXZp3T/r+vnqXGVk01dNWZxGga74t8IeOtF8I+Mr211+y1hJRp+rQweTOHjUMyzRglcYOAV57nqcbU5e1cotWaV/J6/h+XTUicfZxU4u8b2d91fb1/PfyvyHw+8O+MdX1vx/P4Y8c/wDCPWa+JrxHtv7Ihut75Ul9zkEcEDHt71nRUlhqTb+z92rNMQ19Yatryx/I7b48a1c6L8M/7Mie7u9X1do9Oj+xwbppt3+tZI177A5AB6kc1NXlqVYwt7rldpfyrV/on6hR5qdNzb1S0e3vPRfjr8jgh40tbD4l+CtTs/CXizQLDyRoV1Lq+m/Z4WicjyQGyeVcd+xPpW9Nuded3/EX/ky1Vu91dfcc80oUI2+w/wAHo7/gzvfHX/Jc/hp/1x1H/wBFLUYf+LV/69r/ANKNa/8ABh/18/RlP9pGG5udE8HQafd/YryXxNZpDc+WJPJchwr7Tw2Dg4PXFTSUniYKLt7svyLbSw9VtXXL+qOu8D6D4s0e7uZPFPjT/hIoJECxRf2VFaeU2eWyhO7jjBq01ytW1MrPmTvoc38Cf9f8RP8AsbL3+SUqf+60f8L/ADZpX/3mX+CH5EPhJorr9onxtc6bta2g0y1t7x0OQbjJIH1CDB9MUsN/BqPo6it8lZ/j+JOIv7Wku1N/jLQm+Iv/ACWr4U/7+o/+iBTw38Wr/wBe/wD25FVf92f/AF8j+pzF54Ui8Z/EX4vaS0nkXRj0yWzuASDbzrCxjcEcjB9OxNZwUlhlOn8UasmvXT89i6jj7SnGfwum0/TmK3grxXL4r+K/gmbUYxBrdjpt/ZanB3juI2QN+B4YfX2renyyqValP4ZUotf+BbfI5qqlCNOlPeNSS9Vy6P5rr3ufQdZmh5d8Of8AksXxS/67WP8A6INOh/uq/wCvk/0Cv/Hj/wBe1+bOe8c6XrurftEWsHhjxF/wj96vhne119hS63J9pIKbHIAySDn296mgpWqu+nNH8mXWa9lSuvtS/JFO80PxRo/xs+Gx8VeL/wDhIxK9/wCQP7MitPIxB833Cd2cjr0x71ph2ueora+z/wDbkRWT9he+nPH9RYtE8T6x8c/iL/wivi7/AIRwxJp/n/8AEtiu/PzCdv3yNuMHp1z7VnQUvYN309pLT7i8Q1zU1bXkf/pTPbfD9rf2WjWltq+o/wBp6hGm2a88hYfOb+9sXhfoKuTTeisZRTS1dzznQHhh/aN8Vx3zKLyfR7VrHeeTCC3mBf8AgeCanDfw6q6+0V/TlVv8vUrEfHSf9x/fzfnb8D1V/uN9Kyr/AMKXoxrc+dfgH4a8bXvw+0W+0nx//ZmjmeYjTP7GhmwonfcPNY7vmIJz2z7V1v3XBz192PlpZaBiPerVlHR8718+52fxQt4bv4wfC+2uY1lgm/tKOSNhkMptwCD+FYUYKc6sZbOl/wC3FTk44fmW6qQ/U8y8XzzeFfD178OdSkZhp2rWV5o0rsSZrF7gYXJ6mNsr/wDWFXQk6tWg5fFGoovz0dn819xliIqnSrcvwyptryd1dfquu7Z7x8Xf+SW+Lf8AsF3H/otq5cT/AA/mvzR1YX+Kix8N/wDknHhn/sF2/wD6KWuvM/iq/M4MJ/CifNfhm/8AH+n/AABSS2Gjr4KkaeK6ntIZJdRgt2mcSuFZhGcZbp0BzxgkTXUZezjX0i1HbtZWv67PRnZNyWIrSo/EpN691/lvrvY9F+MWmQW/w7+G+meFb829uuuadDp96VExQbGEcmDw/ZsdDVy9pLGq+jtL8Ft+hjRcFhKjWq5Pv1R6L4H0HxZo93cyeKfGn/CRQSIFii/sqK08ps8tlCd3HGDUprlatqKz5k76HK/Gl0g8afDC4vmVdMTWispc4QSmMiInt1ziooX+tx84Tt62X59Cq3+7S/xx+67v8u56H4vubKz8K6xcao8aWMdpKZzJ93btOQf5Vhi/4Ml5fj0/E2w38WL80fPGpWOof8KA+EdpBdGx1CXWrLyLkxiTyS5lMb7W4bAKnB4Nd9VSeNgk7Pkf4QV1+hy4eywtZyV9H/6We2eCPD/i7SL64l8UeNv+Eitnj2xwf2TFaeW2R825CSeMjHvWSa5Wra3KafMnfS39f15nWXn/AB6T/wC438q58T/Bn/hf5GtL416nnP7N3/JF/Dn+7N/6Oeu3Ebx/wx/9JRhH45/45fmcH8PvDvjHV9b8fz+GPHP/AAj1mvia8R7b+yIbre+VJfc5BHBAx7e9c9FSWGpNv7P3as3xDX1hq2vLH8jd+DVjqum/FX4l2uv6x/bWoomn+ZffZVt/MzE5H7teBgED3xmlNp4GVlb3p/kiaqaq07v7D/8ASjnvgH4a8bXvw+0W+0nx/wD2Zo5nmI0z+xoZsKJ33DzWO75iCc9s+1dD91wc9fdj5aWWgYj3q1ZR0fO9fPufRdYiPmMWdxBoPjfxTpibtS8MeNrrUEA6vCAgmT6FCfypUpqlSw1R7cri/STa/B2ZrXg6lWpSW7hBr1Suv1O1vNRt/iF43uL+wkE+geG9HaaNxysl3cxZU/8AAYvxBY1nXg4UcROW9nBfL4mvwXmTRmpzowXVqT++0U/xZF4X8SHwp+y3peqQ7jeLpgitFUEs87sVjAA6/MRW2Yc0mqcd5KKXzS29FdmWB5UnOW0XJv5N/nscDf8AimPw7oPgS6tvBvjewn8LTqbm+1HSTDDJDINtxufccFidwz3rTmj9ZUk7Ra5ddNNo/dZfiTyzdCUXrK/N873fyauvuPUPiXHb6h8XPhbFKqT2lyNSVlPKyI1uMj3BBrKnTTqVoTX/AC7s/wDwI2dT/ZlOD/5eQa/E808XzzeFfD178OdSkZhp2rWV5o0rsSZrF7gYXJ6mNsr/APWFVQk6tWg5fFGoovz0dn819xniIqnSrcvwyptryd1dfquu7Z7b8QPATeJNS0/W9G1m50HxNp6tHbahDGsqlGPzJJG3Dr1wMjBOeelZWlGTnB6tWfZ/13/4FtG1KKjJbO68n/X9bnHnxbreq+CviZ4b8XWtnHr+haZJ51xYFjb3CSQOyMobkHA5B/D0E4nlnhvaRVvetb0a28v6e5rhk6eKpwbunZp+V7a+d/66vCvnSDQfgDcXzKumJJbrKXOEEptwIie3XOK7at/7SfnGdvXT8+hwr/c5f9fF93M7/Lue3+L7mys/CusXGqPGljHaSmcyfd27TkH+Vefi/wCDJeX49PxO3DfxYvzR4ElvNbfBP4MR3IIkPiCwcA/3WaRl/wDHSK9GS/22Cf8Az7f/AKQjjo/7nW9Jf+ljfiPn4fad478JyfJ4f8QWE+oaOSx2wzgAzwDPQH74A4H1NedL3qHsXvCUbecXJf8ApL+dtWdi/i+2W0k0/wDFyvX5/mrI+gPCf/Iq6N/15Q/+gCu/Ffx5/wCJ/mcWF/gw/wAK/I8b8M/8k7+OH/YW1b/0SK4q3+40vT/25no0/wDkYL0h+RT09G8D6F8PfiDaKRpsuk2ena+ik4MLIginI6ZRiAT1wcV3VbRxlSm9qkvuktn81p2W+558E50OZfFBt+sbu6/Vfjsdp+zsyv4L1VkYMra5fEEHII801z001haCf/PtfmzWTTxFZr+f9Eeo0DCgAoAKACgAoAKACgDB1bwtZan4r0PxBcS3K3ukLMsCIyiNhKoVtwIyeBxgj8aIe5KUl9qNvxuE/eiovo7/AKCeL/Ctj4pTSF1CW5jGmahFqMPkMo3SR52hsg5XnkDB96IPlqKot0mvvVht3hKHSSt+o7xz4XsvGfha90HVJbmKzu9nmPbsquNrhhgsCOqjtQtJxn1i7/cVCbi212a+9WMfx/8ADux8aXOjXNxq+t6Vd6T5n2a40q5WCQbwobLFSei44x1NK1puae6t+pEPdpey6afgT+B/BP8Awic93L/wk3ijW/tCquzWb/7QseCeUG0YJzzV83utWJ5fevch+IXw9sfG15pF3c6trelXmlmU29xpNysEg8wAN8xUnouOMdTWajaTknurGnN7jg1pdP7v+HK3hL4WaJ4f1tNaub3Wdf1qJDHBf63eG5lt0PVU4AA5POM/MeeTWkZcqairX3Ikua13ounT+v8AJCeNvhhY+KvE0OvHX/EmjajFaCzD6Perb7o95bBOwk8n1xwOKzjHlcrPf9C5SvFRa2bf3m34I8K/8IpY3Ft/b2v6150nmebrF59odOMbVOBgd8etac3upWM+X3r3KEfw50SP4lSeOFN1/a7w+UY96+SDtC7wu3O/aMZzjHappfu1JR+1/wADb5q5VT95y36f8Hf0uzT8X+FbHxSmkLqEtzGNM1CLUYfIZRukjztDZByvPIGD70QfLUVRbpNferDbvCUOklb9TR17TIdb0PUNKumkS3vreS3kaMgMFdSpIJBGcH0NRUgpx5WVTm6c1NdGcfrXwt0rUtF8PWEOra9pk2hW4trS/wBOvPIuPL2hSrMFwc7VJ4HTjAyK0qSc6squze/33IglGHJur3+f9MveBPh9pXg+5vb2C71TVdWvAqz6lqt0bi4dF+6m7AAUew9M5wMPmtHlSsr39X3f9fqTy3lzN3tt5Lt+pd8deELHxlpcFnfXWoWUttOtxbXen3BhngkAI3K3I6EjkHr681ny+8pJ2av+O5opWi4tXT/pGP4N+GWleGtcOtTapruvauIjDDea1em5e3jP3lTgAZ+mevPJzopcqaS337vy9P67GbjzNNvbbyff5mPc/BexbVtUv7Dxj420o6jdyXk8GnaosEXmOckhQn0HOTgDms4R5YKF9EaTlzy5mtbJfcrHT2/gayXUvDV9d6jqt/c6BDJFbNeTrIZGdQrSSHblnwMZyOvStFK03NLVxS/rzfUzcbwUG9Oa/wDl8l0L/jfwvYeMvDd1omqmZLacq3mQMFkjZWDKyEg4II9Kza96Mk7NO6NE7Jpq6aafzIr7wlZX3iTw/rlzc3j32ixyxwfOu2XzFCsXG3k4GeCOa0UrTnNL4lb8b6GfLenGm3s7+e1iD4ieCbHx1pNpYahfalYi0u0vIZ9PlWOVJEDBSGKnGN2eOcgc1ny++pp6q/4milaMo20at+Nyh4O+Hn/CM6x/aH/CX+MdX/dtH9m1bU/Ph5x823aORjg+9aKVk1bczcbtO+xh3PwXsX1bVL6w8Y+NtKOpXcl5Pb6dqiwReY5yxChPoOcnAHNZxglBU90lY0nLnlzPeyX3Kx2/gzwlongzR10zw7ZLaWu4u/zFnkc9WZjksfr9BxWspuVl0XQzS1cm7t7vuN1rwrY6v4o8P69cy3K3miGY26RsoR/NTY28EEngcYI/Gog+SUpLrG343Lk+aHI9rp/cGkeFbHSvFev+ILeW5a91oQC4R2Uxp5SlV2AAEZB5yT+FEXy0/Zrbmb+8JvncW+it+NzLh+HGhQfEp/HFsLmHV5IDDLGjKIZMjBcrtzuwAMggcdKKX7tSUftf5p6fNfmKp+85W/s/5Na/ednQBg6L4WstI8S6/rdtLctd600TXCSMpRDGm1dgABHHXJNEfdp+zW3M394S96am+isI3hWxPjtfFhluf7RXTzpwj3L5Xl+ZvzjGd2e+cY7UQfIpJfaaf3Dm+aMU/stv71YNa8K2Or+KPD+vXMtyt5ohmNukbKEfzU2NvBBJ4HGCPxog+SUpLrG343CT5ocj2un9xyviL4SWOseK9S8QW/ijxbo17qAjFwmk6gtuj7FCrkBCTwO5PU1MI8q5U9Lt/eOcublutlb8bnYeEtC/4RzRI9O/tXVdV2MzfatUuPPnbJzgvgZA7cVo5XSVtjNRs277mV49+H+i+NPsk2oG8stTs2zaanp83k3Nvzztfng+hB6nGDzWfLafOnZ2t6rs/wCu/dmnNePK1dfr3/r9Cr4N+G1h4Z1iTVZNa8Ra5qJhMEVxrOoG4aCMkFlQYAAJCk5B6DpzVSs4Sh/Mte/9L9SGrtNvY5nTvgXZaZaLa6X468f2NohJS3tdXWONMkk4VY8Dkk0Xdkm9kXOXPNztq3c7zUvCNjqPiHw1rNzcXhvNBEot/nXbJ5iBGMmRknAzwRzVKVqkppfEreW99CLfuvZPa6fnp/WpnfEL4caF48n0i41gXMV1pc4mgntmVX6glGJU5UkA468cEc1NP3Kqqrdf8Pr/AF1Y5+/SdJ7P+tDovEekQa/oGo6RePKltfW728jREBwrAgkEgjPPoaipBTVn/VtS6c3CSkh+iaZDo+iWOl2zSNb2dulvG0hBYqqhQSQAM4HpWld+2cnL7V/xMacFTioroZHhTwXpXhvwWvha38670oJKjC7Ks0iyMzMGwAMfMR06Uq372PLLsl9yt95qptVXVW7lf5mBqHwm0m98B6N4UbV9dis9IuVubS6huEW5jZd2wb9mMLv4wM8DninNuU4zvqlb8LfkKFoRnFLSXT53/PvcueDvh5/wjOsf2h/wl/jHV/3bR/ZtW1Pz4ecfNt2jkY4PvTUrJq25Djdp32Oh8V+G9J8WaJPpHiCyS8sJsFo2JBBHIIIwQR6g1lOmprXoaRm47HAW/wAD9FZraLWvEfi/XdMgYMumapqhktiVHy5QKOnYZx9RxWt/e5pK789de/8AXchrTljovLt2O18V+EtP8Sw6NFePPBHpV/Df262xVQXiztU5B+XnoMH3FKMmqqq9bP8AHcens5U1s1b+vuOhpANlQSRujZwwIOKmcFOLi+qHF8rTMXwT4Zs/B3hiy0LTJbiW0tAwR7hgzncxY5IAHUntWs5uTV+iS+5WJSs2+7b+8Z4T8K2Phd9ZawluZDquoS6jP57KdskmMhcAYXgYByfeoTtTjT6RVvxuVN803N7tJfdoGk+FbHS/Fev+ILeW5a81pYFuEdlMaeUpVdgABGQeck/hS5V7J0ujbf3hN80oyf2Vb8bnAad8C7LTLRbXS/HXj+xtEJKW9rq6xxpkknCrHgckmnd2Sb2Q5y55udtW7nrdvH5MEcW95Nihd7nLNgdSe5qpS5pN2tczjHlilc5/w34P03QYdfit2uLiLWr6a+ukuGVhvlADKuAPlwOhyfes5RUqKovZJr5O/wDmac79r7Vb2X4bFTwN8PtF8FeE7nw9ov2kWdw8jySSuGkYuME5AA4AAHHQDrTrfvafs5bctv689RU/3dR1I73v/wAD0K8Pw20ePw94X0Q3OoPYeH7iO5t0eRP3zpnb5vy8gE5wMc4rRzbqqr1St+Fr+tjNQSpyprZvX7729Dp9f0m017RL/SdRTfZ3sLwSqOu1hg49/T3rGpBTjys2pzcJKSOdtfh/p0Fz4PuGvtSnm8LxSRWbyyITKrxiM+Z8vOFAxjHvmt3UbqSqdZRs/vvf1MlFKl7Jbcyf3XsvTUb8QvhxoXjyfSLjWBcxXWlziaCe2ZVfqCUYlTlSQDjrxwRzWdP3Kqqrdf8AD6/11ZU/fpOk9n/WhF41+G9j4o1uLV01zxFoeorB9nkm0a/NuZowSyq/BBwSSMY6854xMY8rbT3/AEKcrpJrb9STQ/hvomjeFNZ0O2kv5f7ZSRdQ1C5n826uWdSpdnIxkA8cY745OXUSnBU9ku35/PqKk3TqKru9N/LZeiLlz4F0K+8C2nhHVLVr/R7a3igRZ2+ciMAK25cYbjqMd6eI/fyc5b3v6MVL90rR/q+pyNv8D9FZraLWvEfi/XdMgYMumapqhktiVHy5QKOnYZx9RxVX97mkrvz117/13E1pyx0Xl27Ha+K/CWn+JYdGivHngj0q/hv7dbYqoLxZ2qcg/Lz0GD7ilGTVVVetn+O49PZyprZq39fcVfiT4C0b4h+HxpOvrMsSyCWKe3YLLEw7qSCORkHIPB+lZygnJS6ouM2k10Z0enWkdhp9tZwlmit4liQseSFAAz78VtUm5zc31dzGnBQiorojmrHwFpdlo3irTIp70weI7i4uLtmddyNMu1xH8uAAOmQffNZSgpUo0ntFfrc3VRqt7brp+Gxo2vhfTIfBcHhaaNrvSY7JbErOQWkjChfmIAGcDqAOarEfv3Jy6mdH918Pf8yp8OfBWm+APDSaHo013NaJK8oa6dWfLHJGVUDH4VcpuSSfRW/Fv9SVBKUmurv+Fv0OnqCgoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAINQtvtlhc2vnTwedG0fmwPtkjyMblPYjqD61M480Wr2KhLlkna9j5/8SeBL3TPiR4Q8P2/xC+IDWWrx3TTu+tMZFMSBl2kLgcnnIP4VVL35zi/swT/GxNT3acZLrK34Nm/8SIZ/h74W8HQReKNblt/+EntRdX+p6gWkaFtxdJJPlBjwOh4wOaqnNPEQjK1uWXz00v59h8j9jWa1fLp5apaD/jl8RtCPwu1oeF/GWmf2xiLyP7O1RPP/ANam7bsbd93Ocds0qabr0l051f0NKPLd838r/J2Ifjldk+LPh9p174q1Lw1pF8bv7Zd2eo/Y/uxoybnPy/e45z94461MUnXmm9o3Xrf/ACMabf1NSSu7x/FO51fwr0jR7Jr+60Lx5rHi2Jwscn23WEvkgIyfl2j5Sc/pWmqhtu9/T/h9fkTo5b7Lb1/4b8yn8T9Y1y+8UaH4H8K350u81OKW5vdRWMO9rbJx8gPG5mOAe2OPUZQj7WpKLdoxV3bd30Sv0/p+T1nL2dNSS96UrLtpq2/611Lfhj4dXvhvXrXULTx14r1G2XctzZ6xdi7jmUqcBcgeWwbB3DJwMd60jKyaaumvx/q+n+RnKN9nrf8A4f8AroeU6ONK13xH40fxX8V9f8PXFrr11b21lF4jW1QQqRtIR8nGSRxxxjtWdFL2FOV7trX72bV7qs4pacsfxWp1/wAarfUdP+H/AIN0jw94m1eKW71i0sRqovGM8qOrjc8i4354PocCqkpyxEYrR8stPNLr92vzJpOEaNSb1Sjf/wAmW36eQy68balqvwD8UzXM01h4s0S2ltL/AMl2jkiuE43qRggMMMCPU46VGLmpU41qeik18nzJNfLt23DDQcKkqU9XFP5qzs/69To9X8FyeLdC0bUpPFni3SZo9NjDJpWpGBJW27izjadzc9c1eOXsqlWcel9OmlzPCS56VOMuy1662OT+AvhS81jwv4e8W6n418Z3V27PI9nNqpe1k2uygMhBJGAOM9a2mlTkra3it/Nf8HQl+85R7Sa+5/1czvDvhi+8ZXfj/Ur/AMf+L9H/ALO1y8toFtdVaO2gjTDKSh/hG48AgYHbrXKm6eFhVT1cb667N/5HTU1xHs0tOWO3miTV/GPiHU/2U7rxDdahPb61hUF/aE27yBbpUEilcY3KO2ByfpW1aMfaUU/dUnG/lda/5iw0V7SpC/Mo8yT72T/X8u5v+AdB8NHxHYz6R8WvEOv3sIMn9nS+JI7pJRjndGoyQM5/KqjdNtK/9W/rzOZPmhHm0bt/nb+uh13xe8V3Xg/wTcX2lxRy6tPNHaWMcg+VppGCrn2HJ/CsJc0pwpQdnKVvQ6I8sYyqT2ir/wBfP8Dlx8KPED2n22b4m+Lv+Ej/ANb5iXKrZCXOR/o2MbO23OD+lXP3L+y/HX/hr9N7ediIe8v3v4f10+V/I53xH461vV/2a9d1aeebTfEenTixup7OUxESxzojMrLgjIPOPUjpRPknKhNO0ZtP0Tvf8i8MmqlSnPVx5l62je/9fgb3w90fwzF4msZ9K+LGu+Ib1FZhptx4jiuo5fkIO6JRk4zn2IBrSN1zWV9Pu13OdPmjHmdm7ffvY7nxx4R/4SyG0j/4SHxFon2dmbdo179naXOOHODkDHH1NY8vvc1+hvze7ax5J8J/BV74gfW7rUPHvjwnStcns4o11ltkkcTLt3gqck55xgH0FaUpWpUqttWr+W7/AA0M6sf3k6Seit66o6XRfGljpHxl+INl4m8S21jZRpYfYoNQv1jjXMJL+WrsAMkgnHtmpotOhrvzy9baW+RpXTUqdtuR/fzEmkeLbfXf2gFtdD8QRaloy+G2d4rO9EsAmFwBkhSV37SOeuDVUIvkqt/zRt9z2JrNKFO2/M7/AHaHA6ONK13xH40fxX8V9f8AD1xa69dW9tZReI1tUEKkbSEfJxkkcccY7VnRS9hTle7a1+9mle6rOKWnLH8VqfQ3h2zj0/QrC0hv7rUYooVVLy6m82WcY4Zn/iJ9a1nfm1Vrfp/WphC1tHf/AIJ53oesauPib8Vobea4vfsFrZPYWUkjNGshgZsKucLuYDOMZrBuSwcpx1lzyt+Fv+GOiUYutRi9E46/+Bb/AHHKfCLT7jxpY2HiFfiZ4ifxRFMs2paWbpfs8JD4eJrTA2qVBUHpn5h0xXRBQhyzh70WvXdd+mt7eS06M55SlNyjNcsru3S1tvXpf7nrc7iTUb4ftExaaLy5/s4+GTObXzW8rzPtON+zON2OM4ziooawq36Sj+TNa2kKTXWUvyR2fivW7bw34a1PWb1sW9jbvM3vgcD6k4H41jWm4wbjvsvV6L8SqUFOaT2/Tr+B5T8GrzxJoXiyXQfGmqXd/ca3p0er2jXErOIHziaBdx4C7lIA4AFdMYqMZ0d3Ta17ppK/ykmvmc7nzOFbZTvp2aba/wDJXr5oyvjFq/inT/i/b3Hhq/vmg0jQV1SbSkmfyrxVuCkilAcFtjEg4z8o9qxozUHUqT1ipRT8k07tem/5nRVg50oRjpJylb1STS+e3zOr8Z+KDqWofC3UNA1G4XTdW1NS3kyMgnjMTHa4HXnqD0IrWMHHFqnLbkn6bKz/AMjCU+bDOa0fPFfi00ZnjjS77xT8dbbw+PE3iTRtOXw99sKaPftb7pBOVyRgg8H0zwOazox5lVk3tKP4o2qvlp07LeUvyTH2T+IPhn4+0DR7/wAQ3/iHwrr8r28D6mwkurO4C5AMvBdW569Ow4yapS55ulJa8rafpq0/l16u2yRlVXJBVYv7STXromv8vzb09lpFBQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAHl3jr/AJLn8NP+uOo/+ilp4f8Ai1f+va/9KCv/AAYf9fP0ZB+0NbwXmneCba7hjntpvFNkkkUqhldTvBBB4II7UqMU8VBP+WX5FybWHrNfyfqjI/aF8E+FdJ+EGv3ul+GdDsryIQ+XPbWEUciZmQHDKoI4JH406baxFK3/AD8RdFJt3/ll+TIfjzf+HtM8cfDO78ZJbPoMZvftK3NsZ4zmJAuUCtn5ivY+tKDgq9Tm/k09eYwpKTwS5f5ofkztfhX4o+Hmttf2nw5Gnx+UFluo7PTmtRzkKTlFDHg+tXaThfon+f8AwxN4qVurX5f8OY3xSkvPCXxA0Hx5Hp9zf6NbWc1hqotk3yW8TEOsu3uoIOfQCsac1TqyU9IzSV+zT6+u3/BsnrUi6lOKhq4ybt3TVtPT+tLta3hr4w+EPFWvWmk+F7q91a6mLGRrexlVLZQCd8jOq4XOFyM8kVrGDlfslv8Ap6vp6GcpKK877f126nkHhjxL8LNG8SePLf4hwaRJqjeJLt4jeaS103lZAGGEbYGQ3Gf51nRcHh6ajvy6/e/0NsQpe3be3LH8jvvi1qWnav4b+GmoaI6yaZceJtPe2ZYygKfNjCkAgY7YFbU1JYyPNu4yf3xuZXi8LW5dlG33SSOb/aW0u78M2+r+J9Igd9O12wbTdZiQ8B8fuJyPUH5CfQj1rjlonSe0mmvKSab+9L79WdEfetNbxTXrFr9HZ97eR7b4e/5ErTf+wfH/AOixXTme9b/t79TkwPwU/RHH/s3f8kX8Of7s3/o562xG8f8ADH/0lBH45/45fmeaeGvhN4c+IL/Eq61G2ZNcXxFewWt8JX/c42suY87GG4nORyCeemOSMXDC0p0/i5b+tm9NfuOmrJPEuM/h5Y/ii34x8SS+If2WNcXUoI7bVtLaLTtQt0RVEc0U8anCrwARg4AxzgVtVnCVWjWfwykn+d/63tuTg4OnOdF7xjJfLldmvKx1HgDxt8HLjxHY2fhCPRoNduQYoTa6K8Dtxkjf5QxwD1NUlKTaj/SWv6HNH3YR9purffsdD8dtA1HXvAbHRIDc6npt3DqFvbjrMYmyVHuRnA7mueUnTqU6yV+WV7eX9anSoqcJ0r25o2uYY/aB8GtZeWn9qN4h/wBWNCFhN9p8/OPK+7t3Z46/rxVzu1+597t/Xl138rkR0/i+7/X69NvOxyHizQNR0L9lvxGddhWDVdTuv7RuYAc+U0tyjbPqBjPvmr5IxqYaje6i4r13v+djTDNyq1atrc3M/wDyW36HtmheDvDGjzw3uk+HNGsbxUws9rYxRyAEYPzKoPNNtptI5aK5qcW9XZfkdDUGx5d8BP8Ajz8a/wDY0X381p0/91o/4P1YVf8Aeany/JGR4e8OaH4g+OfxL/t7RtN1PyU07yvttqk3l5hOdu4HGcDp6ClQivq9+vtJfoXiG+ekv7j/APSiXSNE0rQf2k0ttD0yx023fwsztFZ26QqzfaQMkKAM4A59qrDtunWT/mj+TJrpclJ/3pfkjgPDHiX4WaN4k8eW/wAQ4NIk1RvEl28RvNJa6bysgDDCNsDIbjP86zouDw9NR35dfvf6F4hS9u29uWP5H0j4d1LTtX0Kw1DRHWTTLiFXtmWMoCmOMKQCBjtgVrNSUve3ev36mEHFr3dlp92h5j4avxpfxe+Lt+1tc3QtrbT5TBapvlk2wMdqLxlj2FZwmoYRyf8Az8l+hvVjz1aUf+nb/wDSjg/iJ4q8C+PXsbr4brcTfEtriJrKeyspYZozlQ5mcqFZFQEEksAPbNXRpuNeLhsnq+luv339XsZznH2bVVdNF1utkvP5+e6R0/jTxhongj9oSz1HxXfiztZPC/kCUQySBpDcE4wgJHCmpozivbR7yjb7mOcJuhSvupSv9yG/EHxbp/xWsPD/AIX8B6wjpq98zXN41m5EMduFkOY5Au4bjHweD0ojTm60ZXsorm/HlX43+64nUiqclu2+X79X+H5lH4heHfG3hE6L431vxr/wkUHh+8SSW3XSIrVkgkISUhkOSNpHGPftRTnGnWi5bS91vtfZvvZ2t5hKEp0pRhuveS7uP5aX+Wh1qSxXX7SltLEyyQS+ECysOQym5BB/KqpQtGvCS+1H8mOpNSpUZR/ml/6SjznUtMvPBvxg8I+EhDJ/wjz66dT0eTOViR0YSwj02ucgejZ71OEblUUZfFCE16pr3fus0ycWv3bnHaU4N+Uk7P79H2Or8c+MNC8E/tEWupeJ777FZSeGfJWTyXky5uSQMIpPRT27UqE4pVY9XKP5M0rRbpUmukpfkif+2V+LXj/wvceGra8fwloFw19Nqs0LQx3UwXaiRBgC20k7uBjn2zdGDjN1pae60vO+jfpZaeehlWcZU1Sjq3JN+XLr97/rrb2upKCgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoA//9k=)
Above is the same Mandala, seen from above.
Vertical transformations take place in this verse.
Shiva is made into a cot, and the Supreme Shiva (Paramashiva), who is even higher at the positive pole of the vertical axis, is called a cushion on the cot.
The cot is stable - the numerator Shiva is here changed into a denominator cot.
The cot and cushion are for the Devi to sit on.
An earlier, tentative, version:
TRANSLATION
mid ambrosial nectar ocean
by grove of celestial arbours surrounded, within a gem island
in a mansion of thought, with a garden of Kadamba trees around
in a cot representing Shiva form
placed on a cushion of Paramashiva
they adore
certain persons of religious merit adore You
as the upsurging billow of the bliss of understanding
What is true of the Numerator side is not true of the Denominator
- this is the secret.
Sartre rejected essence, which belongs on the numerator side, in favour of existence on the negative side, but the transfer from Numerator to Denominator is not an easy one.
(Jean-Paul Sartre 21 June 1905 – 15 April 1980, was a French philosopher, playwright, novelist, screenwriter, political activist, biographer, and literary critic. He was one of the key figures in the philosophy of existentialism, and one of the leading figures in 20th Century French philosophy and Marxism. ED)
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)
Existence and essence belong to the same Absolute - and the Absolute is a flux, flowing in one direction or another.
You can reverse the current, and thus revise the direction.
Numerator values are not of the same nature as denominator values, although they are reciprocal parts of the same whole.
What is a value in the Numerator can become transformed in the Denominator into a complementary factor.
In the previous verse, the Devi is seen as positive or Numerator - as Purushika.
Here, Shiva is brought to the Denominator
MATTER FOR THE FILM
There is one-one correspondence between Numerator and Denominator.
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tVCxfBR5CZ20D9VZSCZTKyLEAbtMt7D958K+KFCsKSICbpGL06kcnI2TSlnCQCwzVvNBkg8DabOh3X/v4KLJs9l9IsiQnTJuMD22+Hm678I2bcew9uPO836O7r4rf4vQHaTwNJHLzFtgTcZ/H5b52Aea/OxlGfP8KcJgj74fF7kCnzO/KGeKpILlpM++4gHLDn3vj8N45HJ6+/cQTDy7uo4WHqTqjRPwkrA976TyMA+xckCaZxhz//+c+x1157mZveHdkRpvGf7exhi11BVMDqJ5PyXMcLDz7CEGQyYiG5eCkZyoOwL4AYizwkCZYZgJ+/HR2jsfPuO+HX5/7SpIQYMRwI8bs5+AJ+qp1F/iOjiiEpYQaTq7D9ppsZg6/qWgV/MEQ+riBSV897/B6/Uaa0lVrX0daKcjqN5QsWmvqIXAbp7l50xBuQWL4CnzrpBFx46434wzV/ICDrcccFF2JSSxtim0wHqPIe8qmDMW3KRAfMxSx6Un0osm0pUr0VkO/+240Ilz2YOG1jholiyriJ6O/sRn41Qes6gDYQIL0ZjQDsX5AkmNTDe+65x1zvmu8l+0sj6r1k5kg91bN8BY/8/kocuscHsWU0gnOO/BK2bB+HxJPPYtFd9+OUY47FL75+Au7+49XiTngIiFiubK7xsC+ME791Eq684g/IryJjSnjxfpH2lyyYIRlAwIyinbVxdALmvzzbbKL29g4UqlXDdEr2j1Qyps3X1EIGJ9gFZprZMS/lovqqaJs1hsLwZHOoZ+Ngdl6Att/EMWY/3f3nvyG1YjUj075mFXzt5BPxhz/90QFKkYCvD8PfQpU3KvWwgvkvvowgv//Svfdh9nXXIcBvf2ifvdG1cpUDdjVEAtgbgEy25YaAvQ0eYG9c/2RGHWLKagm3Xv9XFAYHscPUqWTcAdx88SXYprkZv//OdzH/uuvx6p+uQrCrD0fs80Fc9eNz8fn99kN+yTIk5s2z34/tsAOaqC4+ce3fsOiWO4C5r9LWCuGFm/+BcKWAww4+mPxawJxZM1GilMmVcgjH6pGhDSbuTmflPPDhC1RPn8osQJrqmnqjfZSsITJ6LOBFPBxCsq/bUUvVMdbUaP1qjaNHUV1j+ARtI75TovrayzzssvsevGbObRoK1T6Cz0MwTpvCPC5bye/yGdVMxOsokRmGEq6hoQm9VDUNzGQdrVgsx8zWe+2JzQ75OL5IKX/0mWdg/M47APWSmBq6pSw4fWIqVZEGmrjH+k4bNMCcSq9QqBQdTx3PM2naGwRWkfYVcjzIgN8/7pu46aLz2ChXceuPzsJzl1yC239wGj43YSLGDQygZaAPW9dFsVN7CzaifRLr7cKochbxgR40DvbhAxPG4tCdtsfRe+yOyKKFKD77PJ487Qz85otHYXNfHCsfuA8XnPV9fOGLnyaOKLdov+RZNWmqXyFEKMYoMfwhjDvkQCynCregzovXHniSKiOlRJ4yLkGVkN+rq6OaupzSYwUlIR8tzScxN9GNhCRQrJnZCyJLyRUaNQpLu/sYZxgIag4b2YDSZo/9P4Q5Sxbjsj9cwWt+M0tgVfTL9/NeJHtSBFSQSYmZKrr9Xh9AyVPG9ZdeQlFPEPN7UiX7Fr3GNBOE0aCNTpHLRk3FEJ50IvGsYz0H2QYNMPGdFQBbfNdxEXVXfZLnrlDAc3fdBY0w3GuTzTD70suwbWs7TvvCFzA9HEakuwfhfBb1pQIiBapd/I2XC4iRueoITJ2Hcmn4KDFi2Qw6aFM1ZLLwd3ZhV4Lz/O98D3848eu476qrcfhhh6GnO4lFlHqOf5LCwx8xLa5RksTL9LU24U/PPoZEfQQnnfRtYBYZOUnJFA4g19ONhc8+jasv+C3Q0oJsdxfVuXqEx3XA00T7TC55YjFLIHUVC0jLnc50mSoXJzALeXz6m8ehftwYPPjUDJxz/ElYOGsOfnaS4+GksYeBVJoqqQcLVhDEPh8O+txn4YtG8cTTT+HPZ/wAfXNm4fRvnYBmxoEIFWB+a20MmdRyjw2AfGdp0b4NlVjJHqlaHj98VMGqrH2pMV5xgRiANsV5p56JxKLF2G7iZExrbiWgSihRXRQcAxq1Tkb1lkoM6kWFAAtQQniqZWQJpPq6GKJUreTMqBLEAZ+Xwb0YJGPLWdLQ1GTjFsd0dGCwpxeZZALzFy/F3h85kCbUoLnnBbBCpoCg+q5KlAMEw6c+/UnsvMN2+NWFF+IpguqVl1/CvKVLmAcvDj78SANcgKC68a/XYfNJG2PsRhPgjYVos7XixRnPYhQBEGhswKTNpyM8qtXh+irz0tKMbadvjASl+dNzZ2F592r88Ec/sW+mn30RXb092HKXnSg4K2gb34H6SRNx0J5722rGL706F6sG+nHqJRdTmgWQpSrpZyOkCS20OvnXs6ZBc0k33GM9pQ17LKJyniekNIeK/JunxKkEPJQgHmT7+1Fc3YUdNtsCd57/W8RSGTSTgdOUDK2j2owps12diNRTuqgTmACo8tcTodpF8PSR2Zrb2qgpUdmTN7A2aDhST2lCuylDBizzO3GCdlF3NyqNjVhVLuHIM8/Ey1Qj4xMnIkf9SqPy6yJU0yQKbDoK06rhTBlKriilLCVohfF6GyiFlB/pY0qPPCiUOtCIKzktGimZJbXSBKk8DEFmOOhBOeCMlvdIh+unihejzZUcBJqZTqFBcerbCarQ7sh9qc7N/J4GGw/wHXkolS6p13LP1zMOlanZXuoF1BcEsVp87iHSN9ZjgCl7Gy4ZQxJgElulMrUwP3mpSk2qijgZ/oJf/wYnH/YFlPqSGBWMIxKIojUcR0n2SzqFoDpcNfBWbRRBxdbKOZfjQXZNheyVLzDeIKKa1qKR6FSz5LCIMv66phZ4siV0hOvRQnVwQkOrzcu68/qbTJ0LExBljV0UiQlDYVTlOJA6K3tLUo0A9zbUo6SBwGTybCpBkIQxSAlqTB/kQelljK9xlTqXF5AAy6aSzH6V9hHDBHi0sLFQeIG1BhBzmKigdC+k6xyqCqvnekRJWFG3gNKiTQYpwfODsmO9KDG/SraPAW3ci8pbpJvusZ4TS2kDJxvOo5+SqW9+/kvTbhL99vIrsPG06Zi60SRj9JVz5pJB4/DHIkj29Zv9IS+jsyRU7Zd8xtgotcSE/C/7R+dk6FAkSOxRVGTJgAUCgN8c7O1FJN6AkM+PKAG0LVW6E79H+4pR5RNZ8i8hp+hrDOmh2pijRCpLmgXEumRcSjC/P0QNsoRIayu6+3tQ39RKrPNFjd6Pa10AvhwmuAQMgYiAizQ18jJMgJWRJPgKTH+mmHccFrS7qvIWMl4jnxLAtDfW0aarY3kxbnXCs8y8Y8cwOxlKcD5n+YQampBPpvgqJazSrkNgtD+1QwOLvfrV/fWXNmyAqXJpL0jqVGSD1W4Fyex33nyL2VkvvjILWapCKaqPYzbd2FQyMVUdgad3S5pqQlUrS7ukyF+pXQVGWRATU90sscVPD/YilU+jSMlRjhMIsSAKIQ+1tQzqJ0/CilUr0Z/NIkSb7elF8xDll19+4gkCMoICVVhXiLnpDdN281HVTKYzxEEAvf0DfOBjsvzUEL1oah1Fuy1P3DnX/QWCkXnq7e1jen3oyznrhWhypMZW+uVWoQQtSNZEw8iqe4LPPUECU+qkpC/V3NWZFFIsC63PkVHXAcNUeL9K6RVsaoAnHkVFEr1SRoiNhrSCIUwNB5cOAWzoev2lERuslntNckxrcCtbZcmFfXbaEZt2jMHj/7gNF3zvdExpaEQjObyB0ivds9rWQwwRKDlKEj8llLtWR5j2SC6dRoXSJKq5WYy3TOng0/QO2V65LE2jgF2n0gSBN4ow7bAEq+GKW/6O6ISJmLu6Ex5+73dX/cneT6aKJniiUu1IOSLOT4noIViSVPMa4pQq5FMNmyqFgsxSGdGKD4N9fai01BPnflM95WhJUOIGqbJmacPFmVc1JjK/Bsp5ank+G7XS4AshRJxI1UWhjFK1iEF+IByPW3Gp4aHpZiZdjkehUqCQ9jMNzCdVw4AeqECHiIF1acdwdtMNtfHrbzu/QQNMGVf72Z0YsBEaWikpR8bTmoWTxo5H76KFuP/Gm/G975yMP//iXIwiQ4ZLReRpczTFYvDyPKLl0Nji56m22QhyOUKo9sU0dEk2jwb3EoT6jj9MycV7KX5DS7kFabP06kFjM+547GGcfc1fsDSXwrxZc7Dp9jsikcwiSvUunS6gjmAu5qsEscfSTeEx1PabhipNl/e0iI3Y1gBCyhANehyrBdZzBZXiJ6AoEs2pUC+gXrF3dRjAeOhlapklBlb3skjvhYbFJ4BKM9ahZ/p13q0FEqkFWAtgcoA4y+boWD9p/c3Z2yBVv5gmRnDVfFyoi8ZwwXkXYucddkS8tQ0fP/44XH71lTj0lO/i5hmPY4CACY8bSzukCYOVKnr6k9QwfciXqBrmybpUtfyBGPI5sTElBe0oX7QRgdbRVOciVM0CiDe0Il7fAsoyLM/lcNI5P8FdLzyHpYlu1ogH4zedjvbxY3Hmz39kYIhJpSxUiVVNnSFAKGWKRVsIzqlA8awOl4d1zxjceW7Xtefu9fB74n2Bwr1vz0RuvDqGkT2vxb82Dd2yiN6IvZzY3+DV9ZI2aAkm5qU1QqbzWcsrT5e/4kV9PIaLLrgARx19NO+Sk1KDSHV34dLfnI+LL/4dvvihD2G/XXbH1pMnw5spIEOJpj6ooD+AgZ5eA2ldSytyA7KNyNSUVmlKsRJb9IbmJlt2+vEZT+LGB+7HXauW47IrL8eHDj+UXO4324iKFn7+63Pxk5/8DNn+QWP+9IDWvXccHkWqn2XGFdYgXNWemF2ZYbySNGJhX81uK9SCmETiSbnm8ZeyqT44e5cv6D3X1OMr8Ess6bmICdB7rgSz5zUJWeB7OnWBq7QaWIe4Sh+okdldDrmP13cJtsEDTMyhoVJBShYxxg1/uwFfOuYYLF26lAxdR+Cof4u2kt+LhO4RfLdd/Wec+O3vGKN9YNqm2HLTTTC6fRTG02YbP3aceQSXLFpMAITNplvd1Ynu/j4sWr4UDz7yMJbk0vj4XnvjuO+fgtH77En+ImvSfkvJngtR+pEp05ks45qARx98CFttspmN+QuH/MhnFMZvI+2NVHs6lBlGowmfxuw1tJSUSJIBguGqBIrYfEit1AVfUD+zCzDF7FP44QCrAUk09Jyk+24wF2Tur0PDADaMXKZzALb+0obt5DCq0ODPIBKNG6NsvtVW+BAl1G9+9StzgulPOEjjP5c3x4QNYCUY1MnauWABQbPY9mGeN3sOXn7xJbwy51VjGR0CrJhxu223xfY774SNt9gM2+y0A6Zvt61xYHYwiUhDM6olpqFcRCXgg9cXHmK+Y770JfSv7sYd//iHrX0jKuSyCEaIGuqKCmcMqhPxMcPInhJ5agAQcAxQyovC8dre081h7+m+G8QkkC5cbPCG4pVQEw1JP5G+V0ub3nXJfdWlWrKGqPbKek8buBeRbCAUyRlBSTN/8SJMmz4dM1+bj6mTJhlTCCCaX2jcwyPVP0DbrNE4RPO0UmT4qPqmKJWqGnVB9dBHCfbCjKew7XbbOWAUN/EQT2p5gbRc/VQb474YtPy0HuuZ85zfYJyNjPORxx7H/h/YGwO9vahnvB71aZmzwFlUtFgqIkCbz5hVaeSJvOoiVxsbAlzt2k2Lha/lya4ZTu/qtmHGDS/ifQ3aVVCRAdB93yXFUTt0W3kZHoXF6Zy+7nx9p1rxb6AkDiiJIwgjrXdxwYX4wP4fxkYEV7riMHEmyXZb4cQxPI23NKKzPwF1Rcu1HgnXEadexIMNaKxvsY5bVPxobxrD0o3QeOLLeUqbghdefkfzn+tCjYj66hiDRl7QsmG8vZ19Vhll2lcCl84/uMfumDRxEi74zXlkaCZADcIwptaoEzdpApILEB0WwfDaFUe7XK043Ovh94eT+34tXpeGTvVMF0qT3Pk6dL4mBfYZ90pp1DFEejgsL+srbdgSTDUukVEuUwIlUdcxCtffebstyyYqFatooG5WcfppjSGER83g4C0j191dyJWhAbkaMVRKFXDLzTfb1rIxjeQQI9YYUlInx0N9YVqAFLkq4+YDPrc1aDToQsRvadDHNVdeha9+9WhnKJRYtapAUg8rxKW6imVkOVJQ4/1E5mDQDYZxKldDldxqrul77uVw4juupJKUcskFiMjUQx72Cf1xH0ik1UZmOCvoa6nUNZ/ROy4m3V8nZvfXSfvradg9++Ab/L7H6Y1ytd6S3NslqoP6NVLuNdaONtaNt96NStmHj+y9n7FsOV9CPEBwsRIliIyz+ECYEPMJBzpki0jKad8vF4T+WBAre7oILnU0M34xnphIHbJ8P8yXqpkEfFV1QPMDNYbROp5+BSN6dWiw/pFHHsnfCB5+8CGLp0JbrZhP8pUik6N4tWKHhtM6qzfZoF1lz6RJEVmqroJiGUkki512L6OFaWpJyiSdpqKc5Eu8Vqdynqqv5mIWNQ9M4XiuazXFWa2KkKZKzfN0hn/4URuuqHGPhjgnAUpLIctwzIi6srUBhZKk5T/YvvB1hdMH8igW0xgY6LJ3q2pV+H46NYiCVGlF+VbHe5w2KIBpLQ2NVnDX1DAuiHht1x95BU899VRjaj8rLux31scQiX/EszVYWqHV8GbD+sT0itJ0AV3zZDA9aLuQmHpFxisXcwznxBAIh2ujPPiCnhOx+obeVXjtHxEgehPJvF0ffuTn8f3TnGXaPD4vn/PhkN6mN2ucph8dQ7dKtuyatuIrI0PNNcvbJUTrNa7DoWh9mA1OhaqtE4fHQ4anAlzipY8Z1Gd0SLLpoClo/XGWltpzNSwaPeJ8uGLrieRSbKDCfoS8fmavgkggqJFjlmVpu87enrXyYGadtf8pia1uPLZTqFbueh05SVzz+z6g9V5FlLQavrah++tSKpXBksXLsMWWW/B8EJFohPVHieDRWD21xK8P71yJCUgqOUqoaqVUYwyXnOn0LS0t1iFse4vVnojyhTzjF5I1ri/NrxSZLm2TJ9jauHPGIMb0WdjUYBJj2sfhtflzMXXyFItDEVarZetTU2iF9WhjB7cVkF+eYCmb/JCk6OU5pV2pCXF/CyueMq+YN5CUynl+mWLaR2BA9mUOUbSzAdF6Weop1Azrest13HrDJOVUNlGU03yTr5a1DB2PYFBKcwClvF8D65FK98PvZ6PmifAZb1iZ8fBmKV2TtGGbectPiZVBMBSyRiik4V4M97oiHV6Aw+n11fOeo+FZWC/JlVYCmnsMp3g8jMuvuBiHHPJRxGIhqj0DZAaxuFRJqStOq6x6XFOXvGeMot+Kuc51I5fVgKMqmSqBRx59kGcaVS9lrkhTzzmytKE8ZLSqqZ8lDFa78MiLd+DmB67Gq93P8Kt9DNeDWStm4IHnb0E5mEa42YtRk5pxzd+uUYzo60vxM3709WdqaXIgOUSWWIcjX130Glb2LcOywQVY1D0Pc16bi2dnPoclK17D4tWvYfbCmbQradf5SljVtRQvLX0cXenXGOMgejJLMH/VS3jutYcwa/njvDfA76eRLvbi6ZkPMZ0DlF78Dou0UsrDZ+VG4i1iypIVIeCUsiFwuQcpFFSXhKajMlw8SvWbTYw6z5l+BdGqb7WgtTy5B99wj/c4bTBOjtIw20vLA0hVFAcUyjnU18dx2223YaeddkI0HCNzsNIJHK+myg9RjYFdv3eNEj3daGiR2541T6ZOp1JU4ZyO4AyNmDLtJkm3AEWFrKWl3UuRpz2ivcaCkQp++bvTMX/RTKpeYXzkIx/BTjvsjKVLluOWW27DU48/g5nPdmPFwrl46skX8PG9D0M/pVldKI4CsWyaotcZX+GrUnKI31SbSiIlhCTx6uQAHnrydtx0z0Wor2vEFz97Jm3LdoZL44knH8bzL72In//0HIyKdKBrcAlOPPuztDk9OPFLP8IWY7fBXY/fiLvuvxsFXwi/OO2XNoXm2RlP4m+3/RWHHHwYPvehryCfoT0YSbG89PEIigU2LSWPpr1RKrnlJYB5kUlpG6cKQhGlm/KxEGJ9BP5JWskpWZI0o3285pELKKfBc8gy65y+B+m9m7J3mSTJdEhF1BQNgU0S5rzzfm1MsM8+e9lzbZIntUzhipoZ7Faged6GFZd4iUdDSxvKBVW3nxIsh1g8bgvB3Hjr9QgGvGztJRHzeGXl09h636nYYrstcd2dl1ERW4bZq2fgE1/8MI4/4ys4+oRDMWaTRqzKzkeoPY9Dv/pRXHz1OfjHQxchhS5sss0kogj429//KoFh07TWJIeMp/SIdM88HXJ9VNFEUGkXl/axDfDHPejYaBxaxrZjyrTJOOzIz2Gn3XYlOOqQL/vY0LQi0hhFrCnEfMUoTQvYaNoE+GgepQrdjLqC1oY2bL39DtjngA9i4y2noWew2zyfXkpB7YOZL2bgJSjCUZa3bTgmr6k6NVjelDjRuJffUyIduV7VRoG8VEiVtiBU0F/m1cfyU7Z0T7kZTrXiJw2rk/cgvbdT9y6SwCNbSIazwKMFRQeTSZz9f7/Ayd/5DgvCi1gkZt4y2wSPgFHLDNk1OtbUqEM1dYXmi0mrErkjTEbVhnVlbxnZSgr3P3sHguEiFb5FSHlW4KxfH4+/P3YuPnX0HihGlgKNPcj4eqmnFuFrpDQNDTJcNzLBHhRDfcj4e9AyIYjV6YXoSizB9h+ahl+df465+dcIV3kQSUPpIyPaOCntR6mrKgol2ke+PPJVSteIH3VM56Lu1yhTAthmh52QSNESzJkrAmWWzWA2iUSSqiAB46F0kQ/Sz/fKUptZLs2tHdj/wIMwefRUWx684i3wSQq9pdUsC23BVKLl1k8VOMszDTOTS4PlXRpAppImgGjplfoYLs93M0xh3o5ssY9pTCJfSvKaZU8VWg4aZ4655ax2SK2Uy1bHe5vWe4BJNVybBLACpVM6ncVAbwpfO+549PQ5kxbVaRz00WpX57EmDQ6nNXrJkHdNTgIrxYDYSj1TRbw071l88+Rv4Ac/+hZeWvIklvTORinYRzsqjMZxXiTKS7A6NweV8CB8QdpuZOQM2dkf9CJCRq76C0hV+5AqdWPlwAKEYmz9Qzl87YSj8OrL87F46TxjOJF6nIaS5QKsxo76J7W0e6CHTEt1tSrXhCR3FTOeeYJStB/TJm5CCR6j/ameMjZAoZBJmqpfPWwRhKIRDAz2M396q4qeXC/+9JdrcNsdt+Le5+6R8x/PzH0SP/3dGfjLTVfgxUUv4bK/XIrjv38s/nLHFcyZnDjMj8LNnIGrbvwjLr/2Etz7+D3oya9iiWfQV1yCF197DNfecAX+csMf8PiMe5HM9zAPaijUZLlNhej9xbLrPcBcu0u7U7ok+6uxsRHfoeQ64guHo7VxFFqbR6G3L8FnAVSFHJF+WKv5tBOHKJMrIqXltHmer+ZQkWTwJIjHJAE2gIHKCsxd8jyuv+33uOgP5yLSxAiiGapnBXhjVKG8vSgHEvCGta14kuyVIes4MMkQain+s1bfx7uhMiINPizufhUNTUFMmEzbieran6+7AhlKmSLFZyafchIm7lurLREgpIhp0HKVNmUmn0ZPfzf+etdf0dnTCcKKX/UgFnAmUuqNIkVxhQArlrVXmcdc9dE4QTZAicq0NYcbEK+L4KlnZyBTSjHtRUzfZCN0phbjuTlP4NlZz+Lzhx+Ogw89AA89fTdufexmhshj1pKZuPCK3+DTnz0Enz/sULw8/yUUfSk+G0BvchF+c9FZ+PRhH8IRnzkIdz94E269869Mj+OxXJOxNexqvQpOot/TtN4DzN28Qf0s7jrzIm2ed+21f8VXvvx1spFWfSohHms0AaCOUKs8Hrl0iRLEh25KOPUD+SPydPlMWpVpWxXQh2vvuASx8U2Y3/8c5i1/DptuNx6DlU6Ug2SgQJogJJj8VJd8ekcyRKqWLEC1ynLLO9WgERD6rHNf0ofSjTbNuLYOdPavQMc4Aow8938/Po+SjvYiuSyidS/c9/WyNoYoOxaLACKQaWP2+nraYERLb2+PjfLXDGx7x6SE4yhJUW0rFLSRO9XBSoHSJ4kurX9PtS8a00xvUR6BoNJHlS9N9ZapFPAy1QE0j63Hpttuxus8Rk9qRaw1hAeeuJ/XWfQybLQ5iu/9/HuY2zcbnz3yM2jw11O+9eDW269FuI55YT5oAWN0RxMef+IB9KRWMX4tUKA6U0k5VOuycxyltfP3Kq33ABNpHXmRwOaqjOeffz7Vohj20BLSJEmuUGjIsHGIXBqO+zFAW62ptR6JwgCrW6DK8UiTcXrxiWP3xO+u/RnueeoCrEjNQinajUBznoAaQF1DACUCq+iTga/oBKAA2UV9bc4hcDtDnDSfWiykc9kW+qU9U6pSaEVRV1eHJUsXoXkj3g4DV/3pcvjJYQJSSUMp+KpHjjqqtqWCYnKqNsx/iiOfYzyhekyZNAUH7/0xTJu0Mb9viGTYFA+pYoMY1dGM+jgbo1ySX2VclFLxmPq6QggxVIlhIrESwiF1TtMWZBxRPgmEq2yEVjDPcebQj8kNE7Bk+Wvoo3qa5b9dN9sZXn+V9lsDLv39pViwaAFLMkcZGsTseS8RwAE89Pw9+OONl2H8hFH46IEfJpBVHg6C3JKxUuEtA9f7gJxaWM9JDo7h/V+SZD/84Q/xkx/92ApAdaWp+Ko0jTLQGi+qUfk2UpkUmUab68lekvFO24it7vLCfCzNzsMPzjkRl179SzSNCWLs+EakqQL2ZlcgR/WnM7vSHB6yaZwxfnIkCDz6gNg1wMOFlyrDca5QMbM7Og8GI7SUBm3U/EDPIA484EM479c/wve/9317o8L2wpVGikh9bP5QHd915Jekpd/jR8gXh88TdrypfDJx/BSmRV+qYP7KWShQAjXwG2VKwHKhinhE6mMV9TGqlyyTXKbEa6W9xDLK8sgjRq1AKqg6yrO5FBspD9OSRyfttAylX0tLA4EZIcQlZT04+4dnWzIHBgZwzTXXYNngcl75HQlb14j9ttsPR33qGHxi/0/ggL0+goagOrfdZkep5eECawRg7w1KUvqokmV3CViSYo8++qg9+/KXv4yBxICxsyqxWKSSVhNislm8/hK0dLuUIB2J8mpc8fffYsy0SUh6urCadke8KYqnXn0SvdVuQq8HLc3NBGMGt95zq21pJHtG4HKKWodA5R5+aK9kG5NIjnGA5syv1vKn2ugoSGBkBytI9RWwcnEXdtx6V3zuk4dhoDtn/WRBP+VHmIm0b5DEeMZ8bFQsXkqdQgXJgSLSAwRHXl3VwA6b7ky2j6En04unZzyBANMpsHUu60c5F8TotglIVLKIBLWwKoFZqON7UYKFqqLSXCH4vVHG4YBH+6BpOFTYG8eY8DhkK2nEbb+0Rr4Tw+KeZcxxGKd+9TR88mOfxOiWMXjl+TkEYwK77bQfulYO4m933sqYtG9aPVb39VIt7rd8OJnT7/uP3p+p/jfon8azkS644AIDl9SuxoZ63qk4HdGlnFOXAoVG27Jl9vnkKpZVkcCpP/4WZjx/P264/3z0U0pF2wJUEnvRvtF45ChKMmzdNdCoua4d8eZGe0tDmaQeun6T4WTLKBIEfooIv5hW95gADXvSsClPlSpmTuslNqIu2oKfnHURdtt5b7Q2dGD//T6Myy+90t4IqFOM8ZdpTlmXk/RGVq3kl9r/ClXEunAzWpvGWIVL4lAhxkraY3fddh9a60fxOoD+TIIgaSOg6rF4XheavLT9liZQygQRC3ZQJjk+vUySHyoH0bd6kFc+QiyKGG3BIqXcQHeSd4JYuWQVBnsT2GePD1peBntSuOGmG5imKg7a/WCsWtKJrTfdER3hyRjdPpW2ZCteeO5V3P3Qw3jkqacx84V5aKprZeodFdopPsuYQ29Qnu9F2mBGckhFlBSbO3cuttpqKzz11FPYdtutWd1OpWUyacS0KpRVXAWVSh5Vr1wZcqEnkKr2Y/aSV9A4rh6ZSpKqWAU9yW4EYxH4tdbgQC9tExpHJK31suC1+dhyk835vvZJEbnMsaa4JQkELA8PAdDUSB6O04PSrRwmYPxoiYzF0tndOPSjJyC/Ikn2jeLum+7Dl475Cp6c+QTGje9gHF4yOCGV8dBu5OsRfTmBF2bNwYrexWwQFtsOMm31U1BIExRUBwcHkkhkBrHf3vtgS9pkL8x5Ds8tfha5chGj4hvhY3sfiEefvQuvLl6MKgGw4w7bocWbwaxZz2FZ92o0UgrttuP+iNVlcObZB1PNa8Fe259OwMfRk3qQeclh792PQEtoIu56+C7avFHbKbRSLWCbbTfHZlM3I/gooWkHznp5Fh555BGmLY8P7LEXdtphJ4QpEYMeDbUSwGotlUi6u0iXKuza7fcirYcAW9PKKWMFqoXq28mk0+ZJPOec/8MZZ5wx5OzQqA6dy6Gt/ZPlVcuUkwjQnujJrcInjzgYF13+G3giJXQNrkAlXEa0PoRV/aswlhKhr5Iyt37UF+W7ZTLsABqjjejsWWl7JevemjTJu6dUOddSyYjTIYBpakxFDGOjRmijVSiZsnJTNOHsH5yHww86GkfsfwxBRJvK76Nka8JfbrwKe+2zmw29EuNVMpRdwrlfXkj1QfnRn+uhBJNEU2oCBKj22dTXHcbtS/Sho6GZ8rdIay/JN9hoUMJpuJjPo749H5/EeBQIbeaX6p+P6qHGbigsrSqc9KODzE782hcuwpQJmzHeRRis9KLBO5X2HWMjUNaQ8i/NQE5+KcRRZIts4AKy+4A07bn6cL2dC0oOfvh3OKcKZHowArB1TMNTT9VOlefccmSTRpxrpPoA9fnmpmYa+QH88U9/wheP/CKKeTK41pcn5YoF+MJiygw6SyvY6s/H7lt/Elc+eCaCdR7UNVIRigfJnlr1SaxY4D+Cl/80wUPMm0lm0Eq1ZjCTogRbSEm5tQHY3bVF4xJ1pkN/pRI2kkEHMv2Iax4IOWX1QA8mNm6EFYM9xEgEdVTZwqV67DXlUKR6enkvjlCVam8euOyia/DdM7/B93tt9ImhVAf/J5Nyzgj0cg+oMVEalQonvw5P6lxWn6OC6bm6BkSOo0Wkd6RWSlVTaHcYlu7pN89/g/j2KcfyjgffOfFnaG0ZTfBLBitmgUalprelsDrfXxOvyL3n0PArJ51vQO44sTcN8N6g1+dsvSEXdWQtjRolNbKF/8cdtyEcCeFzn/uc3QtqMhdJQXKlPLLVjIEm5g/i1a55+Nvzv0BkVAC+Rsq3sNzyVBXJTOofcqaAyEeX41e0yUEJoYCX0oYmOiVla2MTGjxshZkUj5i+RkqZUqRfMdeyvlXoiI7Fyu5OQi2G0Y2j0Z3vRdAXRFNDG4LeCL51wg9w/R1X086TTeWD+pY1sflLR3/eOppnvzwT6cFBfchqdNWq1TaEKZ8t2S3JCFlKkjayh3Qthtc/wcthev1qZX452RXGeea8q6UOnM4DxzmjPjEdcsZUsKJzFTNTj5C3Df2067yeMsPLkxllGAdcSrfHVuDht3RoOaqKnDyK3/3WmvS4h8Oib3CoSN/j4BKtZxJMfxwJ4ZAeOp2tajv3oq2x0YSJ+NOfrjJ3tTNXy2ctscbF9RZXo6+wCjlvAkt6XkVjR5R8INdFFsVKDkVNNakwLg9ZkXaXx1slm0mC0V7jp/K0H+piDTbHbPnSFZg8aao5WYynzJvopE1SQr9KbpSgauQxiH4sWbUIm3dsymc+W6vek49jyax+fOMLZ+HVl17F+LpJ/B6ZuqZ1Dvb048TvfNMk41VX/9lG8quboa6+3r6gdL6e3LJZU2iOpBLT/vskZ8lAoRuFcgbpZJp5DTMmH4KBMJpjTYxb0HJgaWAx1dd5135dkKydzPWI1h+Ava6SxEhrKJVOobOzE9OmTser817FuHHjzHUvZqPFhb4UW91oFaPbJ+Psy7+N7XffEh4NbYqIk20WF2UUQaZtUTX7l+pYgKqmBrGKNYtVjTbw0ZaroD5QZ0DsI/N3tI1DTtv9MG1rAOaAy1Gy1Ep7bKEb7UERJVgTmT60RDvYsscRKLZgl4mHYe6rszC2biqK2SoaKYEllXpWLEHr2NF4/JHHsfe++5rUMpuPhpymxzz9zNPYaacd7BuGxho5AFtDa6TEv08ahOssMKBtIxyg5st5p9/NK3tW8JWUE7Bq33ArRr8bAMD+s5J9L5FbOcMRxWypUnVoAzvZNzf87XpM2mgipkyZZKMSkskEmV+b4GURi3sxunkyrrrzXOywxxbwRCipQmUUKinr09KIA7VD8kKqU9RPFVJLs0mlcgbw8FuUFnqugVC8QJhGiNk+sgu1SKGJHR2yh9zhPyUkCP5QIELJFMJAfgAN0XrCjCpc3o/fnnsZvnvKNym5plEt9NLwD1mnr6ajtI5rQD7fjd332k2Yx5VXXWXflTdzxcpleOWVmQwoMP0zoIYf74wFXAmlsgjYMgNBX9j6x5x7erYWbQCgGk7rhxfxzXLASiwQYMGgRkT48fvLL8UnPvEJ6/8SJSu95JEMZix5BPXNcfjJF+nSIBK5bsQb1IUaxKrySkoEqnNkXv2TxSDGVIvtgMsZRS8xpa4A4alU4p1i0SZ2ynNZochxJIcjuXSlczkgYmihXZdEpZpFo0cyjMDM+DH/+U58+dBfIr08gfQAv+up09ZcwhCSqW7mQTkQNeKKP16NLx/zJcZRRblUwPXXX4+PHfRRk9KaPOrQ2kB6522rctGfGkBcezyTnBjlVHEWc62Pxq2EjFwJ5pJedh8OBVr/6H0PMDfxUpuMhueGFVclX19/499w2OGfI+NrYKvjHlbAOx77O1o3iyDWHESqnEBfsgetjc2UWEl0plai4qsgGgkztJwLYhACSyqYrZ9BgJHbi6UseadqNplcBCL96p++o9HyDpgcgIkcBVZPvVSuKkinM+iItSGfzWFUZCxSq4v40KYnYe6cJzC6fhM0RJpM+KlnQZv/e315FKqabyW50YaurgSmT52Cm/5xE/bdey8sWPgapkyehHQ2ZXPcRGocXAis+X1n5OTC+S2ycdH2SKFgwJamq6qxYfrCtkZHLdCb0XoMsHenpN/DJO/1Kad8F2f88DSzpWSYy6Hxh79dioM/80UU/QRTbjF6UssRbvRgzsoXrVO5nq1yNOK45eVTk6vE+swqWteDMqjmGZRaKIeJ2imph7lSDumyJiumMVDoY4g1wHLJgar+iSqYEBuHVCaH+tBopHs9OGT/k3DLrVdg6ugtDVzqQBYTqkeBn2JKaO9Q2vlQx3MvWlqbcMQXjsGFF/wOS1esxviJk2zfMhdca0jpcL5qDP9WTP82Scs1qiQ0WkTgEmm9x3AozOvhfV9rE9Ni6nPtcj2l978EY+qzbPklaZwbww7y4ew5s7H5Fptj1vznMXnyRN4sYkHXq9h51w/goeduwmB4OQqBFKURJYqcELSVnH4jV5UTqf0XY8q9LY6gfSHXoMgWgdd7bti1weQAVHacRsVrcKwkZX1dvXkQ+yr9iHkbUc4HEK+04ZzvX4hNx22Hs04+B/U+TZ+hJMzoG8wSEebRNHrmS6ZYmvd/e9EfcMftd/MrZTz+yP3o6u9EU2MU+UKGZVOyIUxKk5N+J+1GtWRm83nbpUXSRmM1RRqvKbbQxu1SM9+K3FwPp6Gi0OfWDiBQvY5q5bie0vs+d9pbORrVlIwK8jmHEVWxclercv987TXYcY9tTGXqyqygXEmgrb0B9874GxAr2FT6speKmpdqjUcj7aRGypGuCNZmhjU0rGvrLSmdSxJcedokefRm+mlhRTCqbiwK2QpSxTTGecchT6D481H85Yqb0beqiFNPPhsxXyuKeVYP8+CNENg8tEbFqlVddm+gn+Cw3fXqcMRhX8YBH/kEpmyyNX7201+Y0yMc1LqCbyJBhjG9HD6uO19LKugQ6d6/ApfIBZN+3eM/IXdEjWxX2bL/Sbuvd4bHo1nr/2tab9z0Wq1WHr5A2G/rvUfqyFzkm3hzGBdedh4O/vSHkSj0IFnstbF5oye0oju5HNWoJkKq5ZZNJEApwuHAclt+/ar117l+JZuccYQK70owJ441pFCDyQGqnA2IUK3TdqsaNxjQ/DOEsapzFSK+Jrz05CKcfuwlGFxJQGY8aNF0ETc5BHupmIU/HDeJfd8DcxGOtGP58m6bqb3Z5lPR07sKN91yHf54xcVIZlbbKsGa8Rz01dLJv5Z2dfaKauVmt2vkMuQbDZB+U3Ljebv0b0gwsaYL/vcrvXnu3i+kCuOh9d21XJoonXam0V/712tQKOVx2Kc/hQeeuBdTxu6MrvQyNI6NoC+/EpUIpZdvzdCfNSSmVNG8WfEodA2Ob1D/4jn3KFKUanS93+MsdF0pUZkryuPoQVf3ACa2bIrO11I4/ehLsGrlUqqTYdtJJVOzu6Tmati9PxhGf38Gvzz3Snzso4cilfCjo31jtLdPwurVmjAZxfbb7iEfDp54/Hm+RInkcyTY6/P25iRg/VvgWsf0fgeX6P1vg2lV3doA2WI2jwBVHu23Vaa619bRjG+dfgK+9I3PY9zoLfDAq1ci0FhCmnZPppKwGcwOTIazoHOuql1TMJIBDuDcfi+XFIOE13AJ5r4nB4Q8ah3+MViRXoGmWBPiaMDi1cvQ1tyKycFNcMONt+P7R12AFO0yL9XHajWIkEe2HrFiI008GOhL2FCvW255BId84kv4x98fx8CA11axCoQ9SOf7EfSXCcICjjr609hhp01x++1XE9TKh9RmZ9yj5cqVYMomL53cMnfyngwjqVqite//E70l9zAOFZdobTe9S0oSWVAqnVQ7nat7Y83alW+P9J7SPPzQPWdJ7v8dvc8Bxgo0FY3ECizni/BpDQ5W2ksvP4cdd9sB81fORkN9GI/MvxflSBKRdi/yvgSavXEsyLyGpmg7mdmpfJcXXLZzSQW0BmC6Vki5O5w5XM5gLOctuePXFKjCaDRekEAroc5fT/tIrvUgcrTJHrj5cZx70nXI92QwkEpRcjUgYCMgGA9tS63R6OwBFkIyUcUTT8xBNDIOyxdn0Ng4GllNWaN0izd60N21EpFYFb/+zVl44pFb8dqS2ZgwodkaAKmYbwYwu8V/a0sLscW/lCCWUUX0+vIa3gDZN0RvArA3+rbIBcy/Apn1PfJ993iv0Zs0K+9DUmVo5wZSuZDD7353Cfb64B5orW/G/O5X0TaqCZuM3RgD2V6UvDl0YSXi1ro59okOL5lg+OEUz/DDJQdOa4Dk0nBGc8Jnc+oaqKLJ34Ke/gGkBrPwegL4xy2349wfX4eeFT3w5CNoj7UhKDWyrGFHRXh9cvoX4GVLLnfLoqXd6O3NIJf3oal5NGxuKD/npZjq7tFwLI0cCWDsOC3aEWT+LwMF+dsmeRAlRXS43sR/SWZP6bAmYdjh3h+WgJoqP0TCwlvgQQB7O23/cFC9F2XF+1uCMeWVfA5eLaJBSVYo0KiPhpAvpRGONWL7fabiaycfjfGbtCPW4cdguQdZTz9ioQAy0GzcCllRc6OCa9X1MEYwciSXoChyC0xXjtKorug10m3N2wQub1YLVUS8MYSqUbQFx+BnP/8F7rn9CSx8fAnqMMHZ75h4zOU0ybOAYDiI/kQCTQ3t6OnNYXTrRrjplkeRzQQJvmZEQnVI9JURizuTRzTu8AN774BwOI8//+ViPPjILVi2eBalX29NgrkpJw13cvBmX38fejTxclDDvCgFvJpQVkQ03oimpla0NmjpAscU1K+bN9vj2agGRm3+rBDu3rVud4DIPl67735/GOVzBQz0dKIvnUfWW8981WFsUwTxMBvLWsKdXUb5x/bCFfF7tTwoVbmS9njLIZcuUGUuIpNnndB82GLjCRbEDWry0NLOuOxdpyFcV7RuY1/XxILKJchiNvnOb+DSYmPn/O5nQAvw3IvzMXX3UfCNyiDtWQ1PKGMbiUs2CFhhsrdIrnkNeNLhriJrdWDEuKtkPB4+SjUd/tohJguzyrS+YIkqXR2akCdHaKqGpoaU2Xb5Ka3aQ63w57yoK9XjzBN/hKWPrcbiB5eiEUybGEe1wMoOR32I2O6WIYSD7cimgI7W7XH2z/+KgGcSbUuqs546AgeINfuMpwcH81SjAoiGvQRgiu/7cfr3v4sgOemmG25muh3prDGZ+lBVtgkPfa9QzKGhOYaWjom49h+v4pSz/4Fr75qB8IRpeHJJD3b55NfwldNuAQWkwUOs7YyFATJpZl5p559yNo1CyrmuVvwolDy2JZTCpfiu3itVS6hUNaSsVmelKsoEVCULhNhAjhrdgQaqvUeechEO+tr/YcGipIUVfDv7WRBqSfKMI93NE77EZ/xPIriKGVa/D95oBM2jWnD9rQ/gpB/9Fpdef79CIscUaDyN4splikj19DBRvFJ6nEysM3p/A4wU1SZ3rMGKtodkkWuC/znnn2sV8tcZ5yJvaxOmbPm0ikdFTGvKwOGseWFMZ286h2wtt8jlpJBEcsgpqrXVSD1PlBKI+sJYmlhEu0kVmubnS4h5Ykj0pBmCTXE2is9+9EgbFf/EHS+g3t+BStLL5wlj9rIW1CBpqotIo+vnzh3EsceegsmTtrPtgDzVCIglGy4l72WR+U6lkpg8eTIG+rSpXgV1sSiCAR9OPulE/PpXLAeRMuZwuY20t62WqK5JvZTNqDVzGkdtjop/HPLVOJrrA9h7r63wxa+fjAXLUzj+29cbWPoGtSiqA5xARKsj84SSpBqgFhDS0DEmQcXE71dYDvpkgHGvZBlU2ABW2dgozeG6ANVXNlgR2ssSKVbgXrSOiiMyZktEx26JutY6W+JRNRZvioNFynz44Q3HkGcLo51GFX+eaQgEokwT683rt7RNmrI1/LGxaOqYbgBLFLXUHpDkQ+0sGqdkZoKRpx28rul9DzArZavMIiski5fnvIgcG7kH516LBlWM1Z5jLw2BSF7HIdKIeKktzuGAyvEaSrHS21WGF/MYA5ExncOJZzCVRjPtK01+jwQ8FJy0owpJqn15wiqM6a1bYfZzq/DhHY7FCV//Mc48VUwfQioxwBY3gIZWZ3nu7u5uW8o7Hq+3RHrFQGSIfT+4PwGjTdYrkP9G/cASQPlC0WYENLc0YuzYBmQpRXr7um0F3mKxgO9+79t49tlnMW/2bItftsra1oCvtoTWAJk3nyuivaUdjXUNxhR6ssnU8WhpDKG7c5lJ64b6OLQhpopcACox4GCBGkEghBLTRvPQtqTWkv4ZcrQ2uBTDR+pjGMhpgJrC8h3eLDP8st4yEgxne2f4KIH52zOYQ4ENH6PFin6gn88VB1SVGivmq4Mn0AwttpzXe0EvcmzolCaR1RdBv3pVAv1Ur2lSIkYAKuca90yhafWYLVILiWne3LqFwLqN/b9B0svZogVitBVYwT/5+Zn46e9ONNXHaelrYGDQ4Z5AXTvnVrs89Lvm0H2HHR2J5h6qHGdxGoKWv63xdraOJUqQPoyOthFmGZs33ORvQro/j9tveQBfPeA0zHj8cXz1c99GY3Qc4w0h3shW1InRPjm6YyyzwfTwctXqPB54YAFWrqAN5Q0jRa4W2AUwjf0rVzR1hs0CAa0lEQYGCmhta7blwEUa6tTM/O+44/a48MLz7Z4/SDvTX7N/+BEXbHLA1MWoCdTFsXLlSqxe2W2loZCLF7xC22gZ1U/121lwLFmewNXXP4Jrb3oChxx2HK656SGsJkAlKWYvLeCiy27Hj8/+C+68ewFVN+CYr52KY79xIkLhkJQKXP33F3D7Q4tw1i9vwPfOOhcvvZaghuGAVeAMxJoo2Rrw4px+XHH1tTj0yNNw4R8fRYmJUnn3Z72m7v3+6odx7kV346yzr8Q1f73fQKj4latovBmTJm5GdbkRbMPs3mvLgKuufRH3Pb4An/78aTj7vL8iyweqgXVJ72+AscCh/adCAkMRqwdX4p5bnkakIYBkdsDZ8MCrPjEFdiXTGlKFOUXgPHvjQ9JvzaF/7q/a1mQxia7eTkxqnmz3fBXaQ+U6eDNBXPTTS3HZ//0RA9092GL8TujuGmSM/B4rNk8j3Fpt6jja0SVfqFBCxFBgCzt2zFT0dGWRJzNpcRktPhohk2s0fT7PVHml6rG5oAGnxT5LVC8FGI0plFSLx6MGiO9///v4/e9/j2WLF7OsLLOUirRjJAJJRYJTeRRzyh3e2tyKjcZuZOCaOXcx7rzlWgQ9aVx+8bdMeDz66CIc8+UTscnWu+DAT+yGqVvvhBtps931xGJb0q1xTBBjJm+JnoEq7nlgBm66bSbaxnbAGwlSbQau+OuTuPTKG7Hn/pPwje98GilfHCeeehZmLdRC3Ewiv5HIlNCdSKN+VBMOPeYwfPbIb+DG2x/BOb+9E3mCRVLr57+6Af+49wkc8aX98e0ffBH/uPNx/OAn12NllwOYztV9WLm8H/GIGjFg6eokvvf9s1HXMglb7zQFHzv0y3h2TieuufGlIcm3rkjc9f4m5YCMpgG6V/zpd3a9/Y5bmzeurD2rJGkYRIcLJEkDB1xvRqom53Dedd52znQuxnQgpw7RjpZxWN3Xg1KKNkKmHr50Iz6w5XHYeNTWePnxOTYkSitdtDW2oadbGyYwJoJLlVsqEyxMi/YSE9COOvq7OPywY21r1XCkhaDSFHwfAUBAsInWiBUte7Zi5RIsXrwAUUru5uY4VcxOc69reW1tXavwBx98sKXvlltuYlZqoGIkTp+RZmALWjznX21CGKL+OfflObjnzpeQT/Tix2ecjOuvOd3Gdco52Nw0CnUNo/HsS3PMpom3j0bR14CcJ2J5ChCZWep78xd00laM4aBDtsIp3z8el1xwrn1jBdW2IsM+O4sgoMhLMm8dkzdGrMUD7cE+yEN9fnLa0KSFFsraZvsxaG3fCE++8DJSfL54JfDK3OVoHzPJwnTRhC1RbVzZlbQJn1kmrLVtlO0zkEpmwXaL5EVPbwovvLwQ2n4g1DAGq1MedCY0dWnd0vsbYKo1AihXSJFZCzjrtPPxm6tPRpRGejLXjxbaE+4CFo7KZy/ozRqpeB1L6/WHG9o9FE7AcsK7h2GbzW4mlUNr3QREqh149I452GfqcfjGFw7Hud+7GI1oJsDIOJSw0SDQ1hY3cEtbU4zRuOabkTFkG/B3+rRt8eVjqOLGO1ChYZNliy4GF7g0iFfjb0ulIvr7uijdaPlRPdYzP0VMa2szenp6MHnKRibBJNVOPvlkXHHFFUgMaHsm2XAhx8lBcjAnLyNtwM4V6Fy1AtMmTMHHP7I1PrTz9thu2mSLp51MqdFnm28SxT9uOQf77b81br1vPuYvWU4mbyRjBzHIOCSFvH5taF7PBiJu+Y3L5qK9KDr5pANw7V9PQ3sHcNtdy2hreTFAGzbPb8g5FOURoU3lrxSgccoqjzaCzO+LIJmnDGSZDaYqyOaqaGkbbQ1UPau4tWM8VnT2YBVtb8uapn0z7/JOhnk9fnQMt9/xM3z729vihlsHcN9jM9DYMZG2m/oO1y29vwFGspHX/H3gyQfgYWGPmzAaiXQXGhpj6Cv2sgAdKeRAwiFdOyTwqJpef/wz4GpYrjGjfskL8FR9yA9WEPU0Y2BlCR//8BfxxN2zkB5I4NvH/ghB1JtxoXnQiiefT/KXko8JSNecBUqLDjkv5sxKY4ft97TO5GXL+6gCBtiia3wgA5DkaRQwJcWamhqx0047ErB+27xdq0ip32f+a3Npi/GckrHC65NPPgkvvzLHlhAXWnzS9dYifd/nK6KxLoiGWBTkbyRTWqG3gBgz2tNdgPxFCUqLm29ZhR/9+Gp8ZL+pGD95IxSJ+pbmJjiLzpEI/rpIDPVRrWLlUFMwQGA4jcR1f56DG2+cjU98YjztMkoqBtJW2EqVjkTXUgSqWdS7A/n5bKCnmw1RFDkW2Mrlq2y0i58Nq/aGGGQ51rEsWtvamOa0SdHBgV7WjdYGoRbDzCne518o47OHX4EDPtqILbbZloDsQsWr2li39L4AmGuQD/eCDQ4O2ujvfL7IFrSCyy67DFXy0PhJY1HxFKkqJBBja70GVm4VDs+yJlBq+cwCpYxUtDx//ZQaWnxTIwNDKFC0aJmAGM/LPG/lv0q2gjjqEKqS6zJx3PKXh3Dwtt/AZb/5C2684m7k04RUMU7hSsXQG0cxmUOelR8OBWlrpaielc01rq4peeXluLj7nrl4+pk5BFozAVNBJNpkkstGCjHJOTJShCKhSDEhD+TotnaeF6gaFhCvi6K/vx8rVqxgYI2/08BdY3eqfvU4YP/98OMf/9giU39YTuKSpK2PpOraJzy0V8tJePlRbTLTGq+j1C2TafvQ0ugg/MH7Z+MGzQ4/7DC71s4T6upO9FCa8lLjYoKaT5dLoINqq/r4PFRnvbTAKLhx3rk34tabrsM3v7KZOQV7Vi1h+CLLpmhgrLI8Nh5XjzFsl7wElmb4JWlXyYLbZouN5f3H3ruPRYB15i0zvYy/noFeeP4JSvUUNtk4hi6Gb2yIoLkxgFKh30A4b/5CnHXW9/DpTx+AMOOIUVS2tsSQz2mwAbNBUe6OXRzOY+8GvS8A5g6HUU+9JJZI62po5HeE3LRk6UrcdMP9+Ohh2yKR7LdW0UdVI5HXjGKRXAvOP507sakgK2jzUgfhuVaN0lMBS52zFXK91uhri7ShlCkTYPUYG9mIaki3TetP9KQw+6nXcNBuJ6A0qJEVvThgl0OQSefRGKtDlk1rRX03TG4g2oBQVB4+qj8UQc4A3Dw0sktpveGGJ3HMUd/A2LHTDFx52icR6jZxigUxgPqbtC6ptmGSeqhyCIWcbYn8tN2KRJ3mdel34002lXZk4kQOEJXXKaecgj/+8Q/IUIoF+FHZYaJSUVNnqHLxe9lMN88TVDFXOsOw9N1KhpIrZulUmjIs20Gqpo89fB/ue/RVLF1AWyzZidzASgMDhTAKqR5EAmVK8S6k+pluqtBhxiYAvfTsoxjVGMEVlzyGhx5YgTp/meDqRV/nMvtmAwP1LX0FuZ75ePy++wksNiY9GZQzvTj80IPsusK2Ye/dtsOzj9+LOCuM7RYbigp22WkTdLAqx7QDq1csZH5Wo697sY0S6V69DO3NQSxZ8CJ+f8VTmPnc42htCDDc/BovrDvynUWqnb8nSQzijugWgwlUuh4+Bu2av/wF99x9N/bYfxscePC+BMsg0vkBRGmwOGasQKVp//rnujl0qIef/xivtsopk9mkStXHGtDka0VPfy/K1Pfb68cgmy6is7OfttYorF7Wg7PPPBcP3PYMHr37ORy0z2EIeWI2VKuR6pGArH6jiJpXB8dqJQgOL1UYpYAStpJAngyu7Wp32Gpfqk33EhgxPo+wNQ0SaPIY8lW+L3tEHjbNUtbcMlFDfSPDKy4ff8u0U4ro61/JgBkccsh+lH60Eb186g9g4kYb4cLzL2CjVI+dd92V4JQk1VLhITJgBi++9AoGEnlst81WlDRkY7bmJX8G8bi2WGL5VzwEmQ/xaBsKTH/7mCZKlCn4wK47on9VJ8a2xjBxfBPSyUEDRCPVzAaqm+1tdbQLg1i4ZC4lyihsNHGyde5usclUfOzDG9GG1LJCBcY1DR2UtJGQh2XiwbHHHIpc9zIsnLcIc2fNwanf/zo6RjkqpiThLttvhMmTN8Wttz2IOXMXUK3eEkcdtpeBuGtpEksXLsGUTTbBuLH1GM12beLE0Xj51fksWx+OPvyj2HbLKXhtwQK0NwXxQQLTX5NaLk8N5613Su/5sYhKnjLsDkJ1VzDSnlg+r2Ow17c2YN+DtsdGWzbhM8fsh1CbFpsZIGtoYWeNExS4VPy0nhQfK9VL1UTiRTBTh3BWISkpxgTHoa8wgN7uAWw1dhuCtUiVjNKIzK5dQ357we/wt0tm4Mq//5Qt6cFoD2xugFITkEwN2DhHn8eHs398Dk7/Idsugou4QJASSLa+sx1SlsDIIlPysaVvwDVXPYqpk7dERnZKPoi21igoEGlfkWG6S7Qv/EjSaFPf16zZr2Dq1Km2S6WfNlquWKK66aMd04unnr6H9lcF3zvlKFRYXprqIoRXqBb+/vdX4PTTz0RXT5+BdSAxyLDaWaZESeWHJk+L0qtoM5EpPUynnOfay7OUryBcrVMBoIsSmUlEjOGlFtrWZMxjPfNnbEnhrM8WpNIyjv7BbtrDUTZWGdQ3UBtgGWiamoZS1dpNk3xhNUKkZckKVTw2gekK7TgvUow/QN2zM1lFXdyDGN9P0e71U3xRAycgJe1NUbAajoqbeWQYt1TvRpaZdsrJEszSG1THbF9k2ln6Q2rA1JdKWhcAq2XxvUtuZqUju3N75F6WqqWlrx984Enkkln88Myf4M477kZDQ4PZKGUyWLGcYwsiqUUA8NdbkfrnZFqqkWLWEtBdgwNsxSKoC7ZggLp8fbAV7XUTsLJb8/Lj6F2Sxe/OvQZ7bXwUPrD1gejqnIfP7vVlKo1qVimVGGcumadhTnUqEKTUYItPZV9qpmpRDKKPaUxyviAJ6iw/HfDE8dKLSzF9420JPt7zRTFpSpS/BCtb+r4E00pDRjzj9VKqlLWCcJXfkIuNFhIBKjVRZaTO5aeffhqbbropQ/NbgQDjZKPBcvDyXMuF9w/02w4mitDAJfHI/7JTxGwql3riSAyob2r/St0N2RLjuuPYPPW8VHgP66SZIKIAg4fpkNTWGEgBWEuBqIO/obGNYKqyXiiteF+exQJtZQE0S6mptVzlIBRIdYwiuIRC2X8eXvsrjn3WXMc8Mr5KSU4V1mPZccA0MT2OpZ21cGw7Wc/8ZVpkb6neA14/y2mQPJFDEwPFibQKGzOptcrHuiTm5v1BYiCphgKXpJm7dsRpp/0QJ5x4CraavjUWLUxj1fIVbAEbHVunBk7LJO0qh10ELuN3A18jmqj/kzk8IRrp9SimNV8rTlsCmD9rBb593Gn41N4n4oC9Pk2pshLHfuZbaPZPxGAPW9pAu1XiQFeS9lKIEjWAormkfZi+GSWbvAX6ECtVzKaPS0XUDe2FddvND1IlLSOXpZQpB9BKO2H+a7QhKEUmTAiZIyQY8iKXL9geyYlEP0aPHi0NjtLLTz5kun0+2mQZU/tefPF5bL75plSl1VaT12i8ucsANLa04DOf/gwuuuhiJ02kivVcM70CLjlTzEbTzhwqGjOoFel7aUhZMfoZtvaemJdJI0gqKGb6GI5Q1ORQ3tMQL+FWYSkkDZYajRLgA+2/rG8onJ8PWuq0SnERtusToy9TDUcpgTi/FQ0HUM1VEIlRe8lnnMaOJNtUgetjfpszp8H1ii/Oe3na3AK59nBWo9FDaW0JYHnVsQ7qA0549dw0+SkFS8xzTXqtK3rPA2xtDVYAk3okmjNnPp5/7iV8/evHUd3K4oLzz8A555yDrq5OtHqaaTdlHECZ5OKZQMboTIoxXlVEii3fpPbpKJDJu8jAlaIff7ziGnx0n2/g/HMvxdFHfB2pvh588qOHw1+sh7csXS+E9sYOay2ruTya2mg3ZakHMr6KBtFV/fjogR83tUXLZWvjc+3GIqYTs3auTOH8X/0Jr7y40lTCxsY6AimIxUsK6BgDtI+msS/eYHxaMNVGoXuoqrHVViey+rLkcTOgsSGRdJd9KjB1dDCNNd1Lv+EY01tzDB133HG48847CeBuDCZYNrTPUn1kXAaXxChWaONRHZb0Ub+UYNoUb+FfJkSjz7PUDLKDCFO91or8KCYJBDFoHiEC3lYdJunzNpyMv1LxNNZTy4k7ihmBySTlqQ+rH09AGqT0lyTzRQO09aq0P7v5qQw8Enl8T10IY9QhRipq5wtT75kGplG9DsX0AIs2C2rKJj1NGpLaWvmOzqmPeqjs+6Wap5grvu4j0nzycKog1yEpOe9pWhtgrmRKJBL4xz/+gWnTJ9Pg7UDM34hPH3wEVYbx+PVP/4DO7iyafBMRzrUikm/i0Yhovh5h/uo8lG/h0YpyXxQLZ/fg8dtewtcO/S4+tvVJlGMdmPnUw3jm9pn4zH5HsGKiiHobEQ/F5Jl21Aoli+ce2lzlTBLeMPVA3pMkEd1yyy3WBSCmLZTSZAS5VcijxOGc2avw8H2zscsOByKX8WBgQLPJKLUmBpFJE7dkNmbTJIHGVyrPuWwB4VCUTOlHXZ22w61QWlBdZCshQdnX24m2lkaqj2Rg7QVGbpfUN/Ixdn58z732Jghz+Pvf/057iOklCOKjRiPHhkij/7Xevqa7UCuz9Mil71iXDKj+AhpV6mvLyqi0aLUBhhJKBuZ3KXAwWMoZMDWlpoHqZh3BqgVJJSgKTFNei78yulCUjSRvKvZwOGSrKus+c0sA1iFc56SvSP0x6HfKVI8DEfXTaUqRPKT8COMIMH/ahCPsZ5wOhq0BkiJe1EpjfjZIPNfcck+c6aWabgaaerh5qgZXDYIGHduh951onBMetZ9/uv+WB+k97+RQ66yWWN5EqUNybuhaKqKG1Pz9lrtw0MEfQo6MkyslURcN4aI/nYdzf/kz7P6BXclUe6F9VCva2toY3kMDOYEVK5Zg7rxXsGj+ctx67fOYsulofPKTn8IhhxyC7TfbiVXhMJXijAXlCNAduddJbmkN/dKIpuTwmauP6WWdiedSmQEySoTMmKRNxZbZ5ywSKmG0dBFw390LaHtNQWdPHgEymFaB0gxkmglUgeU5JV8EvMxvBhHm6eWXX8JOO23PhoXXBHN/f4ItdAMZSX0BKdpfD6ClLYjjjv8UpR6ZhBEFKAGcvJCXsiVKpjCuueYv+MIXvsBydda/kMs/SNs2SwSq4Qhq5AgZL9gUQYZIj1BMiAGNcZkoCWhadTX7hQk26UpwkcXZLvCOE09UJab3GERJ0BopAp7eUveHdvYUlSlyFEyqnZWf3RXwHG1D9/RTE45OnLV7InfNESNNP3I+os/Y9r3KveKkYaHXCDGCzI3MjYSSNMeASr+aOqVfKrDB2kmQxeW+JpXU5pXqfRl8itiloXN9mZfvdYANJ3kR3Vb56quvxje+eQJWrO409UqNtDKiFtZPRkjnBvHU00/iwQfvxcpVK7Bq1TK2qnmqYw2UeBth6222xCbTtsCOW+3NMlGR/QdUK7nsYBoRDUlXZbB2cmwELr70Apz8rRMYpGINps8TQ5I2iYr91puXY/rkcaC5yDQxvQRCQGMR+b6GPrmNiSSX7E1VkTqRN910EtUnqch+Ai1NY58SNddPQJVwzv+dgeNPPBqHfGpnq+QyxZCEji4ymRzfIcuzXFat6sTGG0/D7bffjp133Qk+tu7ilTRTKqd8TFykHnB5FGRQiYxDmXL+zxnA+JhHUPlXoslkNF2HGFSMKV+vTT7Wu6obpsWRDIJOhe/WKow/LuMOJ97+JzLADSOa0CRHZNncPkuPXVoZ6BOSTE78zgOBW8UiB4rd0uEjwHhTclkym1m0kSnyMNpzxTEsnQYwfVbPrTddd4eRXTs5eN8AzJVkLk2aNAmHHnYEfvrzn1o+RTkz6nO27LVKpn+wD031dSwYbVSqd50S1aKiBRtKE5ZCQingDHxVUUj9dKSjcedb0/CSq53n82LXCv583Z9w0EEfRWur5ooFQB7Hwtf6MPOl1UgNhNDaNJ3AUL8PWZI1qrwpjzpEApffT4lLI2ZggDYG0yUp7DYysrnq4lqBKototIIDD9obL738JKZtoiFTrHca8Q5LeJgvZ3Cvalo24De+8Q3aqV247m/X8oYzSTHDsB6qcI0VwoOvFqnq+WurJRtjKxCLUIz4OoDpE8MkgAK5DGrvKBkqet50VS89F1/aBZ85QHk9vcGt15e3yFDiAMwQrOUIdEukCHgYyCwhzstSFI0XFE5p1y9flWRWj4NuqeaV/mFFaInWqaVffxSlSHnT8Sb0Fo/eWyQAuL8zZ860zbS/8c2vW4epqMD7YsL6eD0SySS6e3sJrmYks2kynLMQQK7kqCmSWCFPnGWmAVKOpJDjRIfAJaBJcrgjHt6UjAsqtsiOSn5gIIEQpUsoIm/gQoJrNJ8G0NM7iFDQj2222g79fSlsusnGFA6yvRg/fwUq5csFl8CmvIii0Yhdjxo1isDy2Ubi4bDP+gO1W6fanFw+zV8PNprk9BFWzI3nUIYqphtXWbYQH51wwgm44YYb0NPVbaM5jGmM8RhOQXloY4t/otrjf+IpRqARMFrHX+DRYZG6VDvXO2Jee1dZtftyQLDu1jocDl7rML1s+OEixCm3IRqWdFm+bFp4aFiXDobVd4enj7eULjftSt/rcq+wDOOm/3WkgG9xvK6c3sskJpP9JTBojpO2IZLLWhsOKC8hgYTgqNAIqovF0d7SZvfrIg0IeaOsfEorr/bXEhtJyPtpcFOS2Wh0Aq8mwfQdfUNAc7sC3pwqSA70OatZsUlubGqAlvAW/eQnP7NqlQettaUZZ515Pj784U9g++12wcKFq6zk29qY9hoju4qECy6BrVAoY3AwafnWdSZToM2Up/TSGEz9pimpqli6dCE+uO8HmF6LwhwjztLfBGgkanFrhIpG3AtkG2+8MYEbtvGb6reT50aMGPSw/OSfZ5n4eF85cXJDcpJpP2Iyu3QZlWLCZVAlYch2Gc7EPNc7dgy9x2Mo4Ns89LJ7rEld7R6vXY62D+m5Bm87+dPhxMNfNzEi3pINqPQrHzreCBj2idr50Ps8FOObHe8rG0wkIIjxH3zwQeyy264EWIhFKB+Rk3XbOodZkoNAbutwMIxyzX+sERYq3ELJmaCorU5l8A6XGC6JoXUIbG9OTgU6xGokc/oDIfT29uOxxx/HwQd/DL39WsMwiocfnI/Vq3OUqpOg1aE0d16flApTqbmKlQ4fjUlJILcPS/eUjubmOic8a4uX9iv3tb/Sh5tuvhK77r4tjjrmQ8YZGsBbrlAFNjVXYKXdw3j0jpvNSy75LU486XhTaeVSSFAKyksqtS9HtTRcFxnKmTkglFW+K1NMp2aH6ESHiJ+q1uI23tfL+hXpPp/LHhJZfEORM+/mdRBLK7J/99c9VwJqdTX0XT4zY8kNJ6o1A1bwPFXRK128rby5l2okavh0SEUp0qcUf+0bjgrqvDOcFGz473uWBAS11i5dcsklph7ttNNOBq50RovKkIlqXqmAP2CtstaY0AYIyqK2VfXS1nCy60fQT4nm1+73mshIiUauk2NB39Hhjn98a3A5NNDfT0kyiHSKEkLDvUktLU3Yddc9rBKaGqLo6wGSiSKamzqQy1JqykunGmRyxPAOsLR7pr5pURi4JKHUHaEGJZVSutiAkF9yzJtmESitpXIOTz39BHbaeTvnRSM1Dg5naF1GxS/KZdeovF/72tcs3zf9/e9MZwlhX4DxS2VlegJam8ShIQapcVCNPR0QiXRfnjSd8p4x5eueOYf1i/HUPeyZxVkLMBT47f2qSZXDxJU70hQEcDt02w36OnIfOOHsuRum9uteWo50seaVoYf2Lu+54HKzPPzQPR3uq+9Z0uYGQwySy+F73/ueHRo2pXzGaKMoK14PVUgyk5ZPE2n5s3yBTElpoFEPDggZUrknyUE2xCQkMbicBzp0LmBLcvwrkloYo0oaq42RVFoU7QP3P2LfeurpJXjo4ZlMi+ZtyUPoQ0ND2JweFMYGMDG6bCgJHB26LvGhAKR01NWF7VeglBqo9JkaG/QRcAW8+upsqptN5twQKawOkds4qVgiEUHDIX3jS1/6Es4991zkMllE/EGUtC4jnwXUZ6Aww8pniFgmGiJlHU1q773KhK556L7SoEOkahMT1hjRZUYb1eIeFkgNk0Cz5te6NGq/Gksq7+Tav651JXApXsWvJkS/lnQhwA6ea7mrofwoDiddfN1JAsmSUyMFdYG05oGbOc2f1zJHb0zD46lF/d4lgUstuMD10ksv2e+xxx5be+qQMqHijoVDCBJMzjUZihLOGaLjXGuUkg73Wsz9ZuQwvUK9NWk6hEvabN1SwjpYpQUiWEt77v5h9HSnKb3GsuDDBEkUyZTWz7B+WwLaaTiEh/7+NO2tqoFr3Lgm2lZLMWbMGD53Oo37+rJ2Lkknz6JA1t2zCjvtsi3a2qXmSkUu24gPSXdRQ32TgU3PjP95SELruPDCC/HiCy8wDzlkkimzXcU+GaqNWdp/xSLtvrR8a6IqcoN9jICsmc8w0XJqOxLUVDwd/K515Al4BJ1mF6SpsosRdeRonxrj6lDZ8ygUNMbSnePAg4DQcm0OkLzIabND/ub5Uo4tltzoOjLMpwMyL9VwzWh3gKX0u+cFNj72Md20j7I+a2nQrUSaxoUARiGo9CTZmCtZot7UAL/DWJiPinYxpQptb5mmpAHkzj5y6vfL57P2nmPnKUiRWopGESl173ESY4lB5OG78sorsd9++6G9vd0k23uBtBl6/0DCziXJCnISsFRTmQKO+8bPcdTRX8eEcZrnRYlEXvUQ8AKvpJskTmdXwgAl6VRXR7WVzyR1entz2HPPPe1aQHclkiNdJcnkhPHh2edm4MAD9zdmdVZhk5R0hlW50lwPBTAjJ5oh6ujoMI3AJDCf6bF2qQlROoYI5JhaATKKPHh+iTQNR5dKKNtJdp6ptDzXUCizdXmYeko1OExJGxDbOYwX8rMR4K+Am0oTnIxGA7b1WlqLkAqXDKA1+ZVHlVGA+U1q0is1FG3TK1IagzQF9KsktTQ62oOutaycIKDvBDSOSoBwpasKnEhyFmFVfUkSOmAU1VErkpqcL9JujmtJtyqKLEdvkBqQKkgeVwKnVMoR+M4yFdpWKk4eFexz2RQFovph2WDwWwY4VpzS9Z6mVCplDKbZuffddx/23XdfY0rHRlJxDqc3aTPeLJcu4/2HpNYrFAqQGdQyetFNwLS2t9hwo7vums10N6CF0mvZUoKwGkKc6l4qxbaX4JCAFA8oG2KsQqFK0HiM2bSE2hZbTGJD4jwrkRtll8ViYTKBmLSIllYfjjv2o7jr7j9j4kYt1p8m50aplK9JXzKlbWFExqzl32qbrbLmpImu/9uN+PIxX0EqmTZVMc3XNALFW6S0yOewYsliTJs+iYnki8qUdFt5KeQyV+LVw+/lN8SlAxp4yMQKrKYueNFPieYPaCE7m8pqw5y0uI7WMlGdus4plwQqV3FQUtNUWzWUSt0wVTJugCDT/QzTVqeRydSAVX4STkVGpWeKUSaupTdXG3smbylBaWv50d7MU2Ws8D3ZqiHGm89miMOSNZIqnVy1iICHAKTZETE1Q/lVRZHfWJxZjwZHB/nPT+mfRnTNrvQ1UmLeJwBTEn/zm9/gu9/9rqk2r6e3CbB1SJI4QVaCQOAlU7FO8OADLyGT8lIN7CCTN2NwgIwVDpqNlUgU4A87Kp21zHxHK/oKNG1tDQRVyRwco0Y1MG6H4dTq63ldXYhqZJnv+MiM/fjaV/ZDV89ztD9LiETJAASOXPQO46os1OqTmYcVk0aXOH1KwIrlqzB18jT8/c9/w4GfPsTmhRVY3nEmLpMYpGSTo6iMlYvmYGDVcqx+aSYCZFxvoIqGCR3Y4sAD8cqLL6N3zhKU+tLWsxhrasLoTaehY5stUWL+5CTX+A118Hqo8nnVEogIGtPRVChCiJiXACwyfj9tQm2Xa3N3rEFQXipIpNI2dMyndTkUBzGUTyQRiMUIMFpjlJolFprGZ4Jq3qp5szHjoQfR1NCIPffeB76NphnQciyvNHmpriGOdCaBpigBwnwX2KIF2YhpMXV1AKUH+xEhGJ+57yF0r+5Ey6gW7PaxjyBdVQd/vaMZZ4vwaSqVitzSSVJDwzKsXb23SWrSaaedhp/97Ge1O8NJWRh+uCSOco91Rzl5BAkuaSAOUIqYPWshAZLDqPbxSLBVT6cKVFec4VxqH4KRIKWePHVFvkfmYRMnVThGJhG45s6da55Smkb2THGLXJtQ7+j01dfmYaedd7SK1TqJpqoxv04f2OvzLTC7pPJ0adz4ifjmN0/ASSd8y14x6SCbjJLqtXlzke3XsP4SxkyegM02mYKl817Bk/feieJgN7b44Aeok/Vhi623xJYbTcDT992Fp++5G1tMGI+OTaazmU8RBCXacX0o5x31iVBnIVCd1MxLZUygkqRxD0o+qahOjwqvZdNRmmhaS4GAaYxTgqcH4ZftJ68njxDvef0VSsYqNVd3VKSOEjo2m4pXnnwYzz9wN3zpAaHBDgpFtNRrMYMiGrQeAyUlkca6pFSkeudVK8lvqx58kShCTO8rTzyBec88a+Ut55p1iDOMT84j6rnlBOOX84cSs5jSSpHvAxtM0kETCeUIkGtZapLUw3+PxGw69N7wQ/feGWl0xeCgOoKda9lGO+24IxbMX0I7LI9orJHgChvjShrJRJODQz4IDT6ub9DsAAc89fVOy75q1SqTVpJiktglGvR6rkMAFcD0+9RTT+Hwww81EGrRUcFD4JLa6pASxSrWx0lrg8zsPTKDFijt6exCz8ouDFDdCZL71BG9zdbbUAJruJQAS2ZuiGFcWzNG1VOF1LQRTZrTDMpyHnECYmJTI8Y1NiEgxtcsSnNDFtEciyKizngBRnahEi+Rqucpqs4KrynjqUEyOhlT4aq8pnpXHex1rvlcI2RA+yhKCVZVOIXp12qj/NV0moq+yfhlH6b4ngYT0jaM83lEwMrzHQ2OVlgBUJtGSJ1mAaV69R2mSXYapZj6M6neMY/8dqmABqqVrbzXIlVTzhPxoGxNqY2sJ8238WkRFb1DMAaYZxbuex9gYjCph0cddRS0NLQY2HVwvLF2K6bS4ZJ7rUPhhx9rh/33SV69+jraGGSwgf4szjj9RzjpW9+xyX5S+0JaI4CkutPh1pnGTWpYVTpdtnDOKlkCrB9TpkwxBo+zwhyAseVnTQlgJa2uSdI9AWzvvT8wdE8kiLnlovO1aTjIRPI2trW1YmuC6YwzzrRvBqnW9XT34pe/OJvMKhYhM9kUlRIS3Stpn8mwZ4bVHshDQbBorZR0dzdSmi2qb9Cu0RoImZ7VGOhZiYrAI4Ykc+aXLkZh2VJesyAyvL9sEaorFvOcYOvrQm7xfKC3k60VGwHNd5H3Ut8nWF597ikkli6ERzNdswSMpAfVuMz82cgt4XsEU3bpfHTNfoHMI1ANoiXiRYf27M6xQehm+pa+BqxcwjRqIIGW3ksgrvUZCJ75jz2GFbPn8l3mWaQC02BpVV4mzV+WqXY+FBC1XoKG5dFOXfzSi6honQeBjzzqkKPYvqdJjKR5X0ceeaRdy+EhZ4ck2tuj4Vlci7uMAQUwcb7dcEjn/8ybpFrYGimIxgWqX0cqd31jBJtM3w777P1xps9PkLQilcxT89AwLPKqhAzDDbJStOqsAKYp/01NUdRp2WxWjqb5d4xpY93JWVEhT9LQLjlTZWRXVdTaI8f67aekexmjRsu1LWZQuhRCfWT6kFwK0rPs9hriuamItHmUfskmqYS//vWv8bfr/opiPo1MIY3mlha0tE8giMiYBJwBjQZHnEw7OkQ1TipUHwGRkvRgJPykzLVwhLHKdpJjoa8fPz35u/jBV76Mv1z8K4btZhwFPPn4I3jggQfIjEX0L12EX/zwFPzopK/i1Sfup3r8An71yx/jDz8/FVjwIoG2jPoY87FkDs4+4lOY0tqAO2+4Dvdf8TsHML4qXn34Lvz1onNwzslfQX7hLJz905/ggvMvweqHHuVzlku2H4mVSzG4bDGWzHgaF579c/zh7DOArkV8NohQzI/kzMfw2+98DYGIn3URwbnHHgYsmsmMMR/RAMa0R1FMrkaxxG+qn5CNw7O33YKH/3ol2lrjePb+O/GDb34ZifkEJxuiSj/zSpPhPQMwtdRSi1xyW2H11Uglksta97RcWy/Fuc6H2xJrSFl6q0NM5x5632Wz2qn4VL+1wzzOpDTtCTkHdGSouuRpjCuo+kNKTIu0Hk1HaW7cjA13Ez6w+2fJrHVk9hgCBJImJNoSqd6qbbQQijQg0S8+LKOnK4kwVajGpiCWLH0VDS1xs9O0q4s8hfGIz0aDsL4oLKiORQuYNeteHHfcoeY5lBfTzZ92Jwvym+RyHjWAiZTVYcVlo+v5vMR/QUrLrbfd3lZIfuax+9DAtMxbuBo773MgShXait4AyoE4oy+hrZrChGoaiSVLsfCWe/Hg5dfj/t9ejufu+Bt6U5RKzYzcz8ZPrc4o2nef+CQ2JYP2z5rBhPJ+phNtEzpwwCcOYRJDaNpiE7SHKpjgzWD6hDps8uGd8YWvfgaFBU/gqb+cBz7kO924+ttfxTd33wa+9kZ89kN747V77kR6xiOWpun77IKW5GvYIprCsw/eSZX3hzj0iBMwemvaiB6qh54ktcUs6jfdHBP3PgDHf/dUBBe/jGd/cxrfp2TMduGKH30FkfSrmLDldNRvNBpbh7tx/Rlf5Pt8Hsgj1z8P4zsY1E+pGaSUWr0Ut199GSrLZjOOARy41URsXOfFY7dcx4rOwGuSt9dq5X9OklLOUCENCWILQXLtj//7v/+z1lVhXEBJVfz3dsN3wfVGxxqJJP5/3S9JK+QqHTZQlpJC7niNEvHLpjDyECQl0HTBE08uYQMwDq0tHejro+7PFt1GLZCqckJQAlTMLuFN/fAIU0VT/06OEmHu3NcwamwbtY4EjXyPaSEyZaitgWaHgb25kUZ3oIjHHrkdn/nM/sMxQ3LzpLS5529OSkKGdoy6TH1xP37+w5/hkAMPodaXxpSpo9HW0Q5P0IOBdJ7tOL9EwHsKWSRWrcSYtg5M/vQR2OerJ2PfY4/H9gfsZytLZTJsCeJMrLxynhDG7LaXrezbGqig755/8FkAixbMoz3XQvyzEWCDk6QKGeU30cgIaMtMICdPYHq6577MTJewcu5sNFMSeZOMmyreqwvnI0Eb67UFc0w9BO3BUGYAHYEqdt99V0THT8Qm2+xClaLdMlkXC2NUK1VALWXV3ErAKD3UFKlu2sKKPd1sF7IYFaEGECMwqJqOJjDjqS5kZ1OKUWvwaWWqwW6bxGqRUqXcc9vtsOvm03ldQKZrJfwsm4jcihmCUKpivO5f1MB/gSSJXO+YSEATQ2so1OOPP262yde//nW7L5KUczpb395Qpn9Nb10EmriopamDrBQNFtb3NWIjR85PZ9iy5atU9QJob5uKObMX8F4W/bTFMrQ/+gfEwiQDlZNWfU1rgbgkGznKSu3r68Pq1att5IVUQ0lEkYS6wkQI1nTGcWCoM/Sxxx7B9ttv7wT6j8lLXtLqvmw8GPeXvnS0pa1z5Qr8/frboL0NdS1PmlegZRa8kTgC9WTSOEWV5vlbvxIBRZUwxgAx9RZLfdQ9bSJW14wPHHAQimwwZz76MPDi89hyulzlYYLJaWjCBKAaV2fHPd4LN6OUogWpSWYZ2UgF+BlPsaGREryIjh22wCm3/Q1bHLwfJVwTgdSE3r4cOldRhRg/mRImAP8YAkpgkC+j4MfSVWylxoxxBHtbE7JUKRoaR1EkVZBb3oP2hnGI+xtpSBNwBap2lSjCvnp0L9Ks2CqFbTOaom0UZkxfN1Vjqu0f/NrxCI+agCXX3YQ00x5paEKflmpW46K8sEF6a+76L5AkkwswASYSidjUCt375S9/ac4NkVXAMJJ38Y1VxP+AZEANp2GX8s7JPnIAwoNgsbljIW1yoK1efbji97dhpx0+gG232Ynpj5l9qGUKAlrayMAltNQaA/dbul2jSNRjDUlrazvfLVBCklVZFioWAU2Nr9oXdSJnaXf09HZhs8034fffjfx7bSKkGq34qDZbIfenZ52Bwz79MVMwk+YhVdqZGG+I7XwAuWAUCfXSBlguTKt14NKmiwSClLQEjgZWSzrFG9gq5DBxv/1tvY++latxzz9uw8SddqXKza+ah5JqN1HslVtV3h8v76U0NYf4CJLhvXXwpD3IFb1YuLwLnlHj0NBB23AgCf/EiagqIO3Y+tbx8NDmFRhyWs5KtpccLUxvshRCw5hJKC9ZzvvUDIrMU6QRAwIwG4pwozaSiCBP0CAktYP2qa8OhWqcApfXHmpL1SBWU5WPqFGp43cqAcz4w7W4+a83YeIXjkHT2IlUkXOISjInKMG0kSIbpf85wIZLL1ciSQVcuHAhbr31Vpx++ummNkpi6XCBJnC9KwAzhn+DYtBtHuqr0uIyYoQ8K0bf1+Bh3ZETSUPyeroK+NGPfoXlZADNHtYIk4cfecCWXTNwedxhM7om8VeSQV1AAhDbGII2iokTJ7HhcCS0xhuK5F8Q30ldjNfRZmmus2UQTj75RAPg8MbgPyElKSU1yaiEX5/9M/z5D7fgNz//ifwRqKfB7/cGzVYTcDK+CHrJXCu1xWQwhoK8aiwPSaskpeCgrdqkDJKxtSRcMyUdn++w0+7o7Ulhi0235Ue1ypTTW6eiV4MaamSrX0dACbhdCXRM3gyjJmzMzEex0eTtUEixEVrFdL64mAXOhAVbMPemewiqehR7BzFQjSBFUGgEb7iJ31ThqoWItaA778VqvuIbPZbPi8iWyuir+rDj/h+zdGLcRliZLGFpD4GhDjjyW3c+gAGE0bzbnkyvF4NJqvwdk5hNVmpvP1LPvIQnnpuJTXfclRFTA6EkHGQjEGrgt5uommqmeIqCQnn8X5KYSX1b7rkmF4o0GVCzeCdMmFDrdM29DlDuIqTvjJT9ty4CDVgVuDSwM0SjXOMRtE6hUqIGWA3vtKnb23al48ZOxrKlq9DQUEfGjFO9YyXbiAmn4XDonxExQLWktbWV8QXNra/pKFo2jTxIoJGferPqUrHRPlq/8PobrsO+++3zRlH926QomtV/Q77WAvFb7bitbSO0xVSqU/4iBnq0HqFmK4dQSmSwlGntLHjQTWbK9w1S8gQxONCPRYuWor8cJKOHMW8ZbReqhFFtLykIE4TT9vkIqpEmjDnw0/xoiHZRiCYpAUi1eELHWHSSaRc+8qhJpudfno1XqX5vc9gXmQYy9ISp2PWgT2Fe7wDO++2l+PX3zsA1Z/wEm3zk48b8K7v7kAw1IhVuoommjnEPitkcKjKMPWEsK/gwcbud8cwLLzGtA7j51tswfqsdMeEgpYWZZSUe9Z3TsSiZQ2LBa2SuCG595kV87ke/4HMWDAG3MJHFa30pLOkfMKkdaGlFH1uIB556Ab8+/tvoz1IAROpw272PoHPeAqpYVGsJtv/5UCl9XnaN67Rwp6dMmzbNhkZp5LxGOQhg7nqI7yoNz/3wc8OdgCHfXxGD6QSNeNoGGvnNFtxHQ3iQqvgTj/chlfSYaijpU1+n0RgFPPzww/jEJz+Enh6nwZAMswmB7qRARu1Cu7+/By3aq5kqjXbL1xJtXtow6otV//Fgskz+L1B7KVAKzMN3v/8VLF/6EtNAxUb9Qf8hSYKo+dAww2AyxT8l/P6ck9HX34UHH3gedz1BAz/eanO5VvYuR7VnOSYkaMtMnIZsfxGr+WAcjfxk11I0Z7oJULYCVdYV1a1eqlZy9QdTnfA1EiQDvXjoyuuw9/GnOKolGyvr9yr04LLPHYRx0yfioyd9j2pYEf3FEiZNaUN4zDikewOIadPyKuPvXI4VnSnzJNe3sYGVF4ngAcurQvDlS0VExo6XUatcWXmqU7l/4WtU4cZj9cJXMcAGMx4JYlxDHBg1mq06w0pNUGc17eZnKZX83gq22W4rp3WTFGbdVQYzKPI8TfuyeTy/QQmY6elh3ldg1LbbGBDnPzUDoXgTxm9DKc1rrdX/PweYJJbsLtlUkmBSr9RHogG9cnYIbFIhVKhSId1lAwS6d4WUex1qyv8JYPIaSkVkPbK1DVAV6O/PoKmxwdTsD+93KI764g8xetQmTJOHhnYfW+0w01kic9UTaHk7V2S2mJkBrAYrfktqovKkLYKs8eCHQiwL5bm7J0HtqsEGOYzuIIMvGyBP5vDiC/djVdc8XH7Zjy3NSvZ/Ssqu2McWB8hnsfuEZmy1zVh88/iv4/zfXI5vn/4LbLzHQSgGtMxCCeXEaoTUOawVnEK0NdjSVymhK9l++OQFVJ+B3Pla2F6qF8tu7gO3YZM9dgaWLkdn1wBG7UzJK0+D+u6qObYuq/GXL3+eEgg49v9+TaafLvUERS/NAo+0FJZjWjvW6Ls5DKxK2MrN8BEQmuBK1dC2sRRglSGqoxU10tJwpBlJFZAersHHQ/awvs0fpjdBKVcvSaN7drOCIkGkpfRMN9f7KmQpWVJXLAwbWarBagzNoaPhObJDBUiVAQGrpRe8bB3dRvR/RgKXbCwBRgATqH7605/aykeuTSZwicR4Gq/3roFLpPJam4ZxrdofKYjqN8qxBWtqoqThO88+/QqWLum2LYc0JlxbbjW3Npu8k2t+8eJlGNSa9zYGkYXOOtB0DY32KZMh8hnGyniefnqG5bmBLarUQ60ilc9VbNCviEVCiVKhelhFXX0Yt972dxx/wtfsmbyN/ylJa6iyfAWu9OrlqCx7DZ89+EP45tGfx/OP3o/WmBcX/UYqkstStC9iTFOExnuUKjvTLCegisqnRVflOdMvVboiJVuOBn+5N4k/XPx7vHTr7Xj82ecxapfdDAB9Ev2y26RCZ6gOe8MsXwIlSYamSociG1qP1pEM2br/jREtHMo698TQ2DbBAbGP3xLQ1XCFKIVkGwV48NqrpYOVMIFE3ko91y9tSZNWclp41QiEEGlohTauSlPqahSjPKp+qoB5Xhe0Jqa940c5FGF++esJ8OBvUPExD9rVg+Vhu3pYWAGSaZCzh3H9zwEmBpaNpanxkk6SVlpv46tf/ao9+6/RP31KzOt0ZstFXa3QDpE9wNtanXfmS/NwwXmX8pzMz3K25aC1sTmptbXeGgI5Liplra9RImg0tlBLErAugl7E69hYkEfq6+KmHksd1FocWtpA63IoPcp+vkBbQlLDQ1WHEmTFysUYM6YdqXSO4H371aeyHF6easxs2ehsErHmGF556gF8/EO7Ie4v4KP77IbRDWHaKjMMiImUljmgGiZ1ST3mPqrITLdkATnXOSTm2QBqIdGK+hUIAE8gin32PYDvhLDrXnvZCshVH9VpLfkr1mOr3z3zRcSmT0PjZptiMRsk9dZXqeoVCH0bz64k89DqXFVJvhoDm5dSI1YEVLvnhHMA5DVFQaqt3eMh4FQVTnPKdCgfio8vOh3uXkpz51r/SjzPG+CccFLSnZnU6qAPMD2aEDosLjt0rfToW86n/+f7g4mBrTVl5YspNYVdc6F+8pOfGBOsc1IpDCdViv06NSP5ZcsOEFylooYqsUFkWZZLo6hVBanN1Fsns6SROqG93rK52ue9+iqamltsoG+lzNY/EEaQjCfe06HlDfppN4TDAUqmemoiAZYDv0eAab1E8qp5F6XOqGM5HKpgybK5ZPQ+HPOlQ1CgTapxi2KGt0MlJzLTAkTmMFIvtreImTf9GXWeFKWWNnPoxnNPP4FpU6bgocdfoVgeje1338UkiZ/fs3IhAxWkivHbwqyz3BvjIstpm6iSteSMmkw3fatt0N4Uh7ejxeFFgkr2pXbEkRoW23Q8ph+wFzb+4F4ITRyPYB21AEqHBCGmJUxDNU7VgjRUuijt+E3Gk1caeF0hU6t/Uk5Dq0sGL1P3ll9UIAgIZawz4a7IPNdKQU8Y3sN39aL5eAUXBG3SKK8p5fgmU8AXiVa1Hypr1iDv6FeQJdmUaJ5ZA6M3LFojxWxh/pckYKkPyPUKnnnmmTZ6Q6D7r5IKpVYwa0gMxMKUw0EMxrLUMXd2Gb3dGWRyBB61kFxeM4iZF7WDLORsLm2bkUutrLCCqxWfSTm1FzpU2dnMoNlezS2NpvJKG9a3tF6i6knfk4qsCZratkjbGN1z7+047hvHalU181Jq1rJTjW9NKmOpoSL3V1Sk9Prtd0/Egzdfh3zXIgyuWoBVC+egLR7C9I3GWJ/rqaefaWB3N89gpsg1ZO6Ss36HzA85fqyFMYDVmEoNv2lJBFRrOx8xnZS4JdqkarT8st9YGFnmWepYV4l8wCovkXVFGhChlYYte4xabKwvKMdS6VK8k+ZHNBZ+iFMUgCQg6r6kkr3voMoeO6sjCly80DMebA4U0r5hC3Xwnq4tH1rLo6yGzFkBRHg0TOqQ2iFSpl2qndeeOHH8L0lqoXYMERNowwQB7YADDrD+prc/oHfdkUdoYDGp3DT65Vfn/h333vMYJYj2+R3FxkHqtzYsYOWVCmy9Khg1up222TjrMNaKVpr6JFs4maS6SFBaBfrKaB/VyPxGTNUToPQtEzAKUqshR9olyb953H33Hdhllx1opyX5RMPL3l71uaqhNALXrhWlE/244MJr8Ln998AomhFj26OUYkHUh9io8HsTW4GBwSSefHoBAkxYnmp8RfOm1DFsy9uSmAQ7k+FZJotaiy4mZwr5rCT1lpIq30f1j+pTsaCBWXzAfJUIuoiHtmclglGeRnQEW+GnYeenJG/MexDM8FtCDyOzfmOe6lvCi8DjHpYjl8lrydI3nHTx0EntvhMLyb1Xe65UWxRqRAiqoWv3fTmrzDHjXuvQCUkBa0ftzhDVvva/o+EOi+OPPx4/+MEPhlTDf2+84bohjTN0C1Vr2nzvtFOxzVY7Ix5rQSYt54celVCgwe6MU5Pzylm70XiZ78nDaA4miiadZyg5+vo7aYKoVipDTG+Sgr8SMi4ONPJeW8EmU/2YPGUCGho9aGqss7Ui3q56aHakIdc5dwHX39ONC047EqObIygnu5DpXIqNJnRQpaONVMph+23GoaW1DWf9+OfGKaFojIARdJQ4Z0FPYVzbEFkHcVldC2vqTF/xazcTiqPQqA7eCCEYbrT76WKG/MkWK8t381pVmC1UWWKPxDT6Q2HbucZWrdL3+JKeSr7pC+IaXTucQlIadJCGwGGkezxqN/RMcVgijHTivOeQ+2btnntpZca8D0Vci3ftcGuRU+r/Q3Jb1WeffRbLli3D4Ycfbkygey5T/C9J7nPXeXH9327Hj049G329mm4i972m+wsQ6h+hwqJpDJRgctQ4tqWYgwzB29rVSOOD1WZobGNP10rq/2UCM2f2EYMbs4pkLunw0N7R5nrxuihuv/02fOvk450ARu7M5X9NSovbaKlMXUAn+rux/RbTkSWwWpsiiPqKePHxhxEN+pBK9KIuHsMnPvUZPPbQI1g8bwkTSPswLL+jLBYpW3ILaP0PMR71wUrUNEG3YbfsFAZQ0qRIhixmpZ4ZmzKqEsuFOVAds2Ak+Io8ypTmRUrHRDWHVEXjpRg64ORTqpnmUoZ5NPG8kffc5tnmNtR2m1BOBUIDkr2k9Dn3NQfT70THezyUSP7qltJm1zw0S8Lu6Vov2gKpNAV4XbJrHor7LYAl2arf9wT9+c9/xv7772/qophAhxhvndMbFdDQPceUtV0mqeLtsNOemDJ1CxZb0CSWAJFI5FFHNS8eibK8ZW95MHpUk3WUa/M8ax/5R3P0Upmidc1IwslFPGZch0lIjdhXOLc9kQSTeu9lBUZCPkTDfvz5ystw0IEHOgFY9QFfoLZMnEt8wY5hjbNdU8eiauNhYu2+1FCpbaUEPIMrUM72Uv2rIE9VUM6Y6VM3hbYvGt3cimbaf4cc+CHUN0bx1xuuc7hGqyGzXMJkbYfPnG/KlW3lpY/w0JUpbxp4qxHsLLMAy0mkdieshXJIPmuUWCYMKm1QNS7ZmC/TGuO3rC5cZq7FbZ9kGQkokmJKVu2WE55hdN8Apod6n6RHrlfSLvSMx/BLM5DNLJD3mPHyAc1EkpM/kb7lRGZvvAlZKH7P1RfWEWkYlFQ9dySGPqcW1SUZ3Wpdde/uu++2ZdkELo3oUB/Z8LDrhJj7skkQFqg6I0lOWqNW8DI5pN71sBF+9qmVSGdo6paiiEbqrHxl5A/aWg7aabKIxiaqUczzjBlP4IMf3JtqZJH2WcDUS0mvXMaRcOpP09QVaVyqAfUdCVRKgoSNwnrJQdncahTKvTj80A9TPVttFVuWg6FKkFF8emreLrMPeOIuwinm1noTmsqhDtJsKUwpW0ZTXQip5fPxiW2n4eZLT0dm9SLUSYXzV2xVqcFk1tb8zxayeGBeDxa374Hx2+2DT3x0P+RpC9qaFSR5SqUGa9kDh0vXMJsY0kmDkiTYkCSiWGAGApKTPoVymFZl7bCkyH3bkTpGw+K3wCLl1zIvct42Zwzvud/xubo2eUqvWXD3fZGAS5JjRGTLevOekx55G2vvOPKN9530Omkn1b73ZjQs1euG1raj1vYOCkya76XK0ugNXYtc0P03yEMbR3uHiTQ9xdTC2oRKddA/8vACXPK7G5jYEFXCGOrq6yg9qN6oJWZDXB+LIugNEhw04nMlaxzUcGhiaKGYZtgsGSGPnt5+ZCgK8zT0NUhAS2doFxMdApXUTWVflat17ovFlEmvp558BKedfqoBMZcpMIzf3P7qM3s9w5jMGMY/vJI7jgkNBvyoJ7iqpQp+fvr3cNKRH0bvghfRWh+m2qcN0zVipkhJXea3q4gFImhrqEPfyiU48CP7IhwN4Pa77gKFLfPmYb61xR4Lx4Z+1ZisduhHwLC0mSzhUWvtdd95pmuHWUXuO87hOBn0a3GvFf/QbZ6vuS1HVC0cyY3LCrTGU7VHw18iOZENha/dU1y6HnrH0uqUt3PPeW9YgDck58vrmIZPLRnuxRITqjX/xS9+YQuvuHaC7sn58d9QEQtsqW27VdoWWds3mMxGcMllLumirqKTTvw2pWmddTSLuSXR6uqdNqw2NtnSqsZBeVJem5ubGUfV8uQeeqaJpJotINIaiCIVjXigVkQGJA2xKpWKBGMW1177Z5x44gmmWqnB0tatIsVnYs9pCgismho4RIxUqhjVyWwmjVxSW9kWcfWVN2HPXbbH+HFj+KqjUWj4mdKovki3HnRPAwCULI0JVfeJSXomVot3vqWGNEJG/5UisikerCypXq5Ek3te/V+zZs2yPqNTTz3VmE/kVrCAuW6JKghVHJ86t0jF2kInAaYxQNtH9tLyZWmsXNmFLTbfGj19/VT1cujqdDZiGBzUBEh7xZjdBZIaB42OV17FkLonya1zDQtraBAQBT4XTAIoD8Ype00S1UddUTacGgCBTLM+tJ2RpJxI5VfW4FpThqjSEAU6c65cou1Ie0pDg+K0f+pjLPtSEg9e/0tKpmUoULV1+tIcMKmeGhoaLL1KmNLb399P2zGDk046CTOefAbLly+3+8MbyhF6c1rnAHO9gaq04Z5BVVJTU5Pt9aW9kaWWqfUUqS9Ma6/bANh1TAKXbKebbv47VShNknPSJ+kl9c9Lifa7S66wURyRcD2B04i6hpABrLXFxzSCgNIRIoM6+VQelT8dskHVkEjCuTtVkl+tLLJZAsNULgFMa9JrJrMYVyNHPDZTeubLL+JrX/sKC0xpcZm6YmAIavCp9c84/kQ1D5Jga6QY44g1orc/wZuMu28VUjOfRGM1jYlafbiQh1bKdQHjDrg28PCe6kGeXf2OGzcOO++yAy699FKLWRJ/LXE5Qm9A6xxgLqBEbp+XKlLgEfP98Y9/xHHHHWcMKNKvVCupUdaSrmMSuNQ/pe9qJSetkKuOYY2moLDBksWr0NDYjoFEmmpRFYNJ2mbk5t6ePKWS8bZJOqVZfClgSBoob3LSCAiK21V5tRZ8NltAfb3y5nQwi1RMOuSal5GtPqJiMYfLL/8dDjv8cxZGgHPXm9c3HJeYoCXHueOFcyHokjpiG2y6RxlL576A5bOfQrZzIRXKAmKhoNWFW/YCmlbIVV5KRc0EqFijoBqUBNbOmBrKpvuyEf+V/TFCquH/IglsqhxXTbz44osNSLvuuqsxjGu/qFL/OySJ6nDJbrvtxnNtJUtbhKUiPr71H08gm65gzuyFaGsdQ4kWg7aCZRLR0BwyB5IAks3K1S51URv7SSKVbY0N5Vf5EtAEOHVBxOPaYSXIw/EUKi5hJRzWnDJ1CUiCFJBKJ9A/0Mnffoyf0GpOEQvrdpaRqropSFE6CWru4ZJrkxW1A0w5iw/ueQh6F8zERpNGoZjoRS6rRsPph1O9mORiovQrQA3dIynNBx54oOXl2muvNWCO0L+m/yrAVGmywwQi2RAad6iRG6o8Vz3RoXUPxZD/TZIdqCWwxZFVMvKttz2LX//qt7TF6jF12uZYuaKHTK4NKIBUVtNsHAeHrmUrBQJOA1Fkyy47S7aK7Bd5FAUyDWCW4yNBSShgJZOOaijQyGkiVVNxSusrE2CZ7CAB1oMjv3iEfUP7gBUpVURajVdVp4GzLg0H1nCS1y/CRuPpu27F1mOB3bechuKiufBTckc02JYSS+lT+Q9oHTmmXee6N7welDep0Mcccwy+853v2Jr1a7Y2GqE3o3UOMHcVXnmjBCTp82oxNXJDlaetc1SZrvooEshcKbeuKa/xg/ydvvFmBD85nhcac/jpT30O3z75VHNb62hpHm1ucS3eqqSqAVcSteKySOBoaHAmjirtYlzZmDpXGWifL5HLsK5qKDVTcUlLW7S429TUWDyEdtpIF19yHo74/GfMexiLUbJUS5Rog0Nlk7OyZRUSpPz/usMlrbujiY8bj2nGSV/+FD84CE2+8Gh4CYWT0iM1Vg2AlmfQtdR31YEaQ1eCuXTOOefY6lezXpk9pMJLpVS+dehcYBS5vxsyrXOASaWQ5JJ3SlJLJED96U9/wkEHHWTX65pcyalflwTyNFtgG1XBYkgm05gzb4HNVGbycNaZ59L2Gk2GIZoqmotE1Y3MqkNk6iEPSR9HLXTAYs94Y6ONNjJVV0z48ssvG/PJCaKGRBs8yKkhn47WnddSA8LK+PFtZodpeFQ604/FSxZg510m2zdyhQwitJnisfgQ44ZjdUQTmdzjDEYWuzuWnci5V85nkVq2gOUfxAe22wL5zlVAnK0BRVsmnba6kEYh0GrKjNKrw8v7UnHVUJSZH4VzxpvABgNccMEFjqODpLJVvhSH0jYceBs6rXOAqfJUUSpsF2zqgP3DH/7wTztVrivS99VK63DJlZrBoDZm8CJP9W/hgiWoiwML5gN77L4vOUTg4lElI0lvrNGwU+uIFjkAW+MskDND3Q76juwxfYun9quyUBiph9Gos8ajvIdKntfnoQQLY87cV3DQwQewAeD3GKczubJii58KgA7xng1RcrpknTPe4mFE2yzoKyHeHMXSGY9g1YLZCI1upcgs0iTLI9rYbP1+AoXA4YLLI4DUQKLZ5GqMNLBY0kz50aDsyy+/HNrdU7Oi9VykPI1IrdfTOgeYSJXmFryYXa556fd77bWX3VvX5DLO2iRmyWZoE5Itx3S0Y7dd96YqCyxd0kVJlmNDkDJwCYCmKJHTh8ClXx6SYiJXkxKTWbyU1q5zQ5s51BG5atCV/3hcLnYQgI7tpWUF5ODo69P0nApB6MP1N1yL73//O84kRd7ViHo98zF+STFRKk2g2UxaTQPUnF8NLdIAH1etY5n3d2HjuklYPX8mxmrtZ+3GyUz4aE9pdJVIaVX5COgmdSwzXmsMpS4qTyI90wDnD33oQ6b+yknlYX5clXVteqMy39BonQNMlaKKcplOhf6jH/0IZ5xxxuskyroktbBS0cTsxkBD5LWVdPNU12R3LVu6Ettvvz/mv7YIAV8crS2jHQQNf0VEfnOWwHZc826UypsApLwuWrTI1GJJLw38zWSkjgooUscERMfu0vIDDG6HSCM4VlONW7DgNUye0la7L2e7PbW/6UzapIkcDbLonKaryGRpgWsNlXUBVsHK+bOw9QRg2+m0r1YtcaKgrVnNU4oGQyhVqiZpXemjsjKJxPgdtZaNQS1xLmDUcMjR8fOf/9yuJZXdBtQFo951zzdkWucAE7hcIKmC7r33XtPZpR7q979BYngxvg630pWufm2YxiII+LXQpxr3NEa1j8H4iVNtWns+51odw8he512N8SPIxFdOy6/8OeqwSGqwGFWNir5v4xKJMD1WtgU28qX9im8zmSrqG8I2FnLmzBdx1FFfNPBqL2N9T13JRc2fIkL8Aa0fmUeGQJEQMtaWONLSY65YElFFvO2Ga/D1Iz8Gb17Lf/NeiGp6lWrghElYtmSFpV31oLpx8qFGw2k1VEZu57/InX+mfKjvsrevF0/NmGH3FFakeHS+tnNkQ6V1DjCXVOhitF/96lc27MZdKWpdk5hHratAru+L3JZa1088oVWdxMJAV1cPDj/sSJRLHvT1JozBh2g40kx66aETQMykBWvc8MqrFvJZunSpqVKuuugwr1p3J7ywriS57/ExqYIHH7wfJ5z4TcRZRPFYCIOZAVzxp8ttta277rkLnZ2dlp9QWIuw1FKhl22vLt2pJZb3vnLkYZg6tpW2FkMJLLS/SgRYav4ijJ86zRwbKg9zcjAxbkNkCSO54ybdpka/kk71DXX4xCGfwEUXXeRIPD3j99z3JdVG6L8AMNezJIbo7u62FaOOPvpoe+Yy/LokSSy1qmLyxx57zLoFdthhB1s1uLmxCb+79CIkBgetbd5xx51Q36jlC8Qg2hTBabHNc+geNfKa8SVmcgAi5nLXyCgUcmhra8HSZYsxdmy7PRvT0cK0+MiMDpok7STJNFuimKugsd6DbFqzlwt4ZsY96BgVsMrRJ+PRGDaeOh3Tp0yjdHsFHz/4EKqHcWyy6ZZrnBpah9DmWMkxQ1mj3R8raXTPm4V4hQ2K3JQSlwHHBR+viyDd32nnykcgSDvVL/XWUXFtnUH+NsYj8JZtbxULly+WKd0DyFGCHnvsV3DtX68zFVPxqJ7d8nYl+YZO/7WFR9UXpFHzWhJbW6SqUoarH8NJEkAVpYpWpanC9L760CQtVHnD33fvqYNXkkNj/2xHEN5zpYfimTdvHpYsWWLj6rbccku+SdusmEIooOFBARs5f91fZqKuYSMa8/Xaj5txEDzGXSwmSi6PLpwbRtroUTaVNt8v2xameWgDtxkznkR9fQMmTpjC8NLNyLSaEzXsXZGGXWklX18gR6lQxcyXH6DqtZBl9W3xN8lVAh24yeHinDukmcX9iUH4GprNixglYGc/9Sx6V72EYO8CbIYk6rxZlDzqvE4hQOkcUYJ9lESlArIlllEuj2YCTrabOsrLBGuwoR2PzVuOmQM+nHz+HynVGXsoimy+hHBIThXHOSI787e//a01mqovzYSQdiI1UvXmAHjDpXXezEidEAkc2sRcDg6RKkPAUCW5GJc6p2s9s1aU5LaE+i1RFXF1ez1X3BotoWdz5syx7Y4+8pGPmItcIBaoXFJFb7LJJjYsS04Hh+QVU3wlR+sjmeQa1uY4eBC4FJfCOs/cJSCIXSxfnrG0SSppRSktSjNu/BiTkk4R83gDcIn0Xe3g0twUJxOncNNN1+Kgj+1XqxiBS9/TlRhV85GcJ0qJOTNoszVRXVPqCG/00qycM2su7r3tZlzz+9/Cz/Rogc8qpY4tzOl1ypXiDEFf2VS5GOsmxEN7MwclyQJ+FPkd7YDi1cBMrQSlloDk0zqEJKVK4ya1A863vvUtqw81jAKXHDtv5lnc0MiprXVIKmhJH81WFsNrQVExoypWv25F6FyMrfuuI8LmIvFc993RBW6LqHA613MdUvu01ayGXsn2cZ/r1yUBUTaF4lJaNHDW/Ra5ledUx+KSkk5aXDA5tFZR1V7TqlJirkjEb/nUe2oE/L6gfedfkb6g4VGaoqL+rYUL52OPPbZ2Hv4bpNQpSTKZPnXE4fjxL87FhVdehZytJ0e1jnmXmq5f9V1Zfv3OHDjLqw4+8/sdW7Xq9SCVzWDshPEW1u9sFcMytR/eqlj+DjvsMNMmHn30UYtfeVcXjMrCrasNmdY5wMTIUtE0oVLOjeEkcA0HicKJAVxSRYlcEDhrDTodnq6k0zu6LzDK4P7ABz5gINJ8LJHiU3ipjWIEkdQXva/W2I3biKdNzfUGMC1w4kwCGU4uG68hzQJua5Od6XzLHbGieW6yud5uEWvs4auvzcXHPnagMbH6vwpaSde+9/pvvo5qjyTRaBbZEgZafxANTUD7GFvuWaNQRFrmbQ3TMwzLr6ury8olT0DIRhPYvEy3Bj5nqPfG5WkZRrWx0bUGqGLjKw899FCcf/75QxqDJJk0lhF6u7X/DshV41588UV8/vOft3sChgAhkuQSqeJVaWJ+956YX9eqMOn5UkUWL148BBpVqCSURqkrToUVyRbTeDmRwike2WuuzeYymdzOYibXQyasaf8t2VJais2RL84zU+90rEXaokdTuPr7BwjsBstvMpmiirraWnSHWMxv8K70Q59fzhHZiUHcdtst+OqxX2YczmOHid+aqrXAqkgNtGd2HdDZdGPmLxxHiflVGqWOmgTTc/1hmGLJGZ1hDZdGBjMmSS/ZegMJrcfIcBqNvxaruGBSWR5xxBG48cYbrU4t/reR7g2FXl9q64DE1D/+8Y9tOsjWW69RfSR5BJzhlVGqqYyqcBnLzz//PE455RSzqbQo6Ve+8hWTTpIQilfv6x3XzhOTKD5JES3cIibQoXtrWm6HcYdAZozoFINOm9jwazR7tUrpob29XOPMiMxm3FkjnjKpavgtzVI5Z70yx+yQjTfe2JwXbwgskcVbtT2/KmD6PUW8Nn8WttpqImrryqwF0DeqKjYetBmddDENPLPRWgoq6RmKIdzcgipVQZVVxRouZ/azeUgrHisrNVBBShyvlh+2MtT8uDL6BhKYPn0Tx6PISIVdrf4ksCq/Io3w10Kx0hg0Qkck6fXf6uN8r9Mb1dq7SiroCy+80Hr+3UqRpBGQ9LuGiVjpw8AmYLgOjIceegj33HOPDa0SwAROqTWyAcQ4ruRSnFIFXRKIXLvAjdsFpWv7rV0E0oiqNYZnKniIrURvDBSZOIpKQ6EEfMWtvq8xY8bZt4zeEBwkA7CAnMeMpx7BRw/cf2hso8hrjcCbV5FyVJETguStVBHhu9rR1UgoIoAiLW2o0n7SoOaSprl4JNGp/PLlSskZxOtTBggslbnSX+JD9Sakszk2On7ktCqvouQ7At6warJ3FMdvfvMbnHbaaVbWojXlu2HTOgfYnXfeaUyuZQEEBFWIW/gCgJhQzK+K1bnb8glIWmVK0m+LLbYYApGYWOTq+AKbJIbUE1WuWmSXXAaXZNMhEmBdh4k7O9iIjyXBJD1MPdT+qQLAvyD5MRR1qVy0tMj9r7RKRa2rU1rerIgNHmTkNL9bwF333IJvHu8Mfh4YIFDNmKqRC9BhjO0C32vShb8UK4KjCXMF1zuhOLx19ShRTBaYVy1Pp7KWClipsuzL6nvLoMKXSixX2VzZQhHFCkFkeariPjZujzz2OPo1hpH3tCe1tuXS98t5Z2qLGrWPf/zjVra33XabOTh0PkJvXvvviKSyuWqbRl6rZRODC2hibNlIqmgBTdfPPfeceaOuvvpqC+M6I0Su3eSCUkwscgHjkoC1dqW60lHfcGn4uTx9bhGoVbYoebS21SEaC5GfBVBXgpFex+AOCfc9PUnLj7oJxHD19Y3YePqmBjSBXq2+FqzR1rB52yhCUouAoEAPhT0Ihqt46skHsMOOHeZRbGiM2HCohGZ2v5n0GyIl2mur8SpnWkfEkqm8aSDw+EnozxQoVVtQ31DPdOSQGEwhyDQWCDj11XmqTl+jyquB0lf2V8Xrw9IVfZg0ZRqOP/EkjBs/Hldd/VfFzPRTqWVD6AsFUGA96101cq6zY4TW0DsGmCtZhpMYXdLjlVdewYoVKww8IoFCkkadwDqXNJN3cZdddrHOX1WQSKDSs/8Oad6UWFMII5z4o47iXD5JxuFt6ydzHr/uVzaUVC2mc/rGdVSTvGZ3yekir+aMGTPIsOpycHbt1Aj5EBlSfWUCo94rV/I8Mnj5lWdx4rdPIuM633fbjgZtqO3S2t9fi5Qct+lwUix7igCLE0j8flpeQn5TIFIjoB0YV63usRV/RUqT0m7TT/QNpltCa/9PfRrzlq3A7//wR3zlq8di732oxvKdEONIU3IJXG4j+M1vftPc9apjaSQa0rWh0zsGmBhFhemSCziBSK3ZNttsYwawq9pJ0kiCidQnpr6rBQsW2Dg7vaMKEyiHS5r/BonBRMJ1a1sDGTJBKaLiMW6zZ/9MtNYKWSxalMZTTz1lzgKpRwG/+uAIJnXqUgL5CSp1x0mgqmGp1tYylMDNZBP4/eUX4avHHmkSrWbCsIH6V06CigHJGdmhE9pWTKpSa02TnByaKxaOwhOJUe1z8mfgJUBytMn6E2xENMSKpPx7CBoN5XLKwotuYhKa1ElV8XOf/RTLZAAPPXi3he/v60Osvp5p5jdIyveOO+5obnvN9VOj4nS0b9j0jgHmqmxShQQ2V9UQoDQpT6v2uo4JkcDoDmfSilKSchMnTrR3XCeIwotcIK5bEseJ6R2JKdZqadGG5mkCwGHKIXrdJS8o3UaNiqO9PWZSy7G76qwc+voGqOqqUXHAKZ51DicSR5IQiP4qliyYjTFjm4z51eEs8KgscrVG6fXffQMyNVJwcxo6Cy6DsrbrYqSxCUHZalT7tPZjWWD0BqkG1w+VuaWLarieycOoaSxOiTAev4+AZIPA9GmzGWG1iUDqqUko1alsYoFMo3W0QKlI1xs6vWOAiYwZqJOroF3Joynl6ijec8897Vpud9llboXqmXstm0s2lq4FPFflEBD/WzTETkw+zRL+VslIYtiaSHkLem3+cmyyyXSMHTvW8imAaSMLqWIiSUUJdh1qiJxGiAftppdfeR5HfvlIs71E8vDZCBOKN/f9NybBiGl0q9DEmYNE56+IZU2xWNfabsBBUfaSx+IN8GigXabyd0EvUl+YVPxsPgdrEvUeke90ZxCDjNJRYatYsWyp9SNqALXiUL196UtfsjK49dZbRzqbSe8KwESqlOFOBu1M++1vf9vuSW286qqrrGLlsncdIK7HUBUjl7xsAAHP9f65v+uOlF4nzQ6TSXLIEcI0xUNMN1vgtW2w11EF/QNZtLW1Of1euQxVYDkSSjZzQBJYM4ANYMyy1D+BS4cao0wmxYboNzjpW9+UkKCUKJiUGFqazeHkt0lMoKXRUR2NTCT6EWtptTIvUCIKWAEyvvJrG7QzLZLeJjj5famwfko7Sd8pUwhwiSsmvMqoBlNOI6RUZZm3rbffHk888ZgN4BZQZ8+ebc+1fqLq/43s8w2N3jHA1FqLpPK40uvhhx828KhjWAD78pe/bAawwPX1r3/dgCQVUvaYCzbXNhPjKS7Fq9//Bmkkh9uKu7ytfi03ba8jJ9gQ8LSwjcY+Kj9izv7+QVNxlR+nTNbgROfaAF3h1MqvXLkcyVQCm206ofZcAZ14K7VyHfrem9DrHtfSpHvOfWkLzFBT45qyZBqqbLg0SkNSTfWjvJvTiXnQtcCSolax8WabUidkI0hbUn3QctS45Na7xoBqUZ/Pfe5zeOaZZ6z+5DnWIAHX7t6Q6R0DTBWjlkq/qhwB66677sI+++xjIzA0B0uq3v33328gc6WSVEJVkkCpitC7rpPDJbfTct2R4pdRr1bfOTcid8pmLJaYLz7TwFaxvpwINZOKd7w2T2zUqBZsvtU0x/NJW0jTPcSwr746F5EoJYQ5NljQLGkxqXobZGfJYdDTsxxfO/Zoi1IVEWTgfM6Ze+V0MpNq31ubnDWjNNhLP27a16RV2ybrJJOiFAnWIVTfCk+QSh+LX43CQH8vg5cdm08Ao4pcJpgkQeWgSdPY6hg3iaK8iRE5O42oI1tlkNMYxQat8ZhEgfmdNGkSrrnmGhx55JEGTnmE1Xcpe2xDp3c8H0wgEDjcc01VkMqkiZV777233X/vkpiySDzpV3nw0Yj3UT3SYGIfHn1kDnm3CSHtHcxWvMBGW6UlkGgq/2C6F6/Om4ltt98O8UgryhXaLukUWtviuO2Om7Dvvh9EPq2tg+qonmlNSG1DW0Q4WkbraD8+/ondsXzZU5SaWr6bKja52EeV0pbPtvS8FckZIRLU5HmoSVtvEAUEzN2hGMLKW7EbpUdvQN+cp1AfLBgInnh6FrbeblsE+V6gkoM/RGRl8yiG6tDvacCdM1cgPH4rfO5bP2SiiKzhXMKgkl+6JeAJyyI1npKU0kRmzpxp9rcr6VxynWFKgxrl9Z3+VS3+S3LBJdVA53fccYdJp9133/19oSKISco1D6JIi9JoV8kYzQ+xruwTte5a1VcTlskXtJ20LoYzvm9URztVJ62bSInGaMoUa5qUWF9fZ/1cGvoU1cbiDSojpxujVM5j+YoFGOhdRkDxOwSUSZ4hJn471aLUKZwaB76ol2sR6K5y5IBAVwH4G1uRoz1W8VCq8ldz0LTZn1N9jEP7o1GaacShXO+dPf2I8R2DkJsuOTwEXV678WulYuVJwBG45LDSsCmNwhFdd911r7PFXNVf995h2/6+oLdTk29J7qh4qXYy7GV3qfA0uVFTId4P5LayssXUqKrPSr0KBi4yrX61dLWmsYghrTFRQIJp3LiN2KDIaUD+5i0fAxQJsNbWNpRLzhocg4mUbYISjzmd2A2NMTz2+MM45bTTLD615O7xnxPflSeiRm7FGg9rYGFrO5NLUFISC0ZyJsnmcxtIFoIqkY1N1QCwePFSjB7T8fpo3yB5DQ0xa1BdwEhV1ophUvcFOs1i1zdUxmqQXLAp7IgEexskY1499io8/argVHlHHXWULcX83icZ9c4wLJFsEJEklY/g0mYPcuHL+SG1RlIsFHIYKhKOob6umQ077xNMMpvCGt1OW6ypsY1l4eX7znIF2qdB5melmjcJdslFv8JXvvolA5iphy6jvxOytK9hWp2ZcJbobGmnphelbUZVt1hCQ33cGgkdxugCmN+ZMqQ17xcSYOPHT2Qkb5wu3V3zJeY7HLbGVuUiXpCTQ/c0TUlTjNQo6ZlAJ3KHvq3v9C7UqjpmW6zA5JoVCVjqG3k/tFBKoa/mbRuussg7HY2GqeJReaP4kRqoviqNJdS+3VJ/NZhX44XlgtfwQg2CdUZsBBHQdrMIMk6PdT6T12zrWH+gioFEJ+2wKBrqwkMAGy7BlA73eHvE9wSEGhgUiw5dWRT2jGphQxMVPC8SaWd9E4+cHGxEHFe9+4ZU3SpWrQbaRlGCkRxIDCfHkaLQq1ev0VLkHRYfSAKOHz/enClSFbXlkZ5JuukQvSsNyvuA3nEu5TVUyy6Gu+mmm2xqidy2Yg61ZO99Eqs4f9W6qkAELpkbHWPa2epm+EzAIAB4X53PWj+RIchIfuSzZTKkQOgwszAi6dffp3F6IQKyaOWgOVSBEOP3F3Hb7Tfi52efBQ1YMd6vgWt4g/TvAUyklLuHGg0nT9aBrlEcngDqmzuQK3vRO5BgGr0oFWubOzDB6thmYIbz0YYsYJC3vY3DxkK6SVsrSaNHU/VkHJJQ7mgdd7KrQHTyySdbP5k7LlH3FFb07+Xv/UlObbwDkhogkKmPSy21Jlaq/0j33/utFKUWGUncU64xiUjakpI+caN6JFMDZD5N3Cwix3wFgwG8+uqrqItqwqfARTWQzFqlPSbzopBlbIxz5crVVL8CZPQA7a8y0ql+Srok1ahVuO7aP+Dgj39kDdMOo7VB9vZJZb2mvBWLgUzx2cj6EEItowkwD7r7CX6GcDfZg1RkDYRkxqtEfFZrziuSWv3Z+VBSdOI0RPqGOtUVhxpZkYZHabKrpJfuqbtGGo6GzMlGFylfUheH53V9pTU18h+SwCUwabUoTaoUSR0QvR/UAJt1zGIoUPXTBETHm0eGYdIbG9SPpG1fCb5illI6afOhtCy21pcvZotmw8icEK8UCnLva6FToKdbG/BpvluZNmkUXl8F+eIg6uqDiMb9GD9B6qOThrXp35VeTkgxq2cIB64EM8eixCQbAsSbka36kcrkGa5C+4wahkSr6omHPimA5WijOfHwHiNRG2QapEsMqEvVrkbfu+BSmqV6qhNdTg5dS2V0N1DXyl+i4VJsfSeVkZG1ZGuRWhkVlkvu4E39ClgigUuueRWmxhHqmeued1soxSNae2SEwskB8Ebf1j09U0UMrwzdHx6P+1z3dbwRcyqtw9PukvJmC4FWvabeuA2D7BLtqyDacqvNUCjSZomFEY6EbIr/gR/5CFIpZ6JoSLxFQMndHvB60NyizRKArbbYyhYU1aKhqWTGnBujRtfjnrtvwq9++VNzpuhwk+qWgdIqBpRdpMMtOzfdKhN9V+HdZ2XaUgXNNLbq9Nb+SprWJJSuArR9GloRrmvCtjvuwjsexGQzRZghtQhsDFQfwVCEec/hc5/YnYkpOODiIcppnp57wV/trqLNB11y61uajAs65UEDDGR7aWqS8qd77nO3bt28uGaFrofX+/uVhgCmSlXliekEFDGxWh8VlptRVx1U4ejcnRgpI1aVo558tWBiVqkIIjcekRhYcYv0Ld1XYbuSTvG5cbpMpkrT99zuADGa4lG8ikPPFEbhxUw6Hw4wxae0KpzSrnOR8qS81dWzpRUXUcVTGA1d0vQS2eLaJWje3FfY0hfQ27XaptzPfuVVi0NqX2urPIQOfypazYSWQKgwQo1i0ffkPJCTROvOr+5agsuv+C32+eBuloaVq1YbGMVMSrvy6KZPpLpwy07lKuZTmSjvyq+YO5tTI+UM+s1QCidSSaqy2jEGtoNlmWpgUeDUyPpYE7oH0li5uhshNha+aBBdtJdy6ZR5Z6INTeZBTLJ1aW5pYwRRxm+fN7K0SAcuEQzMk+w4t+5EqpvhDZj7THnSal9a9FVxqE7cfKnMRbpWOchBorrRtfvs/UxeZUYVp18xp5hObnZlUPdUmW7LJFJh6VoMoUp/6aWXbMVceQ216ZxIA3fdKScCg4DgSjXFLXIBJHJbK9fLpHO3RXNaYKc7QCTVQ3EpXr2v5/pVeFWIy3yKQ6Q0usAbzry6lgOiQCljuavlsc6WKaP05GfJX2hqqreBvy2tDdZh3NrWTI2ramkY6NMmfurfcfq4aIUhkx6gxOpz3PuMRHwk0JYpBXWMGdeEjSa32TfHdIy2b6qslWY3j255qC7cclMZivlEyrueu42Nj/e9BEYwxAaR6Q+Hwqiq366QQZjlGdCcrgqZ3R/B9C23R3vHOCT6+oiINNrHj2ccLBdKowIPzXZevnIVGmg3ZdkYBq3hYJpYnDZ8i99jQfOCaarth6b0Kn0qax06d+tPv1qjRCuCKb3qG3U9iQqnRsitq+Gg03037+9nYpk587eUKVWyMqaCEFPqnhhRYdSaulJE4V2m1UpRGimvDkUxv0gFKlJL5ba6rmRyK8ONS4XrtlZ6pkPnLsCVJqVHUslVV91WUs8VlxuHSAwn0jdVQW5j4DKnvqt49FzPnDXmCQIylk3RJzvxk/xh/vi7407bYnCg38YlzpszCxMntto6Fq2tTWQUP1VAqjuKmojx+NiqB7StUIiM1Glp6utL2dg8LUFw/wN34Iwzv299avLuZfNpA5qGFikfbhnpWmWge9IG9Kv0uvlWvvRczzRa32OxOECgyWfzyKoV2ofKs8Qzw+SFkGIVPYk0fASUuh3QzHpi2ajMK2WWIeNTHUpF3GqrbeAnurQ0o5q4YpF/WTBV8ofTL8EPyTatlb3S59afzt36068avT322AP33XefOUDcelS+TBtgGkTK9/+3d+bBddXXHT96kp6e3tNmybZkYQx4C3YLMXu2kmVYAgUCDBDCMmHqlJCQMOl00j+gaZtkBv6BJDNJS0hLC5kGl7iAE9oS0mnTZGIDxtiYYDDe8Cpky7LWty+353Pu/T1dy5IBPxtLtr6e6/t0l9/9Led7zvntgDC47lolJzMiLlPIDEDC0EJkEiCDyAi0qSMOoIDJODLn3HPPDa4eDDSVC4eZrriHrjCwcJDZCRLgHgfgGvcggdOKxAG4jOe+Uw5OONkmCEBsniOO3HcgDYRDeNHaGqlRPjLti9HzzYHVRVR5RV+Vaa24YcPq8u5XwcB1Rs6MIXq9YHUy+sK69/aoYKpVqMprGiJm2ckbWhu9Ql72dO2Qnz3xuFxz9eX6HptNeFKvyiCZ9BsESAf5BYmc9SefCMOdXT5wpsy4ltew86w1oIBgTHupV/cvQt0o5/t3LGCap68v1iCr166XQSVQTL85sHmTEYXwTRHp754DfbJ2/asy65RTpTYW97c8Uvh1IyWzWkmJ6kc0D+pUs9RUH778APlFWTz55JNy9913mxIknU423Jl84DuE4ZTqZEeExJIgMgOSIZCObICCJAPCphzwm3dp4HjiiSdsZrIDGor7ZLIJowKt69xD7pOBzmVzVsaB31wDvM+7rhCB+81zrhCc20GTMOAe3yCOo+NNWkhTPldiaXebWV9S7V7I0HhCPPwGFhaQoQ2gY9Z0FeKstLfP0HRukBkz/ImEzY0Qu6iCobJbH9F6lhK/Si1RalDTOKDamin4BTnQx4rEnlz8yY9r/JqkLsboED+9xNt5DQDyOE0OSD9p4exIRZqJP0etmU+fXCCdCYYjYblKRenfv19dx1qpb8SyV0uRfi51BRni0Tx/vqY5o1bPs1HxEZUDFFByuCRz5y3Qj6sbrVlH2OyoUoa6vrbgKS07wRSZscrHwXkPjzzyiO2Kibw5ZQHcmXwgfYC0ORmYzKi+7777/o7EUMAs9/y73/3ORkJTSGQ2FoF7y5cvl9WrV5t2hYw0uSK8DOxkoZOFCxfaVqmrVq2yNTgg3po1a2y9Df5+4YUXbNMFFhDlGmFh+dD0aC42a1ixYoUNreG7FMrGjRvN2hAW9bzdu3ebJdyyZYsVEs/Tqc08JOp/fIOpE2hK4s16H4yJ5F0EmXlbP//5zy2dzD5ODqfU3VNCDGTkmRX/buMD22fNsELerN+oqU7o88/LCy+uVbI1y5xT5yt52OCgTYn2pubBFq2zDEhDY0IO9HdJydN6WV+vdO3pVpczK6eeeqYSICKxeESW/dsj0jytWobTPSo8KqD6jzS3NrfK44//1JYcIF3kEdN9UBSsBclKVaSL/GX4EekjPxh+tGLFM7Jg4QLpVatTqqqTHbu75fn/+g/ZummjtCXUDdQ8yqhrNzickyee/IWsf/kl+fC8TlnYnpBc10aJZofFY8QJQ1SK6sonmiRXqpH7H1st533iAvn179fK65v2SHvnXOl5Z5fkkwPyxrqXZc0Lq2T3ni5VOB3yJnmr9T7SwkCDdevWlcsPGaG8IBblCnbt2iUzZ860cmEzRtLHlCamt1COyBD7GJAXLAHHZh2TGeXpKlguzDOa0rldaBAElcLGvYOIztoxLcUNkUJLO82Dq4Ywk+EsekKlFr8bwmKJqMhDFIgKsfgu3yQaTpM57UWYkJhC4Zu0zPGMmxJD2JxHazrSQZw4YzVJAwXNNeJBGHZ9/4CobpemaVH1pvKSyg1KyzTclIwRqaVpusZL5OGHn5PZsxbJ8BAd0jGprkkocWIaVkGfS8npc1vl7R2bZcbMFonH6qVP613FfFSaGprVqimpkvvk6msvks1bV8us2Qmtp6n7VKX5RvpUwPv7By2uLk1od/KG3+Qx+eCsAPEnz7FydfUxtSwR6e7pkZbWmVKrFqV3b7c0KbkSiXrp37tfIvFmiTc10JMg1Wqha0q9Mvh/y0W2rZSmOs2jbNEaQVK2BVKbDMfa5BO3PCRvDndLPtIse/py0tHZJAf29kunpg+Tn+ndL32ZtMyac7panZEO43D5AcoUL4V6L+nr7Oy0M9dJk7POyIBz+7FivEMrNGXEM5MZFc8HO+ecc8yKQEAyyWU2GemEYsKClLvUE21baJS6BsqCukStqIGSnp6CvPrKdonGZkohX6fuorpnWn9DnvCc6EuL1dFApJV6rZMwKIItjFpb4+p+9cuOna+pVl4mz/ziJxomyMvA0AFpaWxVpw1hPDIhIurEFrABOkO6/D4HhbqCSmO7T6rYainOkP5ij8hrv5F9r/xaplenbXM9Y19Th/RmquT1bETu+8Gj8vuNezUMrfPS0qN5wwTOaj5IYLiFapl5jZj7JT42nBxAMhQtI32YfAtQeCjOExkVq4fFixeb5mL4EOTCSgEyFbdnosNT6eA4FL6gUv62NRGdYgqzrJptzP1Csmi1q476626k01W2tiETJ8FQsk/rNkOy/OmfyU2fv06yfsu1um0ZI1c2T53vyBFQyWDksrlaMIA7qgD0fwg2okG5rkeiQTIl9RrUCquJ0GtqUYa03GoT0qf10lkLFmmAep2RHoESMkFx+eTpu3oi/HcDcoCFokpA3l144YV23bWEnuiomGDMWsYlZPgQQCs5uC2EJgOMaJYd4cPv9qHxkgVqEE7nsmD38YQKwTQV+s1YNRfBw4jTqMGG5sViQetOa+Rzn7vCZBkZpWHdD4OnjxYC6ecU/AQuJeVLJLRlmuT1XE0TKJFXMg2l0qooam1j+A+fs0Rf0udMi1QGiEQ6t23bZmfqmJydS3iiw5eWCgDBqHfRkgicVuKaq5dNWIQEcQROJH1AinhCZU0tQ0l1tnlMEYZj+ffRyvxGr/h1RyWaKn6Wvm7Sus+OnVvlIxddqPUq1eaaNYzyqKv1W0/j9OJWgEMKL+jTK59Hg8ihCZpapErjUMKC4fsFo1h4r2dfr62QZUQ8CvUfiISHQ8MTuOqqq8pycXQVzMRExTlIJyotP7R8oa2cZsI1cB2KExqQjOMgkC3BxeDU2Fiv5MjrQaXel1XkhEHBTMJEaBIN/jhE8qG2tkoaG+rlFyuelq9//SvmOgKbPsLZhCwIvAIQ04ML8dAiLX8Fq8T9SI3Ut7RJztN6mkWsShJKOhYl3bF7l3SeOtt/iVH2nPU4UlVJvkAkXESISwsiiggF7OrrJzIOLY33CQh1//33W6vWww8/bNdcPcwN/ZlcCCQqDP2z85R2Vf6Mf2TomD/aQ+vvRig0NH/jTmKhpEQ/U1729XTJunVr5NLLzrHnUplMWaiqGWlvwl1xEYzEFvNKeHrGNvAX94KrPhhGUhWVlo7ZklTrhatobmKsTglWki1b35b2js4xGXUk9gaXmhWe6ephrzc3RpWW0pMBFbcigoL6R9S3aElkHCLEotWIutlEr8iOTjxNGCOIKGEgkMj27XlZ++o2YZWpSM00YZ7X4LBnu6OwxDbTVkhqNp2xZvhSaVhefuU3snnLy7J8+UNGMKbqVynx6mx4RMT+rqMedIQg7sTWJxK/AjOpf3lBI4c1+nHoH9GIaoTioB7qWWx/U3as+pW05/ZJjOEfNa2ysxCVT3/tIfnD3o3KuTapi2sdmo9oAHiS9p2gil3UtBI+KSH8w4FuBSwX3TMOzrK5Jv0TFWXFdqSgGRYtxUYPZBiuIoBkk7MPgziPxBtyMaa1tY3xl/Sh+aM9aIpHsZSUgSweA7mKagEKhYzUx2v1nZSsf3WN/OVf3KOKxw+LoVn08xB+Ud+LVkAugGCb0NtfCqwRRyj+/GVHWZPoX2yf0jxdUsVqVRZqdqN1kiReVdUypKd4U6tkbH/oEZRfD2Gsa6Px4IMPmlw88MAD5b5QhxOdXKBiBmD6sVxf/OIXbXQEK/e6uhcEI3PDQ3/cmEHgC9vxBpp/DH8oyBozwCqTVC337tstjU1xJVFe08Ewp1rr3M1lc1LIFlWIi1Ifq5W+Az0qfXn5n//9lXzko6fZkm1A7aG0NDWawNeoi8i5UlgYSLpJu8bZ3EQf3EOEuYKR8qE/mOE8baZEG1ukxO4qhZLNJ6uORWW2eodZJUFjS7Mf5HuIJM3wAAI54MFwMMuCAeG33357eVAC4Fnun+iomGBYKkZlYPIZ8oKLyG6HAAJR53CDOAFuI5kL6dxYxOMHR64QwcrCOgIULXIbq1e3iwU+qxiA618H8bgKTjGngpZW9zAis2bNkD1d2+WWW28wAUVG/YweReRR3zkihMPgQ9aCOFKsjmQlBl0a9EqE5vmY1DS2SlUsLvlcVurqE7Jrd5cs+qOF+gjzvFi+3I8vRnFULh0ERtuwHAAEoj4K4ZAL9m7mzJA2ZIF7bgoOZc+9Ex0VEwyQeVgrtiFiSyJW9cU1IBOxbgACOu1FQUC6iWHBxmAUKF/y3UGOtuktKiQ5Tatv2dyZeVSsnciYxExmWN3DjDyx7Kdy55f8ZbF9kPbQd8b57PuCve9EXyMDufSDLlgKl0MjJyU6jXlOf7s1OhJts2y5byZ10zu+feduWcJqv1puFkbQIHMIbICvf2SVnChPhnkBFCzli0vIJoQsn01Ls6tvcaZejjycDLD8rwSYeWeJsEy4irgF3/zmN22wJuPJaDlCy6G5nBsxMSwYGBGWscEQJDqYRV3gdhU8pnewApRfP0PWnIKJRlWA9NnBgT7ZsW2rnHU26woGwZjIum9oYI4FlYJwXFghcjnY51kckU5ju6//oS3UQjVP75BhZhCo4LOzS1f3O7ZlrNYo7c0qTaezXuNFt07rb+EqAI1dTz31lC3hhwx89atfNevmum9QsifDCA6HigmGywcQMkhEnYw9mW+66SZzFRld7YiEe4AGw4XAgh1/Lcb33REgLLAKOpdd39Upszs0zuzd5Xc0oyswyg0NcWG3/6HBAWmb1iJr166W227/grqU9poC6wVRA4wnrUeKUeG51Pjf47vBA6oRWNlX7a7ejEptS5skNRG0eURU6Ldse1vmz18oOa0/5hi3+B7ArABGzwPKlRkQt912m1xxxRW2aylw1g1vhv5R6uEoJFdtOJFRMcHQRmQsJCLDIBxWiw3NGdjJwTQL17gBCTkg2sToaBxFsFGAUKy1AdramAjozz6GYBgGLFtdXU0gLLiTVfIPD/+93PyFG8p1NHql/Gb08b9zRCi7agHGI67GscY6mRU2r4uBwBq5+kapVQuEV8Gey29tHpaFZ37ILBL9dAQXjvFYwVOODkyvWbRokdx44422Jj2uYrghwylalCuAbCc6KiYY5IIwwJl+LBOZyzyxSy+91I7nnnvO7jl3AlchXDjHD4ePA7uqYAHY3gh5GBzqV4Gks9k8K02rWu9UThJqxXCDdu7cbiScO7czCAGMIsJRx2HCpuNbk1hF2aANFEUt9jxFXxuVppZWYcO9bKEoB7Ro4jNnaR2MTuBAOygOl0OUY1dXl1UHrrnmGnMJ6ViGTFQJULZOuSITzmsJN9efyKiYYJCLZnk39AVtiPl3U/fZN4oN2djwnAov2otCca1KxxtVJkhjZwO0AjzDlBRsAAqClZq0emJLtqU03SyeM701LoV8Snbs3CT3fH2pTFevCKNG07wPvlFxdh8KIhUYJ3c++Cv6F9cZ4l9FWv2HWOoNEkWbZ0qkabr0DGf8mGoZNtTW61vqTvI3l0KHBR50BTgKMtHy6quvtvJl62BkgvLFQlH/xqtBmfIb2QDIwMmAozKS43BwFg6XgZ0ur7zySnMfuQYZ0WoQbbxORzReuFCclUQDQujKGkoQKQ7C979h6lolyc8Uf4BvNs9CpCwwI7LhtZxq7JQUsgkZ7FfLpcKTSielUb2e+oa83LH0WnnhxedlZkedxpWJLQgy5CR8RFTjT+DBd3yprQQBgYMWxENg33Ek9+HPGtDLRTVZ216UrvUvyisbNsmK//6tPPqbVZLqTUm0US1bXOtWwbArQmBkV12QTf0D/baGyac/9SmbcY0ixTV0ZRout5MZxzwHIBJa/+abb5aXXnrJlh6AFKzh4XxwN/gTf925EJAJcoYLKdz6hDtWGbmAhu0h8KFsKAupE8pqqalmoR69pZJGn1c2nVLCKdmrVcvrY80NCesf27T5DdmzZ4u6izUaV971yeUjIJdDxcRyIO56jBeeXQ+eCQ4u+Y/r/20d8lZXr+xL5uWjF3/G8iOu5rdG3cTM8KBPUMXQUMY6q73g5ddeXW+TS2nEYvmC66+/3hQl5ApbqpMdH0gu4BZiKOfOnWtnWpfOOuss2xiAVkdIhSVww6ucpYKcNB7wDBZrtEt5VPrRRqRtXFDhN+hzLJs4ONivv+lsVpdY3UXSNG1ai+zYsV3uvvtrmo7qwAVzGCeb3+W7xxx8P9EkzTNmye539ktrx2yxuTbEl6FcbMUUxLGxkeXVRPbu7ZV77vmGXHvttdYdwzonLOVAGTkvxA3kddWEkxnHnGCuKZaz6wuhGZ/mXPx11pxgcRoHSAS5IBR1O6wcBeb8+vAUGGftjiVohg6DJKQzQ5oeOpdZM6RGXSfW8BiQf/6Xn8g3vnGPxn2sSvxE1Ogap2xRWttPkS2735HT5y4UlnbjeolVpmrpdslovvv1paeWPyWnnjJbnn32WVuY5jvf+Y4pRbwPt6Qe5YwVo8OZsj3ZccxLHbI4IkAerBMkYf8ofv/oRz+SW2+9Vc4++2xzISkg/HjISKHxDAVIGFxDSzpL9kFMeSgUC3a4mipKmm2LWK/ek6xWUQoST9RKz/5uFaoeOeOMuK2V2JBokIL1JY2TxcfbegEaK+oSkovEZeXqDbLw7POUIVpWkVqJ1Cekr39A6uMx2bRlqyw+8ywbT/jYY4/J29u2yvnnnivVtf6isCg/yoTDuf3hcj+ZccwJBkGog6HRIQcZj8vImUaKpUuX2ipRl19+uW2aTSclq0gBfHmec4WF+wipeA8iEvaxBu6fawfic3iLM9tbbfKljagvpiSVHpA1r6ySb/3NvUYcja7C34zCB2wKZfVEIJdB45SvkvbT5sv+lCqFU07TfNW0VlVLKplWJVKUP/nkJbJE3XkGDrBX2q23fl5YoJTtnDDu8Xp/EVTyiPJFebIXGMpxqh72ARAMjUZfCK4EhUBhQAzcCNc/ggZk7Nobb7xh6+VRP3ObqENO7vM8IAwKDtI5n78yjNKyZY/Qzxq+ReexctoUPp+cM6dTrxVtLlg05slwqleefuZJue76q6R/gDGXRi+J2ta0E4ZNY0DjFm9SOxwVG8BWFZWIWrR1a1+TW26/QzraO+SCCy6QgpdTd/BbPvkUKLcaXHYtv6FBfzUxygOFCLFYrg84xXQy4wNRMa4xggynICAd19wwK1oLuT5//nz57ne/a2PXbrnlFltHj105nn76aXsO8CzAinEcHYzvytDR7DIJhYzVarcmeCVXHeskZmT6jEbZ17NLLRszCyA/GUvzthOwDySb3z/QGGqtkuoWfvZPr5Tf/naldM45Qy74yMflM5dcKvt6e+XBBx+QgYGUWizNC5uak7dRH4CNJRpVebpyYFYFZewU5xQUmiETGsuXL/daW1u9WCzm/fCHP/S6u7s91aB2T/1/Ow8ODnpKWPsdhrpowS8fWkfw1ILas0pU+51OJ/XvlP4u6H19h0NfyxXyXjo77A2mB7yCl9fD84ZSRW847XnDSc/7p39c6f3nszu9X6542/vynd/zvvf9p7yBYc9LajT2HegL3sl7+WJOj4KF6x0cHQUXPUsP8VHLbn87ED/i7MB9tepjppVrPD8WVODLecZz4e/s3L7D+9Kf/blqgoh35pmLvX/92ZOWVo5U1j9zlKPODztcZtnVKYyDCapaR3DDDTfYVHOWu8a3Z+oDB9NinNuIW4IbCahoU/HmjGbF4vEb4O5hPZ3LyW/60urq6vU3+5RhGf0DsLdX3IYN+aivj+izIgf6SjI41Cv5QlIKpaQ89tNH5JJLL7bVp7jPcvG4iMAsrTBNQ6/pJVrvqZtRh3HxwnoTH+fycp94407zG5eaZ7nvx3ckrTzD2V0jj8ItmNyj3so3CIv40N/44x//WObNWyALFi6WeGOTvLlxk2x4Y4Pc+PmbLK4ASwwQkpEZ0SGQT0fLiThBMeEJhoAgFPSh4T7SIMLQHNYxR2ior0E2SEXdgDobAuWEFcElDIQOYQwDwQ0jmynK4GBa6xUqoKp72GdrBCro8EEFqq0tInNO65RMdkjJ9o6+1ydz542sAdnU0KAZ60telbpgEBbyjhzsjca2UDzjExFCcajSs/sQBheaNPI314k/aSQ9/E0a3RmgMKj/UCdyg2x5HhA2S6ctWbLEVthlladly5aJWmn53g8elAUfmmedyKpnbBgYglGkqV7PY5KLOxNfPx9/aAFNeKhwlF0l3D7cJIeVK1d6S5cu9VQIzZX89re/7W3evNncovBz4yGbTY+4YWX3x52KXrqQUhdJ3Tw9klnO6tLpzbXrerxfPrveu/Ouv/Ue+sHj/nU91NG05zNF3lPXL5/zsrmSp6eRQ921QlFdNT1yOd9ddS5cGFx3IN1hcE9JVP7tQLoBbuC6deu8e++915s2bRoU8e68805PPQG770Co/UMZdX3VjXV/D2jepYL4HPxZ/+/wMYXD4piPRawUaGt3RpOj0QHWhyZhXCYOtDurCzNqn3GPjDCgr43GEvrYWLLZTZNAq2MV/bBY3Yglv7NSHcF99K0B2jybS0tteQ9irA3bDon07MtK34GUbYl65Wc/LTv2bJcZM5ttYdEqKUgyPey7oNVR1fP++2ErwCgPT/xNEBiGhZUbD7h1pNuBvzlcPii5zNphudlFhg7gRx991Nzqiy66SO666y6z8hyAlj7STqsuG7SzQKoDKbQE8mM8qbCHpvBeMeEJppXy8phD3ECEzf0NIJari4XBSAKmUeAKQToOSHrZZZdZn855551nrV6trS0aJsLqrzfvrxKlLpz1l5YklUta31cuW5BEnI3xfAljLtiyZc/Ll79yh2x7+y0V2AbbrI414mnWZvcUe7bkE8FcLSecdnbuKZtG+K4f6XB1KeDSxj2KyaWTtLE1EAqF7aKYHsKzpOu6666zrYBwqUd3xENGFJNrvcWNDK+LQTyqq7SeGiiVrOa9azEsY4pg7wsTnmAOCIaLKnWO0VrdGhP04Bk3usBpea4hXFg8hJI9qVhezp8IOmR9bx/72MWy5MPnyhlnzLWxdTM7pttWRpl82naiZKuhZDKjQt6klqpa9u3N2hScyy7/pHz5rjuUXMSnYASjeZ6GjVQmLQ0xf9PBg+oxKqRaowp+BuQO0gAgFE3d1BuJI0RgzzYmNLLPFsRhQZlLLrnE9g07//zzA4vk17eoi4XB+1hvV1cjLwD5Qj6xoXt1kFc+tL6pzxAntpX1EeR3QDCXnCm+HR6TgmAIzmihcQhbOOBcJvcbkjnBcoCsCA+Ap93d3bJly3bZvGmrbNz4lrz++h/ktdfX6/U9Uh+PyqI/Xizzz5gnp8+bL9PbOiVe3ygtzTNE63ty31//lZx3/tk2dIpd9xsaEkaUInGuiUmxwKiTkuQyWSNNMjksqfSgZLLDFo8Nr7+p55JZW8hEaymgD5ClphndMmfOHNvFhs33mJ7v0kPRkS+E45QJIE8A90anfXR+wRRGZpDHKK1aJrk5iSCPyCBY5Bo0pgj2vjBpLNjxAs3p7Diy951u2be/V+teA1bfSSbTJqy7d++Uvv7eoIUva+tOkKWse4jLRYteNOpv6E13gn8k1ArFjACsgYF1YbEYBscy6gVXkDDMgozh/h5zjJaIKRYdMaYI9i7AOgC0u3NLueaTLGmLrTqQlRDNWU3qfFxz7mvYrXWApDw7noWewuTGFMHeBZDEuZNjkYBWORpLAG5W2F3jvXCjxeFAMfA85zCZpzC5MUWwdwEWCWEP13EgEcRyA5FpFBkP1APDFmw8S0aYFAX3w9+awuTGFMGOELTwcTBdnpY86lG0XmLlpty9KThMEew9gCyCTLhwWBcaHpwV2rp1q1kwms6xQligcCsffzvw9+gj/OxYx0EtflOYdJgi2LvA1b9Gu3XUzSCd628LE8kB99C5hRzudxgufOCem8KJgymCvUe4oVphArhWQte3NLruxH33/OjzaEA0Du6PRcQpTE5MEWwKUzhmEPl/jkqfs0c1j10AAAAASUVORK5CYII=)
Conic sections are implied; the footstool is interchangeable with Shiva:
how to justify this? See VERSES 22, 27, 25, 30.
Method: A Pujari (priest), who waves ritual lights here and there and then downwards, showing you how to see the Numerator and Denominator as the same, with an intersubjective and transphysical relation between them.
Applications of these lights have somehow to be shown.
.
.
This verse describes a beautiful woman in a garden, surrounded by Kadamba trees.
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)
Placed in the midst of a nectar-ocean is the abode of the Devi, a fool's paradise for the audience to melt into; a place of luxury.
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)
The Devi is to be presented, not as a sanyasini (female ascetic), but as a full-blooded, buxom, healthy woman.
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)
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)
The point is that numerator and denominator factors - back-to-back and by double correction - are interchangeable. This is a secret.
The footstool is as good as Shiva. This is also found in the Tarot: that which is above is analogous to what is below, etc., and both are component and integral parts of the whole.
![](data:image/jpeg;base64,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)
Inversion in the Tarot - the Hanged Man.
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In the Gita, the inverted tree refers to the same great secret of inversion.
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)
This is represented by the Pujari priest (a performer of Puja - ritual worship) and his waving of lights. (This is the secret of temple ritual).
![](data:image/jpeg;base64,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)
Here, bring in some Tantra, as also the throwing of baskets of flowers for so long that the Pujari falls down for some time as if dead from overwhelming devotion.
Another version:
TRANSLATION
Some lucky men contemplate thee as the upsurging billow of mental joy
Seated on a couch of Shiva form and having the supreme Shiva for cushion
Placed in a mansion wafted round by perfumed blossoms of Kadamba trees
In a pearly-gem island, mid-ocean placed.
COMMENTARY
One should imagine several concentric circles and try to place the supreme value of Absolute Beauty at the very core.
One should then introduce the Shiva principle as having its ontological counterpart representing the basis of existence on which any value has to make meaning.
Shiva as an Absolute Value has Parama Shiva (the supreme Shiva) co-existing with him as a value-factor, thinkable both hypostatically and hierophantically with reference to a vertical parameter traversing the plus and minus levels of the total situation analogically pictured here.
.
The four-legged couch lends its existential stability as a value for the goddess here and the cushion is only a more easy or thinner version of the same Shiva principle, upgraded teleologically.
Beauty is justly placed at the centre of a circle representing the infinite plenitude of immortal bliss which contemplation of the value of Absolute Beauty must necessarily bring.
.
The celestial trees form the most peripheral circle of the island and the core is surrounded by an inner circle of more ineffable or subtler values, analogous to the perfume of the Kadamba trees (said to be the favourite of Parvati in Sanskrit traditions, the actual species is of no importance).
The couch must be supposed to have four legs to give it stability and support and it is suggested that Brahma, Vishnu, Rudra and Ishvara are the supporting legs.
The analogy need not be stretched so far, but elementals are implied here as vertical principles supporting the notion of the negative factor of Absolute Beauty as a value.
The pearl-gem island and mansion consisting of thought suggest subjective consciousness centrally, while peripherally the celestial trees represent universal concrete values.
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)
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STRUCTURAL ANALYSIS
The structural analysis of this verse involves both solid and plane geometric constructions.
Three-dimensional solids with conics must be kept in mind and one normal conic section representing the horizontal reference of workaday realistic value has to be inserted between two cones placed base-to-base for purposes of double reference and correction back to back.
These structural and epistemological features have been explained at length in various parts of our previous writings.
The Colour Solid.
The colour solid with the Chakras (wheels) with triangles having apexes pointing upward or downward is an attempt by the Tantra Shastra to schematise protolinguistically the contemplative values and existent and subsistent factors involved.
Ontology here counts above teleology, and it is Shiva and Parama Shiva that have been reduced to the universal concrete status of cushions or cots.
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The vertical parameter passing through the centre and apexes of the two inverted cones is the non-dual correlating principle integrating physical value factors with metaphysical ones in the structural totality of the Absolute.
Other implications in this are clarified in the diagrams above.
Kalidasa has woven a fabric, showing that the ideal of feminine beauty emerges out of this quantitative (horizontal) mass called the Himalayas.
Kalidasa has done this with Parvati - daughter of the Himalayas - providing a consort for Shiva, who is admired by the Munis (sages).
All of this must be presented in the first twenty minutes of the film.
The Colloquy of the Gods refers to Uma Haimavati, "Uma, the daughter of the snow mountains" - note that "Uma" means "light" or "splendour" - see Kena Upanishad at the bottom of this page.)
The beauty of a woman is the best way to give content to the Absolute.
It provides an inspiring standard by which to regulate our lives.
A woman represents the counterpart of man - abstract and generalize for a woman who worships her husband like a god -
she becomes the Self, he becomes the Non-Self.
She is so directly related to nature that there is a one-to-one correspondance between the cosmos and the micro-cosmos. (See the Kural).
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(Tirukkuṟaḷ also known as the Kural, sometimes spelt Thirukkural, is a classic of 1330 rhyming Tamil couplets or kurals. Sometimes known as the Tamil Veda. It was authored by Thiruvalluvar, a poet who is said to have lived anytime between the 2nd century BC and 5th century AD. ED)).
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Another version:
TRANSLATION
Some lucky men contemplate thee as the upsurging billow of mental joy
Seated on a couch of Shiva-form (Shiva is reduced to a hierophantic character, i.e. a couch.)
And having the Supreme Shiva for cushion
Placed in a mansion wafted round by the perfumed blossoms of Kadamba trees
In a pearly-gem island mid nectar-ocean placed.
One should imagine several concentric circles having Absolute Beauty at the central core.
The four legs of the couch lend ontological stability to the Goddess.
The celestial trees represent the peripheral circle of the core (the outer circle).
The couch must have four supporting legs, perhaps Brahma, Vishnu, etc., representing the elementals.
There is a pearl-gem island and a mansion of thought.
Chidananda Lahari means an upsurging of mental bliss.
Derive woman from the Himalayas.
The Shiva form and the Supreme Shiva, as couch and cushion, are ontological factors of stable existence which have a one - one correspondence with the hypostatic Shiva and the Supreme Shiva principles.
One should then represent the Shiva principle as having its ontological counterpart representing the basis of existence on which any value has to take meaning.
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Shiva as an Absolute Value has a Parama or supreme Shiva co-existing with Him as a value factor, thinkable both hypostatically and hierophantically, with reference to a vertical parameter, having thus the plus and minus levels of the total situation analogically pictured here.
The cushion is only a more easy or shinier value version of the same Shiva Principle as the couch, upgraded teleologically rather than ontologically.
Beauty is justly placed at the centre of the circle, representing the infinite plenitude of immortal bliss which the contemplation of Absolute Beauty must necessarily bring.
Celestial trees form the outer circle, and the inner is of ineffable or subtler values analogous to the Kadamba trees, said to be the favourite of Parvati.
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It is suggested that Brahma, Rudra, Vishnu and Ishvara are the supporting legs.
The Elementals (the gods) are implied here as verticalized principles supporting the notion of the negative factor of Absolute real Beauty as a value.
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The pearly-gem island and mansion of thought suggest subjective consciousness centrally, while perceptually the celestial trees represent universal concrete values.
The above structure is provisional and may need revision.
People wrongly say that Sankara was the "Dravida Sishyu" (as mentioned in Verse 75) only through the 41st verse.
Sankara says "I am a Dravida Shishyu", and "I am a Vidyarthi" or seeker of wisdom.
In Verse 75, by drinking the milk of Saraswati, he becomes a great poet:
Verse 75:
"Your breast milk, I consider, O Maiden born to the Earth- Supporting Lord,
As if it were word-wisdom's ocean of nectar, flooding from out of Your heart
Offered by one who is kind, which, on tasting,
This Dravidian child, amidst superior poets, is born a composer of charming verse."
("Dravida" - Dravidian - in this context, implies South Indian, dark-skinned, humble, low-caste - as contrasted with the vidyarthyi - a wisdom-seeker who is by implication an upper-caste person or brahmin. ED
Even today, according to traditional laws (smriti) it is all right to kill a shudra (low-caste person) for repeating the Vedas of the Aryans.
(Guru explains the background of the Mahabharata war.)
Krishna goes personally to the Pandavas, lends qualitative strength to the.....
(this passage is obscure and incomplete in the original manuscript.ED)
The change from Ananda Lahari to Saundarya Lahari after Verse 41 is of an epistemological nature. The same subject can be treated as a Mandala (Ananda Lahari - up to Verse 41 ) or realistically as Beauty (Saundarya Lahari - after Verse 41).
This Verse 8 with its mandalas sets the style for the rest of the verses up to 41.
The Indian philosophical tradition and Mother temples come as a result of the mixture between Aryans and Dravidians.
Sankara calls himself "Dravida Shishyu" because he is the follower of a primitive Goddess.
The Mandala structure exists through the first 41 verses.
Sankara incorporates Tantra Shastra, the Vedas and Buddhism, and restates them all in terms of Vedanta.
Dravida Shishyu (the "Dravidian child") and the Vidyarthi (the wisdom seeker) are shown worshipping Saraswati (a revalued Kali), the Goddess of Wisdom, representing the final stage of the Goddess acceptable to Vedanta.
Saraswati.
Narayana Guru also established a Saraswati Temple.
HINDUISM IS A WOMAN
- so a woman's beauty is idealized, as in Sankara.
There were some women in ancient times who came from North India, were treated as Gurus and had temples made for themselves, or began Mother temples on the Kerala coast. The women had the money when they came down from the North.
They had certain hangers-on to manage their affairs and these men often became Brahmins.
(A reference to Phumala Bhagavati Temple on Ezhumalai island. The Guru was at this time staying at the Gurukula on Ezhumalai Island of the coast of Kerala in South India. ED)
Ezhumalai is the epicentre of this kind of spirituality.
It is a numinous presence, "a magic place".
In Verse 8, the Mandala of concentric circles begins, going on through Verse 40.
How does it happen that there are Sanskrit scholars among the peasants of Kerala?
It is explainable by the population movement from the North, along the coast, because there are paddy, coconut, fish and spices there.
They can thrive with no money.
Why does Sankara call himself a Dravidian and a Wisdom-Seeker - not an orthodox religious man?
There is a great tradition of Sanskrit pundits on the Kerala coast, by the will of the ordinary coolies.
In Verse 8, the verse talks of "cidananda lahari - an "upsurging billow of mental joy" - the first part of the poem up to Verse 41 is called "Ananda Lahari" - "lahari" meaning bliss or joy, an inner experience - this is subjective, with Mandalas.
After Verse 40 the poem is called "Saundarya Lahari" - "saundarya" meaning beauty, which is outside the mind - it becomes objective, describing the beauty of the Goddess.
A FILM SCENARIO FOR VERSE 8
The island is a gem at the centre of the ocean. Just show a real island, with a nice park, within a lake, actually seen. You can show one or two varieties.
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Then introduce the romantic element of a woman living there. Then reduce it into a Taoist painting - a first-degree reduction.
Then change the lake to a milk ocean, bring in Vishnu - here there must be some mythological pictures.
Then reduce further so that the island is a beautiful gem seen from far away, in a milk ocean.
Then reduce still further, playing with colours, finally reduce it to a Mandala - where it is a drawing, not the outline.
In the studio, show horizontal, vertical and conical cross-sections.
Cross-sections must have a real view and a celestial view = two views.
There is always a lower and a higher version..
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The Goddess sits at the lower hierophantic and at the higher hypostatic levels - again, two conic sections - brings in the cushion.
Then conic sections give way to play with the 1st, 2nd, 3d and 4th dimensions, finally reducing to a single point of light bursting and becoming dim, like fireworks.
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There is a picture of a yogi meditating and the Chakras he sees must be shown in the form of Mandalas.
To take the viewer to the depths of the meaning, he must see each of the various steps.
This needs a group of artists to be trained in preparation of these Mandalas.
With Verse 8 a review of the Chakras begins. Begin to memorize two verses a day, to be recited each morning.
In this way the levels and correlations between the verses may be comprehensively absorbed.
There must be a professor who understands mathematics and an Indian swami who understands Vedanta, who will open the book and read in Sanskrit, devoting not more than one minute to each..
Red Shift.
The Big Bang.
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Then you come to the Himalayas - India - showing (then) a king in full regalia being worshipped - then fade out to the Himalayas, or vice-versa.
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Cosmology according to Eddington and Jeans.
Without the Trimurti (the three gods) you cannot understand.
Then cut to the Himalayas once again.
The Himalayas of the Kumarasambhava of Kalidasa: to bring out Parvati; the last trip was for Shiva.
The first 10 or 12 verses of the Kumarasambhava will give stratifications.
Create a world of fairies and divine gods as per Kumarasambhava.
Finally bring the life of a certain tribe of simple people.
The object will be to create the Devi.
Show the Colloquy of the Gods (See bottom of this page) - after the Kumarasambhava.
The numerator functions of the gods must be shown.
The gods must be a wonder in the Numerator, finally being filled to give Saundarya Lahari.
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There is a series of subjects dealt with in these first verses:
VERSE 1 - The Paradox is posed
VERSE 2 - A double action spiral, back to back, with three zones on the vertical axis.
VERSE 3 - A quadrant of value, on the part of four types of people: The dull-witted, the destitute, those submerged in the world of births, etc. Each person has one of these three value-worlds.
VERSE 4 - Stresses the importance of the feet of the Devi - "I do not care for all your gods" - The bottom of the vertical axis is important as the square root of minus-one.
VERSE 5 - Eros, as horizontal, is brought in, also virtual beauty, not yet verticalized. (Read the Puranas (legends) and find out where Vishnu took the form of a woman).
VERSE 6 - Ananga (Eros, "the limbless one") = Beauty. Ananga rules. Although he is a passion, he still rules. (See Othello).
VERSE 7 - A picture of the Devi - very slim of waist - a kind of double structure - the slim waist is to show there is no real existence, there is only a slim horizontal parameter.
VERSE 8 - There is a progressive building up of schemas until we come to Verse 8 which is a circle or Mandala. Conics and Mandalas are introduced.
VERSE 9 - "Broken through..." - earth consciousness becomes a flame, breaking through the various stratifications.
Alpha and Omega are sleeping together - but not in a bedroom. Kundalini Shakti is bursting through.
VERSE 10 - A serpent of three and a half coils - this must be some of the basic Chakras.
In VERSE 6 half of the Devi's body is filled with eroticism; eroticism is normal bliss. You cannot throw eroticism out of the picture as Christianity does. The Absolutist picture gives Eros a place in the Devi's legs.
In VERSE 7, the Devi as "Purushika" (a bold, virago-like figure, the counterpart of Shiva) : do not try and copulate forcefully with Her: the Absolute cannot be defeated.
In VERSE 8, the Yogi has to meditate on something: a gem-island.
In VERSE 9, stable positions of cancellation ascend on a vertical axis.
In VERSE 10, there are two "trees of Porphyry"- one spreading upwards, the other downwards.
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(THERE IS A POSSIBLE AMBIGUITY IN THIS STRUCTURE, IT SHOULD BE COMPARED TO OTHER STRUCTURES OF VERSE 8. ED)
On the Denominator we have:
A couch of Shiva-form.
Name is hypostatic, form is hierophantic.
The cushion is Shiva himself.
On the Numerator we have:
The perfume of Kadamba trees.
At the horizontal limits we have a nectar ocean.
"some fortunate ones..." means those trained in meditation - that is, those who place themselves in the same frame of reference - c.f. Bergson.
Ambrosia is mother's milk - an absolute necessity.
Jewels are interesting and beautiful.
Trees and flowers
This is a yogi's view of Beauty as an island.
The island is located in the yogi's mind.
The island is the Bindhusthana (locus).
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THE COLLOQUY OF THE GODS
FROM KENA UPANISHAD
Once upon a time, Brahman, the Spirit Supreme, won a victory for the gods. And the gods thought in their pride, 'We alone attained this victory, ours alone is the glory;
Brahman saw it and appeared to them, but they knew him not. 'Who is that being that fills us with wonder?' they cried.
And they spoke to Agni, the god of fire: '0 god all-knowing, go and see who is that being that fills us with wonder.'
Agni ran towards him and Brahman asked: 'Who are you?' I am the god of fire,' he said, the god who knows all things.'
What power is in you?' asked Brahman. 'I can burn all things on earth.'
And Brahman placed a straw before him, saying: 'Burn this.' The god of fire strove with all his power, but was unable to burn it. He then returned to the other gods and said: 'I could not find out who was that being that fills us with wonder'
Then they spoke to Vayu, the god of the air. '0 Vayu, go and see who is that being that fills us with wonder.'
Vayu ran towards him and Brahman asked: 'Who are you?' 'I am Vayu, the god of the air,' he said, 'Matarisvan, the air that moves in space.'
'What power is in you?' asked Brahman. 'In a whirlwind I can carry away all there is on earth'
And Brahman placed a straw before him saying: 'Blow this away.' The god of the air strove with all his power, but was unable to move it. He returned to the other gods and said: 'I could not find out who was that being that fills us with wonder.'
Then the gods spoke to Indra, the god of thunder: '0 giver of earthly goods, go and see who is that being that fills us with wonder.' And Indra ran towards Brahman, the Spirit Supreme, but he disappeared.
Then in the same region of the sky the gods saw a lady of radiant beauty. She was Uma, divine wisdom, the daughter of the mountains of snow.