SAUNDARYA LAHARI
VERSE 65
POLYVALENT PARTICIPATION BY SKANDA
रणे जित्वा दैत्या नपहृत-शिरस्त्रैः कवचिभिः
निवृत्तै-श्चण्डांश-त्रिपुरहर-निर्माल्य-विमुखैः ।
विशाखेन्द्रोपेन्द्रैः शशिविशद-कर्पूरशकला
विलीयन्ते मातस्तव वदनताम्बूल-कबलाः
rane jitva daityan apahrta sirastrah kavacibhir
nivrttais candamsa tripuraha nirmalya vimukhaih
visakhendro pendrais sasivisada karpura sakalah
viliyante matas tava vadana tambula kabalah
O Mother, they merge, those mouthfuls of betel-juice of Your face,
As Skanda, Vishnu and Upendra, returning from vanquishing demons in battle,
Taking off their headgear and armour, they return, discountenancing
That Shiva's portion of offering meant for Chanda which are Moon-bright bits of camphor.
Verse 65 seems at first to be a complex jumble of mythological imagery and mixed metaphors superimposed on one another. No wonder, therefore, that most commentaries have missed the mark in proposing even an approximately acceptable meaning for it. We have to place it in its proper context and perspective first; and secondly we should not make the mistake of thinking that what belongs to the canvas belongs also to the painting. There are four epistemological and methodological layers here, each implying its own degree of abstraction and generalization. These four possible ways of abstraction were known to Vedantic speculation many centuries before modern physics began to use this same kind of four-dimensional reference.
1 - A mythological reference to three gods who are engaged in some kind of battle is the first film to be separated from the other deeper layers.
2 - Then comes a layer in which the gods (devas) and the demons (asuras) are arranged on two opposite sides, each representing their own system of life-values.
3 - This axiological view has a still deeper layer hiding behind it, in which we have to discover why Subrahmanya (Visakha) and the other two gods reject some of the holy tokens of offering while accepting others.
4 - Still deeper, in fourth-dimensional abstraction, we have to imagine that the whole of this story has its central locus in the mouth of the Goddess, who is engaged in chewing betel nuts. Camphor is also an ingredient of the mixture that she is chewing, and the red juice is swallowed into her own inside, each time the mouthful is fully turned to magenta.
We have also to remember that it is in the mind of the contemplative, as he meditates on the betel-chewing mouth, that more peripheral wheels or Chakras of thought present themselves before his mind's eye, all having the same epicentre or locus, which is the mouth of the Goddess. In its chapter on the vision of the universal principle of Time, the Bhagavad Gita presents a similar picture, where the heads of warriors and kings are being mercilessly crushed like nuts between the teeth of the All-Pervading One (Xl: 26-27). The idea here is not unlike that vision. It is a war that is being waged between the forces of good and evil, although the Absolute itself is not to be divided into two groups. The conflict between the forces of good and evil has to be understood, at least schematically, and a line, however thin, demarcating the two sides has inevitably to be presupposed, at least for the sake of argument. This line is no other than that between the two rows of teeth of the Goddess, where nuts representing the skulls of heroes of one side or the other are being crushed, so that Time could proceed on its destructive onward progression, like the car of Jagannath in the famous Puri festival. Time´s arrow cannot be reversed except in terms of very pure memory. The forward-flowing breeze of Time could play sometimes on silken sails, but must inevitably imply harsh facts belonging to the stern stuff of duty or historical necessity. The magenta colour, moreover, is highly suggestive of flesh and blood; if we should add skulls and armour to the picture, we have the option of imagining more grades of concreteness or abstraction than the four that we have already mentioned.
The three gods, who appear after giving battle to the evil forces, have removed their headgear out of respect for the presence of the Absolute Goddess. They remove only half the accoutrements that make for a warlike situation. The three gods are willing to respect the presence of the Goddess, but they are not willing to negate the function for which they were born. This applies especially to the case of Subrahmanya (Visakha), whose function, by the very circumstances of his birth, consists in teaching a lesson to the denominator factors of Evil. He represents the highest possible Omega Point of values within the setup of divinities of the Hindu pantheon, Vedic or non-Vedic. Subrahmanya is here represented as highly conscious of the function or duty that properly belongs to him. A policeman's duty is to arrest thieves and not to pardon them.
In the previous verses we have been thinking of the mouth region of the Goddess in various degrees of verticalized value gradations. Here we come to a grade where retrospective memories as well as prospective imagination enter into the picture with equal force, from both poles of the total situation. As the contemplative meditates on this picture of the betel-chewing Goddess, associations crowd into his mind, each set having its own epistemological self-consistency. We can imagine three concentric circles, as in the Sri Chakra, separating the inner zones from the outer ones. Magenta colours of different saturation, brilliance and shade can distinguish the zones, but historical or mythological events are all to be grounded in the self-same Chakra which the contemplative constructs in order to appreciate intelligently the absolute non-dual beauty of the Goddess.
We could imagine a heroic or epic (puranic) scene here being acted out within the mouth of the Goddess which could also be seen as a temple or cave in which somebody is offering worship to the absolute Goddess. As it is impolite to wear headgear in pride when approaching a sacred place dedicated to God, the three divinities here are represented as conforming to the requirements of good behaviour by taking off their headgear. They retain the rest of their armour, however, with the excuse that they are still in the overall context of battle.
Within the temple scene, we could imagine a priest who brings to these three divine supplicants that which they are meant to accept as a token of respect for the supreme principle as they understand it, each from his own standpoint, with its own frame of value-reference. The absolute Goddess does not take sides, but her son (Subrahmanya) cannot deny his duty, being born historically or mythologically to teach a lesson to the evil forces. The “Kumarasambhava” makes this role very clear, although Subrahmanya is not lacking in his knowledge of Vedantic absolutism. He is even said to have taught the meaning of AUM to his own father, Shiva.
Camphor, especially of the soft variety, is an ingredient used to flavour betel nuts. Camphor is also an integral item among the holy ingredients making up a temple offering to be brought out by the priest after the waving of lights before an idol. Camphor is unique in that it is both a solid and potentially a flame of light; so it is used as an analogy for the process by which material substance turns into the intelligent factor, symbolized by the flame. Moon-bright bits of camphor left on the salver brought by the priest for Subrahmanya represent a value meant to give a flavour or perfume to betel chewing. As a solid, it belongs to the side of existence, so in this form, before being lit, it belongs to the denominator context of the asuras (demons) and not to the devas (gods) of the numerator context. Like the “thinking substance”, camphor combines within itself substantiality and thought.
Since Subrahmanya represents the numerator aspect, he does not approve of the offered camphor because it is incompatible with his main function of teaching a lesson to the opposite side. He does not wish to pretend to be an absolutist prematurely and inconsistently with his own personality; just as Arjuna is not to leave the battlefield by pretending or claiming prematurely to be a sannyasin. Duty in this sense is sometimes called “the stern daughter of the voice of God”, though this dictum need not be binding on anyone who can claim correctly and completely to be an absolutist. Subrahmanya was born as an answer to the prayer of the gods, to protect them from the excesses of the demons at that time. His function comes under the category of historical necessity, not in terms of ordinary history, but at least in the order of cosmic evolution, as depicted in the great epics in Indian literature, which are called itihasas, of which the model in the West could be the Odyssey of Homer.
Chanda is another name for a divinity represented by the Moon. Shiva himself, representing the numerator aspect of the Absolute, carries moonlight on his head. The camphor bits could, by the same token, be considered as representing the Moon principle on the denominator side. Chanda (the God of the Moon) and Chandra (the Moon) thus become interchangeable as cause or effect aspects of light. As for the three gods portrayed here, which are slightly different from the usual Vedic trinity, the name Upendra can simply denote Vishnu or it can also mean “second in command to Indra.”. Visakha or Skanda could represent Shiva, because he is born from Shiva's middle eye. Vishnu occupies the central place as representing lasting enjoyable values. Aryan and Dravidian divinities are thus seen here to be put together in a revised form, without violating their triple principal functions of creation, preservation and destruction.
In the first line, the word “merge” is to be understood as representing the act of swallowing flavoured red betel juice, with camphor added as a subtly pervasive ingredient. The mouthfuls, when they merge, could be imagined as permeating upwards into the world of prospective or creative imagination, or as emerging retrospectively into the totality of memories of past years already contained as a vertical dimension within the presence of the beauty that the Goddess represents. The gods are returning from some past event already accomplished and are seen now to be standing at a neutral point in the present. They could be said to be returning from deeper negative levels of the vertical axis. They do not remove all their warlike accoutrements because they are still within the context of a war situation. Subrahmanya could remove his armour only when he goes to his abode nearer to the positive limit of the vertical axis.
.
From the Bhagavad Gita, Chapter XI:
26
ami cha tvam dhritarashtrasya putrah
sarve sahai 'va 'vanipalasamghaih
bhishmo dronah sutaputras tatha 'sau
saha 'smadiyair api yodhamukhyaih
27
vaktrani te tvaramana visanti
damshtrakaralani bhayanakani
kechid vilagna dasanantareshu
samdrisyante churnitair uttamangaih
All these sons of Dhritarashtra, with hosts of rulers, Bhishma, Drona, and that son of a charioteer (Kama), with our warrior chiefs are rushing into Your fearful mouths terrible with teeth; some are found sticking in the gaps between the teeth with their heads crushed to powder.
ADDITIONAL COMMENTS WITH STRUCTURAL DIAGRAMS RELATED TO THIS VERSE FROM SAUNDARYA LAHARI/NOTES.
This is a very wonderful verse in which the Devi is chewing hard nuts, camphor and brittle leaves.
She swallows and it is digested.
![](data:image/jpeg;base64,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)
This is very complex image: the hard nuts are like the hard helmets, which the three gods have taken off.
![](data:image/png;base64,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)
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAOEAAADhCAYAAAA+s9J6AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAANCYSURBVHhe7P1nkKXXmd8JPnlv5vX3prflfaEKBU+QoAebTVJkt9gttdTdUmslrVrSqFtuNaPQh4mNnYiZjZ2d3ZkPG7ETE6uYDxM7WjPa0G4r1I5ssulJEABhC6ZQ3mRVenfz+ry5/99z7sm8lahCdwsAgazCU3Xyfe9rzznv83/ccT2bIruPaWfpVSGdnXbYbna21jker4/nE20/tOMx1rZEZ9vjW93g/za3futWpZ4NHd15cxclksnOXoc6+eOzbepRLb2fnISn93TeCsV8h+3O4yEXCeWnTw/Tr04merbKG0nXcLH+tLWNWY1XbdqG/m4YueSyhM74u7jQL45v1hV+f9JU5C2K993P9BEId5T+7SDkzzbLBZaJ12hP1+14hNM2CAMJMmErTm4LOIAPyiRSvgUDEQvd241ma+u3JQCZgKzfbNt6xQb/9Dv5NlYOb44QiNvbCQEAyPQ0z14ntyqTHw+/RAGIUaDE4+HqAELyg4hxUMULth7AfcqBNps8SzsAGvoIhNTXfQ/COxffGSkCMZJrCdg5Mqv2xMA7rrqNYM1ucgaEccWFvDuV7PXjXOWv3LGt1xr6IfApxW1PIgEeBYxNPYt/G+H6Tlm6y5RMwOZ3JkoC2CDu3yoXb3bkd346cCIFQPKnrfdv+D2IHBcL2yDcvkH7AYAkB6G2EdAfgZD6uhsX3id0t+JvSXMR2i6w7NtpA3DclcJDuu/c+b6EQPzuqKXEM0M+0LjxHRuwvD8/vmPnuwANWq/z0+n2/N0JIgDJtzqFDoS4ij2eBRj9MfFR8RHaboMwUO8dnn+/0X0PQtvEnNqmyGDdFCX/Tur2kSJFho5PqVZrrr3cCGMr0c8W83FT6qzZCubm3aivTz6bqN2W2atPRYr7MHsmneas0s58YxySv/DwYB6HY5GC+diCCTpH/rwUnkldbTjIw++EHsPelia8Hd1Obr7rogDCxEcgFH0EwncAYQRf9F8iOX91tlCEwE4A+jUber4YL8HDnEs7d8aH7DR5/9zUeRkmsj9LD/NH6+1b2hWY8Y/fmM1csHWn/0paswuE4Ty0UzCEssXrIvH8Pj8ay75129svFSkvHRBGSrhBen/TRyB0EG4DIYKQYEVnZwuEsaIi6Lop8lXQBtI/frGu9B0lwNKW6eiJfY5rK5eQ53Pfnba2IZ9P217yk1RiK58w0sZa1TWrJyKpqNpeac8emFvX8RrdQ7lcd+pZHIJ4fJLyR0HgQZqw2zmyVU4vhq7bBqyu2OQdt4PwbdR5XqBuEIY3BBBul+d+pPschDASxY8sB5sEhtgCoehOUcEt5vSj0diL/pX+eBBHqV7T7oaw17Bms24tpWazae1mS1jcsBu3bjhjhijl27ftlqAjPu1Lpqw3lbRUb9q3/E4IjIOlIQEwaUkBEBAmelMCoZIDUgj3coTcdYMRIrDSHVaiFKGMlCRQKGe4I+hS8hbK7Gc3O00c70RbpwMIATP6mRMfgVC1cN+D8LbtNm2KseCtEHjvsUajYRs6gI+WkC/XYWP9b2i/5ZrLNYprOCUBjPPlxQUBr2G1StnWVpZtaXHeFpVWl5etVqvaxoYAuSlACmytdlO36Ml6mDOnto2azEXtJnt6hSm9H/Bp25sI2m54aMIKpQHL5QpWGui38bEJyxdLluyTr5gv6hpyKia/DYzadBi/hYCQ9iS6SS2Qe7bNjU3lbcOjsAiWviSR3KTyWVeeavrdY6ls1trruiad1R09ttHQvp7VQ6uLHrJeqVs+nw4Y9Xd2nk49+T6HiQ5/BMJQG/clwQzd20BBSgdqtVrW20v4AIlt1mg1nTkx/3qTbSVdu1Fxs9H60Dw91lxessuXLtj0tatWq1at1ZD2k0asVtetUddvacVgkkr3iMN5XqvesLqejYZsSYtGc7RZq3sApw/m7pUG7GzdPJWmGxqeEr76rKLnk8ehkWEbGhoRIId0bsQm9+x1QPZkciF/jgbdq3c1JTA29IxEKq0jvfION61WlyDQs7MprjWrNlqW1n5CZnS7UZVF3KPf1IXy3+BaIa5HJqnuawm4fRkBUmbzRnPTgZzOdgHMzQTd9xEIb6OPQHjbdhuA0axEA2L24WoBls1WCOQATJRRc21WDArI6tJwizZz85bNz83a+vpaxwQVswsgDWk9QFiXFmk0ZKICWqWUmBpNSKM8Wsk1qY5547eYuc379DspYCQEvu4tzJ/KDojR835tMtlnmVzWNlptq0n7JmWWTkxM6VjBBgTKgaFBK5b6LSsNlhAg24BH9/amc5IdvSqtwKMEOCEABzyAbXujbrXyqrThhmWJ2G42rVJel6YbFLhTtllT/gFhvsSd3r6Z1HFl6TZr1c33nq6IrN77EQjvaxACMwCIr7MNQPYAg3tG8AdVBCq3ako7mKe1NZu++oYtzE7bjWvXbWFBpqcARhPCxkYA1lp5xbUm3cGo6k2Znw5M/EIBrEfXuc8Ymx10LaDHx2OL+RuP7UzOwMmspdKZrXtzMkUREPohsOX1ng2rSABU1kMAZ1Ca8tChQ3b4yDEbmdhjPfkB0wP8WeC9qnwhH1KpjPzPlNdBe6Mh83fT6usrVlO6ee2KMFjzPEyM77WBsUlJpYyEiqpGgCbA06xvWDKt+1WxH4HwnekjEMJk2sYAi4NRgAkBCAFDpiTmn1SPnzeZjYszN+3KlSu2KPBNX3jN6pUVq1QqwYcSY1Kl/K5VZHqKgTkWQQUFkIpjBcC+3qDtMHs51g1GUjotU7Kzz/2kuE/wKIGqkUlZk4bl/kKhYJlMxlOx2G+rq6vWJzCg/Ug8z7W4/MmW7ps8fEIgmnKzNVUQIPXuhjRpQucczAgIafSETO85ge/m1Qv2xqsvy4jc8GeN7ztkJ049bMXJvapE5YW+qACrrTojj6rWu4NQJ3B4PwKh18Z9SRScvpdQBx7OhD061tMJrEikU0sOxsWFebt+9bJdunDRbk5ft/WVBastzVqmV+aiQAYI6jJLAVQEXj6f99+YtXVpRteAHaARi0zqXn4DxA0iqmhgTEsBrNscxTzduYW5AWRKYOAZUCqVErbD+wDR+Pi4b9GoKfl2ffIPlTW/ry17up7IWq5/2Kb27LN9B47Y2J49Zvh11IiegfBpra3Z0vxN+9EP/tQWb1y3lcUZmxwdsiQaNFuywydO26nTD1tmeEL3AUL5iQm0q/K/g7u2QRgPfATCj0Cov2yD5gt9MOX4WUKJK6ori7a+umIz09fsyqWLdl3aYHlhUYwuJreWDaR7bXV+1paWlhxYRCbRQmiTarXqAACcALEpOy9Wd9RmHh1FEIhbAVWvnM+k/LW+ZK+DEG0K6Jxpu0DIb56xaU1/B6ADiDn5hH36jQDI5XI2I62NBuwvFK3ULy2Zyuq+EAxqtHtsePKAlWU6NpS3XHHA9h44aAcOH7Fxmaq60eoq25XLF+3qhTft+Wd+aMU+/NGWTY0Nmm6z+Vrb0v1D9uhjH7cHzzxhPTJH2wJhn3xVlcZB2An4On0EwrfTPQpCtAIfNm4D7SwoZ2NKEJGkqcG1IE0FaMKW/fQ737K5WzcEwAt288YNq5RXnfnTAkpaIOnbbPq9MBUgQiE5gwuEgAJwOOBk0tKeB7V0vg0wldCUHpjhWEebRYCyDfeHnPN755a2x94+5bwRNCwCgCYUNHowSfPKkGCuMvGpAXmfgIQpSeAkUxy0rMzQdLbomrgtf640OGBHjx63/fv32sW3zttLLz5vCzPTVl1dshNHD8g3XBOYWja7uGLVnrQtVlr2yKNP2Gd/4cuWLo6oPtNSkKMetaVGoW4Qcu/WxyDi1fWN7kfa/SDc0e0skMPKt/VGK/hjAgE9JSksibsoOUGIRrNhWTFmRn6PNdetp1mz2avn7exLz9u5sy/LJKRtjKaGhmu0loMFkEhTiiE5lk2j/QIQAMf6+vqWSUoVhyQW1HZDCZ+ILc8BEICN57BPEwZmbTrTF/wyL0+k7n0ZtPK9eF9SCTPTy6odmj443iufE+2ZkFlJfr1pQ8Q5NFSpf1BALbnWRXNzb39/v+5LWq2qutB1tapAJyExOjRo5bUVO/vay3ZIGpOA0E9eeN0OHT9lY1MHbP/RU/axT37eNtMFSwuEJjACwlDKkII86YAQWeL5CXm6X+keLn1gVrQEjCgW9GMbAm2dyOVGiIvW603LZ+RHCYjr8n2Q1Fffet2+/60/tuvn3xAgq7ZZK9tGZcVqa4tWWVu2RmVd19e9Xyhtew09D6MSpiZh4jalSf24trT7hcRvoo+00QXABj8SAOougTL4jPowAgPntwFMCteQc0/a59q2XtpSam5Ic4q/6029u7mptGFrq1VbW6/YWnndKtW68ivxI1O3N51yc3VtddXmZm/Kz5uXFV6TEKra6sJNmdjT8oPLlmyVrZSRdsz1SRhVBchV3EQr5FJWKhYspXz87Jkfu1987fJbduvGVVkJ0m4uHEMfHGresbdF9zfodtLurw2ZT1tpi9gPKdEVAod9Mds2GnXxR8v6xB0paT/MyYK0TkpQelEM9VOlmZvTdu3qFe/lUi6XPfoYmxbQUmgNtF0EEpqMa+J1HIdcc3Ylru3eNpstfw73CFMdQKK9++R3SluSvPdKV5Kp60nPwITErGU0Bpq4Tu8cla+ifKxLewNXznOupjxWdbyivANIknel0720fyJUeCYCoFgs2ujoqP8G7GxXy2se9SXI05sK3ebaqse1lSU7f+5175L30gs/U0Urb3r3pkz17pH6lC9oP1LnG9323e5PurdqoBuMnS0MtkVBbRidXJDmBNSLaZlzaID6ml08/7o99+Pv2+z0NcukBQIx1Yr8oEql7KBKyDTs7QvdsADbmjQnBIMCQoAZQQjjYho6ULoS+dm5rVUFvGbwIbl3AxtZnLoNuk7qBqISjeMEewiqkJpSgw1pdrR7TcKG56KNuRYXl+c39D7ySd6Xl5f9fTrT8UubMkWLdujQQRsZGVJZKn4P166sIoxWvVxEWck79ZKS1tu7Z8Jef+1V26hXbHVlwS6+eVaG/4bVyiv6DvKxCXR1dGGIlvJtOglA3ufU4djdTFui1dOmfBgP/ne2NFY3xJwEQuCA3gT9LxOuBWXAiUkkrWsr9uyPvmM//NY3rFFdEUibtjQ341K8LQ0CcPHf3BR0cR4IqOwEHcn9LRhewOQ4+zHFZ2wd74Bja7/7t/ILILeAdwcwtqQR0YKuCQU4T+wr0QNnTVq8XK14D5qm6oBykPBryTdAol8rGjGTSdvQ4IBlZZ4D0DfffNP9yDqd0HUP/mlK1/SmJKD0LM7lsxkbkFlKfV4+/5aNDJSkDZ+TVbvuIzS8uQd97OZpIICIIPNP9hGJz6jd3Uzb1o6Tf9wuqooBPXAh1dfrQQsddOYWuFp1a0sDvvz8M/bG66/Y8vysrS7OCYhl7xHS0L35rPxFMRxtfB542dADiD7S51IPW9D1PH9gYMB/QwAIJqZqabeD2CdxLu6jrVtNAEtAJUREOc/Wtaj8xvjMQLd/KrwtupghbGJFEJAJFLZ6ooOlV88PQiK8xwM5Op/P99pAKS/NN+ImKLejAREuvH+ov9/WK2uqh5zXGaY45vn4xKgVskV77rkX5Xu2rVxryufttTOPP2XF0Sk7duoRe+TJz5il83qL/EnVl3Kh77NdHiKmVOX9Tt1f+N4geC8mUSYlyZ0Q+GC6+MX19ZsC2urCjL119gV74Sffs8rijBXSCVucuWFzN6+7ObUhIEKAEK0GA5Ki5oODktIOtDxIX0m7yJSU6cVwnWSftG06nON93dvtJJ+1N2lpaZOeZC9w8WYDBAmA5yJMzu2E/7edAKAfl8YDvBD3emN/RysnpbXoAI6vuC6hgilKeTCtM7m0jQ0P2+jwkBVyWZmzFQmVGWnPZSsVsnb8yBHLSAgRwKHXDb4mz0nhP6fTXn4iuRmVM4tZLwvimR9911rVNTv74nO2PDetDBEJlTmq/IWue9ufhxx3PtN9TfcUCO/0QZkysC/FqAN+cUVgilZl3crL83b+tZflE1asvDRn89NXrb+QURJDygSD+XzkQ6c/qJOABAABYr1etUIx59oO346gBUEWmJxjrlkc/KHNj23cD4lmhE0PdHCc5wZzVuDT87gmas2Q+N2d0KwCfTT1BP7wXGUTbadCIzTIF9qLTuXkm/cNDg7axOSY8p/RfRs2L4F08+a030v74Nj4iNUb695kokd5WZeWFrw+vI1R+azWaMII+R8oFW1N/jNtqhfefM3q66t26dxrQpry5vlTeTraWtkOAPRv8hEl/wtRZ393Ugd53QD0j6vEpi1m3hCI0AgmTbW+MGcpMe5zP/2hPS8NuDJzXVpxRaBjlIN8I64VJ2K2JaVRYGJAhenXSwN9Jiumw6yShtSz67oeimYkIIgmJwyP5qE/J43yEMcg/CvG3vX1pp2Js9KGPLclDUjiWRAA4lqPlkr7wcDcR5PGeqcdrwfN2xvaG9PSpGj9AL5165O2Skhw0A2O5gg6b59+8JRVCCqpPhakrep6Tkrvxh8c6C/5AH46oAOwUJYN6033Wb4gjah6XC2v2uDQoOVzBVtdJlgjs1h1Qf6Jeq6urLkAy6hMy/OLNj42pmcpz0Ie2r4pv5ZmI34H3/z9I77De0HU8/tF94Am7FRyp452Stem/L6+rEwnSeJmecXyQ/129uXn7erlt6wuX6fRKLvZuSmGJLROcwXaBeABGLa0q9GVDIaM2o59eqR4H08HQnhx0E4xsEI3spxfzwgLTNrYkZrr+I2LxPtCUwGBnKDVOM+7eQf7rS7NiL/GvTS851Q2Rugz0JYOAGk6a8vMLAkwQwIU7aRo9aGhAfvUpz9pDz142taWl+yNN16zG9evCQyyEoQdUoL5UKUVo4YO4/50TCD2baecUUBA+MrkjXyhHfv0PIY9LUuzXrtw3m5euWDn3zjrYxEZe0nKynzlycLhriHK937RPQBCiAqCacKvbYJ5G9rok4sJ+mDIhVv2+is/s+XZaVtfXZDZVPYAjLcdEs7nHl1PIzwRRRq3aWfjI7imwxzFX9T1BDAYbeCj3uVFxtZ6cMRI+Y1m20fCs2WEPNdl0zlpK2k9HU/LZJXCVfYEeD2PxL4HV/QQ+qfSVOL7ysum8kcCVHTsRkPWpO0G+os2PjrsPtnayoLOSwMKVCmpmVwmbcePHrEHThzVfq/dlMl96+YNb9MjaIMvx6BdmhoY0eEBHLiiM/C2JgFVVz6aSvS6SdLlTcDvU76wLvARm8oL7ZWAMKMXJ1SGhdlbDr7rAuGbr75o1fKS569nQ1pe76X30W5jvvcLiPcACMUs+EIuWwFiV9IxJP26fBUHWcrshz/4tpVX5qVFxMy1NatKG8ZmBsCH9oKh0EL0OGnoOFoHaQ+TYVZ6B20xJx25owkaiQ/lz9D9JMxRwIJJip8Yz0WfEb9NhqsYOYy4RyvyOIZTxWfEZ5IHfpOPaHoOy4RkTCLdyRi1D4Aw8WjjrEu47J+asoMH9vnxt9543V568We6dtkmJ0ZtbGTYgZfyXkVJFL6eLb9V2oo8UK5egY73QZTDj2lLfpp6LyZlU1XNlnympOVS3sZatcX5m64RZ29e8Z40CMKeDeqyJsbDwH/3xDvfKb1b2vmc9+KZO2mXgxDgkTDh4r6A1PlHlJL+l5zvSWzYjXOviRHPSsOI4etlSewAsND1jPY2Mb4e0ZZNS6KtMcxgpmoisqqEyScO9EQD91ZXsruklZUV3+L3AXQCJNEvhJF5tJt+5JjnoYv1TI4DCOahARCAlSYDBE4un5EwyLqpyT31Kv5dwyOaDL4FZLlsyh579IyNDPfbnLT+uTdfk/ap2tBA0Qq5jGWk/XqF1mh6on0dGLo/HiOlBSgS0VwmmKK/NQkrgV45QqRtCr0bKgJtjwC0lM9ZQSmt5xNpXpRWvPDm697lj8gtU2vkpEWZe+e9AOLPg/iGkbr33wva5SAUiVGi6eQzeYmZtxOMZJYX062LAb77nW87s1a1Pz97Q/cFhkfzEVgg1O9TTIg1COEnBRw0DpoPEKGJABF+IdphsH/Au3uhnQBUBB4U/SfOAfToS7LPtWzXpL0C2EJHa7YOagERRqdnCuXg3fh6bMN+GJhL+ZYX5gWolPVLq2K2Yk4e2LfXThw7alOT4zZ7a9qW5udlvja8KWJibNSbI1LSfGjLNia4a9zQ7BJ9UgejEvnGUiBFLYhWx9fFt2UKjURvn+pez1PREVz4pP3FrANxcWHW5m/dsDdefcmuXjovJ7LieUQwYmK/W4p1frf0bqn7Od3Pe6+eD+1+EEbAdYB4O4Vz6+VVe/XVl+ULTXu0tLy2JClcdf+KdjrEvPciEaDopSL9pONi+rTAlxaj+UDYUFVUPMzoZhzSvGMiAiwSxHmuB6gwawRjNCPZxo/oz8Inw8dy5gzRSPZpo8tLuwFGtFGxCPMT1EFoyH9UfsfkC+LT+YgHHT95/Jh9/GOPu6b70fe/bzO3bnoPmMnxCRsolVyTJyW4itKkFImAEABFy5I2O00e5ItE8wzXoL3d9FbeUy6U5ENKMCAtkgJhEAqByDsgTyvR0Xt1ZckuXnjLnn/2GR+PSS8aBAaCJnyjDz9FwL1XwOumewCEGFEhReIXg5YIACBxb8ofOfvSizZUytvy0pyYrikmLDjzRZ+Oyt0GUmhugNGIisKUdPniWFbSnYRp6g3fYlz8OII6fp++Ec9LitXYMpgW/y8rwJZKBSsKREn5XCi5/mLOAzM0I8CwdKdzk1DvI3LIMa7nWhIMTSClLZ+qXl211kbFBQEAHxzst8cee0xacI9dvXrFnn/+ObuucmezAERlISopUKfpQEAUVAmwoAHp6kbwaYPyywyPbEH+SwJunDLDgaZr0OJVafXV5RUHPhNC8SzKEupcdakytDcb0sYTem7DlhdnfGjY1YvnfFRKfXXR0rxqF3bgfq+BuMvbCfHbWNKELlFJa9SDecXIcjoN24bMHZk/3/r9f2/Tly9YUr/rMkXrlXWP4FUrVaszGFZ2FG1rSYGM5EwkpmScIc/MSWu0xWxz83O2tl6WdipYWqZY6MYmQBfyHgQBEIBbt1suI/9M2jRLAEUIiiZYJtMrjZZV/pq2urpkdeWvgH+nPNNGCdCZYIky0HZY4X0ypwHZwuIt3bOo+/XMdELgyPj7Dh48aEeOHHYB8uorL0vrv+pa5ujRw940UShIcMg3DgEXadlelVf7LmT0nrw0bFFgC9Nk0I4nAOGt9STk064qT0kbHRlRXiqSNZjwbZ9prSQBs7q0ajUdT0n6oEXxLYsSLkgjmk6q9arVVIdL8o17pTGxAk4eP245Pc+q8gn7srJCJLBU7Wtr8jG1j9BY4718E+9lAdOHxL+wz3FkYRB271eCuvd30t2O/0Vo94mhLuJTBLmrrf6kMR17er1x3o/KZDsnX6ReWTUpEPeBCPujJak8JBqaSztb0o0tbib3cw4zMQ5lQivArOvyk1ZWV52hMC9hPDdJxaCAiKgl59BqPI8+qzRkE5PY2CAPdQdBLi8fT0yGeUbXr8mJMffnxsdGvNlhcKDf6rWqvfnGa3b+rdcFxpTt3TOu5+h9raqVxOyHDh3whK94UT7XtWtXPXAzpme4WSjBQFCKYUV9qR7lP6dyFHU9nduVD9oy6NcpYUYik0xsRTlIb7zxhn3729+Wdr3qHQDm5V8yi9z+/fu9zIytRNhRjqwEDGYzAsA1rL4D5jP5oHlkXW4A/uFrL/7MbOGW3qM81Oq6ThWt/97uqrqC3P+VBXE3CvbKvUG7vsdMM8RRxJTSgPrYNFW06jXv3VJZWrDvfOub8kkWvYmiKW1Vr5bdbEKAhRA7sjUAMhL78RfRPMwvCLOStQFjkwZSOJclChgmWgqMK/+SeL3IgahjfanQhcy7mAlwMCWAACCAGKD3JnvFhGi4lHcRi4EQer0QAMEfdE4VIQwmZebt33/Ay3758hV77bXXbGl5Ucyesf4BTMi8d6kLHbf1fnw43qekLHl+SWldT7lgerQxee5O0RwlAULygp/LPUmBd/bmnACHaUs9hbGJ+LhBPxCkKVhFGi+Z6LO1suqttekDjCcmp2xw3yHVlUSQtF8qpfcpX7Jsnag36rojEd9GUSPqqnDgfaJuvrgT3feaEELi8uGYz5PqYN9NGJmSBAFu3rzhvUnQgDARH5evTVME+7EPJuTg25EAAxIapiO6iVaEYfnNOZY+02WWl1mI+dlsbDhA+Tj9A/IHpeFgUJfbmIICRTqTdMBlZCIO6Jq8NBfaqibTlKFFMDPtkOwPDw/anj2TDgJAA7iOy5w7evSog+bFF1+0nz77E7t67bJM1gE7fuKojY4OK49JzyP3BI2YkoYKc9aQABjtlDFQFMtPvoMwCb4yoyuOHDniwKPclJlE1BQzXdW3xYjczxSPUSDxToh3AN5MJmWzs7P2+tlX7fyb5+Qq1CylY9SPLFwn6pL9ty0Tfgf6eTAvZXun9F7QrgehM05nH59KTpqkv/kIicsX3/IoJgD1IIrMLxiXyovRygi2u6XAxOE6QEjifmcwcWBlHYZkzk9dL38K5oPpaMNjGwIhmKsAk+BI2oHE1oVFT8NBibbcgIE3w28AGkzWjJXXVz0dOHDAHn30UQfPzZs3BcCfeRBm79499tRTn/CO17yTOWIYWkXeAQ75RUMBntgXlvwRfeU8eeZaEuWMzMVvutvNzc35b6ZPvHTpkv/mmthcQ/MO9RGAFkxKWnoY68j70M4p+YMjQ0P+LRgadfHSBZuT4MDmz8hXYNJk/G/qKQgsCVhvLoJFMexDirTrGbeLdnVZYBXC7RSCkHiTdieZfBtitksXz9vNG9cto+O0R7EeBAwWKBQbM6jdAVt3guI+DAqAYTaI32gSGDmYif26WEwsfolMz6gNGPTmzesOQIIhHgiRCZolwikAptJom9DUwMS6fTScSxv6zN1iRDSKT5cvtbBnz5Q99NBDduLEcdeyNLfgqwEGgHfkyCGbmprw93IPTIyJizYExAAGE5d8K/sOFPIZy0M5ASnPdt+2A0j2uReA3bp1y6anp10jcj91wvW8izKy5R6ewxYg4hvTeMi7EDj4h3QySEkQXr96yZss6isL+pAM/KU7XlVfZru9led80ET53ym9F7TrBQoVQTNBrz5yr5iakQHLi7N27o2z0lIrVpUGqdcEIKEETeSMpo/LGDsYJnxwQOdPe9s+00VUpemYOqI3iRlKZ3A0KSZX6DO6icCWFnShIKbGT6novSvy0QA/JjJtda4RiEgqn/hq+GcESBgFAUh9WUGA2G7oPSz2MiDfb9wefPCUtOB+W11dtpdfftEDMGgyBtYeO35EN0ljLc450AAZIzsIuhAVBWQAAiCgJaNpTYpWgWrD/ePgI+v9An7suMA+I+ln5mbtjXNv2sHDh6xfZi/tq3Th4xkRyNRtoy4hIr+PUR8IKX+P/GQWsmnWGx5wSsk6mZ25ad//3rftwltvqNaCZk5QD8o/fjP+M2Y0n8I/xw6irt8bCHzwdA+AkEghgRNJf3wvMc7K8pJNy9RhIClznjTppQFA9ZHRlkhYGAdzqftTwkhxG/cxP6Nkh2G5zyW7fqNZZmZmbHl5dUtrkB9C7KFxPS9AVBxYmKWYf2g/uprBWjAwmoVnQjBsLpfxYMi+fXvtkUceslOnT/p7nn/+WXvp5RfcLMXUnJiY8HlgwqzajIQI/T+lP1SuTn3onWhGzhVpo5QZ260B+wRKiLKS/24tSOI3pi3njx075uYwzwBsTAJF0wOrQXEdZQHg0RzlGNOKMKg61htmKF3mgH15dcXeeO0Vu375gvwIJjiWxhTo8NcZyQJ5YOZttOtZ9m20y6OjAofUDE0AYQT3hq0uztiPf/gda1SZuv2Wg4+GarQNs4nBUJiAMJD3jiE6KrM0zOUCSDHLWtIqSPWmzMe87sVnCtduKNGzhmvFWpZPyQ9i8ic0rZ7dlhYjskAbHtqvUMj6CId1gYff1cq6DyEaExP3F0uWl3/I7N1oWMBHW9qRI8fs4YcecU3zb//t/8fOn39L5lyYAW1yctLb/jBbp6YmZSLe8IAOHa2JoOalfehcgPm8KkZH29IGx280S6PGXDIZv5/gR8OXNwuN8gCFdwJ6BALULZAAGmYooMKKSKczdv3adR9x79freK0a/M62BFwmSxQ1bUxixVw/6UxO34vugL0uDFm/kH6njz/2uK91mNB7yutrls4XrCrrhSn7eTM1zVY56YhM/dW1vk/hdjntchACChqIJTkBoT7s9PUrdkkmDn1F6+VVJmL3hnufzs+7Zm13M0PgBv4KEdKdKbyBCGzQEn5f93mB19ei1zucVaQFYXQaw9E+jEpIpRLOWMvSzvhENMDTKRuGd1NOichqVgxbyJfk/+3z/eefe0EA/LcCVsn27t1rhw8fdvOS+/N5MbM0Bpp1ZWVZx4g+ooHwkROuAWn+QJGgHQORP8QGTRY0nYTOCRWBpiVAAiJAzjlmVwO01JHfqS3HMWfRpFGzJVXA8hr9YZv+LIhtpgM2VhumbymN/3SOpzaZY4ZGfExTholVJBRSEmTHjx62HuUBIZGSdcA34fkA0EHnFEx+VbO24ft8BMIPnKTVaBP0ryINVS/b66+8IFP0kjUqq/q9LqaUw9YBIb1giLg5oMQTDijXhLqkAywHJ9vO7zisKZpn8TiMqB3XfjqpvODXwfQ9YlRMVlY1onE8774czQZjY2O6pS1NNmzj4xNi5KT8uikbHBjSeczLcZufW7Lf//0/tOeee9mjqCdPnvT7MG15rw/C1fPxG/Glgu+Xd9Aptw4CQEl7I0ALZQrDsNBetMeRhwimUv+AZFfDFubn5TvXncmHBhk1n7MMfWclJKi3TZWRdlG2pIxHYQdUtlXXjr2ATucFHQd0By6ubSMIHTb6TvwD+NTl/NKKXZc2P37ihJ5X8iYP97tVN/o0DrIu/deV/Gl+frfT7i8BhLBXSZiqngGrBGIAnXcVAyACHiZaSAFEIYGjO2vBmCAHnAjpHzRAaIRnyzMBIP5mCLBIa0gDog3Rigz8JSI4NDTk1+eyBTFzry0trtjoyKTO0ZwwIjOuZd/9zg/s937vP9j8/KKdOfOAPf300+6L4TcyJIqpB0M3ro7W1T5tkWhED2woT+SH6THQNryP6ygH56JGY8tviFnh8C9pC8QUJQrKMUxKKAZeoFgn1AfPAcjxWVzHcfxF7m3J/OQ4QRrQFBoYlGfuVRFolijk0/IZE/bmG2ftj37/9zyazUwB1CUCr0pE29+8kxB63dvdTbsehIEpRWK+laVFT/TLDL4gkltmqhKdomEgmKY7OWMxGr6TaG7wfTczARpmHQ3uBGPo2SKGV4pzw2B20mUrJPbFnDIVw36P8N90/w+Noofagf37jZH1czOLtmdqv02M77GfPf+K/Zv/+X+xb37j+z5t/WOPPmkPnXnMlpdWPUH4cWFAMZHNXtewmKVoj2ByAno+56YHQFicFN83ChDAGMBL8KhTZ6LgH264CUqzCgTo6RxAdBMtRx1RVjQcCQByD0ErAIcPCfjQtBz3KKmOcY6eTNSzv9e5DSFFF7eUlaTBPevS6t/+k2/a1SsXrEf5cS2oe3iPcn6PQO3utMtB2BbYAI6AJN9m5uZN14YubVUyTMVu8AFGtCJmkI7K1Nw2O3cmKG4j4yLZSTBHTEwfwcBhoqEpSXePVEoreZOJtoCGCCU9TwiqoAVPnjxln/nMZ8X46/bSz16RBvyhXb48I41Ec8QZN1UJ/szMzNmzzz7rDD08POzd0FxwKPeYn8G8DKAgf2jeEAFubjXMQ+Q5MjVbflM27uH3T3/6U/sP/+Gb3vvG60nE/QSMuAYAck/sKROvoUmEdzADGxofAIb6CXlbXw/TK+plWKEEQMVwep5AlpXJiYXA9wCMN6av2uUL52Vhh8ixHuPdAd9GLhzZhs3WdhfTLgehCNCIyfG7rl274j4ShB9Eg7ebix6B6Wi9uyToTvswU5Tw3QlGJIWwPEOE0BSxuUAAFQhhJBgYUPAsTFHC9kRfaU/78Y+fsT/6w2/ayPC4/cIXPmdnHnxYWnPC+kuDNtA/JNBOyRcMa8x7MENloyE/5G3DGZ/mCMDHuwEAKebD+6rqOs6TZ/JCWTAdyTsA41n0hPnUp56wp556yrvEcY7rAqBCQAZCU6IxOcd9lIv1KdhyHc9nG/InIKkqeRb7vIsEGvFVESJow4mxERsZGpQwS9kLLz5v01cuEQkLeUVo3ge060FIkIBIGxMeLczP+tQJTFvBUl4EbcI1Sm7WBA2gP94WxVg4N3akPdAubOO+W2861xZg2rQtxiQQMJsYyQQAer7A8HRahrkj+ALTJeXvDdnhw0dtcWFZoGnIxztuL77wsv33//3/YFcuX7MvfvGL9uTHn7AjRw/ZiZPH7PCRg25Ozs7d9J4yX/ziF7zBHgCgiUJXOEbWowH7pIkAAI3+ACWAkLXqSWE9xNAHVNXkAAGMESgcR5OiZffs2eMChTIAACKl/MYchSLAItAB3spKNGH1zkJRZmxBlkWPN+1A6ZyEh9sckDLQST6VhrJGx4Vjhw7YgDT8YLFgb772ml05f1H1TD/gHqusBfP4NiYNHyZ8q+7tLqYPfXTUQXMXAkA9kvI9AsfVt96wG/Qkadd8BujZ6Rv63gQpaBdsW4P4iZgS5sU3AVzMcYK49qYL13hoGSQ3QAxAJUpIoIdJlPD3mBY/LaBJ8VmOztl6FoNly9IIjPkbklSn/QzTE9NpanKPFQsDrtEW5pft+9//kZ07d0H+4D574mNPCMTKfxIzTsxE9y0l+pHSvY05YNin0zPgJmpINHJhfkmFEcD7B/TeijdTQJmMmF5lpR9rn4/dA1CYww1rVBtWlhZTkTxftH0y2qNQKjrQABiJPqlcj/8JQNFk4dny1UQIAIQBv2laWZhbkV8n37Eis5ToKs8RSBlryfyk2RyTC1P1lBPNilBQFvTcDYFtXUAelqASvG1xblmmfcEeevARS8lqcEEjfxziHt/yzQU86ik8GIh2Tu5Suk3I7EoSRpHMlfU1S4rD2g00lHwlSW6O05C/2Ql3uw+oj48w7VXJCdyw4q4u0/mWvicBCMbESdPIZHLTkyYASfSSGI6ADx2QMZ1yYtBmo2oLC3P+zMXFRe89E4InGff3UqmMHTp0xCOjly9ftn//7/+9/K6X7dDBw/axj33MrxsYLMpsrnvPmnSm1/oHClbqFwDo1KzjzHINAAEIAOSTDQ+PuoZdXS27xnr1ldfs7KuvS1jQ95My0EkccIVBwtyD1mO8Je+M2o4ADMRs3NBLL71kf/RHP7Yf/vCH9vrrr/uCMJjCPMMjnqpX6oQyUkdEQCXndDysscj7PBijj9InXzkvgLvv3fnXbW0EDcaSdGnbFHhHmHhYvuHPfvqMTV+7zinrkZDgW+1kUgSk0z2gBaFd3U7opiSpVbNX5U+UlxesotSWL0gbGoyHNojzx9BnFFNUnpBMIt2vL8z8mfSCoTcMjB7bxugRA9Mx8pyxeD6CWyCFgUObHBoW3yXl2g/tgN8WIpYDtm/fPm9kv3Dhgn3nO9+xixcv2mEB8vHHH7fJqSkryPzqHyzpPawnWPEo5+joiN7JSknryn+IdtKzhKFNCAeGP9Hgj0/FdfhnvA9Nhl+HSUkXvrW1VTcXyT/lBUT09xwZHZXQ6fOoJolrmCkAApRcVyqlvbkCE5VrAGo0W7FKEDZsAWGfNNWN67MeLUb7oxlzMoOpExnlejdmMP4h3wooqQ47W9+XZVLMFZXfqg1IsFQkRH7y05/ZqTMP26kHH7I230/v0GM68Zjw7ba3UIig7mbaKWR2H3XMGpiDoIVLYpmaaZlj9CVFEYTwPECTNAaEDs4QSIDw6WjgRktwPF4D4Eh1+XIwdCYdBrPC9CT2SzIzwfbY2ISnvJgKoDHe7wc/+IE0yx/pfNs+85lP28eefFzM2qd7pbWlhQnoEFiBodGWvD8+G40DsAEGx2knvHHjhj333HOucQEQGoxnM7yJbmfnzp3zNj7uJ7LJMUDEczBp4yzglInj8Tz3MGKefqKnT5/2qfIBIe2H3MvzKH80T4mQcpw64nnklXzym+s4T37JA+e4J27f5l5Qz32YqaHNU5fYCy88LwHAtBqwJ4ATo+64bcfPXU27H4QCHrOpVeWTtcSYfGzMHr4fgOomunThr4RzADEEGNB8hVxeZub29PRsAWlkHJ7K5MCs+8cS2IzCoJ8nVbi0uOq+3y//8tc9ugj4/s2/+Tc+3Oj48aN24MA+BzoaCh9v3/49Yv6MXblyyU073gPjBkGy4W10vJcpJQBdFAiYo4ygJz+cjxqNBIhgfECFP4oZiabkWQCDZxNEgbF5H/dcu3bNwcR+BBq/eRbXYupyP3VE/qDQeycsdMP1EPmJ13AfW/JHnilPNwBjitSQuU8Ah/fT9e7BU8fswvm37PqVK7I2O5YOkJMg3cmsbz+yO2nXl4IAS5S4tMeF8XuYPSJ9OML0tBUKb+5b0bjOeDbaq7jGI3G6nv6WnAs9ToLvExkNhkYb+Qq40orplHzEUr+v+z4wOGxPPPGk7d9/0HubPPvs8/b//n/9kX3vey/Ygw8+6NoqBFVSHuVkxrWZmWlbWp63PXunfB173gMTAiLeB0hgVLQ6gRJAgtbieXRjQ0tBMDb5AjQAg3lfGGN4/vx5fx6AoG54HuZq1JwAkrGBV8TovDNqRq5jny1gJQ/km3egrQEaoOQafnMPeeM413MsXst9UXPuTN1EGRFQtDnyXBarWV6ctxd+9pzVmNRYIPRgjOM2gtJ1IwfuCdr1JaFD9tLSooe8YQZfi1Cl8lWF9OEAKcwUNQAJLUhQzdsQce4FOObw9Dk59YFJMAsaMTJUZEzG0bFabb5QssGB0B/0mLTf9K2b9t/+d/+D/cEf/sAeOL3PPvu5x339v73SepN7Joy1C2/cvC5NWreSzC7WMbxx44qbgggK8kx+MKlp/MaEZqDuU099XO8nQtiW1sz6AF7OYcpOTIz5sCbyCAMDiFdeecV+8pOzbn5yDsABbOqAdwE+rgPIDzzwgHciIEJKH1n8Q0ZEEBsmMZ6QKCfrJ1Ju+nhW6zVff4KREIwzZL4YlubmA7C2IussMm8Px9bpHK79Db5DgJJ8O4bthi0UgckoEeqAMlIHzz7zY1tbXaZSlAL4AhADsRsM1d1PoSZ2K/Fx9QFZdw/Tk2AFAGO1Io47U3carGHcYILSjkexAR89boic0oCObyOJLjCjEWlDBIRoGIjnZSX5sxk6UqNRUzY8OmY9Mkl/7/d+z/7km98WGEzAKLrWgskZc4ekdyGg59KzhtmpeR/rvzMECe2N8CBBgCluAcjU1JRrYoRACMTkO/k315JoQX5HExBtefz4pL8T4hjPRjNSHgQK+UNjYVajKXku16PleD6amd9cQ73yDK6LGpa8cQ2gpoxoWLRitz9Nfsk3v3emSKpGN+vphICvTGf7eq0sq6Vtb517XS4GQaPQgyYE4brp3gAgJOHfVSu7jprWKs/b//J//9e2MnvTaiszltyoWkYfs9UMvk6TcX+dITGslcCobkYYbPgEusEPohGfSF1Cia2vRaFvTs3UxLgQWoH70HyFUt7NvsuXLtnF89MmbMnv2+sLbu7ZO2GHDu1zXwfgo8VK/QVppHmBfEOa6JY988zP9JxB+8IXviBtIrPNTeHQiwXAsOU3gIHpySMgQ7MBan5/85vf9PKdPnXGGR5tCPNTPgI4AI1n0BaKLwlQ+B3WK0z4sdLggB9Do7EFpJxDgJAPzFUivJzjOPkisU+SKLKf/uQVnQ9tiJQPIHI9viXmMEDmuRDliUAlz5yj7agqE39kbNLq4K2vaM/87FX75rdftX/7//s39rmvfV2fWR9DLkDAncxkNiLmgmWKy91Ou1sTivjwLkc67U6exPzB+CFyKsaS9nNJK98MbUnjO6YnAIERBuSnsaTX6tqKNMusVcTcMBH+EkwHc6OV9h04oBpL2Nmzr8vsO+umnnhJGiTrc7nQVMGYP5gO6U63MiJ/AIn3kGC+T37yY/alL33JmRUflvzfSRZyDA0D88L0ABFwcB8T/qL1aE6gOST6dIAR7UmkE7BGU5V7+c0+13E9lgCR1uvXrzuguYc8ol0pG5oM0GPCYua+/PLLrn15TgQTeeMbkC/qicQ+x3hPLFcs484U88P1NL1k9Z0GmBu1YHb+3Bs4jdwdkq7nuki8616gXQ9CZlijK5lYwiOf+HPu66HfVDrMQLZ8RKJtPh5O591E1TEmiIJBYbZiLkQqMb0AIAyMiTYyMibmzDkDMrv1xSuXbWl1RRK8ZnunZDJOjspM7fOZsgH+6sqy+y90FGjJN6LJZG5m3laX1+zAvoO6Zx+DPnwQLx6o567DlDCWaxlt+Q0BBpowOA4TkgAhkz/h+6GVMSkBEeDiegiAkNCKUNRSPAfNiOnJ9bVK1Rbm5n1WbczzfDZnQwODtmdySoDot8MHD9nxo8dseHBImichoEjg6Dy/6RRBWZpSY2y79xktEtdsvHOSma76Z4Iqn/BK3wnBODw0YJMT/fbSi8/b+vJ8h0v13WjrlQBgTKhu3aq73U67HoRonSgdMf/QiGz8t0pH+x+hALqdxQ/NKkYYU0FjSTNWpSWkufAX8xkmt82IoYs2Pk44vt8DERdler7y8lm7fPWGQL9p/aUBZ2Rmuh5VIlDCuwA7Pqr3wBGQMPswy9gSWUXTwDxrq2J4umV1pDkatxuE8VjMI/toIChqIoRH1Grcg8aNbYic51n4bZzjOn+3jiFw2FJvNKmcOHHCo6e8n3uj1uY68g7RZsi1WAQIKASSn9sMAgMir6RYDrakWLY7JdpJN2UNYKFQZww9Y+GagwcP+Lyxt6av6x2ybvQM1rfgeq8LfuudnU+9q2nXgzCOJHDw6cMDQFr12If5YMZupg5JzKwL8S5Yu4LgC1oPpuJ6mI1wP0xNA/fZs2e9IRwtwszXfn2WqebHdD2jFujrKTAwSFVgxMSEGQEjZh6mHV3N0FRzswsCRFq+1n6/hrzRVzV0JKAMaG6YGiZtyw/sV94w+QA1fTi3e80AOMqDliQvEMBE+wGiWB5+A0IIxucYCUKLQggU8kcZASdAJ0WTlGdxLl7HceosloEEgKMAILEfwbYTiPFb8GzewzGuJ1BFAIuFbegwf+XSZZnNTX08masSX1wHxe29QLsehPEjQgFrSM3QjOtRUpkwaDgYBsbgI+PvwQDRXGOyKJh0ZGjYJibHnYGXiQZeuujgwzzlOgIjBC0Gh0cciLQTJpkugj6R+kvEk76esb0RQhhwLwyMBgSA6+sV+Vk3xXShpwkUmTIKD7b8xszk3ggk/DUEA2XgnYCc9kkEBkReaeCnoR+g+BhGPQ+NSBc6/L+orXgm/h5lpG8rdck7eC9A5DzHqDuu+3f/7t/ZH/zBH/g7KT+dxwEORH4jsR9BFcvF77gff5P4drQR0iUG4Ug0m3ZDLBH86QsXz9tGTX6hrmX2tQjwMOj63qBdD8L4oeGBbUYIhkpk6Mjo8cOTIvFBuR+TjnA79NZbb3kHZhgahgV8BDvwoaLpyzO5D5+zJuARiFlcCj1NYFreDRi5DlADJp7He2C8ixfkVy7Kd+zkmWdB/I7HyCe9brgvRkkBAxqQ53EP0UuAgolIwuy9fHnJz/MurolBGTQyIOZZgJItviVg5RrABbjZcj/PpX4AHGWnrilfrAPqhuczdAkTnb6kJPbjMSzJuyYBiU/De2K5XeAkJbCwaDZCryEEpw/IljDlfKLTxniv0C4vjSSqzLTNdpDGEAIyNgjzUTP4adKMzfq6tRtVfWCztP5gisJEdMLuHxqx/oEhW1pZtZdfPesgLIsR0QTjkwRlZN5lUzYyOiTGztjSQogeCmNWLa/7Wn34drKYpH3pfVKQKdUWkyMgzKesSPVlBIS2gwD/6uixw3Zz+pryKGEhrRkTM4qHWcXRFiGABNOTV4CA6UlHbQQDndOXVxa93KzUO6RjDMz91V/9gj3yyCMOVoCGEKCnzZkzZ+zo0eP+fppieC6BJ0xZfELACNDQ0GhsykFA6tatWf/99a9/3f7aX/trHughIET9U8cNuQOuwdLMLhAG4/IcvgV0py0ChlkN8IupFwI+fUIky2gzNQhNTHRcX1pa0PNVsQBPialGutm288hdTR+edkJy8Y41GkwYKG4TVrWLL/3Qfv//+/+UNSOfaUMSUxqJURW9PRvG56LRHZ8RSV+plq1PjEtzBZ2+V8o1G9132CqNlk+8hFkHSAAOjFbsL4khQlcsJD7vpU0NQHhQRCZUQRgv5kNEkvFybv72Mdu2GFoCAmZE2mcLeT0zTL4L8ABU/0DWNloVX1KajgAcW5GmQXsSOSUgFMxDswVpQ9r/+geHnPHh5Ja0WwIBwztUedwXTV+0CyCLGhYNRtkoF4EkZhRPS7jk5WNG8zwMBO6R5iv5IGS0IGWHQndAbfXHBYe2go69evaC6hV/Tf6onrMs4cSYwpLyLxHiHa8JhHrUWmZ/r8DPlt9Q8HFzPuOb/87mbGB40mobSXvu1TetnSzZf/t//b9ZaWyvyokPSQeMtvXThnGP0LZI+aAIPAVMbW//POTtgmIGsULCfTKkstScmGNTzOhr7eljQ9VK2TbF0P2ARX5Gfb3soXhGC7Bs19z8sk3fmrGVtbKlBJ6hkWErDfQ7Q/t7Osl9PzQW7+wwItFBnsX4QZ2yXLZktfW6ra7IX6rpHnGg54v1KhwQdNHSEzbDbABMx8i6g75QqMytTQGrJs2KwOA9zP9y9eplB1QMhgA2tAkgBLgstgIQEQxovgD8MAMamg7g4cuS3ESVmRjNTp7LpFD4d0HjMmJ+RduW7i1J8AT/Lkx+5dW5TWhtAY66ETS8qSGn9/GOlCwHuqABQChuASbPY8sxpvpg6sdcOmMZCS9MUJqd6OtL3hFCDDWDN+h0kfAJt6hPPewvwi8fYvrgQRiJj9T5UH8RCpI5pgCMnQnm5cPBpPSgIbAyMjbqDI1ZScKXgqmR/ET/YFwYHIJpoiYkQTA5ieOlgUHXXMw0jZPI8zO5rK1XK349eWALOLievMDwvLPCZEi6DZOMAbnkCcbj2eQFMxFiP47zIzCzvLToi4hicgIo7iHf+G8IDxLHomaMxyDyw/MoI+coN4AEwOSP3zyXqDC/u8vencKz6GgeFszhPnxkZirgWWjjO90Tid+UE4pCg7phn7wDZsoT703q4Yzl5JzTjuftVvrwgPA/kjDDvJFe/kI38GIKDBh6qsB4+FS0dcFYV69ed6kPwcCE37kGghFigAWCCSIzQhyHYbiGYAm/uQfGg9kBWbhH90rkBy2z3abJdk2aMEwuvLmlwRAYaACexf34cbGhnveXV9fcHyNwwvvxDbmOPBDEwOSMoKTs3Ms1BJ3w/aJg4f0RfFzH9QCJPPJ+riM/XMd74zaWPxL38IwYsImgpz54Jte/U+J6nhsBS33yDaLQ4FvxLM5BKrI/PwR27g0QfnhG1v+ZWnBHhaP1rGVrczfs/Juval+SUsknb2oHf1B86wETHHxWRJqa2iMGK9rC/KJduzFtSytiHJmK2Xww2ZC8kfnjB46mXWRC9iHO01uEEfF/+u3XrNTfa8NiGKaFpwni1tycm7T0OfX5Vbx8aEFJ/D4isoCy5tosoWOM4Gd5aJ7POxtNgViMlpSpSVYQNAvS2JVKVWZrr42OjDpzMms23eyIdgIewMZxwEhXM0b0M24QcO0sF+2Q6w5maR75vpzjOKAtlcLsAAgHroM8NqJnUxa2HMBHo59Sr/KXlX/HevtMvNWo1/yb0EOJbc+mhBT38pyY9D4fhc9x36droeohnbW+TN7WGxs2JZ/95IMPW29a30amKMSr2zIfQhZ40u6mXa8JI2Pg6AcG2W6WIJLGNBWFosw0mYxoiGvXbtj0zKyYbcNBhwZ0H6YjeZHCMAOgQ7pHgkG7NQHPj6aTW6HaEsXz0H6r03am6o2MDQjYIvHjHJ1I/ah9eDe/OY5pSh74jemJtkZr+VLYym/07VpidvKLtkDjcX3USlzH7N34vQCT32g38sz7uIamDzRvLBt5oBwAGs2KxuX4ztRNBKJi3fEc8snzAS9li/XF9k6J6ygz+SJRR/E+BCOdJigXv7tpZz52M+16EAK+GBlE60UgEgxhC3Ngvqwsr9mb5y/YFYGQIAnzeuakFWFirgvgCMt8RSDHZ0EwAR8+MgPnSSyo8vAjE5YvlmxZpiKLnFCtdHfjedwTQQiDtrStSVP2tDe9r2qt0bJyhXF3uktahIVL2RKpJHwPRVMVYNJ0UaUnjt7F8cuXL7mmPXTkkJ08ddLGJsasN9Wr/OTl945YOpv2JgRmPitXylZv1vX8hJ9H48HgMD/lpJ48yqt9uqU9//zzXh+x3LHs3YC4dPmCLS4tOHACoJqq81735TDvYzNLDGzF58RnUCeUjS3v4X0kiPLSPhsBzj+wR4rf6V6g3a8J9SHcDBVzsg8guwkTjaYH2v5q1YYzRr5Y0NWBmfiY3dKbxG8YE20DdTNN3DolkmLqDZvcs08MHu5lsOvs/JxrJF//UKCKjMW98V0wJAyPtAfMMFYQHEEjwJBoQJiZBnn8uagl0Ghov+g7QREEXMO7uJ/3UCfxN8/leu5z8PUFrQf4eKYLMl3Ds2mLRLvGsnenSDQ/UEdcR73yTJ4B8T7KGqn7vkgc431cR/7JO7+jT8lxNHiPwMi1AaS3C8N7gXYFCGGu8AG2tRTHtOOziyExARu+C4zHwpQwL8cYiLqysiq/D80wJgASbZMkZTXZBG1+ARTxGTAAxPsw2fjYMAPHo9aE2LqmE+jrzZaDkcYSmkZ65Lv0yBQuV8LUDySuBZhoBd4D0/NsTOaDh49Im6xYSr4QpjNTZrCWH+PsGIGBYJmfnbM1lYMlqGkSmZ+b8VVvmVAK8xTQRMZliykJQHgX2gSARFBQjxFwACjUXQiSkE/8SfJHUIh7OBYDJxDH2OeZmLpVafaUhA9rIZbXlEdtBwdKQtmGt8uSX9bnYBpJmmG2U9LfjTAiT9QTeaDu6V7n0WD5pXqZfx/KFQdlMx/NvUK7AoR88PAB6DMYtBdJf4Kfo1I06V8oE48uT1wDgOgsjZ7ko5E47pHKTTGrAEtzBdMh+vGu9E5EPnYSTCPkSbsFjUa1brWvKcW8A2S2NHxzD2lldVXMmLLjx0/4s2DwqN3oUjY0NOJlIf8wPfcAEiZ8ovN1QeXvBgoMTY8YhBDvA/gQx/nNNRxD8HhApXOMZ/AeBA1EnrkOTQ0Aut8BWPgdNRffIloQ3A/4SQgHnkPe2ca0TW2VYda1IERd8Uy2gBPBcj/QrjFHIzNDUZJDMFdkHBgU5oJJ6V2CNOU6mJyFWABgU0DFpCFxbQQDKYKG1E23M872b7YAz9fe0z74awnY3C3j0/085lgBoDAyIILp/X4d55379u236/K/VssV69X5sclJuykt9pOfPLOVj2o1dKzmfhq0GW6FbwhYKV9d51k8pZCTVpE2Za1AiR2bGJvw30QsiU4mlY+cNGwxX5RmYgp9BsyG+oxAI38AAeI3wORYDGBxDwEdAlDchxBk7UQ6XaOlyBP1urAwr+sWvWMCbYfkM4AR7U/dhe/Js3k3W8rL8wE7dQPA7wfaFSDk4/FRILb8BnyERteWV6xRrdmq/CcWusT/m7s1Yy2ZmUUGzXZ8LO5hqTwYi+krWgIh84nCSCSeS7obAOM2UgRgNEfJHffSVY1HxOeRuBZGg0FhtsCQQUNgDh86GGbpvnrlujf4nzp1yhMzWqNhuiObABENwaj60aFhzztAoVy8h31McBraqYuolRBUvJ/ndDfHkD+eyW+0JxTrgOOxbiD2AQkggwjAMPqCTgecC8du7xRAnmMK5b5dK1K2KES7vwPviBryXqddAUI+YPw4MAiMTO+JpsylF154wRkBzYd5BtPycWFqhvFwD0BkKnw+Mr4gPEZqCDDxud3PfycgxtRNgBBx72auQKSN92+Mz+R6ysCSYHQqwMejDDA5vurQyKjuNcsVgp9Iv01MuThGkEAJo8oJhOADM5PA1ESYzInACsCI5iAAAGSYcxwnIQAAH++MIGKfa+I58gcgAAnHyTPnyAdlANAk7uV8FAxEemEiZvYmOo1YSksrFlj+Wwn3wFNvwpcdoD2RFCPZPC+at5SH95O3bjDf67QrQMhH4YPxkWAIiOWWiXgSRveBqe0NGyz126T8ISJ1EMf5uJEAICOyHURKPCqYpkEC83wSFLd+bdc2Er/jsagZ9AQHdugnqufK74zP7a5oGA0AwsQRRERC6dlDH07MPSKrlI+88Xyu41mUJ+6zjDWjOAAKwABIPBefkFETNEHE+/Hv0Fge0OrkgXPRV2Qf0HE/GpFn8S6u55wLEYCmLfeyjwZ76KEHXTMDfH7H97El8WzuifeRYt2RGio79cPzSBD3UT6uvR/oQ19KpCQfi48I8XH4SEjln/zkJ8YsZphSaA00BszIx4Oxfdp3gYIgTOw6xv08LwyJud1sJHUDcSdFxukmhk01vCki4e+IoPfn6Hd8Fttu5mLNd/K6b98B+8kzz9pzz/7MgUNEEDMMszIGJgACWgGAsKW8cql8H+YnATLuA2jUDb/xjSPA+M0zeX98TiwLx7iOvAOEWAa21CFE3RIJBWhRc1EOrA36juIjci95YxvfQW8cEteGRD1u+/cIAa6LYGULUWaE0f1AHx4Q3pnvO1omMK6PXNA+veyXpOVee/UVD9kPDYaOyzDHyuKCd+Oid8nE5JgzoDcYe6hEfosYju8PI/DcdwJdpJ3A2/kbJuYYR7ejovrljqKqGIzqGNehHRnd0Yvkz6S9I/nA8JDl+ou2Ji145fo1b/gfGBrRdb2W93X/cja5ly53Be8YPjo6rFMIBHqVFLyx/JVXX7bllSUfP0kvIiawkvXn4y0zqT4fbsUKVMw+1241LZtO2fBAv88812rUfSQHpi71Q1MIdUaZAJ0Dg5EkeMH6Di4Q9RuzmLF/SxKEy0tz/k7ew2Bm5otpNGseCd4eBhXqLiSObVo6S0N82+hFxMh6hlcxVw/vp0PCbURd3oP0AZcK7mx2JYGEJFMugoPhMDVMKDEO/QvT+Ba6ZmnmpiVadV9aq19MKz1kxYIYLY1Jw7rtK9aolfUs2g17xXSYakmfC2aT+Uo36j4AlUG6MDdEVA7QxoSEZgtFTQzQuY5tBBZSf3Fx2TsDDBQHlJc+S2z0WLY3ozzo+vWaXb50VdpDgkAAxA9MKh9r9XW7uTBjn/vFp+3v/+4/tHpPy7LSasl0xqrMai1fqr4hBpXWAaB9Gdoyczretlwxo5SyldUl1UnSThw9YqOsDrVetjGBGoAwuRWCi2Xj+D05MWb790x55waE1drykmVTPTagOu7TdQzz4vqB/pKxgCffgi3teaPDI17PjOMbGR70dj/aAleW5/Sest2cvq5vhbm6YbmsvoG+Z7GQcUFA+6AvQaDnB60oUar3IBSZbZyFVienRiVw0vpWArCEAX4lWtP0jSUd3B/WbR1NiqzAsnhn4blb6EMgWqjITmWiJSCXut3U+U1udemGJCzrENJJuFQseIdophb0SZ8EDq5nfhn3Qzq38eFgiCiBQw+bYCJCXIsZhdRHUmNuYdL+eYjAD8EWl/DKnyftE5pnXUNMLgC7uLIs4SAA6zyN+4xfzOQzyuCmVesVq9TWrUfMWhgsWloMXJegoAdOQnmbEHim9u7zWbPpFFAaGLLezugQZvWGwX02uU7ZmKOF6CWaEAGFNiTp8QJen/znojHfakp5b1Rl/q6t+GTI9YrMWpZWq9OBIfQa4lkAhxnDmbyKeqPeWcINwHziycfsF7/wWX0YuuZJEPVjZtN5YLOriSLUSXcKE1oxgqKqdzEjQZgCH83oArBrxoS3E/feG/QhAOE7V6b3wtcH6ya0jwNMX5bgA4yIZsKPYBs+cCga2+4PH8/F4xDbCEK2ACaCMGpk0p1Id/qzuC88T/lNbIj5Nq1PmjffL59HWo+R9YyS4B0EXZoNMVpfWgwqk09AzE6MygecsP4BafNMQlqBZawHfNHQvWJo+qjenJnzUedDQ1N6D+b2fjtw6IgNDstXS4cp+oulAV1blxnJ0mcDMufpEUQUGC2Ob8h0+EQiwyS95DnWJ+sLYtaTR44zWBhQIKjQ/hxHSJHieEzAwjcY1m/X8hI4+KbcE4M+pPi9eC6JgbxMz0G9xnzwvB5p9XgPx51UrXKvo6i+5+hDAMJ3Jj4Oa7LDKJ5dfQw6NvfL9CIYw+IsfFw+emQmPiAEkCJAIhPEbdznWvYh7o/PuRPougEZEvnTM3rCM/B93PfsIZrI2hNJq8okRsPh++RL/fLpijrWkjmctLGJ/dJcmH0tm79wzv74j/7AXn/9rB04sMeOnTlpTWmWXDFne48dtQc+8XF7+LEnBMpRm18u28JyVf6f6mB8yvNM4IV8k2iyoQM2wAEQBE1I7MPY5BVAeQcGvZ/6RZjEslMn+JaAgiYVnxNUxwnOEATiOnxFhmqxGi/PJIhCnQBiruV9ANQFWwJQq5ydOoQiGLmW71CRwKvV5F7kSxJKOVkKAfx3o03MjXuEPpQgvC2gD5OLKfyDdD4KPUuIyjFMh4/Ih+WD8sFhHLYQQZ0IOFI3EOO+M6O2PAdmIrEfz0ERdHcizNDtZ3NEeZRv19sn/zXDaAZGsOesKIal7bAuDbiyUrf5JZmA64zxS9oPvvN9+9lzz8tf22tHDx+0Ofm7laUFO/bogzZx5KBNX71kNflw69Jwzzz/ol2bnrM9+49ZrjAojTQhjTkqTTQuwTQs03FQmmnIcvmi90MdG5+0ko4xUZMDQdqn1mzZskxhpuRAIxEAAqAMXwK8WAD0zCFIMsA6/IM8c8CbVKKAY/pB6gfQEcX1iK2+AcRsAPyOgCdBsqRVt/jRqkuCLEr4deQN0NJMwztYe78is53rd9JOR+VeoA8HCMO348veDsBI+rjuhEcgiBFojEcTxl4vETRIXwABAZwItruleB3A6wY098Fw3eBjP/7u3uc5+D7MkoY/25MQiFP0OCEQlJJkz0qzZEPPmh7lr49pD/vkH5o9+9MXbUQm5pe++DV7/PGP2ejIuMo1Ybn+fmuV12x9cdHW5ftWmw3L75m0v/TLv2xf+uov2/iefbax2ecBIfLLjODUA3PEBFCE6RkvXbrs3femb9z05guJDM8zUxPiZ9Lljg+AaYhGxMqIggy/moZ2IrBEoIle4ieOTYx7MItraLQHoLGdkDqhHiE2aFhMX2+jbW04MMNUHhveQYFr+E1QCyGDycy1fn6nAXoPab9u+nCAUB9pZ1YIL5Buo46k5cs54wsomJx8eBgxggriHEwSj3en7mNIfZ4R7wF4bLmmmyLgoO59rsNkg2HDLTwLE0vPSydscWXRbs3OCIANN0WzuZLNLa7bpauzMuGqNlDaY7W1TVtarElTMplw3uSyWbVc8SDOqoB47MyDPvPb6q1b7jOty2y7cPmKJaWpNsTEaWkOgAsQU/IF9x881FnaO+2acGrvXp8Hh/pcWlqxl196xZ555lm7ePGya0WA2CttNCSNygTIjEJBDeEPUhbAx7SPaCkG2R44cMCB1hCgWDPf19iX8KE+ASKmMRSFGNcCKuoZwNGryIFI7yU5e2hB2m0RAHNzCx6wYhSJN/OILyTWnEUCtLdp820BvN1JHzAI9Xoxr2NNKbK2132HkJRch9PvYTbuEecx/QNaMAICMLDPx2YLkNCKHH+nBAi5h32YBuByL8RxqBt03YRgDt2vEAIhieV0JgSTiGpiEjJbWCpTsAFpuYrM0W9867v2P/3P/95+//f/1N56Y9pu3Fiz6jq+V9oqa6wFWJXfqOdJneYLA15uhjXNLS3LjF20DWlaVvi9cvWq8sgs3Az1Cr4yzM3+/Lw0aJneMUw7kbdctiANl1U1C8S6vlqp61jR71+rMAq+5iChzAS48CeJsjILHF3mqMvx8VE7cPiwa71bc2EhGsoJyAAfs4+zZZY2TFJAGdpNuSY0KQA88kdygOr+FZnFCAEGMs/NLzgoPaLstfx2uteCNB+COWaoTmoVMIK+mEJlM5dIs8EQndDJl4blRJoeFjIzN+oy125au1W15YVF3SZwinloLK5473+BQNIbBqKbGwzGhLNrOscYQ4Yy9aWyMiU7IxtEbAFhNG1DZ4FtIMJYEaSbYqyGNAnj55hQGPBlMn1uvuF+LS4u6YEJG5S52SeGr9c37Zt/8j174RXGNybs/IWrdu3qDZudXQpTJEoDbqoe0GzJJE0XaGUJEv0jj2vSMJi11XrV/viP/1hmYMEG5ZM1BCLGL+ZU1qmpvXZTGvPChcu2d/8+6y8OuL9XqzOQmF42GTdXh0fGHET1Rs2fSeSWulYGvA5oWx2QqUkbIVMZst4+QaJMqWjJrITFetk1HuYq7brkD/+QRW9Yy593YRpj4jKtYQvwSaYx40BSeV0V0NICLK/M6NsybpK5efD1k71ZW1qt2LFTD9nB0w+rLmXbd4JIaHM0B0sX8C3CV9vd9CEBof52QEAlQwAw7CA55bzrI3OKpbGY/AhmWVu4ZZfffEVaZFkahDF3urxFMEBsq/MspMIESR7lEyBhrrpAtbTMFPA160tnBE4Ua8cHAaQS0RFwbNGO0UR9e2JhT7QuzKD7lHq1n9J7OV5rbOgd0kL5ATt05KQ989wr9uzzF/RbJlhZ3q/ur6w17fxb1+0nz75oL7z4ss0vrMifK9nefQdscO8hmv2NhUUL0oijowLOwoJrqqzMwKOHDlpL5VDJZBYWfepGzE2CIiUxe6lYUt10OiAIBAQ+rl+b9kgmGpJ6YQpBytIUYPpUR2mBcVDg29Q9vrqUkNOn8mRzWY+OJrWl1bwqEKLpsQRAEiCmntCwZZbQxsxvUq/B7KzXW/JJyzqGpcJ3kKkrAeWmMG2YMj+pO5pVfJFWge746Yds8tDxDgBV1x5hjYwR9rZ/7V760IBwuzr5AJ1dER+ERny0ml8rpuDjs11fXbKVmSuW2GxICTIyXB9LGo/rkJY0ANPJGYmJlgVU+DEVMTEg6ZXv00RC6zjgI0ERhFErsiXFYySXwrxEl7opKgBiMacEbGZDg7nqtZb1D4xZrjCksyn77vefsfNX1mVi0iOGZgoT87MsNSP6U9KIy/byy+ft3LnzYtiaBErbBgZHbfzQUeuVqXbrxrTPFIepRzCEOOWMQHX50mX5j1U9T2XVP8rz6qtn7Rt/8k27dWtGJt68hBJteNJkSkWZk8w6F2d4S0s7UrqsQAkYc9JM/KbO6/WaN9aXlPoH+z0oxvdgrXq00YCA7rOrdUxZzFo0X1r1UCz02/IyQGbsJh3PV6yha4nI1vUbgDInDyYs76TeshIm+IA9fTk7/dCjNjR1QBUsoYYW7ICQvIXkV2pvd9OHAoQdltf2dgBC4IEr6CblHC/wMd28xKs1q2Wbvviaa0JG1rc2Gi6hYRwkebPVEFMFv5GFJVsEYIQcGA8tFtY4QMPy7EARYFHbRXBGLck2ghSisV2Z8Yx6RFG+DVqmKS1QE8AmJw8IFCn71p/+0G7cXFQem7a8KnAODVh5TWak9FgacOQERIGBUR6LS2v21oUr9tOfPC9zddpmr8/Ywi0BSc/F5+P9mMpMFDXSP7Q1cgRfalkmMNMihmBH0voFuB6VD/8VpqcMBGzwuaI2r8vE9+vF1KurK9bbESpMYchiNwVMUAArjci0hUzRiEWBlYHwo/+pNv4+zPeVlTW7du26vfbaG67ZmrIIsDbqtbA2B/VTY1/3NGS50GkBDQwHFATqHj2npzdjx6QJByb26KPIvO2AENjxtQIIyedHIHzXFMzPmPS7U6eRzQO/y+SDkeAkfUW/RKAy+YQXzv7MVpZmHYRE89oATdfTQZktnblh2D6ZPACIBWDY531MzoRP6B+9C3zdJmg3wfy3g7RH0pszypO0Qq/8n0RC75F2bbU4ITMuPyzwzdsff+N5d3tTGZmN5boNMgWjtE5VmnmtRqCEOXOSyjfDiNK2slq1G9fn7dWzr9s3vvEDu3r5ijdk12XujY+NWy6Tt+//6Xftv/tv/hs7feqUHX7oYWtIO7mGkjAY7B+0Y8eOh4ipQAfDc25JIKVRnPL7mocqwML8nM3NzngZ6IRNX8+68kT3MUxt1gusCajgBxOaxvStsZgqA53CARkmPqZovd5U/ss2O7NgQ0PD+gZV3SdzVffi8xIdrUpQYtHQKO/NI3oneaSdkzrcVDp0/AEbnNirrG6DEH75CITvEwUwanuXOt2KQlL1dPLekDnZ07L56xdkli54B1/AgMbkOlbjRSNWKxWX+kVJcwhTtOk9QNBU8oMEwm5N6GZmF9BitJRjpHgMYONz9vQoL8o91xNmR7nWaxzDzCvZirTdK6+ck0m4ak0xbXNDz4HhdEVamoZFSlkUpbcv5cy5tl6XJkNjs6hMwRp6Fr1q5ucW3Uy98NZben5DAL1mr778sj3+0EP2+GOPWLtW8xH1cSxfWZoNzY8QYkhTnLsU35r6gAhOUe0wv0c181kbHR6S1gyTJxcLqrdCzgcbAxY6XeO/0QG9rHrlHRn550zjSLc6AlE8k2AMGo0gDMAEhDTIA666zFHyT0ALjYo1wmpONIvgyw9IODHJb1vAO3ziAdeEAJJJmsUFW3zCF8NC0tfy37uZtrnvQ0ww/5YF6PuqfrSSgEBEDq3FNVAEDOcZPwc4iA7SFBECEYTxg//CfjQ3SdwTt3E/Pm8nBdDJRepLeOI6qhPfpyZf0DbF7LmSTU8v2oVLN6QB9S6xdkVmGP7SmhiTZpfB8QHry8g8a9SsJk2OSZqXL9XXR3thUhqGyOuA1asJu3pxzr73g0v2X/3v/x/2f/o//GvL5wbs6NFj9sabb9kf/9E3faQGXdFokiD4wUTHrBCFsKFRf3l5VfvKm4QFZjD1wADh2OuFezFxKUte4KMpgnrA4iYKGsqs1GUlUMdxsHCsJ0xbxjTSA6eKj4g5qvrmGiKq7HM/xgzPR6ghGGhCQSAy/pO17KOwiBQ89nuPPkTmaCD2xD9bR5HK4lXtdyZ7lTQmAKFvJwbrsdXp87Z464Y10Y5irrQc+1Ra0ltSmAgcoGAFXaRNCcCKiVq0BYiQ2DV6aEgVwBg0SqMhXdPqjWFMHT06mi7t8ecwd3Um5AnNQJxCTIORJMhKI8gvbUgjp/NWGBi1cxev2IXpefdJs4WiFHjHN9XVeqtra0aAEIByQ0tb/MINaUW6uWUF2HJlzTWYh/Ll5/YXWIbM7OqVy3bu/EWZmGvyk9PyQ839SbG11wHrLW62JYSkJVlYk9EmNKvA+Ohiyow/OCiwoZGvX78sU3fU6xxgkNfZuVkJiYz76oxlLMr3zE6OWU75YRkAzNHFuQVfug2wKcu+bUgQ4Tc26xJ4Ooapvrq26pFZj1TL9N7YDMKQIJMHmqRVs/KNWxJgPcr/Q488aZn+EVU07kPw3Tu1pL9Q2N/t9IGCEOWGdGNLChWLPgF4kpZigna7brXqmp8khA2DeiOcPqrVy7Z04027fuVNX2OwXNdTMv3WSmbt5uKqGGPdAwT0Zhkd7PeAQ0IMuLKwYJvy25DozIYG6MlBAJ8ez3V8YH1hwAbIhD6dEOh0gHwwb6Y2ulb51LGGGK/YL0aSFipL243tPWg/ffFle/HsG2I6sY5SXQDyEusehhyFYUZiyE06OYdwP5ax+75JnivAbtb8/jZtoHCzrmtt9OopCYFz065cWbHnX7pul67elAk4YRNTh3Vd0m7OLFpVpuy8NCCBEkzgCxcv2EUJBd7faNYFyJY0nHxAyighURDIqjVZDZi0ykOmWLCkrIeKfL6m6mBsYsIGBEKOrS7O28z0LR8GurpasVq5oTIl5VMSYW3b8uKKNOK61yMWh/t/skbK65jJzAKODyjNr3pEOzJ4OSUAbibSVhwas3q710499DHLlFiPkQ7maG9l1L/VNn0EwveAAF9EoNevPj6MTTsfDItURotk5DegCTER+ZgePEmZVWcu2KULb9rias0WVqt2Tsz4J9/9kf3oJ8/aJZlnefltEyNDNtRf9H18RNZPAMw0J1SkFenD6EEdHXPAOXnOLCNpH/KFthM4CcZIkjPZLQwESGmUbsnXq1SbtqZUEONcFwjOXbhkq1JZbV0ErCM5yNj6fggSOWnDlYCE99Ety71Hrg8X6w9+EX1saRCnb2reKtKmK6t1aT6ZgTMLdmt2ztvo8N0aNaYoXFHZNqxfQiIvP6+tMjK3Cx0YiCIXCwXrF+Bo0uENaOCEfL+8jjN+kUVt1gSeXoGJKGyqv99W5ufs1s1bArDMVGlbvg1LZGPyLksbY4Ew1eLa6ro0IMuuEdiRia8XEGnFt6S3DL4w/iYrJeeLQ7YmAXZrbkX11rTHPv4pWRPShA5ll06hGpQQnMQBvEp2OX2ggoT68xHTna0TtbspJqN2fReNFIYqiWPEnw3LJGXI1cq2fOOqvfHGOX3kmi1LGp+/eNXOvXneblyfscWFTROP2II0YiZbFEP226abnw1LigFgGnw5QIcGjH4g4xdpWyRyGKOHJPwlhuSQF/cTpQYTMp9Wlssyd2syFzM6npI/VrSpqf12TcJgdmZZBZLWlnklHarypAJ4NoncMq0DUT/BjnJ6QiuTAgBJaEDSls3QAaiMVj/m8+doj3jntRsz9twLL9mPJYCee+Fle+31c66Z0TBN+Zf9/aM2PnnAcnlGWQyrLFltSzq3aXMLK54Y0e+LcWK2y2xGMNH4T5kJ+rhLoH38O5pDPGqtPNQqVdX5gq0sLft9NIu0lOWSQESghShwRfdXZTGsC2g1nUyqzlbXa679kqmCLQmsz7/win3zT7+nstx0k/V2ikzSxS/3AH3g2lyf1FP4E8gZkm2Ap3/4DUn72tqy9cik6xUTLt64bD/67p/6GoNL0oJLy+s2v8DIdZlF0l70SoFfFlY2ZEr1WEZSvUEYUAyGpE9lAgBg6EgRiDAeKfiJYf9uKS3fL9WXtbxAXsgPWEnbudlFu3l9WqYdxRJgPdYYwNgjEJrA50nARjOEFLhqMwH4fPcOFMEIEDGdgy+LRi8KKPRqwWKdW2nZubem7dnnX7Lnf/aKipyzobEpvSNjM7OrNrtQllAaspHx/WL0jNXqG6rDsnecZqgVda6iyeKQuShtNjE+aXum9m0FwVRJDkhSq1GzinzuhbkZD8YQhfV60zMa0sZlgTWRytmgTEwGJOdUP7QBCocCoL5lumAFCQe9ya7emJMPfVV5XLC8tDbmfbDPEcrK1g66azXtMvrQgLDDg77DByQRPgAwvcol4fxMKmnNtSWbvfCGvfXys/bGKz+zS1eu24UrN+zy9VuStExpmBQY8T3k0xT0oSsw5Zq1xUwVMVtKzFrHF8pm9PwQ/fR+iMoECcYGm5HiGEPaxVjyjJnVmJqCrQciZMu2tF2TGUbHaNKzP33eG6NHh0oqDtI8gA/TE00YNSJds9y0dO3XAeNW2TtJx8I5gR6BEZOuYksDug9sFjjaaA5pZ8rR1OnV9ba9+Mp5pXP23POv2yuvXbCVsuogMyQNmrOZ+XUHZFN5xIQuDY55kw1xKxVX2rDXBgUEZllj6BiApG+oybSkLRThOD87K/NzwcqrK7a+uur+J74gPWL4fo0W0c6ENOGmLctiqDZ6LFuQezC2R77fuORSwWYWy/bC2bfs9fOXbV1CoDdXlO85Ip9XUkzP6FZ6KlonBTF9L9AHC0Kvw1CZVOrt1b1NeAQmExRzdPrKBXv2h9+xN156zirLS/byK2dtUVoQgJVl2qxXGJokXhRg6WNa1/6NWzKTynWTMWV92ZwMOW3TBGWa3q7Y3ThPiqF4mOxO2i8mdBHNH/RiISyP/7UubYIpKhfTG7EJ76MLo5Bxc07ko0K87Qs4aV9Iowa62cwTLfwk/1RxPxCPJPK5Xm94qioRZaU5JJOlg0Jaz+4V+K7Y9589b8+/+KZ8O0G8t+i9dlbKqolkXhnMKOWE35xHdYms0vOHiCYjG5L4ffq3IVOVJo2atB3lp842mhJ4At+aUhzEi49NXlb0PXr0HLTenIB2a27ZVuUzt3rSukb+YmXDLk/PC3xX7bU3Ltrs0roAK7NXD0hIGDD+EgF0J6I+twT3LqcPQWM9Uj3WqGocvvPjHWASxhYz1yVtL7z+ir36wk/t2vlztnDrhqTwjN2Q6VcamdSVfba4wpLN0gLeFSojxqgF1u1p2uTUuEzGjBiz16OtjI+r1emlEvzDKAToY+nfHe0ohiJUD8kCC9cRxQSwAFeAzYrRGeAK4FMZaZH2hp5Lp+mmtKJgr+f487xcHa7Rc3xfmoxnwmjhKv11zYmf1QU63uvciDjyp3W2CVsVCLkmDMrVvWhDzDedJ/hUrQgYkgR5md91qceFxRW7NbMooVGzsVFpItU7TQMQ99DsQLmJ1LJ0GgVnxjt6GYUeLhIs8pFpnPcRKyrv+sqq/PKysqk6EYjpwYqpuVpumF5vywIjzQ5Jme10A2DdjavXpl3zVaVYJT8lGGXm6lvQUZtmpl/40lfsY5/4hKUFxu360ZZq870OKZ+7nT5YEGJWOV9iWlGZ1DDsGZg1GmbNWtkunnvDnvn+d+zim68LbhtWWV2ys6+9bpupolVbPbawXNa9CZlVg8Ys1uGjSWPJSaI9bnJy1Och3dxsCKQEUujJL3+FECtv6fiCgA2ijyR5IrweCODouBgUDQA4Yfp2W35NX680rgAvAHDu5Inj3vOD3iazs3O6L0Y5KSH+XAiqOAj9yUoCEnlOsI1AVGLrurQbjF1bpkNkIG9WAgBAb8hUZj2MOHaPywgY0RCOZlqXaUAD+g35z6zjQdsok1Ax6Dcj35JgFFMktprUUVKCbMVGRkdsnNH0xbz83NDJgIgwkdW6NOCm8kC3tKQEX62+qW+xbuW6TH1p1lRuwIMvKwL90uq6rJJ5acQFaXBpbZnnjTYBrqzua3q7Zlsm8NjElH3pK1+xw4cP+7AuaAuE/rebqIfO7i6lD1gTbvpaBoSrvS47lcn4QcL/m9ImicSmrS7M2vf+5Bt268ZVS+jYay+9ZNPXrspxH7KyJGymOOyDQZmNLJstiJmykvhh9ubevh6ZqJu2uDhtRw4f8PlHE9Ku7Y26XrhpVUlsIn00XTBMys1Q8TsjAeqS9JEJfHhNW7pCJ/vSaWmGMExqcwNQV4G7az/KsCFNXBRjT05NWH8xY2NjIyojPXdWnHkpLnNt+vSEGAJKmHsgJitTsCBN4CtI0dAtTUJDO7RBuFH7jISgH2ZDIEvR7U4gZTUoJhYmf77ehQQC/TyJTBIcIgLaJ6CklDjel0zLZKzb8tqKr2V49eoVG5TfNyWwNQW0pYV527ePdQ177crVy7pHfp2OT0xNyYQlOlpX9W1aXdaHKkf1L1CXq1bGp8uWXPNh4i4BvrWqXbh83XsLMXJlU+DD96RjgyUYH8kYxJTuwbyv2tj4uD1w6gF76OGHVT46xMMeiEB09Q7EUeE7Du02+oBBSOBFBgomnxgooFCVrf1ega8t7VIXk/zpN/7Q5mduWqtasfNvyK9ZWTaWAiuLocvSggzzWfe+jOvSUMyPQnc0mJdp9GQC6Tn8npwYtuGBvKS8pLlAiKTHhHKG9Y+JCSotpCw4U0vSR+3H74qYkPyiBWmyqEtbJJK6RuYuzNEjROHq0em5V5pWt9n+fXvs6JEDtmcKLSymX1oS8NGA9OPEO9WewJaRNu2XWbspDTYvAGAql7L9KmdGuCOwE4BFfhiTR6CXIUisLoW2C8TTdELl4J//1snAuqF8HhHWszjGffR/xRydmVm1Sxcu283pqzYhofHUx5+wL37xaZ/flcBLU2YovubE5KTlSkWbn5u3FUb5S4BV1uQXS6ON791vueKItFuvXbo6Y+cuXbNXXr9q69J6G23Vtd7D6BLaEOlORw+jto7jw1Of9ISig/3Y+Jg98bGP2ZmHHhIIMZVDaaDtvQ75d+vs71L6wH1CYUPMRQ8Q2Eu/cPgJvwuEzfUVO/vi8/bsj3/gE9Leun7dLpy/4P4XvfHL+pjr4qSkgMakv2vlNZlGbR8Wg9THtAR8TMcOxsdGi3by2GFxcc1q5SUxKNHFXOcjbjqAPBficECHeYofhEnKs/D10FCpbNbbCJsyZ/tSYucE7WLKh8AXAei9alzTyv9MMaQo50A8c+qonTw+LiFTl2ApW1t+GufpidOSRqjLMsA0llgQyOs+9ydj/NC0dPTGN6Ox3SO7EiK+HmIXEwbfsQM6kjNp2Hfg+Zntc4xmcNNQ9YbCXZqX4KvOuzm6trLgJnV7U16e3oXwYSB0Thpz/taclWU+lmVxrMv8T0iz9maKdvaNS/bauct26fqMtKx8YgnFTKFf9zPbG3lH8Aa/vbwaOnYHDY/BHuatAYSfeOope/DB0/5OKHRwiHkXUU4vmx/e1RTsnA+IqFaccaKMLCsG84XuYfooMvPWJWmf+8kPrZTL+noHr5x9VT6DGD2Vt6VyzTYSrLvQazWBAQDTu4WxbcwmjWlJ8ZC+vdImaA4a7pMye+hATQdnvivTZWyKK/DAIEws7zMqIYDPRydipvejcZ6RBqwfAeCgXmkR5wWdpxuW3EGBxiQAlARMRnmU8r222Vy19ZVZ623X7Mj+MfvsU4/al55+yr7w2RM2UlQ91OSHyWTLJGXGZvgkDQxMG+sf0HOkAyWUMM3xYTdUP2hY6opZu7vp7g3Yqs+trVid+lXiV1Naqy5rIsvEv9JwjHKirZU5ap5//gU7d+5cGGEhLU1PJZagA0WIAaYHYRQEZiSN79emb9m3vvuqPfP8rAC4Yel8yTux1xsb3pliUaCl+YJmDmZXQ8jx8ekgwTN9siw9GT3NUmsAL9T0zoJ1oa5rd7fSBwpCaEOVCAhDiEIkAEg9yDlYtblbV21x7qZ8vF5t5+Uv1GQKDVtNpk+jR2ZmgtnJGB4DczblKxFK35CEpt/iiofM87miD5gFLHOzS96QTrFZ7baYz1tdPgjzrLQEWpgiBGekFcXpSGG0oLcTNuS3SLsiuWnEZs4WfgvV3sMkBms8uRYUKFlbonfTBuQXDipvG9UVu3XlLVudn7bjBybtN3/1l+w//8/+of3Wr3/WhE1rlBsqftVGsn02NlCQhllUPlqWy0gbp1kjn+XNFiV01iW0wpTzgAnwkahBmNiDQHdKHfA5AJWokw1p9r50UbIwJyFVNlrmGJnx2KNPeN3NzsjspCuaEvVPn1s5dm5SMoKCHjkJGt91nD6zzC3VJze1V743TQ11mZgVCRnaU+nWxjwyJCyXooDfQ68kNKE0o+SYJSUtEzL5s2n60yozyncozw4gdtjlXqAPFIRULd/UQRgrlVZifZDK2pLdvHbF+vNZu3bpoo+JGx4dV+X3eltTqjBkDaKI+lIyHnUjI8FTlsvKkdczm5iOkq5I3U35HSkxGfNeMl8LL/OOxmIEwIea9OYH3QcA3RwkuNFHzxGeIfO1I7m5Hv+TTseMCvcIprQxARCCCw5G+peqPL16TmV12VqVdcvK5Bwf7LeR/ryllcGkzL20fMkjB8bsM089bL/yS5+zX/7qI3bm5F6ZptJ6lSWrCZCLa7My3dZlYiekVZLGrN69nvTmFJVGLd6NJzkXzjv4tn6H+oJoNqjUJLik/YQTZ/WchJYvWqMy0QZKdzQm0qJeGA62sRYm6u3ReZ9+RGVWVXs9yCo1YQsUeoeGDX0jrBB8QEx4tGqRjuFYQKp/t0IEOr57n74BLgFuQlomhbevdpehm8joPUIfuCaUQBWYtCMfD+2Dr8NKPDDvretXLC1uvnD+nDeCwxQVmTb0NWzKv6gLXPRkYXY12v8YEUBH5IH+XGeQaMKHzgBEIpoyeHyMXaMefLhKmRWBWDG3T8wdVoblnkhcE7Ui+1FTRmL9e9YnZGZr8kbqFXORmAiY6Of+qUlLibOa8g1Z+WhQ+cvJjG1JSJSXF5Tnlp19+RmbvXnRfutv/Kr9j//6/2L//J/+tvyhozaYMZtkcRhpwWYLv2vTfDWmvMBOQDmB+AoAhHFDYp9jwbYIKTJyJ3FBZ5+uYYwkIULJFIs0yAAuRvHv27fPQRfXWQQw1APjBxFM1JcLL1kCDFjuAVh6tKrbqgJ1EkEnINLgz3wzfGMitQOlfmk6WRRVfOxWJxGMEw/wfuWLlaZwCcgjZXDqaG+OOm3t7G76wEEornYLlDbBwEz6Q/uTPtDq8oqbPCQilfOLC/qoLUnakswe+YT6CphFmIgpGF/MwCxkJTEWnY4xDQEN95LoUsbAV3rW0K7FODUGwOL3MW6PpdK8wZts+RcW04gxmAmMHiiAEYxmJc0JkoTxDLAVYRQirERaaXQW0wqYMEy5WlEea86sTB3oo0NkOuelsfcKoJjaf+VXvmZ/+7d+3Q7uH7X+Qo9rxf/jf/Wv7L/+L/8z++ovftwO7xmwDZmC+I0blRWhf9025R9uSiDdSVMERkWgkTr7HJPAIPkPvy7hGo3yM5N2HN1RKmQklHpV76tW6C9ZXy7j4GI0BL40HSEIGGHKF/NFaX3Vc7Pt9c1Yx5TKyXeic/yRo4fsyU98zD756ae8w0RDvj5R5roErbdnUgLlg8mpNgU6ssBwMwJbzpy0j/oeBehs7zHycn5QxMtZEy8vvk2Lu9uSxs7EYug//oNvePTswrlL8ifojT/owQF8s9W1ZTFWywGT7pG0rdCPE3ZkRmpBQoAqDQ3ZwOiwt0EKhg6gSrUtIJuPMxwa3idtUrSC/B7Wksc0JfAQNJ08S9nJTM3gzRQOHBq/Zdo2pTHESAklZcaqK0zxkPYmEwQKz8AsK9D5WIzaI4lf1rP/4FvftYWVRVteX3F/rNas6jTRSmFK50+dOmFjo6yzKI2/uWgnDpXs1/760/af/6d/0/7Ff/JX7bd/81P2+JG0yTK19kLTBlVvGd3cFMhhXPqP0o8UrVapyZJQov9mr8xNRiv09BCcIppKdDKM6kB8ADxv66yu+sBlqNlkkihZD5mE7Tu0x7L9RaV+y0j4SXpZXvuLN2esT1U1ffWaT3ExOToa6oNYkaTq6Ig0vsznNbkVT378cfsX/+k/s3/6z/+JTe6bsvnlJdvEjVB+qwJgS1aLRIqEVIhCE91uSGDSfMS3IFZMfsN2B73twJ+PXLPzsi6Kx0jR6ulOd7rnvaAPFIRQ6FspIurXkcQbhOrl5OPDMe8KvT9iJbj5o+tozvO1H/hISEgxhASvNhSJDxekK4tqkhgDKDzIdDJbXinbek0mqbQnDfVEHdsCF88nP5hZaAemfedZ4Z1BAvNK4B6S8gM4G02faIp2O3xC7l1eWxWjyVdSpjJ6/+SeIZ+rhdEbCAWmZwQ0aEoirlx/69Y1MbE0k/JZWZm21Rvn7I1Xf2rrK9ftk0+csv/yf/sv7f/8v/t79vW/9LgN+oS5JhOXcld95rlGfV11SFCDKeuzLrQAuJdLAotAkrfHSaqx5gPnCI6glZOYfqo/ak/um/KXkOmbtRu3brrvS4tmRvlnPGFbWrlXH4AeN/2Foq+bTxc2SMaE3sWETUV7/GOP2+/+49+xL3/1y7Zn/z47dvK4DY2OWA8hZFkLlJ+xlgmBkAmIFwTOYYEXU53hZE58W09B578XdCcgdR+70/n3k6jzD5SIgFFkNI44nRpwbeLzwkiyMv6PSYH8vMjB4KaKYCbt5hXmZkqoPEDB1ruHiZgnBVMr0SftJKYUFm12fs5WieyJCViEE+DApNH3g3gGwI+/IQcjJhNbTyxXLXNNZlgwVWknDM9hdaM4nwrvpQsWW4DNeTQXzR7rAiGmL34W19MRnPz96Jkf2Z986xsOJhbcPHb8sJ06ecI++5mnZL7+kv3lr33JnnrskA3IjEhuSghIkDD/aimXsoGifLV23VZWZ61aW3VwosVZrTcsic0cLz0yOfv0zjWVVb5hKW8TExIW4+brUbQIQCk/lA2hoiy7FQJwaabg/NpqWeel6WUxMGfO8qr8XgmQA4cwQZ+yr//qX7G/+mt/zU6cPuNTYxw5esz9THoNBeEgP1AanY4LBGJS8u0RaJjtxaIEIN/2PaY7Aaz72J3Ov9/0gYMQFgdfDjK+tIi5YRgtzkdnnw+GeehtiZKc2yDoBAyUgg8XKjEmzCI0DhE5wIG/mJKJxQh0/EOWDwug4dUBRKTu5+9MUNgP29CQHzQNIwzY53g0YwEyIPfZq3VNzAvvoXwHDx6Uhiy4VhgcGda2V9qm346dOG5PfeoTNjU1YcNDg7a6tGhnX33Re7TQ8+fTn/yYfeUXP2tf/+oX7elPPS7zdcxKKdVHc1WmctVG+jN2cGrUJodLNqY0Mpi3gf6QBof6fXgSU87n8vjCMvXIq0CKNeEBFwkbNGS1uu5+I19mTVsCMh4ZlqDkHhr66bXD2iCsKTE+scd+4Ytfsq/95b9iT3/hS9KmzF8TTGQWEj156gFkgNcBfiVuSI8OtGoVGygVZaXUfdKpiYkxVTDf9L3Sf28HW0yR7nT+50EfOAhjMZ3BO4nC49vQGAwAMZ8IwsTrSFzTbad7cijC/KTtc7QhuvYRc2H6YV6trVdcK0XpHjUtzEFEEOkf19x7p4TmInBEXmZmZvx9vItZstHAHOf5HEN78Hy0C+/jvhXur6y7qVcY6PdoLxqyf5D5QlM2vzBr8/OztlZeknlddw1XWVuU9V62yZGSnT6x3z75+Gl7+pOP2xMPHbWp4bx8NTlm9bKldH2zsiz/atnq8kUbFZmstXWfIHl1ZclHofAFlDVpUbQ+wkR+usBHXqGrV6/atWtXvK6YjIlVmU6cOLG9NJ0sFb4TUxIOj03YU5/5nH3+C79ojz3+pOXQqAIg0yP6VImq09OnT7vJ7+Z+LiOrtG2lQtYqdC5fXbL9e0t28vgxr3tlyPMAbTVhdZOD9M9HfJdI3fuR4jG2dzr/ftIHDkJ4n7qGOd1hE0fQpkSYnDZconLiY4/kwfQQjE2CUbzSHHjblYdJSiAFMAJAzFu0EZ2bWRCFwMnCyqq2AXAkTCBMNN4R7/PpLfSht0EX98lzOAaYyAv7AJo8oSkwPQEe5zgez/Gb4wDTp44X8wM4JD+MmpavxwDdVZmJr772qvdPHR7pt/0H9shMLHV8rqblM0lpt5ylkw3rzyft8N4h+/hjDwiMj9mjp49YMdW2hVurzBelSmyIXxsm+WP9pYIN9pccaJiCAWxtLz/zzxQKzBlKmyoWSN0WJQDmZma9TB50oqz6VrgL+NPUJeP+EJqnHnzIvvyVr9rhYye9qxp9YulS2EfgisHC0pZoYDqvN2pVpYpttmrKf8aUFSuvNe0LT3/eJmQTV+Tj6iOoov2TOm3eCYh/Bu0EVdyPx7vPxy3Uffz9pg8chDABH4DuZE5iZubeZEAqwHMTFHCKBIGwVeVwH+MM+TAe3t5KfLiQaDdzj0PXeiOzzofxgH3SMItuSjGbNCYiWgdBEJ8NaHx5MAcb4Ot8EP3mnZEAFAAHjGgKtmhHnhGjreyTIvggfvNOJD4j9p99/jn7vd/7Pbt6/br352S8Iot47t27x/bu32Njo4OWy6aU14TMRPlMBZmtpbTAN2Kj8gHzyZaNlFJ25vgB+9ynHrNffPop+/ynjtiBqYJMUwEuIUElwdKbaHuDf1ZaiPbRKYEfYFJv+IfVWtPbWwvZnGvzJ554wh597BEPtAwMlDzP1AGazAcmqz4FNR9UPDo5ZcceeFCCJG89+n4VHUOwMs7SJ0ZWmftlnk6OT1hdAF6TD9kjE7hZW7Px4Yw99sghacIJeRGqO4G83QjBns2d4OO3fw99578ARVDFbTd1H7vT+feTPlAQUpebYsBt0hF9NMw1GNvBp48c2rcIpwcztEeMTQMvDL9dYV0VjLTG8dBHEt/rZ2B4HQ0+ZbLXlsvrVhbIgikaZlqDfDY1SQXyAHC7Sdnwj78FTPlNaAMAi2YAhFDUdl6Grg/KbxiRY1wT2h7Nlhfm7Zlnfmw//vEP3VRmYDC0T6Yfa8IvyR9cXl60sfEh27dvUv5YxW5cvyI/cdZWl+fEtBUr5ntteCDrad/4oD30wGH73CeftL/0pc/Zx5981I4c2GuDA7SJpnxqQ5ZvC+YyzUI93uWPjg79RdZUlBmuslHHw8NDNjEqs7PKAjW0ta7b8tycVctrbn4zooOKqVTrrg0TjI6gmUl1TGM9vWY4HyfzHRsZ8lElKdWx5IHM4JYtzy7Y5Oiwfe3LX7Ty8pKtry15/bnm3UF3NEv/HNT9Hd6J/rzXvZf0gYIQ4sNAaJ0Wla7K75MmHJW0RBsyIJS5WKpy7OksHCOnAATzEWZ2bSNJjhkJ8CLxvQAI2ob18NgngMAs1AQRGEQKgwCMCBiAHbUZmoEO0/iagBNNyXUAB+K9gNXf3wEXYCeMTx55b8wf+zyX67hmYmLCZqZv2vSNG/KREva1r37V/tW/+ldi+mFbXFpy35Vxfh4EkWZghu6bN2/YwuKMa8X9eyet1ahaVqbdQD8rGrUEjAXVocrEMK2eDQdkIZ+yY4f32qc+9TFv0iH4wpyjdCAoC0gIHDq905GdnkcPPHBS+eu1mvzUmzenO5pb4ktlJqExEUKUgVkFMKEp66q02pXL1/ACLOH91viOKc8/w5MktqTd1mVO99oTjz5qRQmDkty+CZnYX/7iJ+2v/urXrM2oEcwifcdGXWWTMIj0Nmhg8fwF8BIEZ0gAfGfi28bv2534pjsT3zPuvxf0gYNQ5ddHkgkkE5FC4wf0aHvg0BHXgHmZLz5siCCNHETmPqHSYGYqtJu2KgVT1MFIoGYblIyl29QtGwBPv2n72v4QIS8kPkbY158dFP3CsI9mDh0ByDuMGU1aAI+WZB8AsnYg5O1s+oiXLl3yfbpnwXBrEgihWUPA0LMQNoCPMXb8ZvT79tdqS/NJm/XnpG3ID5qXaSpUHubi6cEMbEppM7hYpr0MCoIxTOtBkcgnead9lKWuN03X6nhOJuqRI4dsUj4ZsxAcPLDP65EAEu2gmKh0B6zhCwptU1NTviVj1AHmPvlVof0YPWGoj9XVZVsvr3ovmFIxbyeOHrQHjh2xQ9LqT3/uKTsoE5To6OL8Lausr7gbgfXS7LQ93pU6bsfPm3by3bult3PZB0BoCF9zkA+J5JV/+MCpBy1XkA+SkWkUgzS6LpqqSOhYGUBti7a0oTfXu1nqfiJHdDleIhBtya6hX6PPH6r3RkkYE+8gRYkXAY4r4qnTXghDxzxB5AstSodzQIW/CSDJO8B66623/H0EKHhPH21j0gBMG3hLmo7R/HSLY5SG3iJ/UWa3GL1PdcI4R+HX+3nSVoq2ZJLetoDHDN+0e7INGaRWpOGVT4IwBF4QGAwWXi2vqPzMupYWaOiYvuEd3pnNYEoArFUrbv6SXwJMaG1MV5oqiJYiUCgn5YIQTJQF4RI0JxTqq1goelsqHSaS8kFnp68ray3bJ5A/fOq4jQ8WfaRJu1nxGdfzyhPmsk+xT2FF/I0pUCjfz5Mir73XAIQ+FCCk98WmfAPmLEl69LLHxiYnbf+BQ2LewOzR7HPAiol3mgRh2/lU+pgxYhqvg+hoDTRhauYgxV/h2WgBGEnZ6IAQzaYk0wiJvP2e8OG7G+zRyOQJApAwLW2CaAnC+YT2YUzOsYWRMb0pA9oBEzEpIeHrL0rbs/BKNNFZTppRCtU6kdQwlye58KaN1bKV1xk3lLSmDm4iODJElREyIa+upVUmQEj5WJ8wamjqBcERwCNTVnmiP+zw8KALDzQ1TSO0E6b0DrSk17vKSh4RLnQvg+L3oS4cmJ16VzUJ5C1lUZkQ0NfnZ+z7f/ptu/TGa7bZkB+bS9ni3IzM6BWZz9LuAl9RZQ9RagkeVLh/S/5pl0RZw5+tFL/PndK7pfid436k7uPvlj5wEFIMPiAMykfUF1DFyv9K9NkDjKzWh8YEzWTzzpDRWaeTr8+WrQdEZ/3tFS9mANwCZKwwruWzogV55857uA5mi9twfoev2Tmn/05cExkwCgmYFEDyG0bnHtIDDzzgQHzppZf8eiZJ6tP1A4B3YMDvARz0RGFpMZbBBkkIDaZrpIsX+0zUu1qpWrOdsEpDINWxHvlb9Mn0aHGnXtIwtbQj/l9VVef1CXgk6AAjwoYug6pK72BNRBTNjM+VzaWl1Vd8bXtAdUDm6ZEjR9wfJ+/kUwY5j9I+01SE5iBViF9PeSECX8yMsMyQKAGbeX4GillLyHft1ddItOkkIPAqxUHZgP/2b/nBUiwL1L3/XtAHDsJIVDjgCLCUWScJeuLESTt58gGf+TkEYsSMMK6uhdEBWQDJ7UBiH7+CLcwQKVYewUc0bFMAASRcExOA2/mscDy8Ay0IRd8QDUdeeA4aDlOU4VMLYjhMUhg9+oNcA5NSDjQk0Ua6aREhZo6boYFBH81B+xpzywDEnK4rCIz0+Uyls9KI9AunuUWglkbCXF2tVX3WNSLImNo+GYaKikbkfbTrgRSqjDxH4YPpyjHyAy7xBZl3h3NovrR88SXlHZ8ulokgDM+gTuhq58/Rb7dUVB5WRtZBP08OUhIKLDyaKzHErGjDQyUbkmlbkk+LXgeEdLlrqp7oUocPSjsvncnJO2UIde+P7aTtH+Hc3dO7JcpGitS9/17RhwKEMGf0rRr6yBCMPTQ2Zk9/8RdsWFt+R7+LyqUyYJ5u8uO37W+DZ5v8qCy/YNp2JxgnbrknbqHuZ8QPQ0IDQuQdMxJNFhNA4xoYl/vZv3btml9LFBQwtNEe62VbW16STyYA6P0wtz+7ifnYsgzRRmlDRvQzhSJtbsxClsnlfe2ItWrNqvSvVT484CQmRhsCgzU9m2fxTkZvAU56uSDwHDgqI+ZqvpD2JhZMXQQMgo/8IVhIaMMLFy54xBaByLXUPz1tMPLxJ+ngQAM/JmRoIgpBN0bR6xLvG4r5vTB/y5YW5ryxvkH3RAkR6iGt7xs6EYTvyreA7gwljt75zPtF1OP7QR84CKlGlmJm3B4N9kvLy85wTI0n28me/PhTHhRoiakYL8iMYwQoAJP/1m5HOTnBfJC3Lap47keJ8zDPqERPXKIEwzvoZJo64OQz+dwzej6mbux5Q+KecJ+qzDuMyxzV1gfyinkyYkxSFBRo7Eql7GbpyMiQS3WYF/AxyPjFF1/2fNEjqFyr28Lyihg2mLSE9QEt96BZmWcGLcP+9PQNB0dSjMpMabQrcg+AJe+eV1Kn9PhXBGEYQymcKj+hOx4BG7qwbbTqyjejLvKeAGhemndsbMJ7uZyWJcK6933JTWkwOsMDzpAvAjpEQCGaWTAxegAO30BugOwDB+e6BEGzsm7MFg5wicrSRIIfjPANAjhEvdvKZLMua0ffgiFmPg+rvyESH0Hi5f3Bw13p/QIg9K5BCPPGBON0a4w/i7hSMJDfwqh3JPemje2ZdL9GtpfO9lhheMT+wT/6x/qZt/7BYTt89LhdvnpdzJ7yKSfQMjBlYNh1jxwy50lC5hwTGDERFEtvMa8JzJpQPpN6Z67PfJQ7i3EmelLayswz+UtiZGY9Y96ThnyuhBiaqD9LgJGSDLzCnJXAZ1ls1qFo1JpuVnIfTISETwskLJKytLTgQETQTN+a8SYX4DEyOiHBkrClcsUypX4rDA7avATQ7HyIPBItZapBhvWsLC5YPpey0ZEBCYKmnT37kjQta2k0BZC8HdgzZSVpxXWWJFureqfodC8AbFqhP2fFgX75j0RBmft0w/LyLW9cv2FjI3k7fmS/Pfrwafubv/HrHky6eWvOavW2L66DgEHw5FK9tk+maobR/Cp4scTCM3UfARKCTBKG+nrlxTlfH6Qye11mbeiHylSJhVLR+nJZbxJaWFk2ZlTL6gNUqmuqSvfYbUnan7leYck0c9ZIaGzq2xA1k5jzIVsEflU0mde6rJO2BOtd0rul9+o570TvGoTvBXVkmyf2keOBlD1Jw737D9rf/Xv/a28rfOutC3b69JktjZOWtvTe+GL6EChAU3bulaakbRBtGCsSnw9/UQJaklh/kLTeG0dS169Bw6nyOwlQ6qznKJyPiapjLhm6kYWxhwQnokAg4IHWo2sYUp82QTo9l9cEOoGSzs83bt1yc7ImLYfwoA8mzQbch7mXEfP3F/O2T4KJdsFcJmVHjx22qT0TYmQxqcpC0AMNlEmmrSBBlVR+6zIpaXzPZukojtZkouC2rAvGVQaz+fOfe9z+yq981f7Z7/4D+9/809+18bEhCbEVzyP5xwfkukyqzzVxQu9wTcgs3NLUCJUt09atCdolN219ZUlaTH5hMBv0vxPNVl2htTfdkglmP5FcvgsrAbsrojwypw37GWlh14HgUI/ptnYCccI/9K6nDwUI70wdZteHZYnmr3/96/bEkx9zqVqSZGdlJAjJmBTD8+Ho6eGr2nq0j76afol/aO/nKIramp9MgR8lXUwwzM7fMXUfDyLD3HTENMOPg3kBGO1ibDEFeRfXkz9StBQwTXPSDhxzJhVjAmACOURP2WKm8UzW5keLo3VoswOgvjCLftNrBROPxDszEkowOOd4HqYn9/Ichi49+sTj9qWvfNn+0T/6R/bbf//v2ROPnbH+Qp9dvsSKx+eF55oJdxIaJe9oTZ0OyB2AEFQEtMplmctCIEOUmFK/JTOaBM3O3vJ3q1D+7bz8+rcpQcMahqGpJLgBsV6Z4Jeuc02mvJCpy7FYL073CNjuRh9aEEqgO7FGPFKdkQV/9+/+XfvN3/xN/zhId8zXZkv+kM6jDVK6pg/tpw8PU0QTOQKHZzJqgfu8sbvzoeP57hSOC6wyebqvicRz6QTAzGQACn8MxgqAQBAEEx0gACYCHmgaRipwDD/p5LHjfo77Ytsd7+I8z4/d39BsgIjjnOd9kbwhXuXo7jwAGLl/dbXs/TsREJ/+9Kftd37nd+xf/st/aX//7/9D+8QnPmmDA4PWP1yyS+fP+nyne8aHvT+qdKmNCoSLC7OqprZAX/K8ecR3cdH7idJHlEAR+UbbUgbeSQBnXfl1YjoQHYO4n7KwjWv/M+Ex9cu9fC+2JIAYhOiHlj3fU/oQlpIsbWeLnjR8aBZ5OSYz9Df+xm/a57/wtD30yMNbzBgkKD1o8EMEFJoZNmj8D703HECdDyqsOmDwFRlIi0p0sOl8BFv31pMDkefA6Dxl2zZCy8D4aBwACBNxjH1ARCdtvJ7AWLSdMZdKZ0yhD7OSDyeBkpMZSig/n5UmLeQ9aEHUkIGuhJjY0sGakSOcYzhSqVCQebumcjJTmYxmzGy9F9OY/FAGfC4GL//6b/wN++u//pt25omP294jR7zPJ9q8vjxrN69fsAeOH7BDBybCXDN1lrde8UV3yDdNB7Tb8R3w2xiSxBykgJHy8h6IDt+xiUYn/Bj1x3sAaq0uEOIzq34icR7TmmANj6F+ouYO99779KEuJZoLBOCbEDKHxvbutd/+7d+2X/7lX/ZR2iy2Qp9GGuWRpkQ1kb4wPFuXxDJnthiFc0owK+CJYGO7cz/+jikei8SzmJEszIdDX9agXdlHI9AcQfc0fpN/NAqMzAiGsfERu3jxoj377LN+jAgweYoMyvt4Psd5ZlqAQ+jAnNuM3/b3AGT8Ya7jGWxpIsFspfcO902ykIu2LbSUzEgin3K87Llnf2TT185beWXBFudu6J6cDUsLMmcNg25ZnCe2d1Jf5Iflw5eW1xyM5BMBgGAgX5R1cXFekjGYpPiTjMukLAhKykf0k3wGM5PvFJ7D88M3oQbCuZDuRvcGSD8EpRBzezZi6pA3AwTqTctxl9aiEzLRsvzgsH3y05+1X/mVX/EeKAQ5+KhE4vjQQeP0OGPqQb4fgioYoiEeh3YjeMI2aLgdSa/3+7rAR9qmoA3RdrE9EEYjH7wfv47lo9FIBWm2Un/Bhwj5O/VM1kekQRwzFQaHgR1sAkpkyIHh4S3QbYp5uQ7iPT46AfNUtUdXMgIXNJHQlYxcRqBiAvKOdfljgIK6JGDVk8nawvXrNn3jigAks7m2KnCUrb+U1TOUv3SfLysgu1Hvrfg7eSbTPw4MDLlFAVHHdO9jS7lpksBfbSrfqgy3ZAhMYZ1IpQrUwYeM1/NNYl0w5w2J+uw2ue9MXbyyy+kDLQnM8vYMdB0REMOaEubdtLKS7uIGW5yfs9HxMfvil75ihw4d8Rm8ggaSKdgBIYEYl7ZOAEvvE6PG6ChvYWkzju2kLdDpogDKO4EwEMdgKLaAAgZDC506ddJ+4YtPuxYIS00HcALGWo0ZvNfszJnT9hu/8dft2LFjnlcCOgRPKAuMvKbU3WZIip0AAARApa8n99IRm3xEfxBzEROe7n+sTOUAjs0p9F9TDbjPeHNaey3lK29Dg/3eNDJz84ZAEbq7xfIRgaYJiImTBwXCYH4z5X/o6B6FD1uWu8PsdC2mOiSvEPmifnATiEzzGyLPvhBpX7BO8JsZdHzHj3MP0tsx8BekyJykSFRuTH8mbUrbxNQ5RLb00xO+G6sQFeUDbbZ5prTP8IjO9Vj/0KD9krTho489YcMjYz7cJy+/Ca0JQ9A4jNYjWtcj8MH8sppsRIx7YN8eMQpTTjQ62gfBLYaTVGfiI0xGmCuUg140IeIaNakDXecIqaP1AA51gNYBKD6NgxgKbcgxmBMg0jmcyZV4xqXLF5SvTRsa6A8jB3R++vo1D1jg+3EMf5HwP+P7WDMQFbR9ThpEDFzM5d0kZArClcUlb1LxY8o/+YTJS8UBcTuLdgo8fdIy8iMZT0lngZdefCWsrKRKAPSYsfPzC3qKQNFHlFc+a67gWh/TFHDv33/Q65WgT1WgwwenjonW4hdGrU3eC4Wi5wXzOyufl/rmPDNus+IT0W0AxzegAwKEwHHq1D/fHW4K3yMA2Pmri//+Y9KHgbb5/sNAoG6LurLWMU0jMONlbB985DH7rb/zd+1v/73ftmPHT/qAXYwc1jyMZt746LD39GC5LwbC1iTtR4f6rVpZCw+6K2G+BrDtpPgBYShmbltcWPbfsUkA5gR4sa0QjYopyjFuhdkYtQ5TApQ4VOiFF17wiCZAIBrZkubgXZHhY2dqB7U0B++DAE9kfJoSMEMBDDNjow193UWI3kPYILqGaSc++cnP2qOPf9xmZxft3FuXhNOihBhrOLalnQoCXGiCWVxekoma3RoZQn9YmksALkEb8okgAjxrq8sC9s+sLfchKjPvhdQBDqDaJuqX38GFoJ62j4ne1jzx4WLZ94I+fCWKCHPa1oj0MgmJfY7BTAnzRSWn9tmXvvpL9pt/6+/YU5/6tPep5GMHALDwS93W18KwoZR4sVYOEyWxDDdPead2qMA0gFFM0QkkeOoK9gAgtATAADivvvqqvfbaax4lRAvBqBBRUdrdot/JuYLyemv6prehHTl02D711Cf1+E07f+4te+Wllz3yefaVV+0nP/qxTzHB9ZiGLBGwvrrm9+EXcoxro9mKFmZERAQHeaM+lWsvkzIgbT8gLGbs+MmHbXRin5RjSmZw1VfcpWv1zZkFF2pM1IRWjL2TaAs8e/YVtywGhwa2LAaaS4gGI/hYUo1rQx1hPagOcSQ7FgTJO8OrHqOFgUbEBA6aj6989+/igrkrbrCb6cNZii4ght4sdzAjlOi3yCh5luAaHp+0r3396/Y3/ld/2578xCc9qMFs17RYeOdgAWBkoGSFTMr2TMj/KeVtWNqQDsjvRNHsjAnazkPo3cE+WgxNhQY7evSoRyXxB9ESPuWiMAAYY3sez+UcpmqckxQNyDyk+IhRwwFUNBw+IszO+9hyjPchYAj90wZJqJ9RGNxLXquV0CySyoaB0cpwKIdHoxLyA4ft3Pmr9vq5K1atJ2xkYq+V11s2N1+2/uFx5Zk5Yjb0DqKXva5ZATXR6FG5BJjDUcOtrC55fqA1CTz6zVI2fUz/Tz4Ap9enhAV+eSQfbqZn4A5QD+x7T6D7hD68oqQDxKB3kODd++E3kEhIkptSS9cnUjKvpAl/9x//E/utv/W37MyZM87o9VrV/ZUeEyjWGrZnfMQa1VUfxxa0m4it73cn/RXTOOPAvJ0ExYAN4MNcC1oimFCABI0QgYRW4hiAwQd1jSi/k/eV11e9jQxcAFaARLsn00s8+tjDHi18/IlH7TOf/ZT1DxRtZvamVWvrPtYPhsX0xf8blw9KAAjN36IrHL1WRPhzmI9Ckf9mTCbDovj0+UK//fKv/LqVBqfsxq0l5UdaNjtg5y9dt1deedNmF5d1LXOfstY+0zaGBnTKMjo27E0RBJgKKieARCurshxszDiOAFEl+XvR7vihgIv6hBh9QT2HJgw6OgBCbJMA1vuFPtz6XAzzzv/EhLpsXWbPikyoWr1pqWLJTj7ysP3ar/2a97Chpwgh8Okb074g5dho1se0Mc3C9I2ruvudPnYwlbqB2E2AMDaJMAAX0OGzYYpev35dTFtzAHAc5uJaEvsc4xwmMyPZeQb+FmBmmnmu431oExifWaljsAf/j+vxMQnssM99q0vLfj3mKPfwfKbAyGXDmhoktyx0TngwppYsju61oycesnYya9dvLgqQYzY5ddB6+jISBPtUSExNBEna88DIk8uXLvoMcQxHYvwggShMX9pzeS9NRo8/+pjlVbYIQvK4pQkx7UVuTYj8mF4CuKMm5Njb6Pbqv2foAwchfjjpz6K3+YTaRyOGhSjlE8lEyjIKXdAkRI5f+Nhjj9k//2f/zP7Gb/yGHTt8wMbHRsQcD9mJ40dswrtoLepqPvbdMwBDxBQJ5okJ7cMWxodxYPy9e/e6iYk2gqlaMuEAVST20Yicw3zleszM6elpB6CDp/MbM5SpJthGPy8yKs/lGH4owCf6SB5o6uA8wRO0EeDQAX83IIGcyXtkogpsj37mi/aXvvpXLFsclD9YtwEBMZMp2Pzckt67Kq1N8Gl9C2i8k84HBw4c8LIzWRTHSOSJGboJ2gh1VJbeRv0JgD6FybYw417OIejYkjfKBnEtQpDjb6cPt+74i9IHXxq+QxCId6SYwXhZd+JcTtKzoI+f7mU4VNu1IZE/pDxLOT/82OP2D37nd2V2/YrPbs24tT0Tk/bgqdO2IsYOzr2epi3ADk8NqYdjAjg8w7g2Oi1zLJ5DeKyul33Jbpo0YGyYFWZkIUxurOIbra54UIXZxmhKqMk8DmF8Iprretqmra0sO4PjD6IRACPBHhgWE5O0trruUcucyjU0MCyGNgcnwuUJmawPPXzaiqWclStr4v9NGxwaNZZGY2ymYKB804AfmNoVDSsdJwRQpeOnHrF9B4/bokC4qbrsHxlzC2NVwgW/+9U3ZJ5K+zGj2uTklOWzBZUz401DTJqVlCuQKw1aKt9vDz32pCWGxkGSvwtC+4WAC8EZHY9ugJ7XQ8RWh5ICJcCkzNR1oLDd+tlFdzi0KwmOeldEpb1T+rOIS0iJuyT970Aipu1/yEwZS53UVApNBul8wdIyS2EIg2HH99h/8k/+hf2dv/87PmSorTtPnjzlDH3r1rw0z5Aza2WdlYsS0qj9vrZ9kjXxlXravZ0kDSSMp3uzlu3LCWAN+WZMlJuwZdZMFIPhw9GHkrwz0DXb12slXVPI57xrV1InmDiJNkO8n7r8u7qAyKS4DBvyiONgvxWkaViVinlSmYd1YX5JgK3pWmncxoY1qw3rlSAA1IBrbX3eCgPSRtlNyxbS1ieQlCstCSW9JZGWVYkPKobvA/KblmLNQkvZ6uyqKlHmam7Q9h85YfuOnrBlvff64oKV2xtWU6WvNhv2wMMP22vn3rIVCYLyWk2+8LrdujFv84trNjF1yBbX5BJUe+wLX/s1mzx02hoV3dtMhMmoVA+UnaaLWrWsn219p5TyKQEgTDJKM9GWVVPH7DcXNn1p5Y8xpapbAnCShQ5EtlAPO/HHLqd3DcKfB1HVd0sxTOPR7o7gFaspxcgp4Ri6ug3a557+Bfvrv/43XTPkxKQlaatqjcGu3IUpJPNMTL0hExcpz3HWukcb+mh+/WbkQGWN0QBh2TU6NLP6LNJbBpfnAeHDqHDmV3ENqP0wHpDFOoNpC1AJ1AxIWMCQmKgAGPORkR6YpAPDQ272eVCEqKR8r0KBdwqE9dAfdXhwyOctJUiysHjLlpbngybETIdrZXLiB3plwfHSQG4OukaXgBidtE0BmvIfeOCMnX7oMUmZrM0KCBXdn0gXrC6ArDPNRq7fVhhsmwzCCcGlrNlbl67J+Mjb45/4rB04ekrgUZ3pHH4la/lDbq63QiAMX5YPho/osxPon/uqfD/9JnrrArwLZP6JoM43vpdoV4Dwz0/bHy1SS8wbKGH9e6bssSced5MRCTs4NCJ/hpEBIQiCGRl9OMCAeUmCWcQVxvoQEL4e60dEPwjtiw9HgzjXwnB+jbbRh+I4wRPeQ7si/hV+I4uDMtAWpuPajLQmz0rnstLaYUlwpsIHgA5epVxRYNQxB5OI+wiaEOzhnZSHd0YfK/qBuiFsI8HoCI6MNA4M35uyfYeO2pNPftoOHjouzUsEOCvz85CNThy0sakDVhoaU35KWzO8Layt27KAuf/Ycfv0575gU/sOCoT0ihEApe0pC1SRtmfYGeWkvmTMC5ShaYL8kWL54u93oi587nq6x0AYqPv7ACLC9IyuEFd7EIfI4OLSisyh7cmMuA6GiSCEiYnjcc5BKOIc15C4nuXV2PrQKLSNKII2AgRQ8DwkPM8EKDAiPt+zzz5vly5dtnX5iPiWs3NztiC/a71a9VHojMLwNfM74ISpSTwDkEodKY9tByggjIKD97hGVT7wL52h9c6Yp7h1orL0HEzG+mrFTJr/6Jkn7BOf/KK04seV7YLdmFuztUrbLl+fsz/44z+17/7gp1aWZqzrMTgBx04/ah//9Odt7OBhD/RIWqnmJJB0Piz0Q1/WML0IE0CFHkSyUDoCsht05I16Jt2WzzuQqv2eoHsAhLcXwX2FLRKwOn0R3SeSdE4KQENj43bp2nXLi3mZg3OlvOaLsMQFSGFkd+oiaR+GBpCseQEAYG4Yi8AImhUGo0MI+WFZ6mwm580W3fmjScXnY1Hy+VvEeAwxGpZGzMvMxA8iPyyrTdPF+OSkFfoxP5tWl+la6C9asb8ggLIuR9370xKd5Tx5ic0ZMDD5JU/s3wZCpS3m1rF6VeCQEKDsaWlo2Z/WEhYn956wr//q37K9B0/b1WsrVqn1yifL2s2ZZXvzwhVhtSDAZQXAh+0zX/yyHTn1kGq7V6Y/AExZQ+9gbULvEax9OhfQV5e1MJiKxKPSCDDp+p2g6wbl/UD3SEkJNty5KBl8Oz8nUInRmDw33z/gICyKgfvlU9HgDtMCPkDIdTAwjACIYRAYHbABxCitnVEcUIwkCGMTeQ7XkohQBu2KGRvaCWFG7qNN8JOf/JRrrcXlFflx67Cl0qYLhdn5edd65Inp7UlM09hSIk8k8sHz0Sg8E7MUU5c88B5+b2nCDnHPFgjllzWZplD+aY9MYm+ySKq+ejLSvGPWO7jfPvO5r0nLfUn+dUEAy9tX/vKv2WH5jvMr61Yam7DPf/mX7PTDH9dt/VZpql7SOV2X9IV86B5BmfTCMAmW8k7eMEXR4dQXeSF/pJi3naC812n3gxDNt6X97l6cMtqqVrfejBhTWqrSklmUK9rQyLB3t4I5YGZAAEMANp9SvsM4aArWvYcxOIe5CAA8WJKPc8oIEM0w6pxhP94MUWEFpLBCLx2i8f/KOrcwv2hLMolpz2Qp8L50VloawAu0iT73BwEhi4TS/Q4/yn1NpgrM4IemfB8NSD54P+cjU7OFySODQxyLaYtULiaX2tQ1Kqoukp9bHJPVIK1Y67HRIw/bl778V604uMeu3lpWvfXawOgeCbBxe+qzX7AHH/+EpbTfUp4xZTekBTutfiEf/JP14G2BtBXKLwyd4iUagwV/Wx6hnb/vddrVJb1dTm4XxSOUShxZr7LqkPiDkLe0Vo/MvsLAsLdpIamLhX4HlYOt058R5gVkMALnajKj0ChEIwEDWtJB6pI8CAA3u0QwOM/y9kU9jrF8NIWwHLSDhIhjxxz15hRmFRO4eRZ9M2cYJdEpGe+nbbMicxHNhhmMdqtoP2o63gXA6Sz+yiuvbC1CAzAxlXkGz9Yfz9tOELLnzXnyWXsSAhDRZDl77YYQ0lu01rr039h++9qv/HX75Gd/0V4/f9XyA6P2q7/5W/a5X/yqpQfHpT3TsmLpnSMfW0/E584or67Ngi7svIT2e9W69vk+zFTHcfIX6jLkrfv3/UC7GoS3U0cb7vhuMGSFcYTSQDKAdFnS+mWGZuSvFQaGvKEdHF28fMkZhKYBtBBmIj4WUX72MSVXZSYykS7ag98x2sn4uoUFOjCzdr0Az3g9MTXNGfRa4Zmcy2byPqmuaxxVPdMfvvzyq645aRLJyJRj3B4gBeQAjXezktMf/MF/0HOyyn/bBof69TwAhlvV9mvJO+tEICDQ7LEzOdq9qC2Ev0mEF/DHOXfIG35ykCVEgOnoIFM7pfOyBHplLTSqbSuN77fPf/Er8hUPWasnbXsOHlfllkIQRnXalimb0L7go9ukXfX8pI7TzY0mFDqZM4ploBSW6iYP5A2iDAgNAk4IDcrClnzdD3QPgVAkxvciCYgdSLpEDVFE7eP36HyvpPbAyLgvqNIvIHINZiUMyYS2MAhMwKTBgM21jbSVay4ltCKMwtwyREXRajBRmtC8NBvLmKEFeG5O5iYAHR4eFajqHvFEI9LHFCbkeUwcHIHEPnOwQPzGhC7KjD106JCxxDT3spYheWCffJJHwMcxhA6CgXv/opokXh0AKepsE700mvfZ0NRB+8znf1Ea8QvWP3nAzU+6SWx4MKbj/4ni7XwNn8VAD2a9jajh8Al9q7yzjflkS11DHL9f6N4AId/wLvwm78KZE28vwWIMYoCMzMp9B48IhHUxEOaTfBYxAFoCMADGgkvsYP6xkhEMArPXxOwER5iCMSVTEW2JxsLvY5Q9DeneoN+ZXgLtBkMBUgDr5quEBRFUrstn89o2rCI/cUP3Rg2ICmZ27/W1ss+YfeToIfmYKz7PzsrSgvtTdIljaBQAJAW/k87agaEBuTNzTHehbibw7LENP63e2PQJflt0B9SVBZmi+cEJ7aPtMTc7jt0O4m3AMoHdKV+Qjt6MpAd4ruWU124QRiBG4cG5+4V2f0l3gm/nb1FSplLoixjargjI7Dt82NriZExPwvyACfMyMoFrNjSfNAsghllcU3UxCddAyHZAxW/MR66PTIRfxvQON65PO8BoeuB++oXym+sZegTYWCC1KWZvVGuuPeIa8divOfm0DBWqMEpC55niAuAhGHgeKZp1MHi3pnwnEN52FMD4NiQA2dcnoSUzmOpDsFQlKKpVvbOlAz0ItVBOQcn3Ordqn98CoRLakGYQeg6x6E1cmJVZ28gr+Y5loH75vZXv+4BCDd4z1P3RglmjT6ujYhGd4giJCOnIGO1zo9IkSR+Ei/ZhxSHaAZdWV5z50SQwBQDEdyQwEqKggXEAAbNQRwDov5L25TayBfi3bs06uDE/L1+64t3JdLnA03It2G6BNvmYdb1Lx+hFgkaECQEiwCTKurK07P5VXFE3LlkdzVCu9/yQCRH5vE0TQmw7zO5TQ3au5Sz4AyyAiRQOKp9tptGXX0yEVpqf5dnQfpWaNL60P/dtgc3PhERnQYktnde+novAIZ+kKCTCtBshkhuJPPPbQXif0D1fUlaKhcJAVsCIryZTUr7akc4M2PQBhVkZ2Q4jR0bAFI2Rxp2aEEbiOL8xRWvy3QAyCQ2EhuI5MNPqStmYJhCtSJskzwTkaEO2rHxL8zUDDOj0zUdhJjh/h86hAcurq4HhlQ80NO1uRBfRlryD/PFO8sOWcnG/gxCGZtshByEJ9eZ+dBf1qL5IAhCp2awqj2ueT57L8/r6AKLyVeVawBdSBGNIHS/RtWvQhExdEQbuqj6VN89fpxko5ok629KE9wnd0yXl+8OUkD65WAHGgEWkrcR/x0484KYoUro0OOD9ONE6gI+2M/pnuk8osMEgMGHUNrThoRmYhzMGayIY2CdAk5WmY6VdGAugDw5iioo1xZs07t+8OWPllVV/PvfwDhiT53gHcB3PS2sD0KBBZBoiFHSOD4c/yLWRgSG2aF4odpFz6gIhFO/hqA/LUq04aFQ3nnpUb0q+1rwvh6R3YT4qH0wwlddxml+CBkXbBdB1J8AHcQ31FstGntiPv7vzHwG5le/7gHY1CO/4mbYOhqK5ptCWw3xmsbe2zGeasP6pAzZ+4IiPFhiZ3GNNAWR5Zc39u02Zhj0bMjEbdR+RnxYAstIu2TRMKBZrt6TxqrIIwwBdupUxDIm139GEdPBmFakW2lMvpomCDtuAaWlh0TXVT3/6UytXK34M/wjqZk5AhwnMVBiAAcbkPhq6uSYwM3mhQ0Fo14Tt0cYtcX5aAoLmFAdgp142fRSFtDlb13aR7s4KPNeFkUeXtwnh4pXqJKN/a7/rMyhHvIel1NxM1UWsb9GDBhWwKQPttX6l7scd8AVOJWicOhFvTHPS9nN3NeveRru+JOIPT7T7emlkbnro0M3OpM+/wueEfaSv9BH5oGiwIX3grPWWxmw9kbHe4ogNju+z5dWq/Lcly6VytrFes4Kk/mAuY0Vtk2Iks7qA2CNNkBKTi+k3a3rdhvVlkpbNZyxdkHZI9QrQG1Zp1LwPJT7oarns/VPRtExyyyBefKXzFy9YRQAWLFw7twGNALmhzfXpGzY7P2e5QsG1JVoQAKJV6J7GHKbMR9OX6rGBwZLlizlryYfL9RdtTeBeo7dNsWB1CQbZnsp7wExCwHUtioZzgIb68jrzOtpOVCpzj0ok6Lcu6UoIBq90Ca9Q+eyHkAzJASQh5NP0q1ztTdWfUlr5zaYEzSZBJ5n9mbyEUc0HEPfl85aR1cD8qOHDovUTnZxg0fDucNyTH93dtPtLsJPgh65idTNNMJ10blOfdFOwVCqNTAmdBevN9tvw+B5pLclr8Stmoi87hpkkTZeQ5kMbpqSBeBDTL8ADAAHM+2zVvWEfs83Xidc5BuYuE+gRk9E4j5ZEi/UXih4QYmoLtGWFbmr0nNE9gAxQ0kzyxhuv2czcrGs7+ouiORrSzMy4DWFyMv0EGpJ9RoYQPCGxEIxnEmCrTgAgYx634biTqLe7pTvQ1iN0vgO+7Wv1Tl6rsrqm12EmsiKqi8/Zm9TV0oaRMGDBshu1uthx7ZI1EN8OTRjf6ddyzT1A26W8L4kxhWN24OBxB9/4xJTMv7zNLcxbVWbopn/1tsxK1oOXGZUKTRCA1DvOePezwGR9ktoEWILvFo6Ros+D7zkwNOjajEDONWk5mkWY4hBgtWTacT3X4sfyDPzIz3zmMz5zGdfEwA6+KZFFtGP0VyHyRoK4Hl+V55AHHfDj8Vod8Gved4ogVF03mRFAeYfiaJI/m7aBejvd7fjuo/schLSD5ezRR56UZBbDJtIOlpuzM27WNaQBN6TxfJo+wTAweVrMK20pMYxWpUM22tDB59E/fDptO/uAhPUb0G7eFikTF0aEAfcfPOBA494IJsDIvoNd7yCIAyjZcpw2RxrkAZBHYmuhYwDBmMjk7pPWQ3Q2gHCb2bcwuEXvPwuQVzQ5+SHRYZ2ybguEnbQTYF3X3SY37g0g3vea0OQPTkwesMNHTtrSStmKpUEfZzi7uGC1DTFzu2FiZ9cmdF1DG/oKv/JSNtudaKjMJrYkmhhI7HMPgACAJBhQuNI7Q4CFaCnAoa8ppmSMvqItuZeoLTOuATCOxQ7kcCJMDXEPiWfHrTM6ASElFw4CIveI7f0+TD5IOfbt+0oSVAzpojcRmCPboT4AYwdEmKUe1eF3NzA75+9xuq9B6MyYzHik9LHHn5I/l7V0Nm8nT50WIJdtjYl5W9KCRPJcowhgbgbSt5QpK/QEGuXdWA2RxjCjWGAktgAA8KDFYnMGmpE+qkxV6OMIxZloV5iTZ3IfXdnYMnUgTR1oPYY+YY6yH8AXGuNdk/aG/q5oPZoOQrMJWlq+b2wjVQIE5NiDJj+nz09+KVsUVLVawxegoQx3p24wduiOMmP3A/UjTShtxmjysfF99sCZh604MGwTe5hLZdCu35rxYUwES9CCHuTQPX2M+xMY0TQOOGLrgFG+I7/92IaApWPeD1WaleDMvLQrIzHoi1nqH5TWHXDQoelIPA9iBETo7lbwaCpgpccN+xCgYxk4fvMuAM4xyEGZDr4h+64FBU4o5s3z93MhvVdambKFgBQ9ZOifKxCuMxsBnQLIC0C6C5i6gjdbtKU17w26v0EobdCsyQcrDlujuWkPP/KElQRCcYsdOnzcbtyUz0VbISHPvqTrO8xJAEiPFtogWeQkzNIdAIhWc5Ovs48WCOYgYwsxOxmqFKodsLHP6AqY0v1MS3qbItP+FZmJLZV1MDJwGKBhvgJWwB0WfIEZw/MatEuK6YPGCVNcsK8/fn4rnOha8D2gLYCw3QGK+A7lAc3v61lIIyeUr6bAF33W28jD13d41j0EuDvRfQXCwJzBVyMxpq5Ppl6jUrdUrmiHjp302cZqTLArLbXv4Ii9ce6ar8VAw3c6k3VGgvlpmMfM5DkpgSMrgGVZ3TYl0zC5Pc0FW7TAwcNHxUoJacSyzxSO2cvs4YAPcAE2fEAG5/JMAMsAXbZokqjB8A1p6mDG7RB0CUOZeA7XwdhcF8sKgFsSBGicpIRJVqYqW+4lX+8t3QEs0nzkmS565AWWw7weGRmzflkD3tdWwgptTn7IP3VGPbCwjArTKbvvdpJ+612ke4HuKxC+jVAMSps9rM2gnRRDhk7Y2OR+680U7MwjH7O+TJ+AIy0l8FUbApU+/Y3pa2KapK2vrUhwB03YvdCJA1PmIMznABOQGDWP5oPZ0HgzM3N+PUAGLACQqCEBGhb05LpataHrZn3tw8XFZZubXfD7YNCVlTWbnZn390FoPprTaT6hTyjP5nloVtbS3/7U21ve++7pzwCCwA7oEDJo7aAB264dESbkE1Pbuw6WSj4QGf+aYVtxWNa9Tvc3CEWOG0lr98ZkQh04ccYefPhjls4NyTQdt6PHzuh0zmbnljrM3ZK/pn3dsbHR8KYIbwsX97fxCQVKH1meIhCTtsERzFvWqM/avn37bWR0zOoC8/LKqjOkz0EjhkQDELxAm6HVYjADQHsjfKcPK6CGOWFWfke6DVAqFM8jRW0JoT+6tz+vzw/QonZmn3LhD7JPGZgEOYCZ64IJjb+LF+DHPXrKfqQ/A/i7jO57EDaaDX1SpppPWaspH0Xm2ukzT8h8mpRPuOQrFo1LM169Nq3rpGnETPlC2gHINptO+bJg0e8LplNgcpj/woULDiraH4lsMlwKDelTUeh9DAwGYDER2QztkWFZaZ5F2yTM6qMPxKBcg9YgyIEQQTgEJicPiSAsOs0CzPQWprIIbZtQ3L43mlDkgZJu6rAVfqEPVGZUCc08+ITBr6WKiBZTVgQKgoVgFFoRQcMScQii+4HuexDCt/hUzEtK+593Z8sP2v5DJy2V7pfW6rHBoXEps6zPkAazs/R2Pic/UKZqNhdABBAZdgRjc030CVk8BTE+J3N0fmHBmQ1gXrh8yQf4og1oxJ/32deWXEtwL8CNZhoaLfqXbF2D9IY5WuLxncAiD1wHQ2MSbh2TxmYLvWcgfAfaUB6jgCGfNL0wUzlCi7JSBoRN9G2j9udayq5chwe9jYLmvBfovgdhSuChVwzmToI5SqtNcU6PnTj+oH3q00/b4hKztaXtwKHDNr+4ZOvVshikJSDKX6EPZG/oLYOmQqqzD3MDABgsthFeuXLFmxoITpw/f97+8A//0AMvtOVhbtIhm3Umwv0sq53y30G7BQraMJiX0d8kmBGBSPSTd4eELxjaEDG3IcAHWN8fEN4NEAkrDo95ICZMBxmmaCTCjGWAsAF4CCIEFPUThc12/rqAeKcmi11O9z0IYR7WkW94pFAfXczblo+WH5uyhx990o4JjElpneGRCWcSzEmWhgaAyaRMPvqY+vSIgCQZNGIHLDAR19NJ+4EHHvBFPmsyy37hS1+2L3zhi34eEwxTjesBLowJWGFOCGZEI2CaRWDzm32YFQbmfvYBF88EpN1JB/1ZAYTb5vLP4/MnJUwkCVwYIFgoZ3w/AgiAMT6xIuHGNZynrJSHMt6Z7i0g3ucgZD3Dmk+kBLNvisETYpRNSWkWR0lni/b5L37ZMoV+a8jPmtp7UKBadmnO5L6sslRryISiLVEA7qEDd6pPTNUBYS8arc9ef/N1l/Qsnnnj6hVrVCu2Z2LctR9mGoGbDT0Dwt/jGJ3BafCHWFgTpvTucLrWmTgRwNZUnjlH1BYChERDHYzyA73fqLfZhRQAED4717xr8sgrwosN+VVNEKKN1Ce/dV31Va1ZJl+QHx2m9SfPQ0ODlsvTfNFvCeWrXqtYZX3N59jBzdxwc7Stc9Qu02XwbB6qd7K2IukeoPA17mPKSHPB7DSiS+WJX8W4WdZalxYZGLDcyIh94nOftxUxRjKTs6e/8LSvS1hbq1t5pSoJXvd5Petiqoq0ImGeNTFTIh3GF2ZyaZmOAraOLy0vypfMSuvWrClpn5EmAAjM9saQJyadYtInet/QGYBJkapi4HUfgxjmY0FbMI6vJROaJdkwS/tgdD2Dcyy4iTYWDG1idEyCImubvpY8A40ETDFxH+MIRSjJd0cJH3bU7mHKww6wAUonQQtz89bSi0an9klQyFIQEBlNsl5Zlb/ISsab0v5LVijmvA8u03YAOsaCnH/9Vf2VH7m2FJqCVL/MxZMkuFOjjy5X7X4Wvu9B2B3YYzcwFUm+k7RIbnDQ9h45ZkdOnJR2FKCkFYuFYbs5PStTsG1TU3s6mky6SLztoMj0ueZbq6z5yPlRaT0m7n3lpRfte9/7jhhzxqeuaDZD/1CingQnmLeU35ikV69e9bGEzVpoUGcdQib9JZwPWBnMS1c4IruYyZh6BHYwZbHiACOjK7z1sKPx3hPN10VedSp0gFuHlcLBuCMB1e+zn1dVjrI0W01AWqSdc21VVsUtXYUOZ0Ko8C1c69ck5FR/6/STvXXTJM90guFbekvn0b6+R3jFrqf7HoQAh9RN4l//vv6NZZqOjI7bkx//pE1M7pXGMhscGbN0jjlpmMslYbM3b1laWi2TSvu8oEVpu4H+om0IMEjwm9evSfsk7Ktf+4p99atf9ZmwFxYXvZkB/4eR54AYikCJPh+gJIp6+fJlnw4DsBLsWVnVe7Tld2xTzORzltcxpvBnkHCJhm8aMQnuSLBA7zUQ/yxCOPBOxmey0ClNMhCmeL64veYiievIXWujKU25JqGyYOfOvRHyznlQ2AnMSOn7tCH3At33INSXVy3AqGG76YyQ1BbGRQT3WKPZtuMnH7RTDz5mNVmL6dygHT/1kLRRjzc3EC2lYb7p0zhg7iWsXlm3UiEvk7JHWg/fjFf0WP9A0dcSZMkz1iWkDQ8GxE8Ki2jSDpm1sbEx27dvn+9jZjKkienw8UVj0AcTlXMEamIXNGd4gXJdWpC+p6y/4WXzk0nX8pF3ee97QYGJOv5at2kh8o4IEkTkC6FCVJRZHksDgx4xpVdPDMDQ8QHTmoms0IjNRs3Oq8xtaX2fik515SZ053N1btv19BEIRbAN2jB+U/+thGdTE+o2WTIsUxQQz9iBww9Iu2QtWxyzodE9try0almZoAQVagLeyPCgNbR/7epl65ekZy36YY7BUOfPeVMFDEnwheFMOZmpafmMSQE3DoOKAMO0JWFiHjhwwB588EEH49zcgk8aRTc44IU/hVb0SKmYF23I2oVoGo+O0vVE4ItYjMT73j9CoIV6BXj0E0VDU2bMZtfeEjzeA5TWFZWbvOKjs4goS42zdsWtW9PeQ8kv0tUIoEjvlRD5oOkjEIozxfaeXMQqbf+TRFYVpfMla9XaVhocs09/7ovyc8ZtZrFs+w6esD37D9jFixd9zlKAgVZi/Yi9e/eIb5rM2eSTOjFp79jYiK4Zskpt3deVxyTz6wVQusOBFyZgYp9j1WpYD5GR+1w7MjzmJiyMSKJN7fr16w5sAAlg6Sgd1tvfDOtsoAk77YSR3K8SvVsm3oHpO1AYvExHiMk9Uypfr5SxAJbOer6Y9hF/2AWg1FrUiEydj6fpi8mormYFRNeEJFkWbjVoF2F1L9B9DcKg7cK2mx07rOB/++TnyQOxJIzTl7N9x0/Zg49+whKZkpTjYFijXdfSbAExnX2fkHf40AFZZm1bmJslSu/SfWU1zBGDFkRz1WVmATQARwdwCMYiwZAt+VCYmTHosryy6GYqgRhAx5Y+liy9TXtk9CuZtnFxedXny2HdwdAJU5q2i2cdgO+FJtlhfu4k6oZ3Dw4MW1sZyCrP41N7LF/q95EkPpObAMm4SjR5vSENKSGGNVFT3WDO37p5Tc9o6cOojvQ+fGgCVJju9wLd1yC8U/G73Qy0IKYUc4n29KUlxVO6JWOnH3nC9h06aevyFTcTKfvCl/6SwJq11954081AhjyhGQFbJpuyDEOclLIpoqB97vsAwHJZpizLhGU6g3J7QgfmMCIjDElCC9KgTwSRnjU04gM8wEmPm1OnTtmZM2dsampKGrbuAZs++acDg8M+aNj9Wtf22/TeW3EY7rdTN+BbMkNpQ12vhvUZU+mMTNENWQMVS9CcIkGBAKF5AgCyjFpVZit+dVoCbWVpUQ/Ul3HzWcJpo2HM3EbQ6V6A4X0OQoDGPz7m9t72L7G+fJGsQCU7yNblHzIgtTSxx37l135D/uFJa7Z7PVhz8vSjtlKu2s9eOuuBiGw+59rLgSgzke5tAIngC5MFw0xMCIXkR7I7WH0F3tBcAchqOo7JienJsCYG+uJLoSXplob1RjSWhVbQmlwLQ8/PLyhfrP6bsx60oTiVaxEwuFRu9kqLMJv2+0kAJLROJt1XfeSxx2UZ99kthnHpZCqT87IwXUghLz9W1gFav1dCg2BWLkv3tk1blU/IsLFNpnmUcOqXoMvkpUHvDWvUkv+FqLN/X1LwBbvlafiy/CVtSIpzmsZ2jjAyPNEnv0b+DN3UentaNn3rukzDTiO0TKj5uTlLS+uVSgX5dDQ/sDBbCCqkmZ9GzM+zOdYU2NAUUKNRlx8pgAkkTPILeEEQGpGG+xCUEJQ7TRf8hhF5Pn5Sr55dl9VWrrYslRu0R574lPVkS9JKfdZ2jRjKhOR1HYJ24UD48x9F1FycAv826vhr3qVOwEn3SdtJwzWqq1Ytr1iezu+ZXjfj0fb08ml5T5rOaAvaAfXUXvm3VdXR/oOHLF8ccF+SOdXRvXwL3vIfn/sPB933mhDCb9lO4aNSMSSilDGAgYbapK1KYrxH2vHgydP20JNP2eShE5buH7GxPQdsfPKANGLNrt2Y9t40TMyLj+dAkmmVzaU9sZ8QggAp5hcAxMxqy+TiegBG8u50HcB5n1SZxx4wklkXAxmbrdDPkmvxq4Rj970wASkN2ogScHUoiQgAvgd0Wxe17ad3iE4POqrUKxMZIPV50KjtHQ7K67ICBFK0IkTeSeQUmNFEkRNQy/Klb1y/Kk3IGMQwiBqzvbkRmmV2O93XIHSwufMi+GkbgUfC54fBgCUajykhuAGAsFAoQ3SEJBvec8g+9fRXrDS6x+bX6ja+/4DM1KO2JvPx0tUr7sdhZtFjJs3UF3pWBt9QmgBzFN8GE5L1Jrg2l6MbWujkDKgAH/toP97tPWs6wIZhiXS6P6X88LtWl8ksrs4xAoOhWZ0SAYb3jWhA34m/zhwzrF/BysX8JpCET9tsYQMoT7qN8kFR0FAXPQgiPVDVIxCmZYqXBUKCM1gJEim6pVcCJgqh3U6hpu5jCkAM2x4BMYCP3xg8fGQSHAYQJKV1cVKmVaNVlykl/yyZtvFjD9rhBx6ydGHAerNFm9p/yGfzJkp54+a0t4/hr+EfIsnRePhkaYGNsYmYrfQHJUjjPpHAHf02JD77kUFhVhIUGRgAAkT8SBK/acrw9hGY/QP8zAwsZg1IFUY+oHxr7TPHDkvF8ZtpL+JYSIQLg6Qhyo2fzG804KzqcVMakLpgxV8orru/2+neKMW7oQ7o4jYCMIKvLnORTsTNZpg5G8ZHugMIAjAbCZim146cPGMf+9TnrC9T8smjTp95yCYmJu3cufM2PX3d2/sAFZqvhjaQqYV5SdsigMH/iyBDy8XGegDFOwEwW7QdwRmokAszcXdrQkDIb8Yi+uqe8RNTxveJvP7uQNSgm9OqUeQG5UtnWbRG5mitbouLi1uCpFsT0jCP6CBAA/Ao4/wCfXVrfl0ksH0v0H0Pwm3gieL3ZRv3MXmi0yLGwExy9pJGzAhsyb6MVeob0oAlO/3Q43by9IM2ODpmk/v22akHpR0FHnq80PczTnHoT9JzaQPjJ2Ypx0k+hX7XcRiTBCNyT9R6XAtQMQUB9u0+YVt+Z04PCL6gJxUwlmKL7oaevwAFHXZ3QrtB5DuapAgk7+C+XvF5XSOwyHtLvyGORYFDzxn6kVYqZQein+dfFyB3M933ILyNi3ZylDjXmSgRBpvSw4Mqa7Zoy9u0PpmiMrIs1UejeU3mVdFOPf6U7T1w3BLpok0ePGrHTj1kjc2kz1GzuLQmLcrQpowP2yG2x7LXMBsgwxTlfd5mKAJUHiEVeSO2tDE+Eb4lAG5vwrAwY5iyorHBik1oaAFXwkEemd9LsXYm//SOzHfHAlswuA3Q4Q28g6ks6HvUUn2x6hSN9iyuSpc6H+RcY/BXuBZw1qr1LcHIQGtWKUYIMqSrXpGWV50QQSWiLIv1nqCPQEgNBNcpJIHBG7ixdTwRHU3oMCsc4b8AgKxlU0VxYK/1iOnbjV7L9mH+4Yf12+lHP2VDE8dsfSNjA5OH7fjDn7CB8X12/vJ1O/vqOZq6fGk0Bq8ymJXmDDiKjt8sf8bSamxZDYqVoRh1vrnZtKGhkg3058SIFTHlsp4jLZGQudoLg6fcDC4OTdjo1GHLlkZtsxFMuWTPhkSFhIYYOwlWYF7l29rvTTshWN6mTjSWdhbt0/m9Lr+QSZ0QZiMy0WkfrAh8Gyp7Uqb9poQUEd9iXuUrDlgqmfLhTI31qjVVR3UBcbPRtvXVNdUzKxdLIOodfR4pfn8J4fZO6b0gauoj6ia+qn/ZgEoYKu6/PYWIqjwZByS+oYndEwJo/8iUTe4/akOTh+zoyYft8PEzltTxmblFn9Spvh4WikHDYqLlclk3MR2MfUlLwZwdf4igDW1t8wszen7bJqfGrVjI2NLCvK8azPhFIqtMUJxIZfU77z146OUDeZBJ2lLe47bCYvse8FA0c28HomjrgOqoh3pR2VRWOjFgxm+gvR2ourTD0JjUztjO3NKiuheroC3ze1Pn2k3VB66BC5Zw771A905JPiByfpFp6GsZepuZmE+m4PDolB06ctJy+QExW8aKA6M+tX5PImXPv/iKvX7+vK9HMTk5ablMSuAQ+ARCFiH1DgICXUH+JBFUIqr4gZiqLflWb55/086df0sKO5h7TK7Lkmls6X1SLPa7aeuOZYfeBpKfEyFEXLY4VFlzccBKgwMymbEyOUYdBgDGxFLeBLEwvRFI9DDydkGCPNyjByKwuOZeoI9A+K5oU8wk9hLToNGIArqDsyltmO239MCkHTp02kddDI3ssaMnHrQ9Bw7bcrlqb7x10S5cuuiggqFc4m/K/JS2Yir9bC4lLafPI1OS4wRpaOYgEMNwpoXlJR/sS4TW7xfoyAP7tEu6//pOwHsPQLkNAdho+4HsxV9u3SsBLohI8NjYhPIb13lEC0rItJsqSzPUgY55e6CDLQRsAHPTA1Cy5alkf258y+6mj0D4LmmjXRdLyMxzvxKDT5J7QwZgSybYRlrg229Hjj5kU/uOWqY4bHsOHrVPffZpm9x30M5dvGTf+c53bG7mljdK57MZb8gf7C/5gGDaxxq1qg2Uit6Iz9Tw9Pd88MwZe+DUKV8rkehhWCQGbaI8yH/1NkJx76aOw63BpL4Dvec83P3AANGIkwhCehpNTk1ZQdoan5tOBFEDou0JuhBo4j4ED0KqXq/JRw7z8bg97RbHvUMfgfBdElqw3SPGEX94QEIgbAsIjSbr1TOtg/y7wqgNDO+1XHHESsOTtufQMTtw7ISNjE/Z2TfesOeff8Fu3LjpYwFZjxCzq1pbt6HhAY8N0ZsGLRfGHjZ8bCGzVtMtrlqnWSK0ETKjN9qDERSYpRzrNkM9jzAxx7qOvxsCDo59Es907AWQYKHTtxX8tRw4Yjf9ntyzxwaHR2S2d2lCaUD8Xiaw4jeAQ7DRiZ22T9pJ+2Qh+HQd+JN6B//iu3YzfQTCd0FuhqaSYpZgKsFoPgo/mbVEn1Jv3rL9o/47lR+xfYdO2cjUQWv1pG1T5/cdYVDwYZudW7DnBMRLV656ty46NbPsWomlsaUdGRCMmUpXN3rfLMoUZXFR7ywgDchahfRMgdlZO5Ep92naIBQT6f1j1R0stMNPQ3kBLmVVFoJMSVkJgyMTNjg6IQHTF8C7wydUqdzHBog+Ar8lEOZCdz2EDBoz+Jj3Bn0EwndJPheo/hHto+M0rEHHbELvjABgAdKaNGKjlbTM4IQdoYvbidM2eeCYjU7ttzOPPGGjk/vs8vVp+6NvfMtefOmsh/MHh0YckIySj7Nmu+8ncxSfjzlq0I4Qg2V5N0Bj3lMCMwkfjCySVo4AZBs043vNwLARfT7DLx7vvY50gNeRd8gH7tJcUSy5OUqQKug0RIy2gLE7b6pHpoJsySQl0ORDrwRMgAoIw7/dTx+B8M8gN4vulvQP9uGvr0KblLmEtaT7YHjxnPYJmuS9wb7V7LFEacTnqRkd3y9w9tqBo2fssSc/Yx/7ROjy9qOf/sz+5Dvfs1u35i2TDRHPOE6Q5MEZPXNpccVW1tZ9cCxA5RgLcfooi4SYVddmdW0A3fv3mYHZ3YAAKDvwdOAwS0Eql5d9nbUDR475bOTlSs27r7HmI+VDsOhSS0qjMx7z1q1bVhwYlGk+6qY6w8DoKQQwacR4txTM4bunO373rvRe0EcgfNcUqrC7IqPmAQCufeTY9aXz0k45cWbGenPDNrXvuD3w0JM2tyxTM12yvUdOS0M+LDM2ZxcuXLfXz12whfll13KAbGhwxAb6hzzqmRQTuo8kv8/naNE7WIWJcXjMcu1zcnqOtpmkGygOzO70nhPSh5KHmojg2qaEt2kOjoxLqJR8xAdLxJGZMM1FGB9J9LQqTZhUudwURRPqWR7M+f+3d61NbV1XdOmJJBBYLwQYDAZsHIwjO2ZM/Wgau26m7TT90F+c6Zd+yEzrJE3zqJM+PBkPdgwW5qG3stY+Okhg7HaMgySixZy5L3HvPffudfY+++yzr9XPl/5G/9egJ+AeY+fD9ESUNlSkiIYQyEJ2jCiMwThGsjOYXCzgvbV77B+msFsLY3H5GlZv3kUkcQZffvUtPvnbZ/iM5ukX//jGNKOS+WqGvTSFyKjU+eFWkLaEN0pSWliYhdpRUtmSC50EfNtwVDuayX5vWOOZYWo4ritKRjeUGE1hbn6BfT3NIBnF9ra+2d+0zAVyMJUVUVNrYnenZI2QUiSGLb1IyPit09Ra9et3DEh4DEjIXI9Qf0cTUYSRt09mqebRlSvKIMYDNY3jJZCmRrx64wNMzi3j2VYVQ8NZ/PrDj3CZWvKfD/9jfcRvvv6WmqKEVCqDMxTGOIVSHx0dTiRNE5oG4RViibjNyrBIGWoROTA6pzFJZHVPzkT9KeBJYVdxqy1IE8p0FbFEouTYGOZpkvIW2aBEzNNbpjldqckzqgH6BrYU4E0yqo+by+VtQrDqJdK79B66Tv9jQMJjQY/PF8EJX8fcBQqNZo67mQ8iSyAUY2OuT0dHUNkJoFwOIzV1AReXV5GZXEAznERiLI+Fi5dxffU2NUfYEvnuUUiVzkEmqK5nCZMolBJGxV0qNEwaJZcbl1TzN7x6h6Y4MXHt5B7Zpu8hCmqknONFTiwlUB7B1PQM1wOWIFjpLcQpeVFFtnojiBdbu6xDwPqDU1PTSkrDMymMjZrVh8KdAgxIeEwEms49oCIFY15ByGmgyA5FwFQpaC4KRDlgotFhmqYjVhBKIBQ7g80XJFg8hXfXfoVrN+5Qq1EzVBo4NzuPwtVVmpcJfPrp5/j44z9bFm55TWW6mateRKO5J6+pnDapTJrXJbjfHDSvwE+jDXXSg3T32koEFKG0ZeZrMIIz6YzNpJD20wd55NiSma2Gpk5NKEdTOBJFPj+JqUmSUA2QztFgQ8ffWraDU4ABCd8CRMQ2JGZSB5qYKtOKD1lDFiFnQu2D++UtLDXCGEpmKHxJ7owinZvC6o3bWFh8B9s7ZSwvr+DS0rJNgXr48Dt89SX7h4+fkIjKusarUXPovBLcRHwEoSTPI2IScogIh2jRWr5tIh4tSkpnL9iwAu9Lsa5eWQaicaufhlHG2EcUEfVRHPep75p5QeUdzlITJsap4RW0zXPoXLp1dXtPAwYkPCaUEsMtD2tE9Ra1HUCYGkmeSw3AV6vUjWVqMc1xpTTGNKxB07JUqdHsLKPWjCCYymNmqWCacasSwvzl97D6y/tI58/i0eN1PPj879SIX2Nr87lphRD/Rx5RC9rWRF+SX7MxXICzSHCYhtrWMU+HN4ev8z5sdgOLewgG7REZnctfDZE0NJehIZxbXEE9krBEypriJOJpcF9aXkmyQlEeU/7UGBsXM0FdlI3OotK6RF/jwPMb4A0geWuNGWmaropmu7lC0yoQ5RrXKUAyGSNRTT2iZnSOPh6pYZjniJNAw4lRhOMUONBUHZlCfuUmkD6HZ02asOmzWLv/B9y69yGCFM7v/v0vPHr0CNUKxZAkbFQbGM9laAFX0Ci94MnrKG6s835cqoj2i26Rkn1VK7b9ZhABRAvXO+OWCCaiyAzW0jS05ko2LShd32PUHMAo+8VNPhsEWM/RSQxPLuJxcccSVFVrJdZpGxvP17HHumSnp7FIk1weZQTi1N58nnxwgWYV1Z0ir/z/37/IqyJN6ot/d68qJ4EBCd86JI4vl6PhNZIgd44+thlFncKm0ggksfbBHzF36Trq4VHsNaKYPr+EX9y5ixn2F79ff4qnPxTtuwwah7SZE9svLGZUsy30RSdd47AoOceRHEXH14Q6d/v8qufh4iCl7Ivtb6qu7BeOT+P9+79HgP3eBsk7PJq0McKN58+RyWaRnphkv1kBChHraWsOomnTJhsW2eLHr0LX0X5KA5w81Je0zz5LW3QWueE1CE/BqwcxMTWPtVv3cPXqLSTHpki4NGbOr+Dm7d/gv98/wV8+eYC/PvgCEWpSpLNmvjXLVYRantRexlAshkKhgHRmnHUO4ulm0aZ6NfgMlClgYfGShbhpeIOKy5qUoA38y9sq7evO088YkLDbMCKqaF0hYPIg0pRrKq4ygnBIETDDGEmdxcRiAbPnryCVm8OZ7BxyNONu3f0dspMz2GB/cqO4RwWnONOAfffBzEOTUv+aO83SXkGQfcERrFwpYCydw+P1TZTrTUukrAH9C0tLFgVk8aXUfnpMSqVPdUhL4RQwkPjZp8HvGUi6WjK1b2HJ2UMibb9QkqMShmhyRqnlxlNZSyqlMcdc/qxNjcpNTGP+0mWSNobwaNpmcdTkOW2FtTloDNPB0V1HPFG7AQ01qI515DJp/LD+GE+frpvGS4ylUbh+E4UbdxBKpNhf1KAPe9oKgVN/jf+rYQwN+xzn9k+q3/c69F7D+HOEJ6BnC5daVdl4vsO3FLO5iM06NWQliHBmBrPv3sSV1ffZVxyxftWFlesYn1nAUCbPc8kJNMSFCKhX7F6zFzctuy96ghugV2MSoxbUbJLFdwqWpKoRiuPi5auIssHR3foZKirqScsUDf6v7AF9ggEJewGd7OhcEskxar9YgoI6RE0QRkV9xoBa/xj26hEsUFDH8tMYTudRobZosOyVqtjVBF/NbXwdZAZ3GRqQt4aiEcLkzCLN7jwm5i5g5dqamdlyyFQ0bkj2aZhnn4gkYUgffjwFGJCwmxDZOor8DAfA7XK5gc1iEdt7u9D8xFA0DoVtSWibYRExhOzELGYvLCOSGOM5wgjyd1Gao7ulXWoNd1LnoZWntoUeIKDqq6BshagpuP3c/BLKrJey0/32oz+xT6joH30Ux0UGecvRNKFM0lYwQr8jwMqpYRmgW2hqqECtu9zvWpHDQdsvw/Xh5Fzx1NK22+vgRgTdthw8vpVV/09oUKS1l9v2I+415013hFm3UCzu2MdyIqE6tjaf4Bn7hUpqrPmFIzKteW81asO6Dd+oL+igO9Z6Z4/Wi/KrRNr3/3qhH9iJAQm7CvP5calX0KaY0HahdKI95ie6Ce737d96uh2E9rpfOmrqxduCK90jobB/Gyzl0jZ2t4tcr2FkNEnNH7c7V/IskdD9ysHVZUDCAY4NBZD5qBVPKw8vKJ0E8RT18JrvaKFye93r9Wc38gXaV9IMjIPXOGF46ePNKoIFTU3m5WbrltTsqLQdTO26au00kLCLT38AiYro4Ep7zRUdleiJZr608Sox0n5f3P8f8ZL3xyaPPHriEPeU71jjm8o70wyGUa03LZ623adt0/G0YaAJuwjNrqsdCh/z5PLU8Nv7ay2HirZEsfp+q+7OcZBSFNpDb9ennvfocNV0BeU9l6ZR44Wqigx0y1pnE6HriJkH1FdC9+qbI3ffA004wDGhxy+hklC0ixMx74TgUhqCcqWZGn4pMmq/5fY0OrZfpn13wkprR69C9877jJCAikSzkNAg68oVxcHq+/4e7sn4vq23FNz+fod/bwN0CRIpBW5bqNo+lShaLZJ5wh0sOq7SEk4trbTIZ7Q+WA5De507truwWRYtmAJTPVhFp6y4QlgdrQ6efL4+Wu9/uFoO0DXIHNSfexH+dRxeCn79IHHYn2itOcFsH+08R+d5HKRBewJkm766VC4p3b2ycDs300v1YOPjJ0/r2OE+cj9j0CfsMo56+AdpRrzuDb30Y0GElIj6ZQ+DpBOarX7aflVbtrQaqbbm68TL9TqqT+izC/QugB8B89hhE4ZUCNwAAAAASUVORK5CYII=)
The Gods are returning from battle and are not willing to receive the ritual camphor from the priest - this is a kind of ceremonial gift - because they are rajasic (active and horizontalized) and do not know how to receive it.
(Hindus worship a holy flame by burning camphor, which forms an important part of many religious ceremonies. As a natural pitch substance, it burns cool without leaving an ash residue, which symbolizes consciousness. ED)
"Some such imagery is there: this is not fixed".
Subrahmanya (Skanda, by another name), Vishnu and Indra (a.k.a Upendra) are returning from a battle between the plus and minus sides, wearing their iron helmets.
There is a war between the Devas (gods) and the Asuras (demons), this much is quite clear.
The Devi is swallowing mouthfuls of betel juice.
Subrahmanya, Vishnu and Indra throw away their armour but keep the heads of their enemies.
They won't take the camphor bits, which belong to the Devi.
The Devi is chewing the camphor bits, which have been refused by the gods and, by her chewing, is merging them with their positive and negative qualities and with the magenta colour of betel.
(Notice the similarity with the previous verse, where the positive and negative sides are merged when the Devi's tongue-tip colours the moonstone statue. There is cancellation inside her mouth in both cases. ED)
The two aspects become merged within Her.
Cancellation occurs between them.
There is no distinction between the denominator ontology of the camphor and its moon-like quality, which belongs to the Numerator side.
There is an analogy between the face and the battle: you have to find the four aspects of the quaternion and put them in their proper places.
When She swallows is when the merging takes place.
Bits of camphor are merged in the four directions in the mouth of the Devi.
The face represents the entire battlefield.
Colour: in the atman there is a jagat floating. (In the soul there is a universe floating)
Colour within you corresponds to the blue in the sky.
There is a colour-solid inside, blue and rainbow colours outside.
These are colours at the core of the universe.
Thus the colour of a magenta flower comes from within the flower and is not subject to climate, etc. The same seed will always give a flower of the same colour.
There is reference here to the Devi chewing betel to redden her lips.
The hypostatic numerator gods have had a battle with the ruffian denominator gods.
Betel nut prepared for chewing contains nuts that crack and also leaves that produce a magenta-like colour.
One is Numerator, the other Denominator.
The true gods belong to the Numerator.
Shiva is far beyond these.
We are now at the mouth - which is sensory and also produces speech.
It gives an opportunity to unite Numerator and Denominator.
Shiva Lingam.
The lower gods are still Shiva's people - the Shiva Lingam (Shiva's phallic symbol) represents his negative aspect.
The divine hypostatic gods could not defeat these shudras (low-caste beings).
Subrahmanya kills certain Dravidians, and takes their heads as trophies
- but not their headgear, nor the garlands used by them.
Chewing of betel is like crushing the heads of bad people.
The host of Subrahmanya, Indra etc., which is on the positive side, is fighting against the ruffian shudras (low caste people) on the negative side.
(See the verses from the Bhagavad Gita quoted above. ED)
Camphor is a very hypostatic, positive, item; it is used in puja-offerings to the Devas (gods).
The numerator gods represent the upper teeth, which crush down on the lower teeth.
The bright forces are opposing the dark.
The numerator gods come down the vertical axis to fight with their denominator counterparts.
After the battle, they leave behind the helmets and other ritual articles for the negative worship of Shiva.
Numerator and denominator values are mixed by chewing.
The crystalline camphor, karpura, is completely mixed with the magenta colour of the betel juice in the Devi's mouth.
In Her mouth of the Devi there are two factors; numerator camphor and denominator betel nuts, being chewed and completely mixed together.
She takes neither side, everything is merged in magenta (betel juice is a purplish colour, close to magenta. ED).
Subrahmanya refuses the camphor bits belonging to the negative side.
The warfare takes place in the mouth of the Devi, two rows of teeth grind the warriors without distinction.
Camphor is a pagan factor; Subrahmanya (Skanda) says, "I am glad that you offer it, but I am a Brahmin on the positive side, and born for the purpose of fighting the Asuras (demons) on the negative side; I have agreed to fulfil a certain function and cannot compromise my position".
MacArthur was appointed to fight in Korea and had no choice anymore; if he did not do it, someone else would. You have a certain function within the Absolute, do not compromise it.
Subrahmanya is meant to act as a warrior in this situation.
The Devi can abolish paradox because She is the Absolute, but it is not Skanda's job to abolish paradox.
He has accepted a function, and has to fulfil his svadharma (conduct according to one's own nature; your own dharma - karma verticalized. ED), at a certain epoch in a total situation.
.
(ED notes: To understand the four levels of abstraction that need to be kept in mind if one is to understand this verse, it might help to look yet again at Eddington's famous example of the quaternion structure:
THE FOUR LIMBS OF THE QUATERNION;
1. THE ACTUAL CHAIR in which the actual man can sit; this chair will exclude another chair, and occupies a particular space.
2. THE VIRTUAL CHAIR, in which a virtual man can sit; much like a mirror reflection.
3. THE ALPHA-POINT CHAIR, the form of the chair generalized,
It excludes all other chairs.
This is the universal concrete version, it excludes horizontally but not vertically.
4. THE OMEGA POINT CHAIR: the word "chair" in the dictionary, purely conceptual. )