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{'Nk2': 23232, 'analytic_conductor': 134.14912525778982, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [3, -1]], 'atkin_lehner_string': '--', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [48, 1, [31, 37, 17], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[5, [41512770, 1]]], 'hecke_orbit': 4, 'hecke_orbit_code': 13510799251210288, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '48.22.a.d', 'level': 48, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'minimal_twist': '3.22.a.b', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+3^{10}q^{3}-41512770q^{5}-538429808q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '21.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '48.22.a', 'trace_display': [0, 59049, -41512770, -538429808], 'trace_hash': 1383847156236949361, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.976', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.065', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.909', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.222', 'prec': 17}, {'__RealLiteral__': 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-
mf_hecke_nf • Show schema
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'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 13510799251210288, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '48.22.a.d', 'level': 48, 'maxp': 2999, 'weight': 22}
-
mf_newspaces • Show schema
Hide schema
{'AL_dims': [[[[2, -1], [3, -1]], 5, 4], [[[2, 1], [3, -1]], 6, 2], [[[2, -1], [3, 1]], 5, 4], [[[2, 1], [3, 1]], 5, 2]], 'ALdims': [5, 6, 5, 5], 'Nk2': 23232, 'analytic_conductor': 134.14912525778982, 'char_conductor': 1, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [48, 1, [31, 37, 17], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 162, 'dim': 21, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 369098800, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 2, 2, 2, 3, 3, 3], 'label': '48.22.a', 'level': 48, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'mf_dim': 174, 'mf_new_dim': 21, 'num_forms': 12, 'plus_dim': 10, 'prim_orbit_index': 1, 'relative_dim': 21, 'sturm_bound': 176, 'trace_bound': 5, 'trace_display': [0, 59049, 20783558, 3921376], 'traces': [21, 0, 59049, 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mf_twists_nf • Show schema
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id: 39478
{'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '48.22.a.d', 'source_level': 48, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '3.22.a.b', 'target_level': 3, 'twist_class_label': '3.22.a.b', 'twist_class_level': 3, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 22}
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id: 39479
{'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '48.22.a.d', 'source_level': 48, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '9.22.a.a', 'target_level': 9, 'twist_class_label': '3.22.a.b', 'twist_class_level': 3, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 22}
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id: 39480
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '48.22.a.d', 'source_level': 48, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '48.22.a.d', 'target_level': 48, 'twist_class_label': '3.22.a.b', 'twist_class_level': 3, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 22}
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id: 39481
{'conductor': 20, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '48.22.a.d', 'source_level': 48, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '75.22.a.a', 'target_level': 75, 'twist_class_label': '3.22.a.b', 'twist_class_level': 3, 'twisting_char_label': '20.d', 'twisting_char_orbit': 4, 'weight': 22}
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id: 39482
{'conductor': 20, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '48.22.a.d', 'source_level': 48, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '75.22.b.b', 'target_level': 75, 'twist_class_label': '3.22.a.b', 'twist_class_level': 3, 'twisting_char_label': '20.e', 'twisting_char_orbit': 5, 'weight': 22}
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mf_hecke_charpolys • Show schema
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id: 161575
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 13510799251210288, 'p': 2}
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id: 161576
{'charpoly_factorization': [[[-59049, 1], 1]], 'hecke_orbit_code': 13510799251210288, 'p': 3}
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id: 161577
{'charpoly_factorization': [[[41512770, 1], 1]], 'hecke_orbit_code': 13510799251210288, 'p': 5}
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id: 161578
{'charpoly_factorization': [[[538429808, 1], 1]], 'hecke_orbit_code': 13510799251210288, 'p': 7}
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id: 161579
{'charpoly_factorization': [[[-64113040188, 1], 1]], 'hecke_orbit_code': 13510799251210288, 'p': 11}
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id: 161580
{'charpoly_factorization': [[[130980107986, 1], 1]], 'hecke_orbit_code': 13510799251210288, 'p': 13}
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id: 161581
{'charpoly_factorization': [[[-8242029723618, 1], 1]], 'hecke_orbit_code': 13510799251210288, 'p': 17}
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id: 161582
{'charpoly_factorization': [[[13492101753020, 1], 1]], 'hecke_orbit_code': 13510799251210288, 'p': 19}
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id: 161583
{'charpoly_factorization': [[[-233184825844776, 1], 1]], 'hecke_orbit_code': 13510799251210288, 'p': 23}
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id: 161584
{'charpoly_factorization': [[[2024562031123770, 1], 1]], 'hecke_orbit_code': 13510799251210288, 'p': 29}
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id: 161585
{'charpoly_factorization': [[[-6869194988701768, 1], 1]], 'hecke_orbit_code': 13510799251210288, 'p': 31}
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id: 161586
{'charpoly_factorization': [[[-3443998107027638, 1], 1]], 'hecke_orbit_code': 13510799251210288, 'p': 37}
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id: 161587
{'charpoly_factorization': [[[21842403084625158, 1], 1]], 'hecke_orbit_code': 13510799251210288, 'p': 41}
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id: 161588
{'charpoly_factorization': [[[-71792816814133756, 1], 1]], 'hecke_orbit_code': 13510799251210288, 'p': 43}
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id: 161589
{'charpoly_factorization': [[[283544719418655648, 1], 1]], 'hecke_orbit_code': 13510799251210288, 'p': 47}
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id: 161590
{'charpoly_factorization': [[[2172285419049898146, 1], 1]], 'hecke_orbit_code': 13510799251210288, 'p': 53}
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id: 161591
{'charpoly_factorization': [[[1534831476719068260, 1], 1]], 'hecke_orbit_code': 13510799251210288, 'p': 59}
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id: 161592
{'charpoly_factorization': [[[-4311589520797626062, 1], 1]], 'hecke_orbit_code': 13510799251210288, 'p': 61}
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id: 161593
{'charpoly_factorization': [[[9243910904037307868, 1], 1]], 'hecke_orbit_code': 13510799251210288, 'p': 67}
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id: 161594
{'charpoly_factorization': [[[-20387361256404760728, 1], 1]], 'hecke_orbit_code': 13510799251210288, 'p': 71}
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id: 161595
{'charpoly_factorization': [[[-16617754439328636074, 1], 1]], 'hecke_orbit_code': 13510799251210288, 'p': 73}
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id: 161596
{'charpoly_factorization': [[[67940304745507627880, 1], 1]], 'hecke_orbit_code': 13510799251210288, 'p': 79}
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id: 161597
{'charpoly_factorization': [[[39503732340682314684, 1], 1]], 'hecke_orbit_code': 13510799251210288, 'p': 83}
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id: 161598
{'charpoly_factorization': [[[-41611676186839694490, 1], 1]], 'hecke_orbit_code': 13510799251210288, 'p': 89}
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id: 161599
{'charpoly_factorization': [[[-57181473208903260098, 1], 1]], 'hecke_orbit_code': 13510799251210288, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 4, 'label': '48.22.a.d', 'level': 48, 'portrait': 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5IdW7rcvkczs1TkWmda79l56HcnRkZ/vB+G7fd937u/25D4T7q+pwFuTJ1XjztMT6Q/222cvfexp/5Anj5n7lUsqPGapNEsMLPS5YNv7bK8NsLMgkUQWrx+qcetB/oc3FLk009JmnGHv/1Da9yxx+Xaygjzy0UWVhWLa4bF1YS5lZTlTkJ1pM99R7rctR8c6eNaLkt1L/uzdUEvhCTReI6m6KXUKgkamFlMaHdh+6RN0Q8xRoBw6AaabVMha00FJmtFml0IEzAY6q2IzRM2ncBCWAahQ8qezbbpPs2eYGZekWrFaFlS8gSuDUki6IWSxbpkYc2w1Ehw3T7YCXcf7HLvIcF42WetUebqksv8KiytJizVE67V4XLdcNuBNf7eRwO6nSl+7xsuB3cvcesej9fOjBFECbOLmpVOhw88KJmZL7PcDqgVIvZsn0pmV+VzjzzyYX3zkR3PSZn+3Zl5lx2bv3eno9+zPfirz3+Ozdtu5Rf+5V//x88+++Tf+Na3v3HDRGFuR9mN5MJqkcsrMbfsTRFpkXNzKXcfaTFZcwGXMJRcmDP044gotLi46PLSBcmR3XX2b+tT8MBWEse2cBxF0ZcUbEmva3P2iseTRx1mlkPaSczZqyGTo3Xee1+DIzd0uG1/iyurCas9QcHtc2ne0GoXObxL0uynnL5iUSooTs7Ank2GfpTSTx2UiqmV4MxVF0ul2DJB2RCEkjv29wh6kiM3pLSDlJn5EjunLIqFiGZomKj2aHTb/O5T8PrllGOX+2zftMaN+9rURiIevbvDBx807J4qkcZVLl+rcHHO5uqiZm45Zm455eIyzDZjbtyzys/8SJfJSpn51QLFUsCB7Raz8zXOXBGcupKw1O7yjjsky6sVLi30uPNghElrvHAikLNLwY5+c2Znu9u/01g7/Ru2177+yd/4fT732d/5bkPmO17fkxX8N377i5ycucF64PDrf7/XmfvfTp6ZsS4vwXQl4raDdeJojM8+bVEoNHn4Fp9XThU4v9Bi346Ah24uc/FqmTOXU1aaMVFsaPVgrimw/D53H6zzkQcjdk4UaXbLLNd9VuoOqy1BvaVZa2kaHU070LRDQ6+fMFqO2TaZTRVd2zC3bCOky/YJi52bDJsmeiw1Qt44X+LWPYaC3+DEhRFKxYgoshmtaYI+HNjW51NPVdm3NSEMDWMVSZwGlDyXk1f6+HaRm/cmHLsUsbTmsHnUZec0bJuKsKyYuVVwbIMQhu2TCbWSpBO4dHs27Z5NvW1Rb8JaS1Nvpay2UhZbsNZP2ba5y0fesso9+xWuqrC4WqbVtenHkuW65MxlzcXFPm+7c439W1zOz4zx6tk+D9/ZwFc1Pvu0IqHDbTd4jJQi1jpFitXt6bbNU//4Bz9yyz988dsX0rsf+P7vNnT+0PU9BfCXjp7F8zx/ZubqtvbaiQ8fPzv/j65cvcrkiMuuzYpW2+KNS10euaeLSCq8dCblriM9lKnx9ZctXrvU5Z13d3no5gonLpRYWDE0OzGtbkqjY1hsCea7BkSX99/f4tE7NLumPaKoQKPl0ew6tDoWja6g0xP0Q0OUGNIULGlwbfBdQ7VsmBiJUXafiwsRxy+46KTIO++MUHaTV09X2DENX30p4f7DLsutAE9ZJGnMSA2S2EbZCWtrBe67pc1Xny+xcxpeOR9iU+CROzSJCDh+MeXynIeSDpM1Ra0o8F2B4wgsAYmGKDb0I+j0DM2uptPTNHuata4hSFO2b+nx6F0t3n9vBLrEWrPCct2n3rJpdBSNNiysxpyciXjrnWs8eofitdPjPPmKQTod7jlo8fJJl9jq8p47FcfO+LR6Mbs2h9TKfaq17aTWrv/9wbv2/97E5PbZMAyC0akD320oDa/vGYDPz55jbHTKuXTl1I8eP3X2Fy5fekl4Vk/WO4bxkZQD22G1XuHrr9jM1nvcf6RHP1Ic2Nli91SBo6fHee0s2G6bj7494cLcKEtrFvWWodVNaXYSWl1No2tY7ggWWppatcfbb+tw9/6E7ZMWZd+m3fFwbQlYRIlEa4E20OsDQlMr9Tl/zaBNxBOvFAl7PjdsdrjnSI9YN3nmaJWb99icX+zSapS560iPr7/qMjliOD1j+Kvf3+b0FZfJEcmTRy3uOWBR77W5dHWEm/dGPHM8IAkL3H3QYffWPkHS5WuvWpAKLs4pygWFEtALJNoIUm2IE0BqlKNpdQ3FUszW6ZB7D/R4+60Jo0WPpXqFtaZPo+3kwBa0OoZGO2G5EXN+MeWj70hxRJGjZw2vXAzZsaXL4a0QJJJ7D9nML5Z46mjKcifk0PaYsZpipWExOerqu267zUxtOvhXdu8+/Mm1tYXo8MHvDablewLgURjLbq/33s/+wVduqJb6P99e+rrdjQw3bIJjF0Z45VzM2GiLd90pCXsjPH3U5uRMn9HRDls29XnHrRFbRipcuVaj1xdMjcX0Q0W9bdNoW7R60Oka2r2EdjelG2haPcNKV7DShTgNuXFPwNRISrdneNddITumNEkqUdIQxfD0Gx6zyx7TtYQTFz3QBfZvsbhln8b1erx6vsfKapFDO4qUqw2eP2Zz+x6PtV6TRqPM1JThpdMWH3tbl5dPK7ZM2Kx2WzTqI9xyoMfzJ1JG/CqHbuiy3Grx0qkqvipy2z7D3m19kF3euCyYGIlZWol55g2bfmwhZabB2TEd8fa7Ijpdi001zS17IIoK1FsF6i2XZtem3bNodSXtLrR7Ke1uSquT0OwZwgjGa4peCBeXI6Yn27z9tj47JhzGy0VOXizx9OuaTtLlnfcETJcKvHy6wBtXEnZORbS6Fh9+993x1knrb9957/svOG7hS1Ja+ruNre+6FsWYLnHS+/OvvP7qv7h27ezIt66tcWizRycOaYc99m4JiMIKX3/dYbXV5mPvqPPOe6qMVQucuOTyzecTLsy2uftQh/fe2aXi+7R6DkGosFWK79iUfEXbl5QCm0pR0eundIOUyVAThIZO36W+4jF31RAlmmuLCa5rAIFjGZQU9AILgU3SU9y0Q7B7k2Hb5h5h2uGxly3OXKjxjltdbjnQ4N89ZnBEgR2bexx73mJz1WKs3MOzfKLYZrkDRU+xZVLw+pmIW/b6PHjzKr/+5QDHLvHwnQbb7fGNlyK++mKRU5d9dm0qsGM6ZbwWsXMs5vCOFMvSKMsAhoLrMl51iWKbTs/hxHmbbl/RCyy6fUk3gG7f0O1lP3snyB70dmBo9wXdSHJ2KaVcCnj3fW3uOSDZOTHC+aslnnlV8srZmMTq8EPviNhcrfDUKwUuLnS5eV+dgipS8nxW579tt1Yn/0Wh/GJ90/Y7/5eF5d6vT08U/vsFeLPZo9UWf+nk8Rd+9qlnvjnSataJI8liw+baSomTMz733tTlXbcLHLvMk0crfOrJFj/6rlUevqPGWLXE9Ijg+JUKv/JFl9nVNR69bY37DkGSFKm3CzR9l3Lg0OkpOvnNDvqKXqjoh4Z+pIliQxwbkjR7RYmD0SAtga0EniOolgS1EkyNabZM9hirtXj8VfjWazZSV3jHrTY37e/w7KmYqF/mnpsErSBgea3I3Xs1Y9UevnLpJxYr7RhLC27aqyiUQo6e9Xjglgp33djh6FkLTIVbDzr8xffU+frrEU++XOT0rMe2cYupEZ9aqUClBL4LtjJYErSB05cFaSqIE0GUQBiT/YxhShBq+qGm19f0Qk03gHYIa12L5Z4gNiH3H27wrttD3n2Hw+zCON963ePsFc0blyJsv83H3xEzUarx2PMep+YC3nlvgwcO2Zy8UGSh3sexUxaX53nqqS+P3HZH+n+95cG3qiTp/4pS3n9/AF+rt5FS/MUnn37mZ88c//qEShvEqUW3Z6ht7/LAEfjSt4u8cUZgWQHvur1FnFT4+mslPvFlzUfetsLBXRHVUhXbtuCczVe+PcGTRwvcd6DBxx5ucGRnh7FaIZOIBi69wM6BbWWvSBDGkjgRJEm21GfarWxTqRR4DhR8zUgpZvNEj4Qu56/F/O4zHpeuFqm6PrcfVNx9pM1L51o88UKZO/d4bJvu8amnBJZwKZdimt0QbcASMF7u0e446MTnvfcv8ztfLbB7yePRO3tE8RrPHB8lTj3uODjBo7e32bO1xTeO9jh2tcAblx22jEhGyoKCK3Ds7CGUAoTIxGVaG+Ikf1hjQxhnD3I/giCCTl/QCAX1DgjV58a9TT72UIt79kPBqXBlfpyjZzyOnk251ugzNtHmw29LGC+O8I1XPI7N9nj73R1u3V3glRNVvvic4dDekF2bFd1Acm2lx/PPPTExXtM/u3f/W0y33fzVYvm74xH9Uwf43/q5f8/P/7jDyctf/ni32/35146eGUujOgVXoSPDal1ycUFz/40N3nb7JJ5T5NQFxVipyaHtLWYWyhyfKfGzv6l4111tfvBtbXphlfOzLqOuZKFV4TPPFHjxZId7bmzyww83uXl3i9HUJ0lcen2PbmAThIootogTSZJKUi3QRiAwSGFwHU3BS3CdCMcOubYW8uVXJBfmHC7P1bC0y+5phwM7LW7d38ZyVzh+scTmaoFDu2BqvEG9XebwZkmiDY+/7BL2JNViwiN39PnSMzGziyX23WCz0Oxz8pLN1skaN+5c4dljHZ4/KQgjh/07R9i/1WX/lg4XF+pcuAYvnylw/lKRghK4SlJ0DZ4NUmabKmOyhzVJIUogSgXdUNDuC9oxRDpBmz6372nzsYfb3H8kZarm0u2VWGuV6QQWp+YiXpvt8NG3t3jn7YKwP8rxC0XOX+tx56E+R7YVee1UgedPGNb6HXZtjpgc8VhpKBID9XaDrz31jYmvvdj8+aLnJn/75578d//je0+y+8a/9qeKtz/VTeZv/s5n+OG/8RJ/66/d+ENueuXfePpydaIWsdoo8vxZRdDVCGOYb6bcerDFj75T0GqPcuy8y1o7ZqIGrY7D4lrElcWUvo6pVVN0rIhDSZJCEAlaoaQRQDdNGa30maz1+PBbWuzfmtAPFId2GiZrFmFsk6YWqZaYAbilxlYpM0uGy4uCZqD5wrMFrq0WMJFNzbPYNKrYPqXYtRkO7e6g5Sq/8pUCa8tV7tzv8va7Wjx9ss1TL4zw1pt8Du1t8cnHE2RU5eOPJsRyjd/4SoUbt5d46+0tHn+tw3NHx3jHrQ53HgpZaK3yya+6yKTIwe02OzfZ7NyUsmm8R6XcIUoD5usxX3jWZa3nMrNgc23RwbYEUkoEAm0MqYZYG9JEUxuNObKzRxjG7N8a8qG3hExULEZKDnHs0er6dAKHfmgTp4Ig7pPqkPGyoh8WuTzvM78iaQcJEzVNvSk5filhLQz4+Lvr3LXXZ3G1BqQ0uzGvnPZYbMZMjDjcc+NI865bxv+nHYe+8ltPfPWHeeTdH/tTw9yfSgXvhAbHwdKJntBp9ODr5+Y+cXb2WmGs4LDSSrn3SI/RSoUr8y7NrsZ3E147XeX3Cg0+8pYF3nJblZV6kWZXUfLBcx1KfspKU9IJNNIYXC+rXL5jKLgpVU/QiySdqMjluSL/5LdGQCeIJOHWIz12TkUkCWijMSYb4kghkJZA2Q5nZx1OX/AoeoqSIxkrCMZHJRMjik3jFtunU/Ztb5KKNf7V58rMzFa5c6/N/h0pQdLhheMuVd9mtGKoliIKftYKaS1p9S3qXcNaK6XV9bnvUJNXTvc4M2tRLXvccbDKj713jX/9eTh6oUg3MDQ7iqV6mamxAhO1PttH+/yvP9CjXGhx7DKcvSqxbYNlGYTQgMn+ZyBJYMdUyj2HE9LYJk5cjCnQj2wWVx2CMFvRwsgijLOHXUkLaUpcvpZRgSsNTb0V0e0bzs9qlloxRvX48Ns63LmnwKW5EWYXbZodw8yizXKvz/2HE3xL066frx47aT5x4sJHkpcv3fvp3/3d3zYf+chH/9sBeL+7DKm3aXFx6ejM3LXy8tI5t+grlB3SaPl85tsRP/KOFfbvKHNxrshoxaXsS944OcprZ3s8fHuLt97YYsukT69fYH7Fp1KyqJYt2t2UfqRJEk2cZlqRMDbZ0hxrwgSiRNCPJWHqEqceZy4UeeMMpMaQux6xBNgSHCvTfJRcODQNZR8qRUmtZDFaVUyMwLapkOnxJrGp868+V+HipQq37LLYtUWye0uDb55MWFqrcOtOSa2s8ZwAV7oYS5CkEmEMSRrR6Hosrdncst/npr0dnj3qMVkTFLwSt+zV/OT71/iXn9ecvFai2dU0OxYrDcVYtUit7FMrVygXYsaLMdtviXDtBFslWFaKFNlmwpA9VHFssbyiiBOLOLGIYoswzn+NJGEsiSJJlEiSBKIU+qGg3TWstWJWGgnzdUM7SimVQt52T4dHbtEIPcKxc2UuXZNcupZwaTHGKwZ89O0aHRVo99v0E5sLVy4VJifsf7d95An94kzxc//s3/5K+jd/4i/92Qf4pz/zOR772glrrHj5vm73fPnizJp7YAtcXABl+WwZUzx/0uLffy3mhx9ZZve2PhO1CuWCS8mXXFqU/PZjHk+/3uVtt3S571CP/TuLlIsV5j2XelvRDaAfauJEE8WaODHXv1JIUkOaalJN1m9rhuAWAiwJSoJtg6sEnisouJJiwaJSkNQqgomRhO1TPUrFJp97LuKZ4yM0V8sc2Waxfdpmz9Y+qWjy+MsFirZivGZRKvQ5fpHMcb/V0AstbtwTc2S3YXEhZaXhEPQLvPP2Dt8+FnD+mkXRl7hOmcO7NP/w42s8fTLgS0+PsdY2bJ9IabQU1bJFpWhTKtgUfYPnalxH46oUZWWtlsytlcaQDay0INGSJBUkiSBOJFEiiGNJGAviBKJYECWGfgjdIKXZiVmoa+bqmupIwDvv6PDQzQk7xgtcuDrKxTmXi3OaMzMR9TCkXOnysYcN05Uazx0v4LlgWzGziw5pesFraf0bN23b9T8c2rX1M4996bPpu977wT/bADeiI9O0+YPffm3lF+103h2rWgRpwpEdFpZ06PctbtqVcuZqhZ/9dZsHb2vzfXctcePeUcrFIuWiZLwsubig+K2vFXn8pQ5/4yMNbtwRYslxbOXSdiRBOKhIGcCTZJ32S1JNmmbsQmpypiRnS4QQSAmWFCglcJTAdSSeKyn6gnLBUC1pJkdCxmsdEtPk09+WfPKro0x4Hke2CbZN2+zYpNk+3eBzLxjqdY/9Uxa1MpQKMUtXJMsNF2cnhLFgvCKpVuH8ZUOjrVlc9dizw+Ntt3b48rc8RkvgOg6WrHJ4t+AvP7qMLZf54rM1Tl3zmGzHTFQTKkWLkm9R8CW+q3AdcG1QymQgFyDFBpCTPdiphjQVJCk50CFOs1UvjtNs/B+mdHopS03N+aWUgze0+Zsf6TJeKlBvjvHC8SJzS3nVXorpJj0evbfLQzcr6o0x3jjnUm9q+rGLtGGk0qbVV7Q7M15xp/WJ1UaojFC/TVZn/mwC/LlnPos2+uNzc8f/2cmzy+Wxms2hHXBmRnFNd/m++9rUCgVGKmWKBYdzVyXPHrU5N9PinXc0OLRT46gyRd+hVkpYrAvm1mr86pdt/sJ7uuwYC+lHFpa08Ny8CsUyb1XIwZ0DW2e/mgEPSFa5hRBYlkBZAltlAPFcKHiakp9QLSWMVwPGak2eOxPxG0/4nL1cZUfFZvcUbJly2DIJ+7a16SVtXjpdxrdsxmsW1RJUSyG1SoLjKITIHq4gdKi3Y5o9Q6ubsNxw2DZV4q79yzzxco+z18oU3BjbchCiwu7NFj/y8Cq37VvmN54o8dKJKmtdxUQ5oVpIKHgS37NwbYFrS2xboCyJZZHThxnKDZmHVWuGQE9Sna9u+WoXa6JEE0aabt+w2oZDu/v8xXeBlU5z/HyBhVWLpTXDteWI84sp+25o8s47+kyXK8zMVTk3I7i0EHNhPqZSDXjvfSFpXOD0ZcXhnQHd1oXy0fPmX9185Cbns3/wxU9+8M993589gBuzClh/6fjLv/2zr87Pjj58Kyw3FCOlkK1jVZ455vFvv9jmgRubPHJrwNRYjZGKy8Sc5NXzit/+epOf+lCDI7sNnlOiWlKM1Sy2TmgavRrnr5SYLsf4XoqUBi+WGbgTQZxCmkoSTV65JdqwDu5sSJlXblBWNjBxbIPnaHwvoeQl1Moh02Ntllo9fuELNo+/MkK9UeSGccG2CcHmCYctE4Kdm/oop8nvPKO4dLXI3klJrSSpFFOkDLm2YnCVRAowRhDFiu0TbV4mpd2zaLQNS3WfvVs8PvCWFp/5hsOVJRdbxQhho02ROJHcurPB9o+2efxoj089PsKrV4psrgnGiilFL8VzBK4tcGyJrQTKIts4SzGkywzZQzbgy1OdAf46kKcM+XPfhv1TBZZWHM5dzjaR9VbCWivh3LxhcrrDRx/q44oxXj1d5NKc4ezVmPl2xNvvavDAYVCM8K3XXRq9PgtrBY5e1AixOFq42vz5H/noB61LC+1f2TX9X0dT/l8F4FG/jU7sv3D+zJM/uzz/6kSaSta6hoU6jFZt7jjYodUd4bkTgt/7hsOF+TbvvnORt9xaYtemEpvGbY7NePTTZfZsi0AaqmWPVsem15cYA9WSRZKk+E6CqwRJKohTSZII0pzXHvbaWjDsSkxWuaUAy8pYB9vSOLbGdVJ8N6Hkh4xVuwRxwDeOG373mxVeOlGl5tgc3myYHpFMjjpsGpdsmYzYtbnBsSsBX/j2OBVLMV4RlIuCciGm1Uv56gseJccgRAasIFS8956Qr7yYaWJaXc1yQ7FlosT339vlpTMdTp93KLoJlhQZyHWBfpT1+j/ythZ7p5f5nafbPH+qymzDZ6osqHiGgqPxlMaxQVkCS2YPclbJYcAM67xV03p9hcsKwmDPkv0724JLcxYrDQMmIgg1rZ5msSU4vWDYvrPHtYUiJy8UOT2TMrMcs21Lh7/8cIc79tr0uqM8+0aBF88EHNgu2TTWReOz1tS89Nqxid3bN//sex9+QK+sdn5tfKz0vQ1wk6wShRG2q//8408+/U9ffvGp0TSK8H2NkEWMsFBOVkWnxyU377a5OA8vHlNcmAv4oUealN0uj96fIhzNN141BEGPt986z3i1RLPj0+vbaC1RKuOrLakxRpDqHNSpJE1zcJu8cut1ul8Ik28qMx2HUhrHTnGdGN+NKPkBKQFfPyr5raeqnLhcQcQuO2qG6aphrGoxPuIwNSbZNB6zbarN1ZUO//ZLRZLQZ8sWQbWkKBehXIgRdkQ7KFItGYQQGANxIhlxLRKd0IkdOr2URtvi2orPwV0lfvz7mvz8b7vMrBRRVpw/GIok8ehHkqlRl1tvaHNkV5eTM9f43W/6PPFqlfmWT9G1KDlQtA2OMtgWKJmN84W4fvChAaOzhy4rCNmviYbUZKuNJQy9SGPVNakRdENY6wmMDPngQ6vcf6jF8RnD145K9myLuelAzA+/I2GiUmJ2ocr5qy7zKwnKQBKlaO1gUoPn9dlZgMtnvjpxdlP4Tye2PJicPbfw70tVj82Tte9NgHe6fSy78L6FK8/86zdee7x89GzAbXuLzC5YNHsJIzXYNSkwRjBRTYljhW0LKgXBYkPyS5/xsZ2QvdtDXjjjsrA2wRdejPnMs21+4vua7J5qsX1EYUlFmkoMIq9CMgd4Bu6sJckqvTFiOH7PKrfGsgzK0iiV4DoJthXRDmJW2jH/z+c8Li/XOHq6itEOo75gYswwVhGMli1GqzaTo5Kp0YTN4z1Gqw0ef03z6qkqR7YIaiVJqSApFzRFP0LYIa6rUFb2/sZk7VMQKoJ+TKIFnUDT6RrqbZvFtTJ37+ty18Emv/Okh1+3UDLOAGkUSeoQxZIgtBmrety2u8ttN3R5+cF5ZlYkv/FEleVmgbk1F8eSFG2BM2jDZLbxHBbyQatCVq0TLUhM9mtqDKkWGGMwQJQaLCthvNLjyN4eP/HeLjffkIm8Fg+EHNxu2LdVYFs+re4oJy54zC0rFlYS1poJUsDsos2+7V1u2KpodgpcWzVsql7jS197bHTXAedfv/ftdzband4X/iQx+ScG8NbqOUqVzdZnPv27N9RXXi+bZI1aaYTlVsjb7+qwsFKmUtRMj/ZBQMGL8T2fom9TLbpM1FJWmwmtnmJutsCkaxiZFHQjm+NnC/zUvxpFyoCPPlxnc7XHjumUew/HGG3hOhKJNQS5MZlW2pgNlRuDkAZLpISxwZCATDh5WfLKGcWXXypxcrZElBQoKYtx3zBSNNQKJuPBy4qRimK0KpgaSdg0HjA93uCZEyG//OUJpquK8TKUixbloqBUSPDdkOfOWfQjhV3MQGWMIEoknrK4eW/Ai8ermfApSGm2bVabLkurNX780SXmVtd48fVxbAmIGA0kiSKKbcJI0g0UtZJHtVzkrr09HjzS46NvXeHMVc1XXvJ46YzPuUtFEqEIQ4tebGEJiRDiTRvPfCZgDKnRaK2xhabqJAiTcNeRgO1TIdO1hI+8LUHgo0SNZstjIcy49R3jFqt1RaOjWGlIVpuG1UbIUj1luQXNAKQwvHSqQLkomK9H3H8LdHpF5hcawDPlZ+2VG977vh+0Xj56Lr3j1r3fOwB/9qVTnL026gRnX/nRUrH7z6L2NeYin+0TNourNr//tKYVtvnY29tcaxlsaZiqKcrFAmOVEgsVn+WGxXjbot3V9AJNEGXqtyDUdPvQChSrQZVP/EGZoJ8wUuuyb2uX8XLMh94WsG0iIo4H/baEDZWbvP+UUiOk4LNP+xy7WEQoxcx8gWtLBTzfouIKqkVD2dOUPSj5gkrBolyyqJUUo1UYqyZMjvbZPNEmNU0+++0yQbfIni2GcsGiVJCUfE3JS7DtiMdf9Ah7EnsCZA6mOJEUfYt33hHwrdc03VDSDVLaPUWzo1hcK3BgZ4kP3d/m6MkCM/USltRAnPfLNnGaTR37kaTbV7S6DiW/QNEPObClz537+lxdbnFloYmyU964pPjMNwsIy8rA/eb8QaMBjTGGJErZPpnwA28LGC3Bni2C8apNu1ui3irQ7Pi0uw6dQNHrWwShIAgFnQDaXU2zHbPSTFloGOqBJiZmfCzCsVJCYfjA3SGdXpVet8yVBU21nHL83AJbt+74Z+dPP9e7/ZYDn1xdPBGNTR3+3gD4iTPn8dyre6/Oz//CpQuvyumqy1oX7tzfZM/WIs++UWN+KeL/+lSJlY7BdfrcdajD/q0dbtoZcGCXx5ZukeW6z1pL0e7ZdAND0Df0+ppuX9Pqpox0NaO+YLXnsBq4PHe8RmISvvByghAJRqfZjTKDKV5OkQmBEBZCSKRlkcQKqRW2kpRc2DluKNqagqspuFBwBUVfUvItygVFpSSplWG0kjBeC9k03iGlwf/z+x7PHp9g9yjUCnn1LkhKfkLBjygWAny/gGtJLJn34GTtQBzb9ANBEKZ0QotuX9MJdGaZKzrMLVW472DIT/7AEv/iM4rZposQGmNidGqIE5solvRDm25gUQoURc+h4HsU3AKeG1PyI27dE+HYMbfvSfjhh3ooK8mHQBohzPVNuTEYLUm1hcDCsR1SbdPueswu+DQ7PvWWS71t0+xYdAJBLzAEfU0v583rHcNS09Doa6YmAx66ucuhbSH37AfbKlBv+bS6NRYWPZ49nqDckLsOSCxpsTL3bdnvJL+wMtf8dhj2T/xJYPO/GOD/+pc/R9Gp+KfPnXn/7NWTYstYykglQePyzBuat9zc5J4jo4xXHa4tp6y1UlZaJZ55ucjjL0Zsm+zx7rsD7jvU44atPtsTn4U1n3ZX0e1bdAOLTs/Kx9QJSiZYwuBZgq4rCFKHKHWyjZHIaLDBNZxSClBCZJNKCzzf4CmDZ6W4NrgKPMfguwLfkRR8ScFTGcCLgmpJM1JOGK2GTIx02TSxxi9/WfOpJybZWrUYK2nKRYtSwaJYgIKf5RQurGkuLrh4Tia/zTFEqgX9SLFzSjM11qfddwj6Jq/ikmZHUfI9SoUqP/zQMpcWFvnEFzajpMKgSXVKog1xkulHgsgiCCU9T1LoK3zXxnczt47rJDh2iq1SbDtFycwoIWU2zhf5K5OuiOyVb9iTtkWcKPqRTafnstLwWFizWa4Lmh1NN0gzcPc1rQAWGoJQJ4yNBrz37i7vuavPjjGHKKoxt1xipeGw2lTMLRkuzEVYXpcHbzIsLts0ugnaOBw7/pqIQ/3+sfEbL546+vng4K3/ZUbm/2KA33XYcVbWrv2dmnf57+y6sSXPzfqcuOQwPWpz8nLC5FiHDz4gce0aI2Wblaai3krZOp6y1HCZqzv84ueKPPlql/uP9Hj7LR1uvEHR7hXpdD06gU2jY9MJFNeW7Ey0H6YYwFUmA7YW+a4/u0mDK5vkZRsrJTVKgrIyZsG2BLYyGW+sBJ4r8RyJ71r4nkXJl5QKhkoxpVpKGCmHjNV6bJtc46VzIb/z9CZqnstkSVMuiAzcvqToaYpeQqkQ8tJZeONMgRvGTd73ro/Ng9Di9n2GPdsCXj5RpRcagn5KN1A5yG0Kno/vVfnIA3XeOLfMi6enwFhonWZy2MSQxGaoJwlCRaFv8D0Lz9G4jo3rpLhKo1SKrTTK0liWxpIGKTNpMCKD9jqFCMYMWKlMrxKEilbX4vwMzK/EdPspzZ6h04dGIGiFCXu2d/i+W7s8cDjhwBabRmucM5dLLK25rLUF9aZhtZkwv5pwfknz/Q+3uGknPLE0zuGdmqW65A++peVad/HvT07WHGGV/jEQfVcBfurMeSeOgx9LwzmnIy2M0uzbajiwPaDRr2NEF98PuWVfTLVUZbnustpUrLUUY9WUqVrCYsNmZqnGb36tyBNHe7z77jbvuHWFiq9AOuzcLFmq25xfKHCt7mABXk6BDQY4Gznu6wG+PtCxZD6xtMBWmVHAyad/rmPhuRa+Kyj4gpJvKBdSKsWEailktBKwabzBi2cD/sGvTzI7V2XXmKZagLJvUfQtih4UvRTfi3HsPq2+wZIWtmWQcv2DpToTXcWJQ9mP6SWaXpidz9Prp3R6kpZvUei4eG6JHVMx//BHW/zMv5O8cHoSg4U2mjTVJGlClGii2KIfWQSuxA8tPEfiOiZLu1Ua2874fmWZDOBWBnArb1OEMG/qVkT+3WaUK8CmiS6n5iJOLbosNwUjtZRQZ4FJH7ytx6N3JmwZdQnDUU5dLLGw5rLakKy1DPVWTL2dstSEc0sGy+2hrDYvn3d46axkf9+iWEgo+pKT52YcQflvf+AH/oK91gj/99Ga+8ce5/+xAX55oY3W+v/81X//u3c158+OhamLQRFFhm65z9howNVVh+OvTHNqLuD772nxliNtNk9UWa6XWKpn4vjlhkWllDBSSpiv21xbrfLrXy7x5Rf6KGJsO+X7Hgh45bTgjXPgA2NFcOz1EfTGa9CWMBjmDAEusKyMLlO5Fc1WEtfJAoA8N4tk8F1D0dOUCinlQkylFDFSDtg03uTFMz1+5pNjnJ0dYftIxrCUfEmxILPq7RsKXkrBi4nTiN98soS0LGxpsMQ6TahNBvAktfmRdzT42qsRncillwO8G1h0uhYtV+E5Lq5dZt/WhH/0F9f4Pz4peP7EJNpIUq1J0kxkFseGMNKEXuZWcl2BZwtcJ5tsOsoMJ7bK0kgr48alyIAuNtCHIkP4sNmTEpSV5SR++OEG+3akvHLW4n0P9PEsAUYxXXNI0wpziyWurXgsrSmW6prVRpzlszQNCy3oJX0euLnF99/b46bdkhOXBKNjbTZPC2q+y6aRGDAk/Uve0uwT//NNt79NGLP6d4UY+9MFeH3xIlrru8e9Uw/vOdDg4nyNXiBJbYvFVZsvzhdotCUVS3DqTJEzF2M+s73H5pEeH31bh8O7PdrdEleXiswWbDxH4qiYip9S71o0m0XqEcTG8Kuf1ySJpKiysEvPyXQjlgAhNw5x1gE+0GAMJnmWJVC5oCoDuMS2ZabfcASem2WeFNyUop+Bu1yMqJYDxqstXjrT4x/82ggnZ8bYUhOMFje0Jp6i6GX6Fd9L8N0sMvnaWg3bElhS5w/j+iYzTSVJYjFdMyRJTDv2CEKTMUf9lE5f4vcsPMfGsT1sVWH/loR/9BdW+Hu/Ci+emiDVMgN4aoiTNK/kmtDVeJGk71jDFsy2wVZZi5bpVAxKkrUpOdCFWF8BRb4cCmGwpMFRklbHY6Qywt37+tx+g6bguaSpotd3WFx1qLdd1lo286uCa0sxc8sJs6uGZpgyNtrnr36kzuaaYd9mGyVH6HVdxksWf+5ui6CvWFxVpDqkFyacvBbRNS/6fuWGu+R/wUnPfyyA/9wnvsQ3TkaFxbOfdnzR4txqlWYQsn97yqHtHktrPvOrLo22ptNNaXYFax3J7IzD62cML57pcd+RLjftXOGmnU18b5wkLZGkBltB0dNMlHN1Wwqpllgy2ww6Nus6CymuExOtAztXCYrMODxoTSwpUUpsaE/As8F1NL5n8N2sfy74MeVCRLUYMFZr8er5Pv/Hr9Q4PjPOpqrFeFFT8QUlT1LwLAq+wPeyhyMb9Ue8eFrQ7Tt4FvlDlvXgAxNCqgVxoih6Fncf6vDSyTK9OGtTgjClF1h0XAvXydiMrH+ucmCr5ud+bJmf/iV4/vQEsZbEWudm6XUPZuhIXEdn1TvXptj5w529cqnCYIz/JpBnhSKf+lrZg9GPJJ1A4dgFlDUQtGVa8n6YGbobHcHSasK5axHLvZAbD3Q4vDPkgcOaiYpHs1Nkpe5Tbzl5pIeg2dYsrKYsNCMO3dBl/zbDSKVAo73GsVd+1fnQD72/0Jz/VK+66T/fCfSfDfDG6nmqo1urv/Spz/7btWb6gIks7j0keO1MkSde6nNypsMPvKXNvu1lLl0rsNxwaLQ0ra6m2Ulp9zT1XomnXijx9CsRY6MpW0cMe6cMBV9hWYKCly+7aZYqNeixpcwSnSxL5FVHbLghG34vc3dOrhTMAJ79d7bKKpljg2NrPCcXWLkpft5elPyQSimgVmrz+oWQ/+NXarxxZYKpqmK8oKn4UPQERd+i4FsUhtU7xXMTSoU+z7zh0Gx51GrrY3IyfKN17n5PLSZGLR66qcszr2iCSNCP9AaQSzxb4tkKWzko5SOl5sBWw8/+2DI//UuG589OEGtFnGqixOSy16ySu7EcqgsdJVEqF2FJgaWy78XK9yfZnGDDdyjMsEhk0gaDJTM6b6Az14bcxQ9RIgkj6Efge4KPvL3D1ETIphFQokq97XFyxaXZUTQ6kmYHGu2UlUbKpcWUcjXgQ2/vsm3M49jZKq+f19x1SGN08sCLz1/91fGd/8NPnDz/luahPVv/6wL8/OV51OzKT5f1+R+U8Sqx8fC8Fm+7o8CmcZ9njrl85ttNfuy9i9x2oMqV+QrLDZtG26bVVXQDTS9I6YWafugRpSATQT8kq4SuQmszlLqm2qDT9U3kYCc0YCXE4PdkVSir4uK6vnugGFQWmT5DZScauE6WFOs5Kb6XUPBiil5IqdBnpNLi6LmQv/NLY7x+aZKJqs1EIaVSMDm48+rtSXw3q/6em1BwIxId0olchCWxBxV82IOLXPshSRJJHNsUnX4mF4g8agOQ91N6jpUfiSKxlcJWbsZ+CMPhHYaf/4kl/tYvap4/M0msFWEqiFKdV3GBF2tc2+DYAkfpfPWS2WqWr2jZ95MDWYrrVsCNLR+D73gw4gd0mou0hmaS7D6VfAthxgm7KWebkn4k6AWSTiDoBCYPHEpZbqVcXjYUy10+8GDEmD/C4895nJ6N8PwApeDi1YCzS0s/+P7a0YtRHP+9/6oV/PnXrzK1ecv2X/qVXziyOL/E1nGPetvhq88Ltkz32Dae8MCRAo+9XOFffz7hr39ghZv29Lm6XGW1kaUrdQNJry/pR5AkebiOLfA9cO1swzPYuafpQJg/AEWuZzZZxd4wqBxWngFrInOHzmAZVspgWxmwHWWG6kHPTvO+Ocb3QmrlHpVihxdPJ/zdXx7jtUuTjFcU435KxTOUcnD7XkYnDsDtuymek1AuRpy+Ynj6aBFHSmwrc9Zs3BAPfpY4tUi04i23xtywq8vFWZ/xAvQjk73ClF4/r8LKQik7r6QZd31oO/zcX17l7/2S5tsnx+nHPmEqiRJDIclaFtfOvldHDVYvnQNcYllpXsWzl9jQ8q334kNvSP7dG8zANKEziW0muc3UiVJC0Jd0ehaObQOZBDeMsmyWXj+l3TUstwUzazA12eavvr/L5uo4j73oUA/a3HowZfuEzVrDYbWZcGD3efp1+8ht9/7kdmMuzQjxnx4L958M8DPn5ymVKjvOnHr2/3Zl533T1T6ea7hjW0IQuBy/UOPb10Jc1cdXDs++PkKYpvzwQ01uuyFgerREq+tTbzt0Apswzrx/ILKbZmUulMEXur6Mi3WLVSpIE0jM+sByUNTXAW6Q1oAWzMCgrLxqK4OjNLatcW2N6yR4ToLnRhS8kJFKj0anx7dOwM/91hTHLowxloO76htKvqDoiSFXnjEvOqveTgZw3w2J0pR+4OFZ2UMmN1TDDCgi//kkSaKyXl6FhJEhiMUGgGscJ8WxFbYtUZaFJe0hwBFw407Bz/1Eg3/62wnPnxllvlWmX5RUU0MpMXi2wc1f9rBFMzldyAaA8x0Bnn3eDNwZoNnglMpeaW6gGDwQG/9eA3k+C3T6sNaFegBaRtx+pMlH39rm7v0VTl+22LOtg60EK2slnn41c/ZvnpScuZRSqTTfNzL+Qrpr763/cxJcu6L8zX+yAD935Sq+59/5+olz7z934QL7t9ksrEpmlkI8r8fkuKRW9XjxhEU/NEyUBC8cH+P18y4P3dLm0Tvq7NnUYvcWhWO7BGE2vIlimffP+U3LFYJp7h2MYyvv76yhMTZOM/DrfMO23jcOaC+ue2jsXBZrK40zlMdm4HadHNwjXVYaAT/7mwW+8MI4q90a4xXJuJeD28v67kK+sfRdScE1eQXPem/PjYCIp153aMQOoy7X6bERA7BkVGGaZuaHsqt42y09Xjwb0YldKrEmjLKwHifMtOqOygCuLIMlbYTMBjQY2L9V8i/+WpuvvBjwj39tkrnVGkFVUXUEpURTSMCNs+hlx8oCjezBRlOK4SbY2tDiDajWgeIwHaR+xRDmm9koEUQp2f3IZbdsaGsM2Z/p9gVBZFBuQq0SctPOgEfv6PLQzTEFVWSl6eO5MF2zefaEJNZd9u9K8RxFHNksN32uzl5h86bT7x+tFX8zDIMrf6IVPI56KNvf89g3nv2p4yfeYKIG02Owa9riwlyF83OG+aWIUGfJSZaEmq+xpGSlW+FzzxR54WTA5pGQu4702DbeIUkED94Ys39nSpJkUQUGASbTcaephdYWxijCyKHR8Wh1bYK+IoytPILhTRRhPriQeWuiZAZsZWXgtlWKY6c4doLnxLhOTMkPUKrHM2+k/OpXy3z52QkiXWaiLBjzsrYkowAHPLmVv0ReuTdW7xilQp47VaUXKaYLJp8YvrmC5yuUlsSJhWdb3HUgINEZwINY0B+wIbnozFYDitPKATkYrGfT27Gq4Aff2qXkzvNrXw341qlRFmOfnicpJ4aiMhnIVb4PsUy+LzE5yM2wtZNCXK8bN5kJIowzM3IzkKx2Jd0EDBpDSpLqrH1hQApkk9bdmyMeub1Pmmi2jCfcdyRmuiqZHrHp9LIo505gk6YCz9Mc3pUQpw5JrLgwZ3NxLsX3U2pFi5krrzO9ef9Pbd/7wGvtTv98ufQfj4T7jwL8xeMzNK99BcevbqqIiw+OFbrMrrho0eStt4Rs31pkYsyiWjR86TmHOJRUi9kmr+gZRguGbiRoBUUuzha4NF8lJSXSms88FzFVi0kSjdZ57JjJfJNRBHu2xLzv3g4F22Ky5uPYZeptH9k32Hm08WBdFPlI3pI6a0+sgaEhxbb0UIvh2jGOE+PZEYVCH8fp8VtPKP7Jv5/g4soItusxVRKMuCll11B0oZg77H03m3Z6+UAo06+k+UqQtSer7ZRu5OBYFo5cp+HYyKIMNpppNvCJEhvf7jNVDWj2SgSxyOPWsr2Cbac5zWfldKe1PpwZblwz5eP77u9y+8EVfu43+nzq8XHqSZGea1O0JWWVaXBcBY7F0AyhBnShvH5DPGwXTdZmBCGsdCU9kzC1qUvBCXnffT32bI4II5FLlAeR05k/dqJm2L/NkKYKox2UVaQXuJyfzQJSw9giSQVSGGolTZykfPk5qJb6NPsh7TThzhtCpkeKHD8bM9s8/+DYUTbV653zOjqHdP7Dstr/eAU3KYvmrTvOv3H6l08fPcFdh2KmFj3mlmr83hMpMyuaotfj/iMh11bKVIseI6WMa13vv7INTxhDL5QEsUWYwMq8x/xVSLTJxPbakBhI89zrNy6mPPFKgokTvu+BNj/+ngBHuSRKY4mBWtAMW5OBvsKSer1yWwMdRoJjZy2J64S4dsCVpYRPfKXI5789yqWlGuWCzYgHNTel5Jp89D4At8zBLYdDIS/vvV0ne3DKxZDPPac4P+PjWSKbGA4AwzrKhzEOJuvD40Sxfzu85/YOv/rYKN2Cohwb+rHBjfJ9g6VRSmbsh8UGkNsb7lW2Kmwbk/zdj/U4snOOX/ryCJcWK9QTn56tKFqCgjL4Km9XLIGds0yW3DDd3ND2ZXpxCBNBT6f85e9f4oP3BUSRTaWgsJVNmg6ALdcNKGkWjddsZTF5/VAR9DNJQZhIojjbWxkDSmWVastkl707Qu67McZVPnNLBVbqRV45Lbgwn3Kn9zoffd/2X96686Z3xUH7P9qq/AcB3mjHVEuKV469sIX+G7tLdodvvu5TLHW5ca8gCEpsXbRYbnicuaTZPpZxw56T0VDDjLzE5JklGdDjWA+jCuJEDOnAQR838Asao0iNRWJ5XJm1WVgJMSb7yLZKc3YiA7SUZli1MztaDmwryZw7doLrhjgqpJNG/MKnHX7tK1NcW6uiLZ+RisWIY6g4mkJeuQvD8b3MdSp5a5Jz50NwO9n0Mowjzs+5dCOXmpuzOBuGTgOKbeOwJ0klcawoFxU7t0RYbp9OVCJwBH5sCAcAV2k+qLEyHlsOJMDfafNqMV7p8ePv6/H+tyzya19p84nPjrIaFAmUh6csCkrgWwZvID6TJv97841xvo8ZMlMCCg5s8Qx7Jmo0GmMkWtBsDSr3+kM73EAPkm7jLFAoikWefCDWh3hp9sRblmCt5VD2J9i3STM3D0t1wdWllF4SsGdrwsObXF471+Orz5zZfU/P33Lk0L1XjAkRwv3jAbzXWUZSHFei8OnHnjpn75ywuOtQxOnLHl96ocs7bl/hoTuKrDZ8Gh2HKM6q1CAEUudG1iQhHwZAHA8GESZPozKkiSHJ3d0DIyysDx8cW1ItlTl9pcrWiZiin1yvjBuCepCZndnRlJXi2DGeE+HYEa1+xHPHJL/1RJnPfnuUflrCcRxGHUHV0RQdQ8E1FJx1cHuuxHUlbt6aZIOhnJnIAe7Y2eTz8oLhW68WiGIbt2j+0AZzcOlhD57Z66LYwrYVD93e4Xe+3uXsXJHAy8AQ2gYnATvW2JHO6D0p8imuXA/34U0cu5YUXMVkNeBvfaTHgW0hn3qixCunK6wERfqWg20rfCXwJBnQ5bqHUw3FaQY7lxkXPdgz7nFptkyjYbCdgcZmIAUe5K5km844EfkLojjHQJzJCgbpt2maUY8Z0ZCtc1ECja5mpZ2wa1ub99wVc+7KKC+e0kyPQrB8wvbUvZ9utxo39YPuyh+7gm+admRj6eydqzPPVbbWAq4uFZhdDjiyq8liS/HJrwnec1eduw602LXZBWHTC2ziROaj6Cw9KXuJ/CkmD+gRxInJf3Cd86lg8mFBNrjJWh3PEVRKglIeEaGsnD5TKUqlKGvw0lhWirISbDvBcyKUiml1Y549Ifj1x8o8cbRCvVVC+h4l36JqG8qOpmAbCo7Bd8irdla5fVfiOdmq5DnkCj2dg1tnK4OTYKmQc3NwreVlg5UcKBuX+iEQGfggRW7ylUSRYrIs2LM14PhsQi+2CfOMbyci4/CtNG9RBoMakG9y5gwenkEVjdNMH/7hhwIeuaPBN17r8O8eL/PK6TJrnQJN6dBxFK4lspcERxpcOZAVg1Z5NLPO0q6uLglaHYXryqFkYp3eNXmwENn9TXS2YueFLbvnmiQlz68xxGkW9RGngm5oQKaUSxF33tzlPXcFHL9Y5dJSwh0HNGiHC/OC3/zMtyv3PCDv3LNv72P8B8KD/oMAj7uLrtbpL56/PFuUdsJbbu4xv+Jy6qJPry1wdcqvfjHimWNd3npLiyM7NVvGBCMlRZoqhLAyD2Fi0Qlsev0NWXh5Hl4YZ0tYkoo8w2Sd25ZWdmM9x+QCqISCl+C5GWPh5Fl8ykpyoGd9dsGLsGTMaifhmVcVX322xBe+VWG5XUR4HnbJpqygYmdOHt8mbzvAd0T+krnkNO+7HYE7qN4DgKsEx8keJGNinjrqMrPgMzYisKXOh05i3eg7uHKn/wDgaWoRhDbbJwUP3dLj8y9EdGObIBZ4tsFJsioexgOpa5r14EM6T17XppjhZm/djJ0kCt8N+fBbA95+e50/+HaHrzxb4JljJZZbBXrCJXBtlC1wpMCTAk8aPLU+YLOkQXY12iQEfY1rZ9qeAUtkNmStJKm5brUOI7J9WCLo9qETijzaGYw0JGlKrZqweTLkxl0Bb7055eAWh5n5zVRcm8Pb4NysYHEtZPumhHpjtqhN+ovzc9cOAMEfC+ALcydotQMuz7coeNDsBVxa1oyPCe446HLmssPpK4Izczaf+EIJ2wm4dV+PbeMpO6ZC7tgfI5GEkWLzGFSKin7fpR04tLsO3b4apprG+SBHazFEeBZCb3DtLHG24KUU3Ajfyyg+x45w7ARHZf/s+RH9MOXsHFxZkPzukxUee6XMcqOIsD1U2aZgSUq2oaQ0vp0F23h2Bm7PzjIJM5mp3PAS+b83Ocj1EOSOndnTLs5rjl92wbazTdsGBkVsLOHDdmJdy5GxKVmc8+GdIQe3dDlzrUDgCQqJwI0NYf6wZ6vUYDhjbaAg13uVIc+eU5FaZ4UmTmz6kY3vRXz8nX3ee3eTr73a5fe+XuDKvMeZ+SJRwyH2bAJl4yiJlwpKqSHWEm0GJ2BkLh5HrWt8Bu89YFyy6g29PHC/GQjafYgig1+K2TwRYUUaX6TccSBk11TClrGU2/YaXMun2xvl5ZMVTl2SnL4as3Nzh+2bBd3YpmCDrVY5e+YMyi7+hyD8RwN8aXFW9Pv9n/qd3/vU2KuzNg8d0nR7JXo9RasTsWu6zZE9FeLERcmIhYZipV3hudfKfK2vqVVjtk2FaKNJIs3dN/bZszkijrLzZQ7tsAjDAp3ApxvYRJFFlFqZadgMNo8ZhTUYzGTDmThjQuyIUiHEtiPSNGGpoXnyacWFOY9nXvaZr/tcmC+C62IVFZ6yKFqGotIUVD7hU1lwvGuTg3jwkvnLygFO3nPn4LZTXDur3o6K8byIyytw+koBW15PD26k3AZVbgBuM2BStCRJLZLE5uD2gD0TPU5cSuglNqVYECpwchbK2gBwKQVCyusq+bBNGYb6iOFmNkktktQiTmzCyKbsR/zIO0LuP9zmWrPFUy+7XLrq8rXXiszXC/QDl1DZBJ5FN5UECRRjTSHK6MZMfpubuXPcZNoUQZhAKxQ0QgjimMO7ujy8s08aGXZuSbjvcEQcSYy22D4JoxVFu5sZmpdaPvMrLpeuSd64FGK5ITunLZLYouwo+knKrft7hObE2Fsf/gs/9cH5az+/edNm858F8OWrzxDH6Q8uLDWKo55kYVmB0Oze0qXRdLm8YDi0PaJaKjBaUyiVMFrMnCn9WNINXVaXPMI8CuwL39QgUvqJZno8ZPtkwAfvb/HoHW26QYlu4JCkKnOP5ADP+u0N/LUd4zkxpWKfxERcvmY4ecXiyZd8TlxxOHXZox16hKELtoNVznrLggUFpfE38MCuGug0BrLZTBfu5m2J41g4jswfALPee9tpNlm0UxyVPXBGRyzVJaFxUUriSIPKNTHiTT04rIM8NWIDpZbx4QLF+EiEtPp0Y5ueEriJwYnXBWPK0tdNIKXYSLTnYUe5t3JYydP8JIvUwrYtkjSLn+j1HaZqMVunIm7dGRFEAR+/0ubkFZsnXypw7HKBy3MF6tql49nYtqSgJL4ioxplNigSuRs2NYIwFbRD6IYR77x7jQ/e32PbuGDTaHacuTAetipmD1qsWGsqri5m8RpBP/PgZopDTZLG7NsUsVL3WOsk7NqcAhbtrk+ql4uf/+qLPwjq5/+zKvjLLzxJvdOxrs2cENO1Hu0+3L5Ps7jqEsc2loKVpserZzwEgpKvsC1Byc8PdErWz4iJE0OsyXruRBIm0G27PL9Q4txcEc+f55FbVin4PnFso7VASJM7ULLNY5wm9KMUaUVcWoTf/YZLL/Z5/bTHxaseK12HMLVBOWAprLLEtSS+NDkVRhZnZuXCIyur2o4tco35BnDbEidvS1wHXIecNclG5rbSWVtkZ+yJ70UsN1KefL5Eq+NSqwhUTlsOJoPfSa9vcj3NcEOoJWFoMTZq8cjdfb72SsBsq0hgy6xNUWAnBjsecNY5xy7TjC5kY9aJHL6HNmrDe2RAd1JJojKg24kiThxU4OLYCb4Tc9+hmLv2JXz/Aw3OXW3xxmmbXqL41NfLXFn2iEXWYopEIfOlSimG0XRxqjFJwLtuX+WnfyBhslqi3s7yDbNccpmfjbROQGQkhCCKBP0oU5d6juS2vYpySdPuaZRwubpomG8Ybt8HncBCy1lx6437ra8+9kTy6Lve8Z8GcCkMvl/8hVdPBzc2mg6NruDLawEP3LRGreyy3BIcv2xTtiU7pk0elSBzzjvjt5PE5J7BXKSzQagTJ4ZeKDk5X+FnPhlxw9+/wqGtPZJYISS0eoKXTykaHUHRT3n5rMMXnysTphZhrFhY8jBYREahhYV0JEpKlARHClxp8KTGtcC1soGGnY+oHYs8RTar3M7AlzkEt5V7NMWweju2xnEGAq10WL0dJ8ayIr75msXnXyhhOSpjH67rv//oCj7gwrM+XBKnFv2+zXvvCfjCc20+9VSFbuJRzPtwe9CHx1w31MrEUYMnaTBmlxt6/Q0A11kld1TesihFnGSFJIpTpJViyYyRKtkJt92QcttujRARf+6+1SyeWgu+9JzHK2dcfF+y2lEcO+XS7loICTpJObS9zT/4eA/JVl46VaMbWPnMY4NKVGcZiMnGNODEkGiNMeDakh3TNoWi4rlTmtV2iu/0ee+9BkmJtSb4hfaNpVLxF7Thx/+TKngStbDscvnE0c/smxrtWr6dsnuzQ7NT5rVTBVZa2RCmVpRsGlfUKlBws2py/aZpkBfIhuji9RsLhntv7lGttfjEZz1a3Yx1Ecqi2bN5+YRHt21j2YoIRV9LpMiAbLkZM+HkwiAlTB4NkS2ZSq6DwZYMM/oykK/HJNsqMwIMjMcbwZ1V+FxWaw8qeLrhleCqGGMirq06RKGHW5E4+djbGujSN04xB44e1sfr6yDP8kii2KZWstg6FuGIPkHiEiQCX2Wsw0BDMuD+LblBuy3k8L2y95A5N603hODrPLsx48qTxMpWSpXmbnuNFDqfkuZB+gKE0IyVTBY3IVN+8vtTBF0sJ6XRgZdPWLR7oFSKlJpGT/AvPzdGxS5Sdq1hhJ5hEN+sc87crMtuB9Jbk0kGPNdidtFiy2SVBw9FGGNYaZS5PJcZJhw7wGr3LDXS3/eXPvbe8upauz02Wv4PA3xlpY6l2j//0msLbz12rsddh1u0giK7d2ruOmyzUi/QCy0cG4q+pujFmcxVrPeVaZqfopDKYbDjej5gtnEs+il7t3Vw3R6/+JkKr18aQTku0rKQlsRSAq+YcbJluWEqCPkZNMN8n+zvJZ++iYG+Ij+xwVoHt60yR3129B5DcGe2LgsnB7ejGEpMswqeV3GlcfKxv23HuG7M1VXNb3ytCMrBlmJ9gzlsT8QfquDrIGcYEjoYbWcxDTY//EjAHzwTcGqpRDe1KSTZobSZCtCsO3HyM3mG75V9ydk3MigoWm4QeA1eOdAHEoDUyh+Y7O+7bsUBMLmsSzBcOTK6MpsYv/WWbLBmWzGe1+f1K5p/9Js+vpAc3BRSdMVwVTODzfaAMzcb+PP8eKEst12zXE+ZWbRwlEMvNKy0IsZqHapVRb1ruGu6je5eeuvs7PzPp2nyP/1HK/iXH38KKYXz+plFKiWLC1cnaPUMi2t9bt3X49aDHXp9B2MY6jxK/uAwUjE8tSyKM6473ZARaFsGz802jL7bx8g2v/aYz0xrDL9aoGRnOgkvjzS2N4yNpcyjz9hAsel1xmBwXy2R3Xg711YMdvq2lQF3cIrDwFW/DnA5bFtcxwwtbY6jNwTnJNh59XZUjJQRM4uClbaHUApXcl17MhzPv8k8sLF1uA54OdMRJTaj5ZDtUwFnFkOCVNFPwU0Fdmqwk7wPT3LT8AZACmFteJrWTSFZ0m5ePYcbT0GqNErnU2E5cNgPCoi4buKq8/soRZ7zKM2wnVFKY+eT44IXMlXq8WOP1vnVrzi8NuNTsCWeEvgOWGo9pz010I+y/jtLtc0MFUJCyc+n0lYCxtCOBId2xhzcYVH2s5yWejdksz/L0VefdDYebvBH9+DJKYSEpXoH3+lzeLfm3gnDWttlYc3w8tkQQ5I7OzSWMLzz3j7jlST7wpJMYDNWgR2b1iODhYC1NswuQbGQcOIafP7ZAk+8OIrUPttKmqKts9Yhr7oDXYRlrVdBM3DDJOs51qlefw85GDMPKnjO1W7MQlkHt8x+dQZAH2w+c3AP3D9KD1sUW2XDJceJSYj5ynM+Sys+dsXCGbQm+QbzOgPvxu/YbKQLxZs2gRb9MEuwffTeLs8d69NOPHpK4SeaKG+7rHxKKocP06DyDt5JDkE6zAEfJPEag05Bq+w9lc5OhFBSI6RBCrlBky+Hmvzh98zAVDKQSJjr5Mjdvke16PKX3t1hy8QiX3yuwOyyj+9JZpccmi1raEGU0jA9kTA2nhAlBqMNOjFUqynvvifKJR9W9nAJw7VFn+MzJZqdlF1TffbtMLjOCi8cvzA8eOuPBPj5k1/Hdf37jr3x1O3jlQ7NVpHj5zQXZyJagWC5UeDCXCmTQqaGfpL5Jp89k9FlUZK7uyPDoZ0R994Y4iidWcyE4MyMwzePenieZK3tsrxaYKwAo+UU3za4zkCvvNH5LYaewYFhIEnN0JzbjzMx/jrAyROsxJBWG4I8B/YfAvhgwznou9WgLTF5v329ltyxsyHTYktz9IIPykHl7clgPD+s4FxfxbP7uh5LvA4+sT51TC3i2OaWG0JGqwGtRoFeYlGwwE6yNstKTfaKNwI8a9+GbzWIkEZsWDmyMzSNEll40KA3twzaElkFlyb/niX9yKIXKPpRxnZsPAnaGuhWVJ6zrnRu5HboBg6Vosufuzvgnv0ha50uBV/zjdcczs+o4b10lOGeG0MO70johxZJfgqcZ1vs28bwRLg4UWgDZ+csFusJnZ6kZHtY0jC/HBH2vdsffuCt9/3e77/12Q9/4OHvDPBzszG24t1Hz3DzWqPHgd02h7bB7EKRxbrFSEGwZ9oQhtl5571Q0+kb6h2HtQYEMfSTTIewtKp55vXsazVkGy6tBTrJjLgVDw5Navz84KTsfBmBnR9NbednzCglc/OwyI8Ayap3u5uQpglxYjByHUhDYEtyg8Agpk1siIyQw5cz6LkVw357QAlmFXsd3HbefysVI4j58rddnjtRQroKR4osf3uoIHxTjMWwSVnvawcbzfUqnm00U20R9G3uPhTwnvs7fOLLJaLUpZtKvNQQJvnPt3HFEBoh5Xr/PHyrDZVciw1KzUHbIvINX7a5U5ZBmMxIoVNBFGW5kI2OII6zn2E9SmKQs7J+BIyjdD4zsGl3XdaaBcrFmB0TWQjoRx/UaJMFf5r8IbRVESkzVWUY24SRote3efV05vrqBpKgL+hHWa/eDTSLDcPMcsLBHX1u2BJx62R880S19+6kFD/7HSv4uYvzeF75kTde+9LHys41xssFTl009PrZRnP/Lg8Ll07PY7FuU28pGh1Nq5NmTvlQ0w/Xs0yy9kFe1x/b0uTu7kxw7yiw7evPlRkAbx2M8OYcD4FhrSVYa2fTvaHJeCDiH6ZXradYqTdV7yz4JwP3dZU792w6eUWy1cBwkGx4xUTE/N5TZVLjYg2nlxs3mIO2SgyZjet68EEV14M2RaLTwQkVVqblwebDb+vxm18JaeqYIPUIUoGdMKziUhpkIvK+WOcj+zdrj+QGBktcx2ZpDVrJ9fg7NAqQlsF1NZ0gYW5JsNo0eeXOQ5QsmcdwiNwCJ/M4DpkXCisfjDmstbJikTmrsnZmsDswZv34mTiRhLFFv59lrLR7klbH0OikNNqapYah00/RVraHu+uAYNeUzeJajXPX6kxuW/vYI29/59O99tzXCuUt1wPcURGu6t0Q9OLdxy4lbJnQ3H5I8+oZn3/zGZtURjxwY5Od001u2W/R6VWYWSiwtOZQb2u6PU0QpbnWe13bPVjShsIjCUpeD7oseUm+qUcmd8CTeykHTnhNrRRhO3Vmm4rTczUmy+m6v/APtST5+1hZLoiTPzxDJmVIB2aO+8yYPOgp1zeYakP1du2Ioxck5+c9jGVjSYkjNUqQWeaGLcp6A/5mFoXrevA3aamHZgGb3ZtiDu7q8sI5n9hyCJJM3mqnBpVkR4xkNj2BjA0SndGFG1uVwYbTiPUU2cE434jhA5H9d2DJjB0Zq0acvtrj8deKeMJjpLgevLRxL5N9vxvvocwLh8z/vNlgdDbDlmrQrg0ktnEiCCNBLxR0enluSj3m8rKhHUXs3d7j4P6YB29MQJc4cbHEl17Q7NvSZqKY0u8Gu5uN6IZ+kHztD1XwOFzDwsOWPUwquHxN0A+g1xMULZ9u5PL4s0WMjNi/M+CHHl7k0K4ajl3Dtm3abnZWZRTr3IKWGReGX68YLG3rSVPXpUypAZVncmCZPP01PyDK1nmoTsTkSIuXLwQ8fXIKK9dAyyF7IvL8k+urttrQllwX/qMGD9F6nMTAnGzn4HZUNtixVcaeGGI+81SBtTUf4do40mCLDRu/N2tQ1jF2HUU40L9v1HEPxvaJtohixdiI4Ace6nD0Qpkw9ehZDr7OevEB/29JkInZQElqQCKuq+Rv6scHBwQYAyar+gP9vTaDvyflvsNtPv98yqunXTZXBVVPZ7KGfEg2tNNZbwL8hlVYKTlcWbN2SuSpttkn07l+PMnlwUGY0ummLDcTzs8nFCs9/vK7Qw5ts8CU6AYuvcCm7BtuvCFl04hNq2WxUo+YW2gQhuviwiHAP/XZL6KNRdFa5vCOBKl8BDA9anFgZ5Zj0u4a6m2XueUiv/dkix94KGa8GpEkWWUMQplLX9cHOxtd1gNDq6UGDMcgr0QPn/J1cK/3wZ6dZEf7+X0KhS7Nfo8vv1xjadVn16hezx5UmfUpq87yO3zhcsODlIPbJt8cGezhKF7nv0+Hr0yOmx1UdWoGPv1EiVA6WFLm9OD1mSxvnmC+eVq/njXCm/rwvBfP2xRSmx94R59ff6zHsUs+sWXTS/IVI3fhyNRs+H5Nrl4cAEgPGQvzpnOLMqP34LPInE/PwKp1JmPePOHwnjvbXLqiuFwfoeJaVD1D0TG4asB6DQqUyLjwYf5jVmQsS2ZuISs3auSFYPjA51k3mcRWZ4fQBpq1lqZaTvjQWwVTpUneOGNTbwta3czppDEYo1haUmgMneQslrlGnOjrAb66ssjo2GThC5//NzvnZha5Mq84vxhz98E2Y1XJ9gmDsmxaXZdWxyLoS1q9Kt1uTNGHop8iRKbIS5INEQIbAb7B76c2OLqzOIdBdkm6DjCVZqo9J6bgRRT9PoaAJ14x/PPPjnFxcYzxoqBgp0MDbfZFb2h78oBNZQ0ORx0AO18pBsunvd6S2GrwmdY3mCqv3kolWHbE+WuKTpTrXqQcsid/aDzPBpB/x1G92EDjbRil642DH0XRFuzb3OfY+YhUuwTawUsFthQZa5O3KvGwipv17334OOVAJ9OKD+I5zIDOyLUsUsqMikwk/UjR6BR4//0xd+xf5J9/tsc3Xh5nNfCouhYlx+DbmYDNsQatnVjfeA6ZLLGeoDXcn2zIXhnmrqx7eIMoW94qrs3piz4v9aAXhtS7hk6QzVKmJzXj1ZR79sO52SJrzZTRsbGdP/VX/krh0ff8j72tW6YzgM9eXWBpufkOISd/Ok2Os2XCYIzNky9Wubwc8Y7bW1QrmmaQEvQ0R3bE3HlYIUyBILTxnBRLGvxcz63XO5Nhzt3wXMrBZmzget8wJBgc6TeIYHDsGM/t0wtjTs1qvvCsz6e+OUqzWWW8LBj1ByyMGL42hk06SqJsmfeH+QZ02I4Mfr1+9Ri81IbqPQC360TUO5r//++XWAu8vD1ZH+6sW9TEdSD/o65BcJHRIg8y2ljBM0YlSRTlguKvfKDDN46WWQsdIqkIpMSRIreWbXy4cvvXhqMADJr1yWbe85O9z3olH4A8cwlZ0kJZilbHQwjDgW2Cf/IXW3x6b4/ff7bC2Zkyix2Pgq3wlcR3oGDr3LE/sLnpdYAPM9qvP7fz+rM71yeacZL983xdMNeKuPtgmzt3JKz1XDqBYLoa8vAtcGW+whvnbeZWJEkas2vr1E/PXjn7bK8X/MGwgl+8eAzXcbhw6TIXZ2Is5VHvWExWLCYrNnPXSpy5BGGiSZKEhcWEIEy5fV/2wbP0JT2sFYINKaXCDDOo1/UT6673gQ6i6CV4boxlxQT9lDBJmFvTHL9s8eIZjydeqXDpahW/oNhUg5qrKXuGQh59PFADDgFuSxxLoPLN5GBcr6y8cluDlmQDsAfxElYeNWGlubczwbZiHCfid5+yOXnRB2kjpcTNs783niYxPCM+L+HfKcfcbOjF19sUrmtTEp1ZzpLE5vDuHu+7v82vP+ahlUsgHVwpNpgrxPr78+Y2hdyMoNd5cCMxaqMmZoOcAjlsebKPbkhTQaVo81e+v8O77ljjyaMtXjzrcfxSgdWmx2rosNhQKJlp6AuewZHr8RR2vsopi2F2zR9a7fIPOpy+avBduPmA5KGbfEbKhijMJLbd/ggvn5RAwuRIiG1bhFFMo36ZEyckSRKttyg7Nhlc1xD1DEQJu7Z0SBJFGLkYozIHfDLQljjEqYPrQD/MjpB27QyoQxCLgVw042dtlanwsnFwmv/Z3GpmxShb89o5yfxaZl96/azDyQsllrour5wvEkRZpZgagYqjKQ8Oi3IGxmCR28s2AFzJYdXOAJ4lOg1j3Kw/XLVtpa/vuXOwK5WlVjVami8+XWK15YJnv6k9+SNalA37yzc34Bs3mEMj8kYnTt6ixImiVrb4vrf2+MJzfda6LrGlCNLB+4vrNm/Xrx4bRG75eyoDRushi6JzUdbGYxeN2CC51RnlG8WKXt9leqTPj727z8cf6fL6hS5rPXjjosOxMx5GWFxdc3jtnAeWQsqsRXRyodwgQatosy5Mk2a4YZZ5CJHKad+SA+264rHnPOJkcM5o7vdMNRpJkDponbCpprHLNonn5pw9qObqOQrF0R0zF5/9yW57gXpbEc9E9KKEbpzw9tt6aGOTJBaGLMzdt2MENnFUxrIMvjuwkCU565BQ8LOoBmklBH3D1WWQIsVxUuodwWMvucyvWtiOhVSSF0/4XFt2QFrUuw79ro3rZNHEk0Uy76TKw3acTNOw0YEzOKkhS2Jdj0m21cZ+n3zVyHtvS7+peucry5taE2Vlk8vLVwTnZjw0LkKq7IBVYdYHLtcxKILrhFYbz6VknT4dMht5e2L0BhOEznyVSarAKPZvj9g93WftjI9OnayKp1kVt95EUWZ9uLjuicqUfBukAcZk/Ls2w5Oi1/+9wQzdQAPzuCKMMpOE6xTw3YhbbohwvZgHD6W0Hu6irITZFcmLJ22EBY5juLaqeOIln9W2jbIlCItryzY6sBEyu/+eB57K3P2+ynr7ojAEkeHMfIiRXSyVWfQMWRKDEiEP32roRD5RKPAth8tXl9m09cBPvuehu14/+sa5KyqMUrD6U2EkHmm3moxXPVLtEUeSk+djjp6ziPMTb6XMnBwjvsPOKZcbd9tsmexT8LOw+IIX4Dkh7SDhyVctFuoSzzNcXnR46vkCMQpLZcE/l5eyZCOlMsuVhcARWdB9zQGvaHBlblLIKbzsRDQxtJe59roDJ5O7buC3B8dYq/WR8vrZ9AZLDTa7ZrjZHaZgDVonK0WpGFslWFbCV14ocn7FB8dG5O3JAFziTcyJ4A/HRXynNkW/acN5PZuyQUYbKXaNRTx6d4+XTxVBRyRp3oun+c+XivxBM8P2cD1sKAOstszQzmZpQ2oZVCqxU5Ot0BuAnuaVexh+Glv0XQvXVpnmxHZpdpIs5cBO8e3sO9u/RXNgS4plZYUiCGM+dF9MnGQFJBGGr73gcHVB4XmCubrNN18rsdjwUMqh6FqMFzLyYGJEcPgGix2bNaVCiONmenUM2edNPI6eceiGkr4xrLbWUMI8EifRlBDmimp1NUU0C6uabx3TXGuFCBJSbUPq4coCBZUtK7bK3OZV36LsC3yvT7nYZ7TSotPvcn4+4SsveXzrZJWrCx6dnotlW8TawsTrpgQlYdwDp5hvkESujhN6PaFKMFymBhyrk1OAjpMfHJUfHuXk4B4IpWwrG9xYuSBIWeuBnAPVXAbqvEXJIycG6shB9ISysmMLfT/ihbOSP/hmkaDvQkFl0lgxmFya4VlA8rqqvUGL8ofQ/R367+vCcwZj+3zoEysqJcX3v6XPY893eemsgyk6hNom1GCn+dBHgtQCkZoN1Tv/+y2DZcBKIbEMKhW5LdDkGn6Th2zKoaY/yf//OBGEw1B9a8NmXA9ltoNT2+TwO8/O47QtzXg5b/2szFSx49EUQ6br6fS7XFls8PxJmy+9WOLScoX5bhElBSN9Q7tj02xWEKlGxzorUIOsdz/gwVuvoU2KxuPsTIHpMY3nZoYbZVsJmJjRasLe7Sm980V8W2ErQbUkGSllkQnKysbqnpMdrTdei9g03makWmeh0eNv/9syJ85X6WgfbRQFJSg6g5F8Fj+gBhsNOQDfBt3GUE8ihuGPg6y8wdh9MBRyB/ptZ/2MnesmkpYZbiiHElA5yC4csDgDsOu8muehQbm+OfvnTFwVRSmPP+9zarYAtkJIC3ewuRPXq/quq+Qbe/ANjMqwH94w+flOFTzdMNVMtCKKFQe2Jbzzni5vXC4Qxi6JVPS0xE5zbUo6aFXyfjwd9OE5HSkgEQaZQjxobawsm0QlhsTW2KmVVe484TdJ8yQq28oOn7WzybJSGRc/SBjLfsZ1zbgYtE15OJOdf99ZxdfYdkIUZRLkQ9sjDm2P+Pijdd640OBv/uI482sjxKmiF8XMLkrKhcwIbuczD8+BkYqiWipkIi8v5MxVTW2rYVc/od1LUV/40ucAG2HWmB4zbJuOqRYSlLKQIhuTD04VsGSmrisXQ9pBn0tLIZ/8uuKLL2xlbqlE2ZFM+1CwsyGAY62fSzkA6kD+OuBENx7vsXHpJgf7uvYhn5Tl4M4oQZE74jcaEwZj4UFVGVBnXB/Saa2DXEk9bFOsQZBQ3nu7TsTJGcHjzxXoBS6UHKy8eg/06gN+f0icsKFyX/fDXS+2yn7WXJMybFeuF19pbZHqFJ1amRO+HPPOe0K+8EyfNy57GGUTCpu+AEeD0hBrgdTmupYJzHDiO1haBGY4AVZ5O5ck2fmhSSKHB2XFSbZqxgk4MTjKyhSElhz+7BuFqmbDzz+Msh6EfL6ZHt4gZnOdBN+JuG13n9/46SZferHLN49VWGsWmJu1Kfu5pl8MDBEZpoQQOMpQKymkjJm/8hxPd08RxQlqemQJx4alNXjujVGWOwlT4z0slT29RieYNMltTxohwfcM5+ddXjs9ghE+ZUewZ9Tg5/YuZ0jJifUzYfLR/PUA35DZx7rWO5uC5vO1QV7eUCCVDXHWoxzIvZK568bWOJZGqYF43+QUmRhO7tbPnMlj34aHow7AnmUa2nZCahK+/JzHt04Usl2QsHAHzp03bSy/kwfzj2xRNkhm9UZwazYIsDZUcW2RakW/b/PA4R6P3tfl5KxPktpoadHXFl6aTVRVziVvZFUGnyVhfXI4uAYAtxXElsG2Mzl0dkShyTaYqSSJJZG9bhwZVG8EG0592Oje2tC+5RZCa7jh3zDBttYnyFk0SJGiH/Gjj/T5i482eflsm3PXbHwvSyvACOLUJklVbhDJ/LNbRyTLqw7HZ9q8fq6XdQtPvz6CJSWtXshiu4syDovzHoaMiun1NZ38TJ0wJ9+FyA5H2jGak/u5KGrolBmAecOvgyq8/vvrQ9c30j8DR/7gSAw1OB1tYEpQgwg1g5e7brzcFJxllWTVYVBZdJrfoGSjK0XnvPG6edeS6/131p5EvHFF8OmnSoANMqcGhcHOV7RBiyL+KJBvGGR8px58nTIUXDe2N+K6WIkktVBpNvgx2uLDbwt48vmAVy45GEsRaUlfr1dxS5O7rPJ7lr+Pzo2+cbp+OrS1wdrnKHAS8JKsmidJFq+WpJrEtrATQazW76uUA43+4N5p0sQMC8mwQF2HgUEIv7XOaA0GbrbOVn87i+fznIQbJmMOb02QIkUbQRRbdAOHVtem189UiACpiRir9bivZJNqD0SKsmSIILMHVXw4sLXH9Eg2pg1CSbNrMb9isbxm6IU6NxeYDUu9HC4VKpdRDn+vsh9qHfD5JHFj+LqVL3EmO6mr15d0gyymbAhwa135l2nHs9PR3DcF0Gcxxll8m22n+PmEtdt3aLQ9Ui0x6Zv6Yrm+GRrEokmZtShJmvL0yy7HL/jgOCBtbDEwNmyYyg3773WJ7JuBvU4SbgC7WNeFc51OO29RUklqyYwtsPJePM0OBDi0O+DBO7MqHqQOWjqEWhLnINeDKr1hrzkoJGEiWe0KWqFEyCxs1FcGz9JZIFJiiBPwkiw30k3NcLPpKEliS+xUDieU2kAUZ4eLBf2UKMneWAqBtDL16EBeOyx8byqCmdozZ76sjerDdVYoe5AEvb5kcc2wsJrS7Gm6oSCIDVvGJLunXUZrBt8L0BrU+fmsTejnZ8PEUcTVimC1l4X47J2O2b2lSsFzs8iAhKE4frgED473kwI5/PB59vTwaTX5rnujHHV9o5K5uQWrLZuzMy5JKnIDwyDm4fqqPcjm9vLjQ3wnxnNjPDei6If4Xp9rK4bVlqRatHEci1bHJU5Ffoz1oJIPRFLrRtos4zDm4gL8u8dKhIkDBQcp5YbR/IYN5nCDtXFzKf7QRvNNBXzDZnMd6MNx/aCK63Wnz8AMEcU2RTfiz78z4Mvf6nN23sVYCZGxiTS4G+nH/DMMxuQg6Cca4YZsHY9YaVosLHso16bsWpTzvMbIyVZSLzXr/k0NqVo/dErnJ7YJkYF/Ziml3tbreqMNrY/asI/KCt3A1HJ9MVQ5hqz8pLxBezVw4CdpFv82X4+ZGq9z476UVuBQ71lMVVL2bIoo+Cm2bWOMQf3BJ98+eeKV2f/tE58+wXLdJolGuHhV0u5nbUKBmJpvsXUyG8XHOSeaDM5l0es3c3AA1P/L3H/HWXbX9/348/R6+7Sd2d5Xu5JWZSXUkECAAGOabXABOy6kYDv52UmcOP7G/saJE5s4tn+OjU0AYwMGBDYChCqSkLTqfbW70vZep95++jnfPz7n3HtnwTVu9/E4mpW0OzM7933e5/15vV9liC+nyzeGOVvP0JKcjhrjWhGOHSARsu+kzEtHxwi9QuEu5yLgwj+wKGzhVWgawozTMiIsI6Dk+DhWj44f8tmHDL71fJnTFyzesC3ixq06mqrnW1WhJRV7XLFtVfIOrubdO8oi7nrMYs9RW3wDsoAGTfmSw+VfYNG2rKov6ebZ4B/D6r4UEx9d2Q+4KbJMkqgkSkLo6ezc0Od9t3X53S+ZeKlOmopRRRSgNHKOEQVlaOAqMhNjCddf0eWGHS1OzaY88oLGFx+vcLFVom0Y1CyFcj5/x0mWBxQglPhaserP8qeCQNkaFYmS2+PxfSGvnrABjYoBZVNY5BkF76cQoqhSDs8OR5dCubXMjTfnpwjPFCFPhAzDlJhpuExVMxquzISn0PVlzs17tHqQVW7+JaO29SPqc0+1K512cMeVaxaJV8vIkspUTSJNNeJYzL4Vt4trx6SpRM9X8QMVP1QGrrBFlMhA9DtYqKQDrd5Q05hg5gzBsutxejbm8IWUbz7r8tz+MnIos3k6Yqyq59g7mFoqwp7MJE81K1xmQ2xThEiVnT4LHY97npP57MNjvHaiShia1HSJg0czLEln7bRKrSSM83U1JUP6LjO4UOwcPS/x5UddkA1QhGrHVHJuRd69xfbwO2fvZYfLv4xtNdLFKcQI2aWHzqEYOVZS5CRFiVUiWUePYz5wm8fXH/c4cE4nVTSCTCfKCW9ZDkTKkqAsWLpEtaSwZoXO9pV1GrbGym1ddm3q856bL/CnD7d45NUac0tlPFulmmREaUqUisJKkzycIPc3kKQ077xQL8OWtXDTzi7PHGhy73Mm80sWB847WLZCSRfompXb5g3oEqNkLGV4Jhs18gwTCELohxLtQDTWkgUnZ3V0VaA7CRGTjYhE1vF7MTft8u4Yk89UVEOZB3OO8UqbI2cm2HtaQjV6ZGmPNBVIh6JmkCVsX+Nxx66YJLIIIpteXyeIFJJEcBmQhBHjAAZShFhAyz20bTNElkOyLODVYxmPvqrz9MEyJ8+VSGKDuiEzU2OAumi51ZqZF7dtJthmjG0IR1fLDHAtj0q5y9m5kF/4wzJP7W3QjFzGTIUVVREJPl6WyZDxA4nIGia0iZuymMFFcatKTKbE3PuUyYGjdj57q7mlcDZU7gx439l3RU7+Wq+RLj6QsSF9x6giuncq6LNySiwrKLGYxbes7/M9N3Y59hWLMI2JU40wy+0XRtRUxaJO12VA4cKiTZrJjFV1amWTazd3uXJjnyf39/iFPxjn5GydwDaIUoVkwFvJ8hsvHewpdE3Ol0PQ7jhMj6f8wM0d3n9Tl+MXmrxwSOWhPS4vH3HJ+iaypFI2Mmw1E1vposjzXCUlbwoFoubHEm1fop+kJGmft13XY8tqIJMxlBRNTkgyiShRMWWH/Sd09p6PmW93MG0ddb5Vot0KOHBkDNtSmaxHfOs5hzgUUJwsCWgtjODZvWU+fV/IbTub/My7L1IvO3T6JnGsDFQgo/EhuhqhacI/JE4jXjggcfiMwuceqTDXcmj1bGxNoW5CvZTRKGXUS8ogBsXIs3BEhnyCbUU4Zs4PtwMqTp847fLM/pTf+PIYj+0Zw9BMVpYzGmZCxc6oOmJBYGhDD+thh81ERntB35UTDC3k1EX4g2+U8fPurSmK8DgsVvMjGe+jc+JfDAn+9as9G4wsQ3ZhIon5O0oywd2QVXFTxhqWqvEv3+Nx126PYxdNUkUnTFXigmuSPxUGN2AmVDPtnoKu6UjSUD1fcTVu39nl//8zC/zmVwJeOlbnQrdEaMmiyAcqrcJsSIwZvibT9WTmmhppVqJR0aiWbC5b3eeaTR4/9OYl5jvzfPFhiwNnLfa87nLRM4glFUNRMFVyw30xt0sIEV2YSDR9MPQeP/3eBd50Oci4SIjGSgaSLACHIE65/zkZKc24ap3CqobGeFlDTbOie/nsP5Wy1Da5fLXGVE1G1wVenKTQ92CumXLwrM6Xvq0jq+f4+fctMVGzBBkIKRe9pihKTM9PaHYT4izlT79lc+ximUdeLJPEJpKq4eoSq8sZZSOjZIFrQdlRKDsKjq1imxK2kWKbCY4lyFuuJUxlXNun4vaQ5C6fuUfnt744xZxfpWxrjJkpVTOjZGaUbAnXkrBMMdMXK/vBWCIV2HeCKidoWkQ/ivn0Nx3OzdugGsiyiqWArRShTcP5W7lk9h4FLf5ar7/gZhhK2vIuLknEsYwkycSSkh9qxVgVhQbT9YSfeleHX/+8STs2CBSFcGDYkw1pAPkjP4ig70t0euoQSs09U6JY4abLe+zc2uQ3vxjwf76ZsNAvE2cKyUA0UaBoqUDQ/EQgZbIMaDnSoeLaOq5t45g+a8YCfuXDPnG6yLdfbnLiosJnv1UiTAyaXYPFjgaKipTJg3E3TlNKRpePvnuOD95icnZ2gkOnbC4uyHhBjvXLwsNwqh5z2aoeS/U2+47pJJkKsox6el4l8sXpvO6arJmUmaxHlGyBTqhKRppIdDyNhaZO2VFYfNngt+4cY/uqLh+6Y4m5BY0whiCFvYdUZpdkXjpmcv8LLkFi0O+aSJKGa0qUnAxHy3B0IVawTZGH41gyri3I/SVHwrUzXCvFsRIcS2TgOFZAyfZw7C5HzgZ84WGbOx+dYM4v03BkGqbgiJfyyG03D20tEho0bXg+GGwyB85MMaYZ8vkHND751QpBZiEpBpYq4SoppiIWWLqSXWLXcMkZcqTCs1GI5NK6Lrr+Mqw8G/mzQxRlYK4ZKxTqfAkxWklyiqLG/PP39zl8us1n7rNJVAEZxgmikxfGp/mOIQxTvEBB0yQUWR109myEGlAry/z89/dYOX6Ozz0c8tqpOkmq5QfMtBimRCeXYoFKSaKOoljCD2T6vkrP07EME8uMcqQr5ParfGQ55IO3NonTmIde1NhzXOXcos7rh0yiRCWIZeaXYt71xkX+7Q+EHDwxyfOvOxw5HTLXTmj54rArqLcZlfMwWRN8HUnKGK9GzIyFqJoqESPT9RRmOxIHzgekWYKqCm9sU3i04MUpqxoeMxMKm1YHrF/Z5vg5mbueUbjn2yZzSwYhOnuP28wvWGiGiqHLmJrEinImDhiawFlNTVBdLV2EPFl5ITqWgmtDyU4p2ymuLUTGJVuY3ZfsPpVShxcOhfw/n6jy1P4xrLLNREmingsgHDPDyW8Y25TzyG05ZyJmQ2hyILZIUdUIUw9Yasfc9ViFZmSBYWKoCm5O3xwoVYp47pHi/g6qAcNRaFjjyzHwS7niAzoBy2HDYgYfbh+LO2NIbgrkFMeMee9tPb7+VJ9Fz8BTDYJUwkqygY1HlEAUpQRhihfk2LMsI0nq4DsZ3aCWHYV/8/1trt9+nv/8iZgnD4yRYpDmIuViQS9JKRlRTrsVPJYglIRpkK9gmSqWrglIV49pde1BMp2tR/zgmwJ+/J0BFxd9Xj/RISVhdknm3sc1NsxEPPiSSugFnFkImJ7sc+2OjF4kCllXU+w82DdLJBbbJm1PRSIljjNUW89I1ARdD2nYDolvEyfkbDmR12IZGdWSkI9dXEr5/jd6vPPGJY5dDPmxXx3nwJkqkmyiqSq2JTEzzsBs3lQTzIE9wwjdVRPpZaYhYxsKlinjWsLQ07USXDuhZIeU7ADXEShJpdzmuddjfukP6zxzeAy3ZlI3oGqmeWhrlo82orhtaxj9ZxgZur7cRFPXxFiiqxG2G3DXtzSef61EKttoqkpJzXC1dHjyL5ZTl2wrR31GhiqdbGDTsMwldKTCh8ZAQ3rrIKNyMKbIZJIw47lUeVN0fUlK0VST67b1eee1bT7/gE2ga/QTGbsIeIozoghCLSWIErRQop+LgAVDTBT5UAQhhBBxInPtxg6/9i/n+aU/THjytXFmUysXMAvdZJbzXLI0FgfOWHiA+5Eswrx8ZSRTVMsXcgm6ZuYfhZmpY0a84bIAQw/QVZ/rt/t8+L82+K07a3zPLpkda0MuLJr0eio1R8Y0MjJNZP+koXhaNTsQx23CWKIfGqiuleH1wQ9VVk2kbFsj1qWmIQrBMmO8IOS5gyq9roTnOVQsDVXy2Hesy3y7hOG6VE0pXxLkBZ3zt4sVvp6To/ScDWgYQpxgGpKI7DMzHDMvbivGsWNcO8C1fGrlHrre4dkDKb/0yXGePzJGqazT0DMqZipCW/NcS9G1pWWpxOYgemTo712Y+ehqjGUGHDub8tkHylzsO8imgauAmwemmtoIv3zkUDlUqw8jQ5JUnFvSgkT1nYD4sg4+UMMXdNOBMl7IzYS1hJhLYykTm81UXhb1IssZfpBQdSI+fEePp/Z3OLZo0FdMvDwhIsxjHIOIwdNL8IGU3JxIBtQhN30gvhBY/M71HX7tI0v8P59MefLwGBcThwSFJEtIs0wcQpM8+zTJBmFjviHj6RJGoboacQ4z9KLRCA5Kr5/Q6ooxpmT3qbpdLlsnceBkmWZTxdIyapU+WdbisdcMOr6Fq0uYqkjH01UJx5apuCLFreuBqsoJWSoBGq7d4pVjKYfO6Gi6kPtbhoSWKpye1Vk9ZnLZWpV62efMXMznH67QS11WOEIj6Rgi+0YkJxTig9GPhYtrkaAgng62kWKZOVJixrh2hGOJw2S93KXrdfm1PzV4+KUaB8/XqZRV6kZGJf+aw9BWMe5Yhhh5bEPGLpAYPRMdRCuyLcVK3zIDUgI++VWLJ/ZUQbewNYmyJqCsIqSqsJtQ8si8JM2N/kcWNRIZci4UULORTj5QsI/O3YLCO4wgF3ZoBfFLzq1041R4AiapuCVUJc13D8PPJedQp6ok3HBFh3/+fUv8yqdtvFCjp8qYipRnbRYbRjn/GknOXxd3bYZMlqnLIcqRIt+xtsvv/Os2D73i8z/vnOJiu0zkChgxTkWRi0WgiAoUaXp5zlGQNza9MATKlz+DYtdyyoWGZWrEiUKtnPGBNwc89ZrHYtflzEWZrescVq/IWD2ZkNDFMWJ0RdAyDp9ReOlIjQoqGUKHoBYRzWcXFTSlhClL1EyVIMwgEXexYcvcsE2MHptWeUxPLHD/y3DwTI1xS2HCEfOvZeSjR96tNa2wcMhZgJdQXMVGsrjEYdI2R4q72qXd7/FfP2/z+YcmiLIyY65MzRgZSYriNmUR/WcoWKYYeSyTwecXP7xkwFcRmfXCjuLxvfCNp8oEiYNhk2eKAgAAdu9JREFUqqK4tfymyBPYjFwppOYr/jB3txXqbyE2yPJZWpELt6rh6DLs+SNLsUu6t6IM6aOKLFCUAsILYxkyUBUZQ0tEB88fBcKwXkORDWpmxHtu8HnoqRYP7THp6haWIqFHuatAlLtLKVlOOCvIOXK+bJJzNmNhUT0UYKSZzJpJhY+8o4utn+VXPxMz26wSllTCVHTNMBa2D1YEoZEJkYQ2jIbRR+pg4H6lDjOQLF3BCkT0tyxJbJ5ucssVS3zrOZ2Xj2h0PYVzsxXGqlByEtQsJYszFj3w/Ix1Ewlj5QhVEwwz9eAZhQvzMifmJCQp5rqtCVdtsQhCjSSR0LUU24ypuBHj1R7Ibf7nnync99wUJclkvJpSccjz3IdRINqIc6vo3kObtOIxJQpc8ElsM8Y2A2wzpOL2UdUeLx+O+PjdFe5+ehxUhxWWeFK4eXFbhpR3aDnPkC9mbhnbFLReyxhZ8RsFKUvwvB3Tp+cH3PuMzcG5EoppUNLy0UTLr4H2U8BRmirIZUGY0ewlLPUFl8dQ882hlBtTptlgG1l0ckbGEmmk+xZKI10Rj2zTENpWWcqIYpt218QL5ZyPn+U0iXTwRJAZ3iC9vsnq8Yi339DluUMOnUCjo6hioRIVnJScR8Nyo3sGiRDyJQr/UVajTNlV+MCtXUrmBT7+TZ9XjjXwIxM/kajmBR7EKUEkZIXmgMpceFAWdVH4QxZNT6Tb2UGKHypEkUK9LPMLH2hy+bpz/J9vjHHuNYupskTFFmctsWiS8OOYSjVm11aPcddjYqqLW7JQXUOlZilsGU+RJIOTF/pcdcscYxWFM/MSfpTh2iF+GPCH9xkcPFPm5DmbsqwyVcko2+BaOVpRJJRpo9rIwmNwKEgoZuGiq1qGCHNybR/L9AjjHt98SuZjn5/g+HwNyzJomGIkcQ3yuG2hphfFPZy5RTqxGEtsffh0MI04jyKMhAG/GaLIPp+9X+eTd9dBtrE1iZJamNkwRHsGqcfS4CaquAlbNi7ye/eYhKFFwxQ1osh5PLWSr8uzIbd92RlTGs7fQ460+LnYRojreISxzz0PyaS+RdmRRRMxs+EmVlKHnOt8e+wpCZoa8VPf0+PYhUU+dY9JN3QxZeH/XRS4gBhlsbsY4X0UsSdiXFlO3U2SITfGtVXedVOXa7fP8+t/6nP3M2Nc7Jbo6wo1M8XN531TF4U+kBuq6dBBeGClJ34txlYF2xesUj9Q8EOFiZrGHVd32DSzwJFzEl/bbXO6a2HFCkRwdlahUU1435aMJCpz6qKOXbVQNBN1phFR1iKcxCcmIst0Xj2m4iceD79gceSci6GrqGQEvoCW1lYzKnaGa8s4loJtKnnktbxcOjZqx5ZzffWcbGUUFFcjX95YPorS5+jFkP/6xyUefKmOpLpUXVVAgMVIMhq1rcuY+Y1VHCgHxV2MPmaMaSZYuZmQmWOxjulzfjHm7ier9PwSRkmjpDGcu/VsIG62dFFctqXi2jLVEqyaTNm6LsKwF/mVz02z4NtocjrgV4ymT2R/UXEP+Oi5jEsVTl6u42NoLT72ZZsHnjHZMR0xPZZRcVXiVB7YO4jPoeRazExEiig6fcWiXo14z019Hni6w9F5g3YesaKOGuaTCl/CLB25GZU8UmWEQZiK7KU0WZ65GcUKY47K//6ZHu+7pc+vfWac185W8SKTsilTjlLsEGHOpBaagcKXRsq5SqNGnkKp1c0j1LueTKev0O5pVFyLqVLAyu0huzaCJIWYRsjJCxEPvKjhBxZnZh1OzYHXVzHKKo1QQW3UFKRM4mhfxnVkNKvLXbstZucbrGpI3LBePJ4ho9UVPtKmoQxwa9uSsQ0J08g7s5YKK7Rlot5MKNa1/E3MI/hMPaLk+Bi6Rz/y+cw9Gl94ZJz9Z2qYhknNyEcSPRNd2wBLl0e8UAqkRME0RBy3ZWSYRk7OMhJx6YJ5WBS3qfukmc9DL2l8e28V2TJwVAlXzY34C6w+7+CmIW4k25Ip2RJVVxgVaYrCW3aG/OE3Opyet+gbEmaSL1ay5TP4YOkzSqstOriUd+A8otC1fM4vRTz+cpkoVukHKe1eLLjRsoosCScCORdxKwMpmJYzOBN6PYubd7R58zVtzjxk0I+qaJKaR4xnebamsHQDmZR0OHunDCJLBir7QbEX9F1pUOSurfHmK3qs/oVZvvBwh8/dN8bFrktb1alY4EYplioN3BH079AFCMKVyD8SfBlTz0dNS6bd02l2NGYNkyTLaHUF/GoZGZVSwo/d3ufCksddTwTYmkXJlvESi37ioLrlza1T53lgtuW+u+P7pGmZK1YZjG2HWiWlWkqQpIjXT6qo8wqg4FoKji0JX0JTFJKpD3MktRwJUAcfs2UWxKYWYVshru2x0A7Z/bLEt55z+ey3x0hil6qjUNMzykaKrX9n1zaKkaTIkc+L28x5K2LmTgajiaUL00xR3AG24/Hkq/Cxz9dJJAdbUyjlQbGGlg2yM4d5mcV8L2Gbgj5g6AlZJlFxZG69vMsffatOkGg5rZTcik3AhXx3GHwwXhRsRjW3WTC0kN37NC72NGxJiD+8IMX0xc9XySmmiiLnvukyqqLkGkeVQNVQAwNdM/kPH+py+JzO468YdCUHNfcrl3KuocCwU2GGnxaQXzai6C+6uUw86N75FedXHiq7YarHL/6Qx4bp89z/nMMLr1U4t+RimiquLmFrYCoi3lEr0iFGPxaqIq1Au8Ro6FjFElBFllIuLvV47SSATt1VqJfKjFVKbJwKibOEiq2xYab0wOSKNS31m/feOZuk8q+tnZbePV0PKDni5KvpAbrm8cwBDc9L2XvIYWVDY6KuUitB2UlwbZEfb+kJuh7ntgB5FF0+540GFZlGhGuHSHJAsxtz//Myf/aYy+N7K1yYL2E6Gg0bKnqKk3dtSxc0z2LWLu7sIcbNoGubenGz5dega0eD4jYNn4vNiE/dU+b4hTJqWcNVxWiyDLcvrtxMSHTybHBgUtUEyKiX4PrLfD59f0yUajnqkOUr7eVRJd9tyfMdSIqcoKgxz71mMN9WWVUWHHyBYacEQTJ4nA/8zxU5//eUQFFzVy6NnmeyciLkI9/T5tgpk9NdhbZsIef+4Vmutk/TTMQLDmIGM9IkE4LnZGgKJAod0iLnMi90YV4v7J4dy+DDb+3ztmvaPLm/y5895vDE/jJzLRsZA8sS8LAmM1RG5T+HQiChKwK9srUU20hyHpJKtaQy1YDrtvsoZkTPl3jpdZkT8wamohLGMqatcsU6DQ6+9Gv79784q/Y9AW31+zJnZi1WTITMLnmcmlOxVJ3XT1mUDY3pusr0mMr0RMpELaBeDijZPo4VYBohmhqiyCIjcdQiYZSOemYu46nXZNqBxKMvlHjghQrnmy6GrlOvSlT0DFdPcXJorujapiZgQFPPu7aZz8ZGMZJkWHoysi2Lc7REHCpFkQeYuo9u9/nsn5l8fXcNyTGxFBmnIOQrQ7xbv8TM0yjw8HxhpOXytjTLCCNRwXERiTciXhic3r5j3TMUSo76NxZ2d7om8PEo1zsW8FsYpfkl1uFF3EsYZYMi1yIFTdXQVJ1+1+LdN3d4/eQSH/usQSgptNDFWFJkVKaIUNaRsN4kzYUOyTDecFjUI54psZTrXQXqEcUaQahTdny+75Y+b7yizUMv9Xj0BZOOb/D8UZvzFw0yWYHccH+ofMpRKFnCUGVMVcE1JaoGNEox415CmmqYRpVdmwQvafNMiqJ6nJ/PmF00WFEV1ABNVcThveJmGJrE2fmMV4/DsfM2huIQJSqGKXPjFol6GcZrKdNjHisne8RpjzgNuNCJuOteAz+SURUTpIyMlCzNyLIEKUuLfR+SDKcvauw/ZBNIBvNdC0XSGCtLuJpYidu6wJ4tXWTHm4ORRM4PsWIksQY02uF4VMCNRlHYWoShDwOjTD3AND0ee0XiTx6s4Gc2mqLhKMIuTFeXd+/RwCqB6Q8hTjFuFU+qdFCwKZfM2yPo9+Dn8B2bzGzZGzxQByPQlziVBnh7FGd5oYvIdF2VCCOJMP84yB1SVSI1IVJVAlVHN0w+/DaPZ/Y2eXivQiBJNNGIU4kwFRwVKynEyCJ6XSQQp4Nw1mJsiVNJELi+o9DzWO5EybeYGqZh4NoB33eLz1uv9sjkLq8cXuLsRUXEbuZMs6ywqcvkwdZWVcELJb6626XTN+m2dE7Oa6xqxcwuSYxXdWolk0Y1w5Fj1o4lbF4RYxl9jp3XmWsaQjG00CoYagpvuSpl9VQfQ1cIQxNZlnBMQXiqlbvMtXwefEXmpSMqe49WkGSduUUVJRNyoySDIJHwYgiSlCRJ8mFU/GVSFCRUdFWmaoOrZdhqOsCcTV24xArsWR5eIyOJPSjs/BBp5lCjmXftZYUd5d7eIZbhEcQh//2PGxy/4CIZOqYiYanp4PAzdKEdiRrMEyH0EURo6OYkUoGR5JGSHSnsbHnz/ouptNklfzSXm2UpcUZeVGIFXsjIojgljCX0osA1GT3OxKgQp2ixghZraHGM7+usmQj5pX/W5JlfNOgGEGYWzVTHSyTsRMJNwIpTrCJjKU/QE5I1clFDlndyeRjFPTAHyseVWCYyxLgSRip+qGHqBrYZomkRt12RIEmxCKHKhsusMNIJI40oFqnIspwBMbdc5iEpbV49rvDSYYNXDpkcPehQdxQqpoRjCD5NP5HRNI3V42XWTSpMVGPSNEO9ENRJUdHSNknUIQhlTCPhik3zZHKMqgR89mGT0wsmfd/izDkdXRXeILYuMT455GfECXhhRjeQ6AQqvUiIYJPcnlqVEPnxaiYEBPloYOZJa4XfoJh3R+A/XZgz2nqGZRar/QTbEBi6OdBlhhh6iKFHaGqY2z8I6+Mki/j41xxeOeSQKQaaomIp2UBRUkin1JE0tuGvR3Nmht6FspIgKymykj9u+atef1GJjxxEC0JVCqQJcQpRKubwougKe4Y4lsV/T0S+jbhEkcWxShwnRJFKpGpEsc5VGz0++t4Wv/MViTBISZUQT9bwY5WOrOBoMm6c4cYZjj5a6ClJLA2SO0ZHFnEVo03+9ZMYMxZzuR6LA6gf6APHXkUWdFtB5lLwA52+r9Pr63ihQhzLIAkkzjJiLDPi+o0Rt2zzOX6xT8fvMbuY8KVHHHqhiYzGNRuEIZStpWxZr7JiwiAIU9Sf/OA7cWyX117fy3NPXmTdjMZip8+fPCiz53gNWxl2aFODy6al3N01Pyxo4g6SgDDK6PQSFjsJS72MXiARJnmBMwx21ZRciFp4nOR+J2aBWBToiL4c27aMNEcxYiwjwTaj/BIrd9v0kKQAL4xI0kRgBFGKW4p5co/BZ75apu0L62NNljCVdMAQVEeKfHhwW17cWmE/NmLav9iGJ141QRbr+uXnj+WWbdJI8nBR7sNgqGHXT1KZmy8PufuZiEVf2KrFyUhHjYW7qujoDOytRWEXhS8KLE7U3IJZw3FCfvJ9XfYc0Hh6T4pjiyhBJBlJ1mgGFu3AxNEU6mZGKc6I9eGcnqTpyLhSIC3SYDaPcmFwnKiDkcWIZSJNQVdVsZ3NQQjIg2Zjhb6vsdQ2mW9qtHoyYSR+Ympu+2fk772li5ymCTdhuhxz5U9G6HqffScS9h+zmVsos3YiZHrNm9m06Qr6XhfV1DUMQ8PQVTQt5OBZiYMnTRRKXLdWxjaFr0lh4q4qQwMeM1e8a1ouNZIyLixk7DksYgWzDLRkkJAxErOd5XnwRbrwCIVWF0xD05Bz9GSkaxuiuB0rxjbz7aflUy31afd9XjiYsP+0xucfqpBJClKWEQUBH7y9w+HTGicWRa63lOfqFBYQ2sC7Q1rWyZXCE1EZhp0qIyOKpiacX8rYvcdAlpXv8Af/K3t5trzQBQNRbApvuTJkohxysZ8R5uKFIuIjzhl7RTHHeXeN4tz1IIfwRkOtklQhiRXW1gM++LYeV18W8ME3B3ieRpaJ2JPPP2Sx77TFvhNVzrQc6o4suniaEeWWDUI8kY3M5vkhNC1wcmVkGSRm81iXiTQZTVFykleew5lJOXdcpdOXee0EXFiIhe2EnA19KHOzVRFHI2i9wlYww7EyGpWAm3b4vH7Kp9NJyTIVSdaRJB01TISPRtuDM3Mqm1eqvPuGjIojYp11PUGWoOeJcM4sEwudki00koYmkApJijk7L9ENZfqBJUShqiAeFZpARR52yoJsM7RAlpd1byuH/4riFlyVJCdjRdimT7Xsoak9zjUDPnG3zR/fM4WXOGiKhiyLx3DVWmLFeIsVjYDdr8QcWxA3q1ps/+QRbz4FlMKfQ5GHGTNqnlBQOAXk+emKkiCpKbKqIEsy6l9g3/bd3a2kZcVd0FQFVCfi0LMkhjTJDX2kPHs0G1zJ4NdDK4/iKrBrsY2UB1/j1JzC7ldMSGGqHuPoLl1PR1USfu0nfZJsgT+5r8snvlHn1FKVfmAw5mRUiwNnIhzIkiI8NlXyxdBIkSdyjsSQf33xPY16RoogWNH9kSQcO6ATBsz34Py8RpaJraalSjimhGuKMTZDoutndEPxEzQ1GVlWqbo20w2JVWMtXDsddH8VJHRVu5ik0rdMp/7WuaUWu7YvgRzw3AEbXZNwdZismaybjjC1GMf26fkRihZx4kLGkXMqSZrx0HMmUaShI6HrAi+VBlDY0Ap5wEvQlnt8m/m63zJyopSeDhYrthXjmBGOJcaRstMjk3vc+7zEx782zivH6+iawXRJoqyLg6sXy1y9TeLmyxU2rfJ4ap/H6fsrJLldWaGOH1y58czQeWnE40UtDCOzgXd4lsXsO6zS6um5WU32HQkLRRDsaEf/7qGshQG+TBgrlB2Zyzb5HJyNCBItL+7RK7dTS9LvQDME+iHnhT60q5OkjEeeN/nM3WOsnpG5a3fEro0OYaSKXCRTQL8/dkeXa7bO8omv97n7uTEu9hyiRCFK01xhP8xBTdIkL/QCL1dycpbgtRTrfXHDpYOQKkkWc1nR7W0j5QfeFBIlPR58QUjujp1VOHVBpxmpeLMaZUPC0lJqtYxVMzGGkeDoAS8clOksmuxYCxPjZUw9+5Zl6RfTRELddcUmPvPFu05qmvF7G9ZMv7Uzt8SxCzqP7lE5eMKh7hqsqMm86eqYqzcvEqUdnj0o8eALBn3fZHZR4+xFk7KlUrUkxl2hzPGClE4/ocAXlIHPNxjLivvSeTvLZ+6CH14Ud5hvP33q5Q6nZn3+8Gsm9zzf4OxChbGSQsNOqZoJJQtKlkyjonDLVWW0JKbfXWTX1oiv7o5pxiLgemDPPHCwHTrZKoPuvTzqpChuTYtJpZjdewyWlgzs6jC3clnCw0jzvvSIORhNRhl7mUwYKYyPSdx6pc+DT4V4iU2YSmJMyMeU5Lt18WRogBknRUKEOLRKQLsPzx2wkc0yXqLz8DMScV9lrAoVJ8J1dPxAp+Jq7Fzf5Vd+vMv1l3v877smOH6hRpgp+efP3a0yRkTNGWmmDCPC0yI9DkHcQmKUWakooosnqRA/930D1zaolcv80G0+ZafPmTmPc0t9elHGg88bPP+6Q9Yy2bBS4dZtMpP1mHo1Yse6iEdfNplvpmzYMEOzk/3ec898++QNb/xh4e2Uxj6KmnKxGbLvKIzNlagZGt9/k8xUI2H1lIdldXji9T4PvOBw4IRDu6Vj6zLjZZk3bISyI1NxFcaqEmES88TemFZf0FkVuZhxhwadAi0peCS5tKmA/8wUxyzGkjjv2gGu7VEtdTm36PGrny1z1+4JdMNhpgZ1M6FiZZRtiZItUyurTI9raKrEQtvFtjzu2LXEb/15TPPiMPJDkQvHUwbOSsUKfHgNnboKNYymxvhhylJfA1UVqWKjaWvfxYRzIO5lucHPgK03kuiQRBpVO0Q1QqIwwU+UPPKakQMng3k4zlGMwYiSjDhjZQLmujAvcc/zLoatMe0KmdeJc8LM0g9lgkjOlzUKQajSqKp85B1txssX+KVPx5yarxOnOnGWkWTpiC1FKtQ/WeGMK0hb2SWHavEkyxmMuU982YmI0z4vHXQII51GxaZasqm4VcarEdtmPGzTZ8fKgP3XLPHACyb7zricuGixdsJgqu4wPR5x644AQ+1TcX08LyRNR0KobrluCyXHJCPBbx1n+5qAg2f6XLaxj6ykPHVI59xcxiuHG8SBQd2R2bhWourKlBzBD666GY1KwpoVHi2/xUOvGrQ8B0sfPrKLWVd076Em08ola7aRDUcSMxmOJLYo7orT4WIr4D99qso9z0ziOBbjTkbNTClbGSVLomzLlF2VWlmj7IgoO4FMKDhGnjwgDaP3hAWE4HTLA46HdElhjxT3IDcz4vUj8OiLLoqhiLyegoo6WL8zFCZf0rqXW7QxkssjXKw8X+ON1/TZsMpj8VBCkCqExXiS5nPwyDwuunnexUdYf0khP8s3ol1PGTAK4ySl049ZbIvcnKwQOIx4I0axzPdc30aW5vgP/yfl9GKDODXEXJ+mgm9TdHHSZcolUHLeS/G0FE/HVBmey8pORCdo8uKxlE6nzNoJaJRkyiWFimNSckxqpYRGJWTnWo9tqzxeOdri1GyX14/KLPUlJsYyntxfZsu0y9TajZTHriSOvGGBb1gziWxMPzTm3Psb5RL/Yf9xFV2FO3dbNJvQ65mULYU1NYWaK+FaMiVHoexAxU2plUMmaj5TYy1ePhby6fsd2h2TsdLQwreACTUlX38Xa3dDwjaz/Mp9UMxYmPxYAiUpOR6G1uEPvi7xpcfHef3UGI5lMG5nVEeKu2TLlGxhHVB2JBwrGaS7SaQD+p4qSUNvE2V0/s6fNPmNqFzavdUhIUoiZu8JjYWOgeIoGCOOs8s9U74zRnBUw1nktCcjB8M4lQljlbGyzM51Pi8fCgkSXYwpebcuPg4QjUFHX37QLG4ckYlZUGPFhtSPhD12p5/kJprK4HtMYaDJTFKZt17dZc1/nufLj3v8wd0ruOhZJJlMkonDZjZIc0uXCa1lSShzlNxwU0/FY0yWxPe62Dap2A4ffX+TP7o/4plDZaZrCpOlhIorU3FFrZUci5JtUiuXWdMIuXyNz62X95lrZSw2y2xfExNnGs/uX/qNX3zLtodeO3xhWOCKOcOXP//LfVmST2xdpcPKRQ6eUeldsBmzNa5cLVMri9FCkSRME8p2Qr0cUq/4VMsd/LjPnz5q8NjLVZqLFmsnZEoWXGymeL7AkCVJRilGFF0embkFUuIU87aVy9asgJLTxzbbfOIbMr/5xTEWwho1W2PMyqhaKSUTXEvcdI6l4NiK+LUpiDqmLgrSNGIefFFjYckQAapSOnK4LPyr5RGmXkHnHCnukVjBIIn44/trJLKOKQkLMnUQiycNOlbhfCV2BdLgvR8W+aj/oFh8xLG4kljnR+/oc+cjAb3EJhjJzEmKdfoyXHo4nsSDJYw08Bcfq8Jbr/G59zkhUwwi8PyUvi6MexRFRZHkoixG8Hlx+N22usMv/FAbKUv5+NdXcDFzxHqddOSxhGgm+QFbkSQRKpufvdL8gG/oMT1f4cwZi5JjsHaFwUe/t82398zxtScdzrZsxmyFMTeh5sYivsQQMYS6alArm8yMlyi7fU6dj9l/QmWyVqJc7pz4xV/57/1f/9VfGhY4wKYr34dtmTz47SfYv/dZHNPgtssVpsZiJuoeHS9GwURTDBwrouL2SbI+R89HnDkkcefD4wR9kwlX5qr1CivGdHZu6fPIfp8nXjQwtWGMyZChJ9Q5jiWK27EjHDMWI4kl3KtUrcMn7lb4zS9NsBDXaLgqY2ZKuTD4GRS3jGOpObVSfE7bEoWtaxGWGfDcAZ12R8e2hInmsOOOmD/m8/cQ+y4S2IbBsLoacfgsXGwayKouTDnlLIcSh/xmOf+cRXEXRVNoHZOksAQuCregoYoFTRRrjFcD1s702XuyhJfohOlw4TPAxeMcE0/k4Ww+esPkvuLVksIN2zy+vjuiH5v4oYQXguEXkeUyspwvfgZeKQy2q2kGFVfi3/1gF0k6y8e/voLZfokUJQ+Zzb1SJMHMGSqWBO0hEqgnqpJScjyeOQRPvaxz9QaVpVaNVVMWH7ylzfdc1+FLj3U4s2Bx/KzD2aZG3UpxTFD1GEUJaR0xmKhorGhYrGjEXLPR48orV7Fl262Eocd3FPhUo4amOVy3VeHUcRHOum5llwdesnGNjCiU2LkhY9e2LpnU5qWjEfc9Z/DEnjEcw2S6BOumJCbqKlNjKmunUjavavHw/oQwNpDy+UvPRcmmzvKxxBL4tpvzxCtuD1Xt8Ef3qfzmFyeZD6o0nEuK2xQYqfBAUbEtWXDUrTSn8cY5/BUSpBHtwCRTNMwBBzlbDgsOZu/heKIpI+v5PD/TMEK+8aTBhVkbxVYwB78vjxC5tMjzTj40vB9aTIyy8sTSRhl08SDUmJ6QeN9NXfYfqYsxJREZPPHoiJJ38CGaIi27aZJ8bR7HGq4RYagB3dCkH0nYYYoRCBmZWKNLAzGFJCmDA/LoprVSkvj5D3RJ4/N84psZc73SgCQ16OYUYmgpF1NLhLrwQcwyCU2NkZWAQ+ccbEWl52t0PIsVDY2phsPPvKuL7bR4bG+H+55zeOVQCbWnc+1WhZ2bM/pRQMls8ciLCrVKgudLHDlf5fobJ+l2vcG9OSjwKNFQNP1oP3CPJUll/dGzEfsP66SJzsyYzmVrU1ZPdrnYafGFh1UeeamGIRlsnoDxskStpNCoqEzUZabHI7ava3JstsPuV2sYioylicOlqSu5k5UobsdKcK0I145w7QDH8qmVu8J38F6N//nFKeaDCuOXWLOJwpaEPUR+OaaUjyZ5gZuCB15xPJ56VebhF0pkqFjqCP9ELQKYlhf56HiijYwnhhax1I557USZRDGwFLHy19Xi8y1PMChM3mV5aP5ZjBdyXOQPSflqPc25JApRLDp4Fulcti6kVPHoBBZ+IhMl6WAGj0eWP8kIXChW5tJgbR/GKmmq8aZr+tx0RZtHX3XpmjJ2KAS/mp+iyXHumquK/CSU71hPZfkGsl6W+Pkf7JJJ5/n0N1PmepVcxzmY4PMOXoQKCEhYPDUU4tjg1ivaPPBCm5dP1ojTEM9X6fRVljous0smY5USu9Z3uWFLh4f3+HzhW2VOXnRx9Drb16ZM1y1+9G0hfT9ioVti1ZRzrOxoR6UsHDnm5q/f/u3f4sd++MZjtYo17vuzb7x4ocfqMYebrki54YoOjtvmpaMBX37E4vjpCjMlnY1TEtMNlamGxooxjZkJWD0Zsnl1kzBd5FMPmBw/U2a6LFEvy1RKKmVHpexA2Ulz96qYkhPl1mwe47UuktLlM/cbfOwLK5j3qoy7CmNWRtnMcI28c1vSQDYnLhnXynBt8XldO6LsBFQcD1Xt8offMHhsX4OSoVM1c1W+zkBLahj5sikXNhTcl0IVZBviSVB2+xw8E/Obn2/QlVzKukylUB0VNF991F1AQVeHRV50wWL5NRpgNTzUpgN7OU1NmJ7yeOAZnbPzNpqmCJfbUf6MPIwD0QYRMkXScxFCIA7bY5UQPw751isuGTpWEQ4li3OCODNIIzh+kVRRLKskQKz/Kw7s2ubh+z57Dyu0PJFUrUg5t5shirQ8/UN8b2PlhJLd5ZlDKhcXdRQSoijDDyV8X+TwNDsWUeywZkLhio0eMQGHT4fsOSpzcUFDymyyNKKfTVBpbPn9/QdPfmrX1Vd9ZwcHsEwdTbPv2zSTfe/iRunKKO7x8vGEUwsxJy8oHDlTpmpqXLVWpuwIBynblCm7GfVyzFTdZ/1Mk6bX4n991eHbLzZYU5FplCVKjpAcubaUF2BC2Y4oOSElWyAl1VKXswt9vvGMye98eYp5r8K4K1HPO7ewixCd2zIK7xNFjCjmKMQouCqmEVEtezz7esrDL5SIUxNHGwpgB6v40WwhdRT7LuR26QAaVJSQ+58z6CQmmqII19kRM/eCaqtro9HisghrymdmsQnMFzBSMasXdNdCHaMQxiphrGEZKu+4rsfzh0L8HE2JRwlYI/wQ4SxVxG+L3KNCbROEGmDwtmt73Px4i937LcqGhBnkUTNyhioLrxTxxMldr0bQlSFAIpRKjYrEz32wh6rMctfTMafnBTs1LTp5Lm6W5Tj3fFfzGEgD06jwlp0xSPP8r69kvHTSZZOX0PMSOj2VpY54b0/PWlRccaj83uv6bFsZcvxCwFi5y6kLJuebGqFk7rnicuO+bpIse+Ioo//yu7//eS67bMXphaa0a74VXDW/JJMkGkFg4vVsNs/oXLlJYfv6jFVTKRVXol7OmKoHrJ/uMV5f4KkDff7PfS7P7K2zsqywsi7RKCtUSxq1skKllFJxUypuRMUJKDs+ZdejUenw8hGPX/jDCnc9MUnTLzORF3fZyHDNTLjQFjO3qWBbKo4pY1vgmkX3jvNxJ6RW6pNkXX7v6xrfenWMkmVQM7NcxEwueZMHmssBTUDPtZ25Kt/KGYu25aGpfX7jzjJHzldxTY2qLqiltlH4p4ibz8gNiExdGBAZuigOz0/xwzzMK19+FElkxdJJGY0XV1IcMwIp5IuP2KSyia7ImEXu0ehNKksoeW6OlnfJgfg7pxkoSsJkLSBOQnbvtfEjA0MdxfCloe85DFyvyBOcyUYJNrlPiiNx3WUB113W4fDplGPnLGJZFVvsbGgsKhXLHmQyFNJUeJ1ftjphw0yHbhSy75RBty8jpQlBlNDspJy6mHJ6FmYXVLo9k5LloGTirKDrMqqqUSnZ9547f+z3P/qRH19W4Ms6OMD6tRuQJYl27wBp3CTOUuYWHXZuUbhsnY9pdjm7kCBJOhXXwbVTpsY6dPpN7nkc/uj+caTYYl1VYrIK9bJKraxSLSvUSinVUkzFDak4IsKk7PSo1jq8dCDi3/5+nVeOj2GaFlNuNjD5sfPOLTwHcw+W3KrCMhl2biMR/OHcisKx+jzzesoTe0ogWZR0BgIHLU9/K4QNgh7LCHIyXM9reW6ma4c8+LzKsdM2sqph57F7mlpQO0ckbrlYozj0luyUjpdw4nxKr58J99tEyR/fMqosoatCehblG8U4UokilTDW2TQT8M5dHe5+poyv54fNgq8dS3nUn0BTxDwvEcaycOCKZYJ8O+n5Bq5tcsuVPXZubvLoXgvbkIfmorl3yjB7KN8+DvwLGRT4cP0uttg3Xdbht396jp//3ynPvD5GlJhi0USaW1IkA6fdFJUs00hSlyBSuHZDm50bWnzmwZBHXq5xZNZmpprhWgmSmZEqAS8cU9l/0mT7GpUta1POtyCJYizTpVFfKR6Rl7y+o8Avu+LNqKoaPrtvgdOzHdZNGVyxMWGi3ubbe0MuLKpcnLNYN2nzxp2waXWL2fYSv/QZhzMXK1R0jZnxjLGKRLWk5pdMtZRQK4rbDSg7HvVKFy/o8ltfUvjKExMcON3AdfTc5KewZhOde9R7cGDwY+YmQLm3oWUOabSO5RNnPg+/oPP66QqlknKJsJhlxT2IOSwQkWUWy4J7oikhxy6otLoWmqzknuFZTv8tZktRqIYmngaOlVF1E1ZOeCz2u3ztKZNu22BlQ/DVC3hS0yTCS0QLYaIIklOkUbEVNkz5kIoxxY+FEicegQ0HB81BkQueeBhJg5EniDQ6fZMN0z5vu7bNs6+XafklLFUaKN2FtVuajylJ3sDlSwo8H1dGQmujWGbLTJff+dlFvvqExyfum+Jc2yVKFeKcqCXIWTmfJVaJYpUgsvEClamGzr96Z4t3Xnee/+ePxjizUOGqqsxNV0qsm/E4t9Tm4lKTF18vEyQa1ZLO6kmfVavH2bnrLWGaxPz0X1XghlWnVi3/wrbNm7YRnb+1as/x7b0qF5csstCibKlsWqGxdY3Euukm55stfvlPypw+X2VtFaZqRX64wF0rLlRKMVUnEsVdEvh22e3QDz3+2xcc7vzWOH3JpeYoVPWMkp4Kz0G9sGcbNdbM/TJy+ZptiuIueCuWKTDvktPjmYMpX368iqKZIgQpVxBpeajs4GCmjQgbBo/0kQ6uCrLX6dmMb+x2aUYmNSef5fODnjbCs9Fyc1HTyHDMhLIT06h4RFKLViCx1DGo2MtRmkBTMCKJMJIJo1z6FcmiAEIN29J49y0BX32yx7mmTaAXap5sWORxOoAbowgiDcJ4+DmDUCbQVHzfIAwsfuCWDg89tcQjr5m0NB1DTgejiuDTDLFsSUao8Rkql4ZLq+HGM04U1k71+Xcf7DPdOMOvfXac2XaFXqTjxxAmGVGSCF1pmOZ5rAo9z6TTU5lqGKwZb/LffnyJX/kTieOzZepHVdK4zuoVIRunfK7dGDHX7PHIyy6OXeKKxsbHVq2c+YU46v7VHbxeq/Doow91yq5z6PnD2s1VvaKsrCmsrQtj81pJYt1MzObVLZpek//xhQpLCyV2rJCYqMrUyyqVsioK202pODFlJ6LiBtQrfSyjR5T0uPsZ+OxD47xwsE6qmUwZCLdYPfcENApXqcIyQh6QswruipVL16zBaCIS10q2x0I74AvfcjjZLFO2RP5j4RKra0PtpaoOUQdVZTCaqOry7aWmRcy2YKFlgKxiq/myqNByDlRAhbmkUOEXqXCWGaL1IqI0pRdKeIGwlgt1iTBOiSI57+C5PG1k6RPGKkmiMVYJmKr6nJqP86XPEBKMBuv74RXFUu4JXhS5ShAl+JFOp28yUQn44Fs7HDjvMNerYxa5prmZkCyng/xTSRIz75BBJg+to9MhWUyYAYn4kvff0mfd1Cyfe7jLw680ONNx6Poy42GGH2Z4YUzfz+h7Kd2+StfT6HkK3b7GqimdX/yhDr/+BXj6YImFdsa5eSE0TtMYRQ25blPKtg1BIsvWoaeeeKBz0y1v/6sLvHh5Xvejt+50di0stnfOtmJWNSQmaybj1QjdaPLiMZ+7dlfpNB0uXyUxUVMZq6rUysL5qezEuHZM2Q2ouR6u02ex6/H43pQ/213ikT11ZMmiaslU9FxRr7HMzbU4tA1Ex2Ze3CMSNqsw7jSi/DDoY+h9vvCwxmfuHcd0TSp6JmZvTTgIiPFEHl6KNCJJGwobxOwtxhNdDfnqboPXzjlYhowhZ2J7OZLyXNwwYkzJHVNz72tNjVFkkYUe5mvyIM5daqMiE375iBLFghsexwpeoLNuSua9b+zx3MGAINEJBjfDEBMfZszL+eeCKH8yBJGMHqroakJfNdBUmx9/R5M9xxf59D0WS4GDrhQehtkya7mh9E4ZhqiMbmVTOX9yKDk7UcM2da7d7PGGy3rs3udx5+Mlnn+txtElm2pfpmFnVOyEdj/F7ca0uirtjkKrZ9Lpq6yeMvh3P9Dmq09GnDrv0D1u0igrTI35TI3HnFlQiZSZvZcZvY+6jvtd6/i7Fvhtt72FP/vzzyUTE6uzVw/OUXMT/Dil4vY4s+Rx37MKp85NMO5qXLFGZrKhMl6TGK8lTNUDGhUvRx1CZDlgoR3w1EsZX3jI4cUjFQLPEYwxPRWG+RqDvPvCV3wgY8vx6SKpwTSGlsiWmebdOy9uw8ex+7x8OOZzD4wj6w6uLuFqqfgay2bvfP5Wh7js8HCZd/Hc4MfUI2abKcfPG6ToWHmciaoOzWqWi5WHn6+wQ9aURKAJuX9KmEj5YidXyo+IiEVXlnJOSr74iVSkTGXdVMxYzWPJc/A1WXyewfw9zOEZfL7isBllBKGMrgp9pK5peL6JZ9j86Nv67DmyyLMHNZojHoZKnugsjDpH8fGc3z1i0Jkkw5sziFT8QMPzNXqegW3a3LK9x67NHV482uVzD5V54VCZY0smxpKCpQsIuFGKmawlNLsK7Y5Ks1Nh7QqDn3l3m+Ozbe57NmJp0WG1luJ7KutXZKxctz7LsiT5bt37L+3gt7/5XURRyJlzp5mdPUOWKTx3MOLYOYeob3HtBhirKDSqMisnElZN9mlUOsx3As53EqwwwPQiXj6i8MCzNg/vqZAlNjVHpCbbWrLMWF4Y2EiDXw+N8guNppQvZtKcnJWIvMxceGyZglIbJh7/+6slXjpUw65qA6/vwphfG7HtHRS6xqB7iwyfZDiaqDG2HfD0KxIvvW4jSeqyQNiiews+izzQdWoDaE4cVmUlRZJSICXJcqOdZCheGIwXcWGmIw31lYkYU+JUY9fWgF3r+9z3Yoxv6Tk/XMp1mkOlT5TfQGEso0cQqjKamhFEMlqkooUamprQ7ttcuTHiZ9+/xOu/adHxa+iyIvDwZakT6UjkCpBLWbI86qRQ1YeReHqpqoquqeiaganFtLsWZSfghi09rt/c4rFXO9z/vMmrhxxkVSBOXV/j9DGDcTdj1VjKUkdhvmkxVjWYHg94y06fY+cDvEAnIUbWx3uXbb/hTl23/qIy/osL3LDKGXLwe2vWXPZbiX+qMtdW8H2Hq9bJOFZGkmqUbVgz5WHbLQ6f83lwj8Th0wZn5w3iDPww4dS8it+zqLsyDTulZCbYuU2ENvDWK8QGw62cpgpK7cA2TWeZqaY5AglaZoBtephmj9/5is6399TRXJOKJrxXTC1X8I9Ys2mqko8TxTw+LEptxBrC0CO8IObFgxoXOyaGpuRWE0NilSIP1UCCSz7Es5URtypJEkNrOojGZkC4Ggp5CyagPKJWF/yUINSouTJXb/F4dH+AF+kEmpQvd0bkbHE26ORi2SOhxaDFcm7Kk6GpKqoqrBw6bZtbL2/zz98zz//6skEzdPMuLg27+CBVLh3Rm8oDIlaSyERxhqrIg7+38EvM0FUdQ49p9wyaHYtKyeHNV3a5bovPufmIvu8QJyrnFn0Onely/ILG0VMlFtoaqycSLi7K7D2m4JoOE40QspSLSyq33LBjYeHC3t+95g3vyf7GBW6bCoePHPvi2jUbfuXZF2uV8fIixmRGloW8fFDn6o0qOzZ08OIlfvfrCkdOl0gigzFXZdJVkfWE3QcT4lBh3VhG3RZSMju3XdNyBEOWhnrF4sQuYDs5h9vy4taFL6BpFJ7iBWIicuorpR6HzyV88v4Jlvplaq5MSUtzt9hcJpdDeFreyXV1pNuOJLAV3BNVFWStfpCw/5BNr2dSqeWdeyB1g2VSt+K/DSLN08EMW2APSUZ+KBvyUtIBYaqQnA25JEksCsgPVabKKjs2h5TNgDnPEYLkfGtZFLTgoWQDbotwvRJPyEDJMX9FzUlkOqpiUa/E/Pjbe9z75CJ7z6g0ZQtdHs7jSp7LKUuXSvLELJ4kAuZULkl/liUBveqamp+XdLqeTrevM9noMFZJePpUA122mK5EXL66S5j1OHjO45Nfr7L3pM31W1J2bu3ywmGJpdMqliGxfZ3OqtWbse0qf9lL/cv+58a108Er+3v/cnJi1VeMeNFJUp8XD9jM1HU2rOzQTxf4xD02+w+7zFRVVq5SWDGmsn46ZeWKFs1I4uhxl6lyRs2VKDliA2noCpo6TFFO8y4mdNZis6cWs7gu5vMi4qJwjjUH3VsIkA+civiPn6pzdrGGY6lURkYTc5AuUYwoClq+2NE0BmpvAdllQ/RETVCViJcOKjx3yAZDFXYTA7x4lG4rDeVqo6FSAyHyUMCVMipXY5lH4LCr5xZpqZS7R8kkiYrna1y7KWDnlh4PvFQmiHVCVZgDDceevIureZGrCmEMalSYGSni5lPV3AE4od21GK8k/I9/2eQXP6my9+wEmqyh5UWuyqMhumnOW5HynDeZNAVZKdLhxM0rhBDifVaVwilWpeerhJGMqcfsP+Pxqftk1tUl1k1brBizWDVZYueaNh95V5dPfjPi0IUKK8Zddm0JeeFwRt/PmF6xupdl6r807FXB37rAF5sX062bZp4v2Te0P/+FfU6nZ3PblQmK1uSe52OOnK4hxSbXbVSZHleZGoO1KwLGqk3uejrk1JkKK6swWRPwYdkVXBRTF10vywS8FYQSQSgQgCzL73p1uG7WRyJPBt17YJzvYRg9fvvPSjzyUgPdNKgZ4tAiLOCK7l3Ad3IeozH0PBk16i9sIYr5W1UiTs3JnJiz0C35kuKWBlTY4g0vuveguPOPEkWRpwNb5WLhUcjWClfXAVc8GY4r8ciYsnocVk8EkEb4qU6QLp/Biw2nFqeDg18Y5USnKBd0yLIQOMgpiqIPYlRu2xnxcz+wyE/8T4tOUMnn8eGooiigRsOUiNGZXMr90ONEZHGGYUqcv6eKIghori3T9VTCUARqbZwKedO189z92BhzTZVVEwrn5k1mxgxWTnr8px/ucOjcPC/sdzh0xmHbmhQvTlm75c3t+sTa5/v9ufRvXeD1xhhgz/c8vv/qndc++uq+J7XH95ksLGkEocO6SY3JusJkXWJ6PGKi3gO5xd3PZ3zt8RqTjs6aCZnJhkajqlArZVTcCNcSzLYolmn3VZodhU5PhkDc+aP6TVGAo0VedO8Q2/QxjT5feUzn23saoNlUDSjp2cDI0ygQGY1BbtDgYHnJckdVM2HsoyQ5hzkmTBIWOgZIopvp0lBYPGo3IQ9UPCz7OLSRGLr8DDu4lBd7NrQwHijXl8vYiitOFNJUZawkoMsgsXMDTWlko1mMKBlqDkOqikIYFZK8oXG+Kqvihs0TIjQ14ZbLu/zwbQvcuVujKZcwclqDOjh3ZChqhpYfjBUlQ0ozJElYMftBSrcX0+oldDzRxFQZHFOi7Eh0+yp+oJCkNpKU8X03LRAnczzwbIXFEwYXFhMuLiicmbOZqptsm+mxfjJgrtnm5cMyu666KZKz9PsbtfI8iv23H1EkyeH5fSdxSuvOSnZ4LIgObVlZb2IrJqsmVKbGEsarCbVSnzDt8uBLCQ+/YjO/4LKuIbNqXGGqoTM1BlONkMm6h215BFEoknolhWrZRqJM35cH9gNKPpcrEvkhpYiaE7EnxUKnWurxjacyfvmTE5xrlmm48tBbfARPF2b2St7F5YHpkKZmwpVLXS5sEKOJcKk9fiHjrkcdyLRc0DDUXg46tyQNu7k0eiAbKW5paDk7Ghqbpt9tXBmmKQzlbAJrjhKFDJXvf1PAvU967DlXJtCVIRY+cL+ShtwURUKJhIhBUSTkqHjiCDcuSRY+JSJ1LaNRTvgvP9XFi+f56hM6LdXAkOX88C02wXGcEqsSWpblEYoSiiS4WHGS0eqlnJxP8dIEcr5W0pRxdYXJSkTPE1vMIHJZE2j84C1L3HbFAo/s0Xj8pTKzxw1qF2PGqnDigsnqKZ0LSwEbpku85eb1x1atmzob9g8zVtn8ty9wUeQypvfYyWs3lT8i+Rsff/jx57nx8oDjs31ePWbw/ts89hzv8YVHLOYXbMYclZ2rcmVPQ2XFWMrqKY9GpU0/6vPtV+G+Zy38WGfdZMCPvqWJaZj0fYWeJ542YkaXhp08L3Lh+i9EDGWnz3wn4Cu7a5xYqFItqdT0PO5EL4p7mNAwmvA1YNqNrORHuSdF2oKixPhJhh+rSLK6TDk/2sHlkUsarLUZFPcwpnvoZjWwWh5084wszQZC5IEgeWCck4uHE4UkUdGVAEONxJiSKELlkw7RlCjJUGMGB11VkYgUAePJOaQ5OCtI6ggkKDr5dC3m+9/Y5cm9Teb6Y5iKInwkVREoaxTnpkwcOFVFMCZBIk1k+hGYtsePv81jzWRClETc+6zBs/sdjswZtPqi0wehhh+YtLrjzIy7/MhtbW6/apEvPOzw+uESb9oVstBJeWqfzcaZiFJjM0++Kn+ktfulkx/54Na/qnz/6gK/dvsqvH4P07LPr22ZuzeuOnTL+aVFstjkms0xLxxO+MojdUxMrl0vUXUlKq7CeE1mZjxi3XQHx13i609n7H7V5tCJMhOuQsNVyDx49MUmupay72iArma4luA6GJoCOVdanMLzDm5EuJZPs+fzsS853PPsGI5tUDcyMZoMZu8CXsyxdE3JuzfD7q1+py2Ekh+6NDUhSWJe3q9xdt5E0WS0ZTyNIZogDxYgIwFPxeGySEaWliNZhcYxzYYStqGBziWR2kUnz818/FBlsgFXbvfZcyYiSszvGFOSZV08I1RSJFlCyZmBxfcsD0zos2WhspqScse1Lf7Th+b571/Safar2KqMmW+EC+QHChExlOyMspOwbkWErIaCjpyNE3ShVg75me/tcvvOJo/vU7n7iQrNvsF6P8QLVNo9ldmlMrWSzfSYz4dv7/Al2eelQxYbpmGs6tOPx9i25fLdt9z4hvO+56GY9l9Vvn91gQNYtsOB1545UiqVfndqescte/Y8iazDucWAvUdKvHGbzuopoZr3QwXHhKlGwNrpJgfOdHlmt8IDT9co6zo3bJSZHlPYsDIjwePhF1XWz2T00x6z8wbTdUQ2Z1pQSfOUtrx7CyfZHt98RuLT946D5jBmQdlIRxKP82QIQx4oa/S8ixvfJQVu2L3TETQlJk4TXj9h0W7qmA0JTRopbnnI4y5+PfBDGc2gZ8QNf9S+jRGy0iDPR5jeZ2mhth8dV4oIb4FlT0xIbF8bYskRrTQVBp0jaQ1RIqHm7rPCqJ+c6y3lJkRSTpwqni2FqeXwcFxXY37iHS1ePLLI579l0dFNHE3CiosCF9+/LIufa7WUMDPRo9VvYZs2m1aFfOs5jSR22TBjMDPhsHFln5946xKTlUWePWDz+okyYRTh+SnzTSFpk2SLtVMG12/22H/CI0pUFEli187LcBznd59+7rkjN15//V+ndP96BQ5QqW+g5JafX7XG/9r84rn3fv3bJxhzq7zl6pC5no+fpKiyRsm2mKxHbF69yEvHuvzOn5Vot0tsnlRYO6UwM6GwbV2IpLT44sMZnl/iinUSuy5f4n98doKeJ1N1xRst5RhqUeCmHmGbHs8dSPjEPXViqcyELYnRxADHZECtLYrbzDehRg45Lo83LIp7mDNZdHBZSUBJ0QwBbKu5v7nyHUUsLc/ayedvaWT+Ho4oORt6JHmtGFNG/z0tUJYRMtOQ8yE2h1msEgYZaRKTSWlOSZVydY/EqJ1blIAcj3BKpCL0QJR2NtC9qAPOSRGMZWgx//ydPY6dXeLFI5N0NeELH8WCxVi8T5qW4doxptHht/8cHMXhig0yN13V5E+/lXJh0WbraoXFVon1Mwbvvn6Jmy9v8Tt/nrD3YI0sS5iopph2jKImXGhmvHbK5E07FVynxYK3hW1bNn9ty+ZNz3d7rb9u2V5C8P1LXiumxjl4Yv7k6g3X/ZtzzYm7t691uGKTz8HzKefmJM7NqTyzT6LnZTQqfZ4/3Of37yoTeyWuWqOwba3G1nUK127rUyrN8pXHE46fcdg4bVJ1YcfagEQWb0ZauNEq5MWdiuK2AqLE485HLF480KDmKCJD0xzm1TumNMirL8JhhUay4Lvk3XtgqDkynuRvqiKnKFLC8TMSD75ggi7nrLrskuL+Cy5Y9thfhqKMdvBlM3jOrR4kJDOAEgejSjYMYg0ChbdcG7FmZQhZQpiJ6BGBmzPM3UmyAd9FsBZTgjAhCFO8IKPvQ9+X6PkKPV+h6wlWX9fT6XkGi22Xazar/NDtS5h6j2Yg4UdiDo/jPFEuy3I745Q0S9h/QqHZhUMnS2yYcvn+N7dphl1ePhxx4ETEvqM6ew6PYatj/Mx7fa66rMVcN8OxVd6wQ2JqTGNFQ2bjKo8Xj6RcWKixa0fp7iuuvP7fGPrsybHxqb/7Age4ZscML7/yzKmb3nD1vpUr61yYTxhzJWbqGbdc0aJiC1FDKrX56m6TXrvEjtUqm1brbFkDV29pUS5f4E++JbP/cIktMwbrZyQm6h5P7VeIg6HjlMhNzGP98tm7ZPc5ej7ha0/WcVyRflw2M5zc/MexpFyxL4KIrJx9WGxCR0cTdQTzHqzU861jcc01JfadMJBUWYiCpVHYr3jkgyRfOn8XwVIsH1EuLXCK8YTcZCcbjCxDn78i8UEagRaFgGHbmoSxWgRpkhf3JdclkGFUhFiFosg9Py9yD3qeRNeTBV3VU+n2dbp9g27fYqlV4r03xmyeadELYrqhTBBJuVooHYEmZSxd5oYdAReaGcfOZhw8UWXnWpsPv73NQtDlpaMxh06FHDgps/dIlapZ4/23eKB6LHWg3ZN5fK/EhSWVhbbBWDmiVK+zbuM1+86dfPyUpK75m5TsX39EKV7rVk8xNTX9G635Y+vbbe+Dh84ssGpC5/F9DvWKxtREl4deUZhfKLNzvcrGlRobVsasWdFirrfEN5622HewxraVKptWaaxdEaJpLb72VAk1EyoYQ1fyFX2a59hHuLbPhUWfj32pSisos6IMFTMVWkxLHqjsR7u2nvNPtBGWoD4ynij5aFKESYn5U5CiJEkYRCILMxwVlq2fRyVdxUw+kC+OHiwvNSXkkvmbImG4GFGKOVxaZu+WpuQeg2JEKRxc86wT0gziTCLJcirASKHHyfDGE08GQfgaGncKu7jC6i3LhgFZsizsosfrIb/wwSY/9wmHZq9G2QAnzAjCjCDK8EPwfAUyg3fd2OelQz4nL1q4toyq1rhqncxPvrPF15+Jef1cmSDMiCKNNKuxbgZu3enz3D6fhZbGrZf3abYNZsY9UuqsWbn5zrEVl/9Ga+n837Rc/+YFvnXjOu574OHWpvWbf+LZFw7NbF7Zuvl8M6Hbs7hpV58nX4947IUaW6d1Nq9W2LgyZM2KRR7e4/EHd9eYsG22zShsWKmxbjph8+pFHn8tYv/RBmur4Np5erKVCW+TYmNp9/jM/SqPvtAQkKCRCI8US6ZkSXnqsjrIlDf0YXBUQX4aytEK059syHuWs+Xoh1DL5lKtkbFkpNALSHB0Dh9GdC8fU4Y4eE64yr77mDJ6Fd09K7r4wEO8cOORBqfULMtIkZb9+cL5qvj+MgoYMhdEyBKqmgmflVgskQYzPuJLDA75XYc3XePzI29e4He/4tI2VEr5mOP5CX1Ppt1TWGpbXLG2zdVb2zyzx8A1I1RFJ6PK1Rtk3nLtHB+/O2L3CzX8KCMINaKoyu0726R4vHhI5m3XaCROxLHzNrddU3qi0dj0E08/8VT/xlve8fdf4ADvuON2dj/9Yv973/W28Mt//mVKeo9rt/Y5dqHP/oN1btqqsW1tyuoVXcbrS9z/Qsyn7qkx45psnFZYs0Jjw0zKltVNjs92+OIjFWqGynhZouKqlG2Zkp3kCvmQqtvn5MWQLzw6hmRYjJkpFQtKtrBtcy0F1xa+hLYpKLWGVvC1iyXGkN9cQINyQQmVhh1rQPwq/rJ5RS+fu6WR2Vpa3tkHxLHh4VIaGAkvh1Gy7NJOPtrBCwhxeNgsMupHD6fLng+DEWY55JikQkyRZZDKgskox+JGVJSUIBQ7gihKhSdiopBlSn5ja2Krq9iYesgP3triq080uTA/RslAhBR4CZ2eQrOjMLtkUnKq/MibFjg31+TAuQqyHAIacVxmU6LwL94xR5os8uCzNeY7GbNNlblmiWvW+cRBn+cPGayZVLnxiiy6etdN+2Wp2199zd+8uP/WBQ6wdfMmsix97oPf+4YbHnzs29b+EzJqNs7bd6W4bhdFDUBp8sDLEn987wQrSwabZhRWTWmsn07YvKbJmcUlfuPLLgtzJbaukBirCmuJWjml6kaUbOGZ4tpd/vA+nQuLVcYsiYqV4loMXG5LjkrZyY1/LCGE0LVhFkyRh1NEZ4sFTR6lMRLhN2KKOlI10qBrA8vm7wH2nUOExe8TKMolN80lo4ro5dJIURdQ4ah3uJRDhzAEHAtLne98FV+z+PsOLOLy6s+yfIwa+R6GUKxIiw5zdX6Widj2AsnS1RRDd5ioBnz/TUt87MslFn0DW8uDcdUoz9JRMQ2XzatCfvFHmvzPOyX2n66QJBFxrBGGLpvXKPzkHfOk2RwvHSnRTjT2HFM4ft5k6xqNyZovEvukGw8+t6f50zdeM/63LdO/fYGPN8pkWfuX3Otuzo6dOP5zCxcOmY1ayHynzzMvQj+w0A2flw6VWOEabFmlsnZaZePKkE2rljhyocPHvuJw/mKZy1ZIrBhTmairTNYzxqoh9XJAxfWoV3qcnI/4xtPjKLJO3coom+R2yaK4hc1uStlJKdkRthlj6oJ/LYhGYkFSvKHyJUU4LO7hjFtYDY+u1xnx9ygKSh5JcRiON8MOXuDhI7UNMNKVl9spD73Diyjw4QhTHEYLVuJgOyrJ4iyQ31DySG9PR1gCWZIJQhRifAlzrrgkCS8YOxBpygVBChRkScmhWh1dN3Esh3e9ocmXH29ydm4CW5VFLKCUIEkhkqTn5K0aW9ak/LsPNPnNO+GlE2V6AfihShjbbF07zkfecYEXj7TQpSpeFHDguMerR11KFlyxY4P/5je/7W7DtLKphvMPX+DiDS6nc8fv/H9vuLIWPZ81/uPLB5f0g6dtxh2Dd+4KePKAwZitc9kane0bJDat6qDrLb69z+euJxzOXaiwbUpi5bjKijGN6fGM6fGAVeM9bMvHNAJUtcvnH7Y5eb7EhJ1RtjJcWxp07oorUyul1MoxVTekVvZplD0kOSBJJVpdl07PIoov/d4ZmmGmy72wB57aCaRxiqwVBSMth/4GhS0tO1wum8EHPbd4UohKHczdjC57RkaU4W8dFPrylzhLyIowrxdm/sNF1KWZQGkKo7S7KIElT2LJS4hTCRmVyVJGI8qIkpgs31JKsoKqKOiaiqEbOKbN6kmPH729xf/4YonzPYduILPYy/CjlDQNkdCRJANZarBxtcTPvq/Nnz8ZsvdQmdYRg3ZPI0lMrlQb+H6bR/eUePNVcOuVXV47EeFL02E7mvzYl7/+5K/9+4++5y9lC/69FjjAUjsIx8Yav752dS88fs7/1fFKJt9yeUw36XP6gsXWlQbXbY8puW1eOeHxyMsyB041MCWD7SskZsZF1MjKiYy1033Gak0utj3GlZjxWsJCJ+HpV11kNKq2GE0Ko/uKK8yEGpWIRiVgrNrHsVscOBPwzWcdwtjkitU621YqSJLAu4dzqsCYZUkiyWTiNEXJbYbFYUvFNmMmazHzfeGZOurpVMzfRTEpI0seebSby8WBdTlcOHrIHB4M83CnlGUzeJaf+IoZHElYEM82ZTq+BrI68CgfkMEGq3fx+wdPCIZBBDdsD9m6sUOcBtzzrMWBk2V6ocaKJCFLE8jRIk1RRPivpmEbBhXX4oYdTapln3Mth/qkR7kSc3LRJIhUsiwEdMAgzeqsnFD5+fd3eP3MPI+8aHPyjEPvdQdTt1m1IuYFs8u395S48TKNTLJS0135q3Z95rdCrxn+tYrw77PAN1/5o+x9+W5veuW2r117VeW/nL7wNK8cCzk9azBVsXnjVRHV2gJ/dJ/GiXNlAk9l0pYZc2GipjDVEMW9bqbHqsk5vvpUytefqPGWqyR+/I4OqRwQZToljdwPXMa1FRGbUhKeiI1KwFSjQ7W8yO9/Q+EbT0zQ6dlMVxXqms50NWOs6mMbEUgSXU8jiqVlI4qEkhtgpkSxSpyobFyZ8Y7rPP74gZTMYTDiDLZ9RZGPFveo2GFQ3JfmZmZDymzKsrm7WNkno2hKNjwbFECjaaR8dbfGidMGiqxgqSK1WR/I6IaXJIlxpBuIv7OtZ9RLEqvHLK5aIzM11uLNV7b48ye7/P7XpkhSA7IESUoGsSO6JmMaKo6l4wcGMjoA4w584EaJt17b5+tP9fna7hpppgEhkmQAJnEs06hYbJ70mbk94tjFNn98T8xje1xuV0u8/boeZ2eXCCOZtetvztzKqq8lse994EPv/b8tz//7Ageoj69ieqZ6+PRS6aNbt6d/cPDAM3LJVNmxIeb5I10uzNlIkcM16xQ0GTq9BEWFRlVjagxWT/VZOTHPnz2ZcOe3xpl0TZREY7Gdsej3CCJdoCammLvLjkrVhVoppl4JmGx0KbsLfPybKp+6fwVVRWfbFKyZVJmoKqhKSNkJqJaa7DvhEocWEnKeAZrCIO5DAilDVTTCSMMwZBpuBGkqovgygcwNEhsuwcSV71LcUoGtDx22RXzeKMEqD25K0xElTJoNEJHRWXxwkFVSFnsyQWRgKjJOLs8zdWFlAYVcTAg7LFNCd0L2nVQYsxUqTsbsksreowZdz2D9tM5PvXUJ0gv8wTcnoWXkKEuSF7iGqSvYpka7Z6IqGmsmE9pNUGOXoG/wodsXkKQFvvb4GKqioqohmqqjKhpLHY12z0FTEmqViH/29h7n5xfYd7zO5RtkTE3h2qt2pWNTaz96rrfjcEk983dRmn83BT6zcif3PX0w/HZ6/ac/vOsle3XZ+e1DR7scOCszt2Czc73GmumYihMSJymvHo45c7FCrSyzohEwNdbkz59M+Oz946yq6Gxfq7JqElwr5Iu7TWbndTY2UjGaOCoVV6JaEhEqE/Ue1dIif3CPyv+5dwUNTWftWMZ0Q2WirtGopPlNsMgDr6Tc9bDJdZt01k5l1HKkJU1lfF9FlkUhq3JKGOnIsi46YD7aUBQYwyIv+OCyUggdcsqpVOgxR0aUwYk2h+8ySUjVcsy6yJtcnt/DYF1f3COyJMQRUaKSyRq2Co4mrO4cQ2xWgxCSnCfiWDKrpzR27Wjzld0+j7xYxzVVqq2YC7aCrhpAhdWTMj95xwIZF/j4N6ZRZD3XqCbouoypq9imQrNjsHqFxh27Av7k7pjTsxL7jplcLjf48bfNIcnz3PfkOI4OrpUwPaZwaq7Hq4eFoVHZllm7osSVG/vYRpv9xwxkawXB6/q//fe33fTpzcHLiWRe/U+nwAHeccMW+p3TiWV94GiY7ek88sr9pW63y7bVGahdHnjRhEzhyg0xT7yWsWWFxFg1YeOqFq+c6PPpe8eYcXXWTanMjCusnuoTZl3OL1mUdYWaA2VXpeoq1MoZ9XLEZL2HbS7x8btlPnnvFFVNZ3U9Y6KqMF7XmKjDZD1kZrzJvc+nfPxrE0zZBj1PsO10NaFR6XFxUePsXAXLFMQmVU2x/JCyo/K9b+xz13MBF+edYYHLI507l6kpcjY45AlJ25DbIkhOo3O42CRG6aj4eESTWeRQpiOjC3knBww94/Apmbt323QjjYYj/MlLlki+swyZY7Mx80swVRGuAbapYKoV/n/v91C1BR57cYKSmWKZEYaqoSoGigSrp1L+xTvmkeRzfPreafSmhqak6Gqc+y0qlB2dRtVhRa2NqvucmlOougm2ZWLodX7qjgucuthk/6EGVTchCCVuumKJbt9hx3oRVLX/jMrBUzIrGgrXbNdYufH2zrbLrjl6/PSFZP3qv5vihr8hF+Wv/GSKy4Mv+3eXJq/+6bfedsfitg0VXjsVMDtvoikpkxXRwlTZZuW4xIaZHr2wyT3POdQNg7WTMjMTKqsmY1ZNNnnhSMarh1waDtRyA/1aGeqliPGax9RYk288k/CJb45hywYrqxmNsky9otGoyIxVYyYbPbphl688XibsmzRKUq7ySam4AfPdDnc/E/HqEZhvKrT7Kp4v/ACTRMU2QVcTyLvhEClhRMnDUAKmpAORwZACUHiiMIBMkiwjyqSRSMCR4k6WB0ulmbSMsyJLGWGc4Xsauixhq4IH71oS9bLGjg0qb7+xT6nmsdQXGfZhmDHf1LF1h++/JcC0e5xrSiy2YxbaCfNNmbmmzvmFEmFU4199T8h7b5njVCtjti3R7CS0OjHNbsZiW2Wp7bBzvcpVm3ucnE84MxdzdjbjxDmbdrfBO68LMZweRy+knJuDMHSJkJhb0snShFU1mfUzXZZ6Va665nsWb79t+09PT5y7u1L6qznef5PX31kHBzDtGgDtbvtza95yk9r1s98ge2z89OwiUiZhGhGPvQLbVupsXuPTCpb47D0Orx2qctmMzMyEzqrJjFWTHV494fHH95VRE4OZSfHGNcoSjUrMeN1jerzJmcUu97wwhpQ5rKxlNMoS9bJKvazQqKRMNXwMrc0n7tU5ctJlfUMgMLYlUbITDN3jK09K3P2kxc1bY1pdmZKt4DuKsExLVEikwQlPyjuCLElIoyLj3KNwEPmtDjN9hDIoQZILTD2DLCFJ0zz7UiQYD7wFYynniKQ5mlOMK3mhF+i3lCHJCqYiYagZpia4OOUcWbppp08vifjyAyYdT6YfpLR7ChcWHLau7PGRdzX55DdMLiypWHqUq54UdE1HU0usm45559Uddr+yxMnFWi4SidE0CVPXsE2TzavL/Pjb5+kFbU5dqOCaMaau41glrt0Y8W9/oMWfPphy8EyZsbrD7VfNs/dITIYGBFxsrub73n3j3NTqN/6Hdjv6XKWy7e+0uOHvuIMXr7JbRs2Sz3zo3Tf/4pq1W+d0WWbVZMa+4xmr6jZXbo7Ye7LD//6qxaFjFVbXJabHNWbGJTas7CNri3zyPoNjp8qsasBYVWWspjBeS5hseKyaaHF+qc1/+XyVlw/UWVOFhgvVkkK1rFIvQ6MSMlnvsv9UwAPPlbBklboLjl2ksEUYRkCSSciSSpqkOXFIqNCTRB6kBA9Q8HzuLjr2sshvZUSZn1tOFL7iipIgS/HIxiUmyxK8RMJPxLKl8DZZHuyaDRyjBgGt6RBRIY/pU2UxhhR+joqakaYqqiQU6L3c4LLTl1hs60SRyzt2RWxd3+ZcCxa7Kc12xFJbdOfFlsH5+TJXb7T4lQ8vMjHW5tiCxMVWxkIzZr6ZMLuocnbWZfMKl594Zwcfn8PnE87ORZy+qHJ2rsxlqxx+5v0+OzYvsedIzNmLVXasjzh2XiZKDHZs3zJXnXzLL/Z9PlOpVP8+SvHvp8ABFMPlT7708KezrPwLt+0aW7ywCFdv0rjt6pSW1+aJPRYbJ2x2rI4YrwqVz8ZVfSYaszz4Epw+V2bLlMRUvdhwpsxMeKxdschsZ4n/908rPPbyBCtLEuOljIqr5JbNEtVyzETNJ8263P+ixlLHYaoqurfgrqS4VsS5hZinX9MxdaFuH43ELjLe80oacFmK2VtkauaRgwVTUct1o1qMoUfoeoimhRhaiKLHZEoOn0QxxAFREtOJJfrxkGM98CocFPrQJ2XI9huujwboTeEQJpR+9AOVGy8LmBwL6QTQ8xN6Xkq7p3JhwaZmm9xxbYdMDZltSbS6Cc1uTLMjsdjWmG+azC1VuO0Kk1/+0Dz1epPDsxLnFjPmFiNmF1POzescOVNj/bjF23a1ONcJOXo+5txcwsVFjddOmBw/U+XmHQrlcodHX5J47vUqY5WUhWjN4uRY7RcunHr40xNjf/tN5T9agQP8sw+9i1VTs5+tjU397DtvHu9UbZ/ZdsTrJ3VuvVznpivbyHLGeE1j06qQ1Stm+drTEl95eJwJW2PVmJyLl2HVpMf0+CIX2y3+2xdqPLtvnDVViYlyStmRKDvKIFK8VgppVLocvRDw1P4SDVuh4oBjKbi2JDI5rZClbsqhUyaWPoJTj2DOMGQVykXXztOQlTxFTc8LXNcKWV2MaQhhtGv5VMt9VNWj28sIAxndTHFKPmrSJ+v26QUJzUiiH0kEkZQ7zkIUCY/BOM5y4UJhBJTTDjJ5GdtKGiERZCn4gcrWVSm1Ukg3EGY5PS+l05NodjWW2iVu3pawdqbLxQ40exntbkyrm9LqyTS7GvMti3PzNW7cZvGff7hJo7HEyaWUswsps4shFxfg1EWTpVadH7pV5d03NTm5EHDsXMzsokCFnt4fsvvlMltWqYzVQmZbKQvh+s7qNdM/+/zR/md3XPWuv88S/Ludwb/b69qtflqalO58fc94fOSs8dknXjpmbF9tc932JZ7eL1O2Xa7YmLJx9UXufha+8dgYK1yNySqM1TSmGhKrJnzGa4t85sGQx16dZHHBZVMDXDPNhQ4i4EpEi0eMV30kucvdzxosLLnsWJFzxm0Fx8xwrEQkKTsRtqliKBnySNSfnN/2kpwhqaJbF2p6dSQTR1MktGWmRDGmXhjw9+l6XR7dm/HqEZcHnzRZuyLioz/cZe1UiweeNHn1iMVTh6o0u1U0ScFQU4wwI9SyS2yVRcCrsHATWfZxLJPFaQ4rSgPCVhENHscyvb5Or5/Q8aEXZPT9hK6n0umpzC3ZbFlj8Z43tPnYSZfZti5+NmaCbco4poKpa0jYeL7G5Wv6/O5H2zy6z+POByeF5Z0WoesaimwzVVd4/w0dyDo89KyEa1lYhsOW1V2e2edzk2Zx8xULJOo2/9jS1E89f8j884oV/F+t4f9JFHh55mc4e3E+md5sPfU283xH4iusG9tr7D+ukqUVrrssY910i288J/HEC+NcudrA1FN6nkStIjPZiFg3s8Tnvx3wuYcaTJgGO1ZKuBZ0+umIJZhE2UmplkKq5R77T0U8+GKdcVfOV/xFGnJCyY6IkpD7nzeIYg1TFV15YNgjiVk6ilMee9ngzEWDmj6Sq5mbg2pqYQknVEciZSKg4vTwwy7/6VMO3362QifRaS9mRFGLzau67NoMl61I6CVtHnquz7/7w4yWVxPWDIpY1oyOKkUUiYglken7KqsmJG64yuPPHhcJxwXPuwiXDSIFTdW447oun7hQpeOp9PyUnpfQ9RRaPY3FVom3XtXj7mfbHDo2Rr2XUbJiHE/BC2TiWKLdUzk7p+NaNuumDT70pjnCaI47H5jCNhNcW6Hmyuw7pmHqdd66s4Mi93h2rwKobFjpcNk6j2df67NuzTZ/45qpD9nl6a9dv2k+ece7Pvz3XX5/vyNK8ZqYaFBx7fPTMxsuf9vN1oclfV0/Sx00I+TExZTnD2U8+myFqzcaXLvd53y7hxfJjFcy1k+36URNnnq9zIxrcPkahZ2bdW6/LmFyPKDnC9jPtaDsxNTKPrLS4b4XDDodl8lSOoj5di1E8KwdkOGz77iBkslD7rgiDVQ+mpoCMcfPqnhdHVvPlvmKC4tnBm5bliGKu1bu0Q26/MKnKtz1xEoWkjEStYJcKpNpBlmg02lW8Pw6elrjPTcofOwjs1SdJeb7Ge1QxgshKORlUTowsReRJgp+qFBxZDasDEmklCAehRjzAg8Vskzn8rUJqhzR8aHvZfT9lE4fOj0xglRsl3de2yEgZL4r0e6LTu+HItzr3JLHg8/HvHhAZe+RKvOLk9ywJcVyWhydzVhspZhGxIqJeV441OflgyXedrXOVVt9Vk6l9KKAMDK49so1/XPd8R+94baf+Op0o5m8410/8g9Rev8wBa4J7nTSOvPbF+ZPjX9l52Wrfmp6Zrw1u6CiKiEvH9G5cp3BlVs8wmyRMxcUVo5JrJ3u0Yua/MYXq3QWHDavkFk3rbNjfcSa6UWCJECRRbyJa6dU3JBGpcOJ2ZD7nm8w4ULJYhAU61gpriUK8cVDGfuO2VQt4ZMyyMlUGLpbqTGSIqOqCqaaDrI1C39xvbCU01NMI6bs+PSDPr/8xxW+8eQ0FcdkQw0211KmSzKSbtP3y8wu1jk7W+fcXJ3FZoN3Xa/xX//ZHI7VZqkPXiQSIAaOsVGWZ+0Mo0jCyCCNgUToMZdFl0TC9L7d07l8XcYVW7u0A+gGGT0/EYiKJ/7/Qsvl7bsy1k81udjNaPUyun2h1ElTCV33ODHf47UTIUfPShw+XWa8VOM//qCHaXU5cTHm3KzMqgkF3ejw8lGfVw9XuHIDxHHIdF1hfHqqFarrf+rp12a+8j9+79PZjbd+8B+kuP/BCrx4bdrx86zd3ObOhzd8MZSu+dc/+O5dC51AR0kUtq4P2b0/5YmX66weM9i6LiKize99rcSJExU2TMqsmtJYN5OyZkWLPcdjXj7oMl6VKDkS1VLMRK3HkXN9/vMfN4h8mwk3wzXlQYa9a6W4dohlehw5J+P1LErmMGNn4HalpRhaxFwr5aWjthAzF/7iem7/pkro+tAv0TFDym6XLz2m8c2nJqibOmtrKWsbGRsnZa5cLbG6ZnHm4jj7jjY4eqbM6Qtlzs1XaXXqvOt6hR+9bYGeF9EOZCHnyjt4GKcEEfiRTBAp+KFKp2+wc0NCo+rjDVTuuXo+gTCS6XkaZUtny3SfTpTS9aDvpfS8lF4fup7CYtvCVMr86j9rsX51mwttiVYvodtLmV1SuWajzPaNHifmIk6ejzh5Tub42QqbV1T56Ht90Pu8dirj9PkyN263uP7ygP0nI9JQY8tGHbtx08L7b7v8X/+nH6p/ccuaFv/pZ//5P2TJ/f3P4Je+NlzxrwDIsnOfBVUNsolf3//qo+O79y1SMiy2rQ1otTRSyePOR016LZvtqyVqJZWphszqqS4n5nt882mHibJKvSxTK2VM1T1su8nHPmXz+tEa6xoZrslAZe9Ywrej5ATMt3y++lQZ2y46s7SswA0tQdNCjp2CFw64rK0Lt6yBidDAIavwTBTd++RszLdebqDKFtOVjKmaxHhFZbKh4toJvUDj9WM6PU/BNRWmGipeKKRhuhZx61UtvvZ8l8VmnYY94vkdpYShTBCCF8j4gUqra3DtZomNMx4vvl4ZBliNmN4HkYg8fO+Ni3ztqT5N36XhizGl70PfU+h6Ggtth8vX+PyHDy7wr37b5ELLoF6OmW/pzC+Vec/1Fzg72+PUnELZiTENDT+oUq9qfN9tfZ54uc+ZWZO5vs6qGrxhe5vzS5O8bdfb5qbW7PqPaRp/trx67B+61IB/4A4++pKkaaD0R7e/+U2/uH7bbXM1p85EpcOeIwrrV4Y8tS9Bjh1u2EEeAKswVk2wzA5/vlvj7PkSq8YVxqoKU42QeqXJPc/DyfN11jVkXEMY35u6MAJyrZSSHVIrdXngRYmjZypU8t9TxAmqKgMPRIh46GUDQ9Mp62kefFUYCkm5mHl4Q5i6z6N7NPYfKzPpwnglY6KmsmpKY+fmkA1rFmn2IyolnyPnu7x6JODUhZQLCypzSyaLLZcda1TefGWHfhzjRYUNmzjsBlGGF0j0fZmep9L3dbzA5i1XeUhyjB9JgwCqOCZXMin0PINN0wrvvD6f8T3oewlekOKFEn4g0+sbnL4wxroxh3de32S2FzO7lLLQTDl5wWT1mMv73tilE0UstFI8H3pByjP7NNTU5eYr+hw9H3HV+oBT8x62Nc73vfuWuS3b3viLFcv8o83/SMX9j1rgosgtzs+mn77qypv//Yc/cMdSrEyxfbVEmPhYqs4VGxOW+gm9KKXtC+z6zILPkZMldqxSmKqrjNcyVk11ufeFhE99Y5zVFZ0da2VUPSNOReqZZYJrx4xVPWZbfb7w7QqWZuDqBUFquJHUNTFP94KQp19zcDSZUq7/dC0Vx1Iwcn9zOffI1vWEMInYc9wiCnTGSilVR2GsorFqMmVmssmBMwEnzxqsm1TYtNbj9FLEmdmI+SYsdTQW2iaGZnHFuhhdi/DjnDqb2zsEoVjUdPoSnb5Ct6/jBxY3bI2xzZB+xEBPmRQGnLGEF2h4vssP3dpnot7hYlum62d4gTi8qmqGH0e8esTh/NwE/+KdcMf1S5yYz5hvRpyfh33Hq2ybsZie8OgFKSUnxDL7lNyAPUclwsBFUiMOnLTYvmWSVZu+Z2nbjtv+/Vgt+fR4w/zHLLF/3AIHmJ60GW8Yn1uz4eofm1654+euu+7qaO9Rg/GaxN6TKaqkYJkRZCllt8+3XrCYKllcvkFlalxivBrR7HW55xmbkmJy+XqNO94Qc8cNC/QDcRB0zIyKG1Ittbn7OZ3ZxSpTboahDuVmIoUgyws8ZPerMhfnbMadjJIFZUcRdhUlCccU4t80t28wtYS9x2WeP2hRsSRKplg81csSk3Wfi02Px142MFSZMDJ405Ux4w2PuVbCUjuh1ZXp9jVaPYtrNqdcsd7Dj8TPR8mxec9PabZjltoZrZ5Cu6ex1DGZGVO45cou/fxQKohauQI/kwhjlYVWiYmyy/dc32LBi2n2oO8nhJEI83rghT4PPhez57CF79V51/URpXKf+RZcXIjYe1hmbqHO266JaXoJspzghyFporB9nce5+ZStK2HD5qujbRu3/twtN+z8MVnWPydJf7fEqb/N6x+9wAEMXU91ztz9r378to+vXbv9Z97yxhuSk3NKWjEkkrTH7AJsW5Nx5HzE6XMuN+6AWq3HsQsJtunz1OsyvY7FxmmVjSslpid67D+poKsCI3fthOmxHvc8l/KVR8ZZV1NYOw5BktL1RccbtYqzjZCFnowfGlStjJItinuinrFlTZ9KqctiK6HniwQGRclY6sostnThTW5I2JZM2U0ouT4Hz2QcPWPimOJgt3lGYsOqiJaX0e4l9DzoeQqerzNWlqi5MUkiqLeWIVMrqzS9mMPnIuabEUttaHdV2j0DQzVouCG9MCPM4UIQSynHitDVkJMXHM7OjvOBN8q8/Q0LnF6CnieQkjCSuGxtyJnFmCNnEo6ccShbLm/Y3qcXZaybCVnsdnhqr8raCZv1M31ePyEzVZfQtS7dnsqVW5J089Y3JJdtuexnnKl3fHzP6xfvVlXz732J89d5/ZMocIBqYwf9xU542aaZz23ZuOqy266/7JffdqODo4dctcFg5ZTHC69LrJ0w2LTGY67Vx5AzlvoRT7xqUNI11kyprJoM2H/S4+XDJeplgbBMVEO8qMsDLzgoicHmaYVbr5a5dnuXJV881kGMK4aW0PUiXjmqU7Zkyrl6v1qSWT0Z4scLfP0pnxPnY3q+wJxBZPvYWo626MXyKcW1AhQ1A0lDVbI8kkQnjhM6gwNfih8O8yXjmFxZJBiC66bh3be20eweZ+YSmp2Ydk+m09dpdm2u3BBi2jFhzkTMEBZ1rtPnmYMe335R5uDJEnJW5e3XBpi2z1wLOr2UhZbOlRs0tm7ocnYu4vg5mV7P5ZYrUkqlgCjWGGtEHDwTcPKcw65tMWfmA146YLPUUTjdmkSxr/rlsYnVlyXy6s91llrhdVf93bMC/7avfzIFDuA0tiIZqzxHWTj0oR+58tfRtv/qylVXJU0vY3YpYHbB5YqNCS8f9Xn5QJnt6yP2HItoNU02TuusnMxYMd7m1eMKlqQxUVUYq2ZM1Hu8dDTjyGmHlTWZmXGVbesS3nJ9QCoLk8rCh9zQY5r9hKdfLVGzRSqcKPCMlZNdjlyMOHRGwQ8z4ljQWCUpQ1ZEerKugJbHpph6ClLMfDvF1HJ3qUxYJ0xWIjJJHB7DOBtg3FGs5ozBLP+eROb9llUJa6Y9Ts1ntLox7V5Gt6/Q6Zm8cUdKzQ3xIoTjayo6eEbCvc8ZvH4i48yszLk5ly0zOjs3dbnQylhsiYi+OHLZvi7kTDPm7GzMkTMWDddm56YOe4/DNRs1dm5t8+pRmKyYVCsxK8ZCNm/Yntx87bZfvf/VXb/+3N7eoZt2rfBuecOmf+wyWvb6B4cJ/zqvLTt/gLu+dlfyvvf+2K+cPjevbti/+9/ue/1JY8faGM3scuy8wRXrVCStzZlZjY1TFhtXyayZ8ukGfc7NuqwZV5gel1k95WFabe591iANNabqMuM1iYob0FkKhfFNngKm5S62C/0YRdUpGRm2KQhaVTfGtXugZJia0JaC4GWLIKdsoH8UHBVxYL24lPLFB23G8nE0Q6zRf+SOPo+8mhDEGlEknKcGrlK5L0masxnjRMLzNbIspBPEtHsaXS+j5wms23VNTD2g3XOIotwAPxUSN0ONmO0nzC8lnJ83WDlp847rmjzxasSpOYlaOeHkOYc1Y21MO+TUrEbZUbDNKjNjLV473mfvEZc10wlHTvd5/YTLlnUa67a8IXjb7W/8X4Y19isPP3Q3t7/lPf/YZfNdX/+kOvjo633vfR8X59qsXCH90m233fbbu2740GOXb23sfvFILVZTnZnJgMdeyZASh52boeomVMs9FrsRZ2dd1k/LrJ3xSWgRpx6WqQm75bLKeC1FkgK+/oROGgrYT9fIV+4hn/+WQRSr2AbYphBI1CsRzV7Eoy+aSKmMYYiMTV3N8KOMY+dVgkhBV/NAWFkIH2QpI0MeqNsLv28pZ87GeRRInArs2tAkVq6IUbR0wEXxAxlZ0rj9qohSKWaxIw6JfV+i76toss6H3tqhW6z444wglDA0hfe8sU8ip8y3EhZaEs2ORd8zULSAVAs4fjHi6DmZ6bpFrRyy1I9pdwNePgRSanHbVT4nLgZ4PZN332rHftLY/aMf+MBj11735t8+cEr5pTRuc/tbvvcfu1z+wtc/yQ7+/7V3rrFx3WkZ/537mTNnrh5fZny/xLETZ+00dZpk0zah2qal212g1dL9UFUCUbRIiEWw0rJSpRUSCO0HEBJCAsQHEEir3UobtYWqt23rlqSku0lzT2wH23Vsx/Fl7nPu5/Bh7CZbgQQrIE3K79PMh5Fmznn013veed/n2aa9Nbn98g++/+KPwNibeORg9a+1aOFrswvXRdeWGOoMWC35hIScn4NCi0BXVqS3ELFRr/HWRypfPmASV0Qypkg2JdKWsUgn65QtA02+laRs6AFxw2K9qmFIIjGlGYViaBEJw2G56HOzqGEqArrSPKUNPaBYjXjzlEalIqK13L5pv23qKWx5FjZP5OZglHjL2WprUMrxRNKmwGOTDh9eDGg4Cq7fDGuyHYX2tEQ+Z7NxM9bsYztgOTKup9Ji1qk7Hg1HwXFCLEfG81QSOmzUAlJqyEY5ZLOiYjkag20ijz/gcmYmYH5FZmXdIPBrjA04JEyFXDpgbjmiu0OhrUVgxdoRjua7Xnx23Hh+fX2lev/g/XdaHv8lPtMCv51nnv5l6uWrVVWN/Xal1Dtb9z8aE9XqL529dJmMqVOsh9QtA11rUGgR0DWbtz6ChJJk8WbE+oZAe0ait8Onu6PM2TmX5Y0MqRjoWjOevDVtsbjmsFJMEVebk4KaKmDoIXHd4d33FIplmUKh+Rldi9A1n3jMRdf1T1p6gnArcuoTg86f+TXCbb6E8InbSdgchbW2xlv1sGlPbDlQriuMtEo8NG7x9/+UwrKbm/OOJ2A7KvmMQHd7ndVKhm4nxHah0lDozMCeoTIXp1WyyYCBDZmOrEhPCyhhgocnirzzocXymkYmLtCVU4nkEJGAjpYahrmbL+QyxzOFBy509HT+ec2yq5MP/Pc8uu8kn9kS5T8intqJEutZl9X+F77+tee+uX//oeMH9j9IT5fB0ppAb4fDh1dMejqgYtmsrMWYHPFZq0RYjs5Ql4CuV3j5lMUf/kOKuWV9y2BfIGX6mPEqP3zfYHYxvrVE3Iz7jm2d7G4ooYoSca1ptB/XIwzdZa0ccH1dRlO2ci+3t+Fv++6352Te2vDctnzbMvIUIxxPojsXkk271Fxo2CGWE1K3JHxfR5WgbvtYbrMU2c6zH+6SeOrBKmXHpVTf8u12BQYK8MKzRX7x8Bp20GD2OsRknVza4ydXZTqzCnHT5eNVgclhkZklyMV9KnacXXuOsHfy0PHDX3zum8PdHS+MDbavT47dPeKGu0zg26Ra8py4UFvA2PWt+8Ynntp/6FemnnzkADdqccpljd0DDdzAoZDRME2HtaJAT6vGaH+dVz/0+JezOXQ5w1MPOoRCc4iqp73Om2ciTp3P0p7y2bSaHimKDBnT5+r1kMvzGqYmEtdFDF0gGfeQ5QZT5yQuzyXQlGZN7W4lDAeB8MmDImzV4HArk0q4Lc1CafbgXU9gVy8cGa/gRMHW+GrzgbJmaezqDdnRa7NZE/D95qZ/0qyzXpQ4OGJydF+VhbWmiWaEzw/ezWA1chweVTl2oMrlRZePb+jk0jKVhs3qWhxd8bgw76JLCqMDKu2dh3nmqa9M5Tsnnhrfs+Nbvb1rCzuGCnf6tv9c3DUlyqf54ng7wGzDiWYFkQuZWJhPtOz8q/t3nx+6eWNKeulEjGPjAcvFgPVijMNjsFRqUK0aPLpX4Ow1geFumdklkZZUSM21OHE+RkcizteP1vjgSolGJYeqQiphMX0jpFhSSWtbJY0ekUvZ1F2LV05lMBQFx48oNqDVbrb//EBECYVPbN5g2ym2ue8pCM0VOE0RiOshadNBUTws2+SJyQavnmywUU3QsAIatkLd0mhJKGQSHvObAa4no8ghJy96/Ov5LA9PxDg8tsHMgsVGRUUQfGbmdeRI59w1mcPjNh2tVc7PZjk4rtKec7k8b/LYfpf1so2aPhg895WR2ctz0W9OTBxeAaaFn/Wcu+u4awW+jaEJANPzC6XpkWRwzJDpXCxMvDhyaSrZ1roSn7kOQ3mRkd4ax0+qtKZU4sYmWTOJqYe0GFBotZlfDSgWDYYLIkOdEatll6t1kVQ8xPZcTl7UEUONlNE8dY1YiO3b/PCdGKGV5NkjFiWvxo9PJ0hXNLqsEM8T0fRmwrC85XwVhc2Swg8kBJolkBETaMs4ZNMb/PhMSL3WzpEJk+ceq3L8bY2GIxFGUK4pmDGTA7saLN3wKdc1fB/mV0RmlySGOlWG++L0F2yWNnzKNYWqI1CsitTcOmubBiM9Hi+/F9DWotCe9ag2FAb7d9b/6NuPV2YXxae7eoeW+gelhbtd2Nvc9QLfpq83jeOGC6pycLHolXf/3q/JB9wg+hvj4ozvVi9nF26uJWJSRKY15I3TMQZbBTJmjaEOlblVn3PXEli+jiBF3CgKvHwizYEhgUzSZ/p6wMVZnclhiaRhU61LaErEwk2ft04lObpbYmzApD0XIAgNLs5IlOsaXrCVAqzIxNXmH0Gu12ztuZ4CUbM8SZmQMGu8flrk5Xdz5FM6pm5wbF+dDy97uLaOIgdcWgxZWk+yd8Dm0rUGxZLORlnm8QMwvRARhj6qBEcnZM7O1JlfiVFuWLieztFxhwvX4uQyMQa6BRLZPIf2DZSyub6aH0nPD/f3fdDXnytDGDZjBu8N7hmBQ3NeGwjdxlJR0btem/63yvBLr/yj88J3/uL33dLUs4J01csk7JFQRJcJeetMjME2nzDy6WoxCISQSBBQFY+saZJvETBiHucWZMpVjcmRAB+L05e1Zlqb6NLflmPPjpCKbbM6k+Dpw2U2Sh6lekAQgKYGmLpEW0aiJRWxWfFY3ZRIJHQ8L0SSBFIJn+UNj+NvZ7lvIEbVdTk7q9LTkcFyLeQgRBQDppdtItfgwG6ZnraAU6s+KxsS66UkViggCD4rGx4r63Ek0eZmMeTIHofZRRVZb6No63aLGrsyMd4X/fozj6pI5p9eOf23f5fIPxNNX3PDnUP3xql9O/eUwLdRjU5oNjEal6avIwjK9wJJ+t7B/bukRCL+lx1d9nCtvHjYC29IWsxjtRiSTdrUHYF81uDkpZBCWkSPuZy46GN7GilTIqYHrJR8NEVAkX1e+kCmOweq6vDRtYhqVSGdMEnGqzg1nzASWS8FJGToahPpaGtw5YyAqsTpzqsUshaiYKBIATXLZaA9zdhASMlyODcbsrSm8uQDa7z0ronjQiZmcaOmUKpKGKrAoS9YlCoBa5s6h8Y2ubHaSijJLK55dOZENisSbpQn3doRjO7qfb+rT5u2nfpveb4fqIpKKOnR2P5vEI8pd/qW/a9xTwr8dnYNd8EtBxE/8jafL/Rrmc319T/eqL6pWvW5QNYS90WRt69+fZ24XmXmusx4DxRaKlyaT5JIhCRNkZodcOpKgp4WGS90WdlUGc0LfLwuUGnIRJLPwprIk/sbvHEqgSwFvHwyhufK5NIRhuFStGTiJdBliScOuLx+Asp1gTfOGOzt8wmjgKQR0d3mUq1rjPRHyJKP7Ujs2ynxdi2iXBdRJIFsQuXcfEhyRWCoN+TslToTIxqpZAsRxk8bYeN0T8+A9MCBX3D1WPY7ge8Wu/JNe73f+Y07fWf+b7jnBf5pBCULUAS+AXDt8ruIovDQyqb16EC/87TAxs5HZIe0Mk/JKtOWjAgll5iikI7XyKdMsimP2SWRXz1iMbuQIq4JGKpCI2juTibjzcTlquVxc1MlERMRxQjXd9HVZhpwta7SmlZImA41S6NUV1EUCKIA11ap282Uhh+8bTBYCNishihajPWqz0ax+a9kw5bp7rCpWHF6+0f4alojm8xdFWXtxUrDfL2zJ5z66hMP3elLfkf53An80wyOPgww5TRKU8B7ayVnsKunGM5ceDHcWNvT/+gj3d++vjJHIR/jo4UZfN9msLDB+ZkUPTs9Fq4HJHWXhC4ROhFCJLC0DjEdivWQmKxx34iN48vEfQFZVFHUgHcuyNw/bJBONOeye1ptoijWXEuzRDbrzaTnaysKbUk4O9fgiBlx7IBGtmUMW/Ip5Ptoic/8yZsnw7nR0YfFyWRaLDfMa8Br+bbUnb60nwk+9wLfRjPSAK9tv69WNpAkPW3VFk9KUkTO1jwtu+N3D+WEL+3uL9M5qIH1z5hxlWQiIJ3UUN0IIQz40fsau7pcCpkyQ/k0/fkyq5s6huJSLGsYssXMqoQmyMyu+Ez02hzbV2P+hkmATohMKAogQnde5cGHHmRkImSsV6a34LxxcVb8MyEWKn19e9jR/9jUrr1OqS3/80ft3cv8v8D/ExLJFoAS8BLA5blVBiKupHS/PZVwQjMTsDgzhabKqIqMrinUbct79Ojkd8WfVr88WvC8kb5N9ESGfGuVRE4jm3CZHDfIJgTy9YjOjEIQs+kvyAwP+0oQa3vl5vJPvitIqiLKzb55MqEwOjLGqCCSMhUxk2T1wQ7mdKPrTl+iu4J7ry90B5mffQ9RFNpfPXEz1ZO1o/7OEsurKXKZGuWaTtJwmToXI2kIlBoBrUmF5Q2bnlaV4V6E5VJPWRCi1ce/9Pmum/8n+XfxbX7blQEvpQAAACV0RVh0ZGF0ZTpjcmVhdGUAMjAyMC0xMS0wN1QxODo0ODoyMyswMDowMFQvORQAAAAldEVYdGRhdGU6bW9kaWZ5ADIwMjAtMTEtMDdUMTg6NDg6MjMrMDA6MDAlcoGoAAAAOXRFWHRTb2Z0d2FyZQBtYXRwbG90bGliIHZlcnNpb24gMi4yLjUsIGh0dHA6Ly9tYXRwbG90bGliLm9yZy9IzyijAAAAAElFTkSuQmCC', 'weight': 22}
-
mf_hecke_traces • Show schema
Hide schema
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id: 138284000
{'hecke_orbit_code': 13510799251210288, 'n': 1, 'trace_an': 1}
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id: 138284001
{'hecke_orbit_code': 13510799251210288, 'n': 2, 'trace_an': 0}
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id: 138284002
{'hecke_orbit_code': 13510799251210288, 'n': 3, 'trace_an': 59049}
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id: 138284003
{'hecke_orbit_code': 13510799251210288, 'n': 4, 'trace_an': 0}
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id: 138284004
{'hecke_orbit_code': 13510799251210288, 'n': 5, 'trace_an': -41512770}
-
id: 138284005
{'hecke_orbit_code': 13510799251210288, 'n': 6, 'trace_an': 0}
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id: 138284006
{'hecke_orbit_code': 13510799251210288, 'n': 7, 'trace_an': -538429808}
-
id: 138284007
{'hecke_orbit_code': 13510799251210288, 'n': 8, 'trace_an': 0}
-
id: 138284008
{'hecke_orbit_code': 13510799251210288, 'n': 9, 'trace_an': 3486784401}
-
id: 138284009
{'hecke_orbit_code': 13510799251210288, 'n': 10, 'trace_an': 0}
-
id: 138284010
{'hecke_orbit_code': 13510799251210288, 'n': 11, 'trace_an': 64113040188}
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id: 138284011
{'hecke_orbit_code': 13510799251210288, 'n': 12, 'trace_an': 0}
-
id: 138284012
{'hecke_orbit_code': 13510799251210288, 'n': 13, 'trace_an': -130980107986}
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id: 138284013
{'hecke_orbit_code': 13510799251210288, 'n': 14, 'trace_an': 0}
-
id: 138284014
{'hecke_orbit_code': 13510799251210288, 'n': 15, 'trace_an': -2451287555730}
-
id: 138284015
{'hecke_orbit_code': 13510799251210288, 'n': 16, 'trace_an': 0}
-
id: 138284016
{'hecke_orbit_code': 13510799251210288, 'n': 17, 'trace_an': 8242029723618}
-
id: 138284017
{'hecke_orbit_code': 13510799251210288, 'n': 18, 'trace_an': 0}
-
id: 138284018
{'hecke_orbit_code': 13510799251210288, 'n': 19, 'trace_an': -13492101753020}
-
id: 138284019
{'hecke_orbit_code': 13510799251210288, 'n': 20, 'trace_an': 0}
-
id: 138284020
{'hecke_orbit_code': 13510799251210288, 'n': 21, 'trace_an': -31793741732592}
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